ljchang
/
Sherlock


			
			
				
					
						
							1234567
							<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">
  <g>
    <g transform="translate(0, 0) scale(1.0) "><defs>  <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;}  </style> </defs> <g id="segmentation-z-38b8c3f0-efc3-4626-8846-628b72dfda61">  <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(#p52760fffbe)">    <image height="165.6" id="image11c8ebef21" 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(#p120e97cc1e)">    <image height="158.64" id="image27d28f96f9" 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(#p120e97cc1e)" d="M 105.1875 70.425 L 106.425 71.6625 L 105.1875 72.9 L 103.95 71.6625 L 105.1875 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p120e97cc1e)" d="M 80.4375 112.5 L 81.675 113.7375 L 80.4375 114.975 L 79.2 113.7375 L 80.4375 112.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_3">    <path clip-path="url(#p120e97cc1e)" d="M 65.5875 18.45 L 77.9625 18.45 L 80.4375 20.925 L 105.1875 20.925 L 118.8 34.5375 L 118.8 37.0125 L 121.275 39.4875 L 121.275 41.9625 L 123.75 44.4375 L 123.75 51.8625 L 121.275 54.3375 L 121.275 64.2375 L 123.75 66.7125 L 123.75 69.1875 L 128.7 74.1375 L 128.7 76.6125 L 131.175 79.0875 L 131.175 91.4625 L 124.9875 97.65 L 112.6125 97.65 L 111.375 98.8875 L 111.375 106.3125 L 116.325 111.2625 L 116.325 113.7375 L 118.8 116.2125 L 118.8 131.0625 L 113.85 136.0125 L 113.85 138.4875 L 107.6625 144.675 L 105.1875 144.675 L 102.7125 147.15 L 100.2375 147.15 L 97.7625 149.625 L 85.3875 149.625 L 80.4375 144.675 L 77.9625 144.675 L 75.4875 147.15 L 73.0125 147.15 L 70.5375 149.625 L 60.6375 149.625 L 58.1625 147.15 L 55.6875 147.15 L 53.2125 144.675 L 50.7375 144.675 L 42.075 136.0125 L 42.075 133.5375 L 37.125 128.5875 L 37.125 111.2625 L 45.7875 102.6 L 50.7375 102.6 L 51.975 101.3625 L 51.975 93.9375 L 50.7375 92.7 L 30.9375 92.7 L 29.7 91.4625 L 29.7 74.1375 L 32.175 71.6625 L 32.175 69.1875 L 34.65 66.7125 L 34.65 64.2375 L 35.8875 63 L 38.3625 63 L 39.6 61.7625 L 39.6 51.8625 L 37.125 49.3875 L 37.125 46.9125 L 39.6 44.4375 L 39.6 39.4875 L 42.075 37.0125 L 42.075 34.5375 L 53.2125 23.4 L 55.6875 23.4 L 58.1625 20.925 L 63.1125 20.925 L 65.5875 18.45 L 65.5875 18.45 " 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;"/>    </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;"/>    </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;"/>    </g>    <!-- z=-70 -->    <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 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"/>     <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(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-37"/>     <use x="235.986328" xlink:href="#DejaVuSans-30"/>    </g>   </g>  </g>  <g id="axes_3">   <g clip-path="url(#pd386456dd5)">    <image height="158.64" id="imagee9bb023a95" 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(#pd386456dd5)" d="M 216.5625 65.475 L 217.8 66.7125 L 217.8 69.1875 L 217.8 71.6625 L 217.8 74.1375 L 216.5625 75.375 L 215.325 74.1375 L 215.325 71.6625 L 215.325 69.1875 L 215.325 66.7125 L 216.5625 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pd386456dd5)" d="M 214.0875 75.375 L 215.325 76.6125 L 214.0875 77.85 L 212.85 76.6125 L 214.0875 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_5">    <path clip-path="url(#pd386456dd5)" d="M 209.1375 72.9 L 210.375 74.1375 L 210.375 76.6125 L 209.1375 77.85 L 207.9 76.6125 L 207.9 74.1375 L 209.1375 72.9 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pd386456dd5)" d="M 248.7375 97.65 L 249.975 98.8875 L 248.7375 100.125 L 247.5 98.8875 L 248.7375 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pd386456dd5)" d="M 228.9375 100.125 L 230.175 101.3625 L 228.9375 102.6 L 227.7 101.3625 L 228.9375 100.125 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pd386456dd5)" d="M 246.2625 100.125 L 247.5 101.3625 L 246.2625 102.6 L 245.025 101.3625 L 246.2625 100.125 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pd386456dd5)" d="M 233.8875 105.075 L 235.125 106.3125 L 233.8875 107.55 L 232.65 106.3125 L 233.8875 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pd386456dd5)" d="M 248.7375 105.075 L 249.975 106.3125 L 248.7375 107.55 L 247.5 106.3125 L 248.7375 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pd386456dd5)" d="M 253.6875 112.5 L 254.925 113.7375 L 253.6875 114.975 L 252.45 113.7375 L 253.6875 112.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pd386456dd5)" d="M 258.6375 114.975 L 261.1125 114.975 L 262.35 116.2125 L 261.1125 117.45 L 259.875 118.6875 L 258.6375 119.925 L 257.4 118.6875 L 257.4 116.2125 L 258.6375 114.975 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_6">    <path clip-path="url(#pd386456dd5)" d="M 223.9875 15.975 L 233.8875 15.975 L 236.3625 18.45 L 241.3125 18.45 L 243.7875 15.975 L 251.2125 15.975 L 253.6875 18.45 L 261.1125 18.45 L 263.5875 20.925 L 266.0625 20.925 L 272.25 27.1125 L 272.25 29.5875 L 282.15 39.4875 L 282.15 51.8625 L 284.625 54.3375 L 284.625 71.6625 L 287.1 74.1375 L 287.1 76.6125 L 289.575 79.0875 L 289.575 96.4125 L 285.8625 100.125 L 280.9125 100.125 L 279.675 101.3625 L 279.675 111.2625 L 282.15 113.7375 L 282.15 121.1625 L 279.675 123.6375 L 279.675 126.1125 L 274.725 131.0625 L 274.725 133.5375 L 272.25 136.0125 L 272.25 138.4875 L 266.0625 144.675 L 263.5875 144.675 L 261.1125 147.15 L 241.3125 147.15 L 238.8375 144.675 L 236.3625 144.675 L 233.8875 147.15 L 231.4125 147.15 L 228.9375 149.625 L 219.0375 149.625 L 214.0875 144.675 L 211.6125 144.675 L 200.475 133.5375 L 200.475 128.5875 L 199.2375 127.35 L 196.7625 127.35 L 195.525 126.1125 L 195.525 121.1625 L 193.05 118.6875 L 193.05 116.2125 L 195.525 113.7375 L 195.525 111.2625 L 200.475 106.3125 L 200.475 98.8875 L 199.2375 97.65 L 191.8125 97.65 L 185.625 91.4625 L 185.625 76.6125 L 188.1 74.1375 L 188.1 71.6625 L 193.05 66.7125 L 193.05 64.2375 L 195.525 61.7625 L 195.525 54.3375 L 193.05 51.8625 L 193.05 46.9125 L 195.525 44.4375 L 195.525 41.9625 L 198 39.4875 L 198 37.0125 L 207.9 27.1125 L 207.9 24.6375 L 211.6125 20.925 L 214.0875 20.925 L 216.5625 18.45 L 221.5125 18.45 L 223.9875 15.975 L 223.9875 15.975 " 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;"/>    </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;"/>    </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;"/>    </g>    <!-- z=-62 -->    <defs>     <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/>     <path d="M 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(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-36"/>     <use x="235.986328" xlink:href="#DejaVuSans-32"/>    </g>   </g>  </g>  <g id="axes_4">   <g clip-path="url(#p283d5cc472)">    <image height="158.64" id="image011c65875b" 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(#p283d5cc472)" d="M 382.3875 43.2 L 384.8625 43.2 L 387.3375 43.2 L 388.575 44.4375 L 389.8125 45.675 L 391.05 46.9125 L 392.2875 48.15 L 393.525 46.9125 L 394.7625 45.675 L 396 46.9125 L 397.2375 48.15 L 398.475 49.3875 L 399.7125 50.625 L 400.95 49.3875 L 402.1875 48.15 L 403.425 46.9125 L 404.6625 45.675 L 407.1375 45.675 L 409.6125 45.675 L 410.85 44.4375 L 412.0875 43.2 L 413.325 44.4375 L 414.5625 45.675 L 417.0375 45.675 L 418.275 46.9125 L 419.5125 48.15 L 420.75 49.3875 L 420.75 51.8625 L 419.5125 53.1 L 418.275 54.3375 L 417.0375 55.575 L 415.8 56.8125 L 415.8 59.2875 L 414.5625 60.525 L 413.325 59.2875 L 412.0875 58.05 L 410.85 56.8125 L 410.85 54.3375 L 410.85 51.8625 L 409.6125 50.625 L 407.1375 50.625 L 405.9 51.8625 L 404.6625 53.1 L 402.1875 53.1 L 399.7125 53.1 L 397.2375 53.1 L 396 51.8625 L 394.7625 50.625 L 392.2875 50.625 L 389.8125 50.625 L 387.3375 50.625 L 384.8625 50.625 L 383.625 51.8625 L 382.3875 53.1 L 381.15 54.3375 L 382.3875 55.575 L 383.625 56.8125 L 382.3875 58.05 L 381.15 59.2875 L 381.15 61.7625 L 381.15 64.2375 L 381.15 66.7125 L 381.15 69.1875 L 381.15 71.6625 L 382.3875 72.9 L 383.625 74.1375 L 383.625 76.6125 L 382.3875 77.85 L 381.15 79.0875 L 379.9125 80.325 L 377.4375 80.325 L 374.9625 80.325 L 373.725 79.0875 L 373.725 76.6125 L 372.4875 75.375 L 371.25 74.1375 L 372.4875 72.9 L 373.725 71.6625 L 373.725 69.1875 L 374.9625 67.95 L 376.2 69.1875 L 377.4375 70.425 L 378.675 69.1875 L 377.4375 67.95 L 376.2 66.7125 L 376.2 64.2375 L 377.4375 63 L 378.675 61.7625 L 378.675 59.2875 L 378.675 56.8125 L 378.675 54.3375 L 378.675 51.8625 L 377.4375 50.625 L 376.2 49.3875 L 377.4375 48.15 L 378.675 46.9125 L 379.9125 45.675 L 381.15 44.4375 L 382.3875 43.2 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 412.0875 60.525 L 413.325 61.7625 L 412.0875 63 L 410.85 61.7625 L 412.0875 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 409.6125 72.9 L 410.85 74.1375 L 410.85 76.6125 L 409.6125 77.85 L 408.375 76.6125 L 408.375 74.1375 L 409.6125 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 382.3875 82.8 L 384.8625 82.8 L 386.1 84.0375 L 386.1 86.5125 L 387.3375 87.75 L 388.575 88.9875 L 388.575 91.4625 L 387.3375 92.7 L 384.8625 92.7 L 382.3875 92.7 L 381.15 91.4625 L 381.15 88.9875 L 381.15 86.5125 L 381.15 84.0375 L 382.3875 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 407.1375 82.8 L 408.375 84.0375 L 408.375 86.5125 L 407.1375 87.75 L 404.6625 87.75 L 403.425 86.5125 L 404.6625 85.275 L 405.9 84.0375 L 407.1375 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 379.9125 92.7 L 381.15 93.9375 L 379.9125 95.175 L 378.675 93.9375 L 379.9125 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 384.8625 102.6 L 386.1 103.8375 L 384.8625 105.075 L 383.625 103.8375 L 384.8625 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 367.5375 107.55 L 368.775 108.7875 L 367.5375 110.025 L 366.3 108.7875 L 367.5375 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 397.2375 107.55 L 398.475 108.7875 L 397.2375 110.025 L 396 108.7875 L 397.2375 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 370.0125 112.5 L 371.25 113.7375 L 370.0125 114.975 L 368.775 113.7375 L 370.0125 112.5 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_8">    <path clip-path="url(#p283d5cc472)" d="M 399.7125 45.675 L 400.95 46.9125 L 399.7125 48.15 L 398.475 46.9125 L 399.7125 45.675 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" 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(#p283d5cc472)" d="M 372.4875 60.525 L 373.725 61.7625 L 373.725 64.2375 L 372.4875 65.475 L 371.25 64.2375 L 371.25 61.7625 L 372.4875 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 426.9375 67.95 L 428.175 69.1875 L 426.9375 70.425 L 425.7 69.1875 L 426.9375 67.95 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 365.0625 77.85 L 367.5375 77.85 L 368.775 79.0875 L 367.5375 80.325 L 365.0625 80.325 L 363.825 79.0875 L 365.0625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" d="M 387.3375 95.175 L 389.8125 95.175 L 391.05 96.4125 L 392.2875 97.65 L 394.7625 97.65 L 396 98.8875 L 397.2375 100.125 L 399.7125 100.125 L 400.95 98.8875 L 402.1875 97.65 L 403.425 96.4125 L 404.6625 95.175 L 407.1375 95.175 L 409.6125 95.175 L 410.85 96.4125 L 409.6125 97.65 L 408.375 98.8875 L 407.1375 100.125 L 405.9 101.3625 L 404.6625 102.6 L 403.425 103.8375 L 403.425 106.3125 L 404.6625 107.55 L 405.9 108.7875 L 405.9 111.2625 L 404.6625 112.5 L 403.425 111.2625 L 402.1875 110.025 L 399.7125 110.025 L 398.475 111.2625 L 397.2375 112.5 L 394.7625 112.5 L 393.525 111.2625 L 392.2875 110.025 L 391.05 108.7875 L 391.05 106.3125 L 389.8125 105.075 L 388.575 103.8375 L 388.575 101.3625 L 387.3375 100.125 L 386.1 98.8875 L 386.1 96.4125 L 387.3375 95.175 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p283d5cc472)" 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(#p283d5cc472)" d="M 404.6625 119.925 L 407.1375 119.925 L 408.375 121.1625 L 407.1375 122.4 L 404.6625 122.4 L 403.425 121.1625 L 404.6625 119.925 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_9">    <path clip-path="url(#p283d5cc472)" d="M 407.1375 13.5 L 409.6125 15.975 L 417.0375 15.975 L 419.5125 18.45 L 421.9875 18.45 L 425.7 22.1625 L 425.7 24.6375 L 438.075 37.0125 L 438.075 39.4875 L 440.55 41.9625 L 440.55 46.9125 L 443.025 49.3875 L 443.025 54.3375 L 445.5 56.8125 L 445.5 76.6125 L 447.975 79.0875 L 445.5 81.5625 L 447.975 84.0375 L 447.975 113.7375 L 445.5 116.2125 L 445.5 118.6875 L 440.55 123.6375 L 440.55 126.1125 L 435.6 131.0625 L 435.6 136.0125 L 433.125 138.4875 L 433.125 140.9625 L 431.8875 142.2 L 429.4125 142.2 L 421.9875 149.625 L 409.6125 149.625 L 407.1375 147.15 L 404.6625 149.625 L 402.1875 147.15 L 394.7625 147.15 L 392.2875 144.675 L 389.8125 147.15 L 387.3375 147.15 L 384.8625 149.625 L 382.3875 149.625 L 379.9125 147.15 L 372.4875 147.15 L 370.0125 144.675 L 367.5375 144.675 L 358.875 136.0125 L 358.875 133.5375 L 353.925 128.5875 L 353.925 126.1125 L 348.975 121.1625 L 348.975 118.6875 L 346.5 116.2125 L 346.5 96.4125 L 344.025 93.9375 L 344.025 79.0875 L 346.5 76.6125 L 346.5 71.6625 L 348.975 69.1875 L 348.975 61.7625 L 351.45 59.2875 L 351.45 49.3875 L 353.925 46.9125 L 353.925 41.9625 L 361.35 34.5375 L 361.35 32.0625 L 363.825 29.5875 L 363.825 27.1125 L 370.0125 20.925 L 372.4875 20.925 L 374.9625 18.45 L 377.4375 18.45 L 379.9125 15.975 L 404.6625 15.975 L 407.1375 13.5 L 407.1375 13.5 " 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;"/>    </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;"/>    </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;"/>    </g>    <!-- z=-53 -->    <defs>     <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/>     <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/>    </defs>    <g style="fill:#ffffff;" transform="translate(316.8 159.504375)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-33"/>    </g>   </g>  </g>  <g id="axes_5">   <g clip-path="url(#pbfee93e687)">    <image height="158.64" id="image0ff1714df8" transform="scale(1 -1)translate(0 -158.64)" width="158.4" x="475" xlink:href="data:image/png;base64,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" y="-2.96"/>   </g>   <g id="LineCollection_10">    <path clip-path="url(#pbfee93e687)" d="M 545.7375 50.625 L 546.975 51.8625 L 546.975 54.3375 L 548.2125 55.575 L 550.6875 55.575 L 553.1625 55.575 L 554.4 56.8125 L 553.1625 58.05 L 550.6875 58.05 L 548.2125 58.05 L 545.7375 58.05 L 544.5 59.2875 L 543.2625 60.525 L 542.025 61.7625 L 542.025 64.2375 L 542.025 66.7125 L 542.025 69.1875 L 543.2625 70.425 L 544.5 71.6625 L 544.5 74.1375 L 545.7375 75.375 L 548.2125 75.375 L 549.45 76.6125 L 549.45 79.0875 L 549.45 81.5625 L 549.45 84.0375 L 549.45 86.5125 L 549.45 88.9875 L 548.2125 90.225 L 546.975 91.4625 L 546.975 93.9375 L 546.975 96.4125 L 545.7375 97.65 L 543.2625 97.65 L 540.7875 97.65 L 538.3125 97.65 L 537.075 98.8875 L 535.8375 100.125 L 534.6 101.3625 L 534.6 103.8375 L 533.3625 105.075 L 532.125 106.3125 L 532.125 108.7875 L 530.8875 110.025 L 529.65 111.2625 L 530.8875 112.5 L 532.125 113.7375 L 532.125 116.2125 L 532.125 118.6875 L 532.125 121.1625 L 530.8875 122.4 L 529.65 121.1625 L 528.4125 119.925 L 527.175 118.6875 L 527.175 116.2125 L 527.175 113.7375 L 525.9375 112.5 L 524.7 111.2625 L 524.7 108.7875 L 524.7 106.3125 L 524.7 103.8375 L 525.9375 102.6 L 527.175 101.3625 L 528.4125 100.125 L 529.65 98.8875 L 528.4125 97.65 L 527.175 96.4125 L 525.9375 95.175 L 524.7 93.9375 L 525.9375 92.7 L 528.4125 92.7 L 529.65 93.9375 L 530.8875 95.175 L 533.3625 95.175 L 534.6 93.9375 L 535.8375 92.7 L 537.075 91.4625 L 535.8375 90.225 L 534.6 88.9875 L 534.6 86.5125 L 533.3625 85.275 L 532.125 84.0375 L 532.125 81.5625 L 532.125 79.0875 L 533.3625 77.85 L 534.6 76.6125 L 534.6 74.1375 L 534.6 71.6625 L 534.6 69.1875 L 535.8375 67.95 L 537.075 66.7125 L 537.075 64.2375 L 537.075 61.7625 L 537.075 59.2875 L 537.075 56.8125 L 538.3125 55.575 L 539.55 54.3375 L 540.7875 53.1 L 543.2625 53.1 L 544.5 51.8625 L 545.7375 50.625 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 565.5375 50.625 L 568.0125 50.625 L 570.4875 50.625 L 571.725 51.8625 L 572.9625 53.1 L 574.2 54.3375 L 575.4375 55.575 L 576.675 56.8125 L 577.9125 58.05 L 580.3875 58.05 L 581.625 59.2875 L 580.3875 60.525 L 577.9125 60.525 L 576.675 61.7625 L 576.675 64.2375 L 576.675 66.7125 L 575.4375 67.95 L 572.9625 67.95 L 571.725 66.7125 L 571.725 64.2375 L 570.4875 63 L 569.25 61.7625 L 569.25 59.2875 L 568.0125 58.05 L 566.775 56.8125 L 565.5375 55.575 L 564.3 54.3375 L 564.3 51.8625 L 565.5375 50.625 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 563.0625 55.575 L 564.3 56.8125 L 563.0625 58.05 L 561.825 56.8125 L 563.0625 55.575 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 560.5875 65.475 L 561.825 66.7125 L 561.825 69.1875 L 560.5875 70.425 L 559.35 69.1875 L 559.35 66.7125 L 560.5875 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 570.4875 72.9 L 571.725 74.1375 L 571.725 76.6125 L 571.725 79.0875 L 571.725 81.5625 L 572.9625 82.8 L 574.2 84.0375 L 572.9625 85.275 L 571.725 86.5125 L 572.9625 87.75 L 574.2 88.9875 L 574.2 91.4625 L 574.2 93.9375 L 575.4375 95.175 L 576.675 96.4125 L 577.9125 97.65 L 580.3875 97.65 L 581.625 98.8875 L 582.8625 100.125 L 584.1 101.3625 L 584.1 103.8375 L 582.8625 105.075 L 581.625 106.3125 L 582.8625 107.55 L 584.1 108.7875 L 585.3375 110.025 L 586.575 111.2625 L 585.3375 112.5 L 584.1 113.7375 L 584.1 116.2125 L 582.8625 117.45 L 581.625 118.6875 L 580.3875 119.925 L 579.15 118.6875 L 579.15 116.2125 L 579.15 113.7375 L 579.15 111.2625 L 579.15 108.7875 L 579.15 106.3125 L 579.15 103.8375 L 577.9125 102.6 L 576.675 101.3625 L 575.4375 100.125 L 574.2 98.8875 L 572.9625 97.65 L 571.725 96.4125 L 570.4875 95.175 L 569.25 93.9375 L 569.25 91.4625 L 569.25 88.9875 L 569.25 86.5125 L 569.25 84.0375 L 569.25 81.5625 L 569.25 79.0875 L 569.25 76.6125 L 569.25 74.1375 L 570.4875 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 555.6375 92.7 L 556.875 93.9375 L 555.6375 95.175 L 554.4 93.9375 L 555.6375 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 550.6875 100.125 L 551.925 101.3625 L 553.1625 102.6 L 554.4 103.8375 L 553.1625 105.075 L 550.6875 105.075 L 548.2125 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(#pbfee93e687)" d="M 545.7375 105.075 L 546.975 106.3125 L 548.2125 107.55 L 549.45 108.7875 L 548.2125 110.025 L 545.7375 110.025 L 543.2625 110.025 L 542.025 108.7875 L 543.2625 107.55 L 544.5 106.3125 L 545.7375 105.075 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 565.5375 107.55 L 566.775 108.7875 L 565.5375 110.025 L 564.3 108.7875 L 565.5375 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 533.3625 122.4 L 534.6 123.6375 L 533.3625 124.875 L 532.125 123.6375 L 533.3625 122.4 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_11">    <path clip-path="url(#pbfee93e687)" 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(#pbfee93e687)" d="M 550.6875 70.425 L 553.1625 70.425 L 554.4 71.6625 L 554.4 74.1375 L 553.1625 75.375 L 550.6875 75.375 L 549.45 74.1375 L 549.45 71.6625 L 550.6875 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 560.5875 70.425 L 563.0625 70.425 L 564.3 71.6625 L 565.5375 72.9 L 566.775 74.1375 L 565.5375 75.375 L 563.0625 75.375 L 560.5875 75.375 L 559.35 74.1375 L 559.35 71.6625 L 560.5875 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 553.1625 77.85 L 555.6375 77.85 L 558.1125 77.85 L 559.35 79.0875 L 558.1125 80.325 L 556.875 81.5625 L 556.875 84.0375 L 555.6375 85.275 L 554.4 84.0375 L 554.4 81.5625 L 553.1625 80.325 L 551.925 79.0875 L 553.1625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 525.9375 80.325 L 527.175 81.5625 L 525.9375 82.8 L 524.7 81.5625 L 525.9375 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 528.4125 85.275 L 529.65 86.5125 L 528.4125 87.75 L 527.175 86.5125 L 528.4125 85.275 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 585.3375 85.275 L 587.8125 85.275 L 589.05 86.5125 L 587.8125 87.75 L 586.575 88.9875 L 585.3375 90.225 L 584.1 88.9875 L 584.1 86.5125 L 585.3375 85.275 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 553.1625 87.75 L 555.6375 87.75 L 556.875 88.9875 L 558.1125 90.225 L 559.35 91.4625 L 559.35 93.9375 L 560.5875 95.175 L 561.825 96.4125 L 563.0625 97.65 L 564.3 98.8875 L 563.0625 100.125 L 560.5875 100.125 L 558.1125 100.125 L 556.875 98.8875 L 555.6375 97.65 L 554.4 98.8875 L 553.1625 100.125 L 550.6875 100.125 L 549.45 98.8875 L 549.45 96.4125 L 550.6875 95.175 L 551.925 93.9375 L 551.925 91.4625 L 551.925 88.9875 L 553.1625 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 525.9375 90.225 L 528.4125 90.225 L 529.65 91.4625 L 528.4125 92.7 L 527.175 93.9375 L 525.9375 95.175 L 524.7 93.9375 L 524.7 91.4625 L 525.9375 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 553.1625 105.075 L 555.6375 105.075 L 556.875 106.3125 L 556.875 108.7875 L 558.1125 110.025 L 559.35 111.2625 L 559.35 113.7375 L 558.1125 114.975 L 556.875 116.2125 L 556.875 118.6875 L 555.6375 119.925 L 554.4 118.6875 L 553.1625 117.45 L 550.6875 117.45 L 549.45 116.2125 L 550.6875 114.975 L 551.925 113.7375 L 551.925 111.2625 L 551.925 108.7875 L 551.925 106.3125 L 553.1625 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 535.8375 112.5 L 537.075 113.7375 L 535.8375 114.975 L 534.6 113.7375 L 535.8375 112.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 568.0125 117.45 L 569.25 118.6875 L 568.0125 119.925 L 566.775 118.6875 L 568.0125 117.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 575.4375 119.925 L 576.675 121.1625 L 575.4375 122.4 L 574.2 121.1625 L 575.4375 119.925 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 565.5375 122.4 L 566.775 123.6375 L 565.5375 124.875 L 564.3 123.6375 L 565.5375 122.4 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pbfee93e687)" d="M 555.6375 124.875 L 556.875 126.1125 L 555.6375 127.35 L 554.4 126.1125 L 555.6375 124.875 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_12">    <path clip-path="url(#pbfee93e687)" d="M 540.7875 18.45 L 568.0125 18.45 L 570.4875 20.925 L 577.9125 20.925 L 582.8625 25.875 L 585.3375 25.875 L 586.575 27.1125 L 586.575 29.5875 L 596.475 39.4875 L 596.475 41.9625 L 598.95 44.4375 L 598.95 49.3875 L 601.425 51.8625 L 601.425 54.3375 L 603.9 56.8125 L 603.9 61.7625 L 606.375 64.2375 L 606.375 79.0875 L 608.85 81.5625 L 608.85 98.8875 L 606.375 101.3625 L 606.375 113.7375 L 603.9 116.2125 L 603.9 118.6875 L 601.425 121.1625 L 601.425 123.6375 L 596.475 128.5875 L 596.475 133.5375 L 594 136.0125 L 594 138.4875 L 580.3875 152.1 L 577.9125 152.1 L 575.4375 154.575 L 563.0625 154.575 L 560.5875 152.1 L 558.1125 152.1 L 555.6375 149.625 L 550.6875 149.625 L 548.2125 152.1 L 545.7375 152.1 L 543.2625 154.575 L 538.3125 154.575 L 535.8375 152.1 L 533.3625 152.1 L 528.4125 147.15 L 525.9375 147.15 L 522.225 143.4375 L 522.225 140.9625 L 512.325 131.0625 L 512.325 128.5875 L 509.85 126.1125 L 509.85 121.1625 L 507.375 118.6875 L 507.375 116.2125 L 504.9 113.7375 L 504.9 111.2625 L 502.425 108.7875 L 502.425 86.5125 L 504.9 84.0375 L 504.9 66.7125 L 507.375 64.2375 L 507.375 56.8125 L 512.325 51.8625 L 512.325 44.4375 L 519.75 37.0125 L 519.75 34.5375 L 524.7 29.5875 L 524.7 27.1125 L 525.9375 25.875 L 528.4125 25.875 L 533.3625 20.925 L 538.3125 20.925 L 540.7875 18.45 L 540.7875 18.45 " 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;"/>    </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;"/>    </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;"/>    </g>    <!-- z=-45 -->    <defs>     <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/>    </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-34"/>     <use x="235.986328" xlink:href="#DejaVuSans-35"/>    </g>   </g>  </g>  <g id="axes_6">   <g clip-path="url(#pe414f22fee)">    <image height="158.4" id="image53c75878c3" transform="scale(1 -1)translate(0 -158.4)" width="158.4" x="634" xlink:href="data:image/png;base64,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" y="-3.2"/>   </g>   <g id="LineCollection_13">    <path clip-path="url(#pe414f22fee)" d="M 701.6625 58.05 L 704.1375 58.05 L 705.375 59.2875 L 706.6125 60.525 L 709.0875 60.525 L 710.325 61.7625 L 710.325 64.2375 L 709.0875 65.475 L 707.85 64.2375 L 706.6125 63 L 704.1375 63 L 702.9 64.2375 L 701.6625 65.475 L 700.425 66.7125 L 700.425 69.1875 L 700.425 71.6625 L 700.425 74.1375 L 700.425 76.6125 L 700.425 79.0875 L 700.425 81.5625 L 701.6625 82.8 L 702.9 84.0375 L 702.9 86.5125 L 701.6625 87.75 L 700.425 88.9875 L 700.425 91.4625 L 699.1875 92.7 L 697.95 93.9375 L 697.95 96.4125 L 696.7125 97.65 L 695.475 98.8875 L 695.475 101.3625 L 695.475 103.8375 L 695.475 106.3125 L 694.2375 107.55 L 693 108.7875 L 694.2375 110.025 L 695.475 111.2625 L 694.2375 112.5 L 693 113.7375 L 693 116.2125 L 691.7625 117.45 L 689.2875 117.45 L 688.05 116.2125 L 686.8125 114.975 L 685.575 113.7375 L 685.575 111.2625 L 684.3375 110.025 L 683.1 108.7875 L 683.1 106.3125 L 684.3375 105.075 L 685.575 103.8375 L 686.8125 102.6 L 688.05 101.3625 L 688.05 98.8875 L 689.2875 97.65 L 691.7625 97.65 L 693 96.4125 L 694.2375 95.175 L 695.475 93.9375 L 695.475 91.4625 L 694.2375 90.225 L 693 88.9875 L 693 86.5125 L 691.7625 85.275 L 690.525 84.0375 L 690.525 81.5625 L 690.525 79.0875 L 690.525 76.6125 L 690.525 74.1375 L 689.2875 72.9 L 686.8125 72.9 L 685.575 71.6625 L 686.8125 70.425 L 688.05 69.1875 L 688.05 66.7125 L 689.2875 65.475 L 690.525 64.2375 L 691.7625 63 L 694.2375 63 L 696.7125 63 L 697.95 61.7625 L 699.1875 60.525 L 700.425 59.2875 L 701.6625 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 723.9375 58.05 L 726.4125 58.05 L 727.65 59.2875 L 728.8875 60.525 L 731.3625 60.525 L 732.6 61.7625 L 733.8375 63 L 736.3125 63 L 737.55 64.2375 L 738.7875 65.475 L 740.025 66.7125 L 741.2625 67.95 L 742.5 69.1875 L 741.2625 70.425 L 738.7875 70.425 L 736.3125 70.425 L 735.075 71.6625 L 735.075 74.1375 L 736.3125 75.375 L 737.55 74.1375 L 738.7875 72.9 L 740.025 74.1375 L 740.025 76.6125 L 738.7875 77.85 L 737.55 79.0875 L 737.55 81.5625 L 737.55 84.0375 L 736.3125 85.275 L 735.075 86.5125 L 735.075 88.9875 L 733.8375 90.225 L 732.6 91.4625 L 732.6 93.9375 L 732.6 96.4125 L 731.3625 97.65 L 730.125 96.4125 L 730.125 93.9375 L 730.125 91.4625 L 728.8875 90.225 L 727.65 88.9875 L 728.8875 87.75 L 731.3625 87.75 L 732.6 86.5125 L 732.6 84.0375 L 731.3625 82.8 L 730.125 81.5625 L 730.125 79.0875 L 730.125 76.6125 L 730.125 74.1375 L 730.125 71.6625 L 730.125 69.1875 L 730.125 66.7125 L 728.8875 65.475 L 726.4125 65.475 L 723.9375 65.475 L 722.7 64.2375 L 722.7 61.7625 L 722.7 59.2875 L 723.9375 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 714.0375 67.95 L 715.275 69.1875 L 714.0375 70.425 L 712.8 69.1875 L 714.0375 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 684.3375 72.9 L 685.575 74.1375 L 684.3375 75.375 L 683.1 74.1375 L 684.3375 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 686.8125 95.175 L 688.05 96.4125 L 686.8125 97.65 L 685.575 96.4125 L 686.8125 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 711.5625 97.65 L 714.0375 97.65 L 716.5125 97.65 L 717.75 98.8875 L 718.9875 100.125 L 720.225 101.3625 L 721.4625 102.6 L 722.7 103.8375 L 723.9375 105.075 L 725.175 106.3125 L 726.4125 107.55 L 727.65 108.7875 L 728.8875 110.025 L 731.3625 110.025 L 732.6 108.7875 L 733.8375 107.55 L 735.075 106.3125 L 735.075 103.8375 L 735.075 101.3625 L 736.3125 100.125 L 737.55 101.3625 L 738.7875 102.6 L 741.2625 102.6 L 742.5 103.8375 L 742.5 106.3125 L 742.5 108.7875 L 742.5 111.2625 L 742.5 113.7375 L 741.2625 114.975 L 740.025 116.2125 L 738.7875 117.45 L 736.3125 117.45 L 735.075 118.6875 L 733.8375 119.925 L 731.3625 119.925 L 730.125 118.6875 L 730.125 116.2125 L 728.8875 114.975 L 727.65 113.7375 L 726.4125 112.5 L 723.9375 112.5 L 722.7 111.2625 L 721.4625 110.025 L 720.225 108.7875 L 720.225 106.3125 L 718.9875 105.075 L 716.5125 105.075 L 714.0375 105.075 L 711.5625 105.075 L 709.0875 105.075 L 707.85 106.3125 L 707.85 108.7875 L 706.6125 110.025 L 705.375 111.2625 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 697.95 121.1625 L 696.7125 122.4 L 695.475 121.1625 L 695.475 118.6875 L 695.475 116.2125 L 696.7125 114.975 L 697.95 113.7375 L 697.95 111.2625 L 699.1875 110.025 L 700.425 108.7875 L 700.425 106.3125 L 701.6625 105.075 L 704.1375 105.075 L 705.375 103.8375 L 706.6125 102.6 L 707.85 101.3625 L 709.0875 100.125 L 710.325 98.8875 L 711.5625 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 726.4125 97.65 L 727.65 98.8875 L 726.4125 100.125 L 725.175 98.8875 L 726.4125 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 733.8375 97.65 L 735.075 98.8875 L 733.8375 100.125 L 732.6 98.8875 L 733.8375 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 699.1875 100.125 L 700.425 101.3625 L 699.1875 102.6 L 697.95 101.3625 L 699.1875 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 728.8875 100.125 L 730.125 101.3625 L 728.8875 102.6 L 727.65 101.3625 L 728.8875 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_14">    <path clip-path="url(#pe414f22fee)" d="M 726.4125 70.425 L 727.65 71.6625 L 727.65 74.1375 L 726.4125 75.375 L 725.175 74.1375 L 725.175 71.6625 L 726.4125 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 709.0875 72.9 L 710.325 74.1375 L 710.325 76.6125 L 709.0875 77.85 L 707.85 76.6125 L 707.85 74.1375 L 709.0875 72.9 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 718.9875 75.375 L 720.225 76.6125 L 718.9875 77.85 L 717.75 76.6125 L 718.9875 75.375 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 723.9375 75.375 L 725.175 76.6125 L 725.175 79.0875 L 723.9375 80.325 L 722.7 79.0875 L 722.7 76.6125 L 723.9375 75.375 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 706.6125 77.85 L 707.85 79.0875 L 706.6125 80.325 L 705.375 79.0875 L 706.6125 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 704.1375 80.325 L 705.375 81.5625 L 704.1375 82.8 L 702.9 81.5625 L 704.1375 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 681.8625 92.7 L 684.3375 92.7 L 685.575 93.9375 L 684.3375 95.175 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(#pe414f22fee)" d="M 699.1875 102.6 L 700.425 103.8375 L 699.1875 105.075 L 697.95 103.8375 L 699.1875 102.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pe414f22fee)" d="M 714.0375 112.5 L 715.275 113.7375 L 715.275 116.2125 L 715.275 118.6875 L 714.0375 119.925 L 712.8 118.6875 L 712.8 116.2125 L 712.8 113.7375 L 714.0375 112.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_15">    <path clip-path="url(#pe414f22fee)" d="M 701.6625 20.925 L 728.8875 20.925 L 731.3625 23.4 L 733.8375 23.4 L 741.2625 30.825 L 743.7375 30.825 L 747.45 34.5375 L 747.45 37.0125 L 754.875 44.4375 L 754.875 46.9125 L 757.35 49.3875 L 757.35 51.8625 L 759.825 54.3375 L 759.825 56.8125 L 762.3 59.2875 L 762.3 64.2375 L 764.775 66.7125 L 764.775 76.6125 L 767.25 79.0875 L 767.25 93.9375 L 764.775 96.4125 L 764.775 113.7375 L 759.825 118.6875 L 759.825 123.6375 L 757.35 126.1125 L 757.35 128.5875 L 754.875 131.0625 L 754.875 133.5375 L 752.4 136.0125 L 752.4 138.4875 L 738.7875 152.1 L 736.3125 152.1 L 733.8375 154.575 L 718.9875 154.575 L 716.5125 152.1 L 711.5625 152.1 L 709.0875 149.625 L 706.6125 152.1 L 691.7625 152.1 L 670.725 131.0625 L 670.725 128.5875 L 668.25 126.1125 L 668.25 118.6875 L 665.775 116.2125 L 665.775 111.2625 L 663.3 108.7875 L 663.3 103.8375 L 660.825 101.3625 L 660.825 98.8875 L 663.3 96.4125 L 663.3 88.9875 L 660.825 86.5125 L 660.825 81.5625 L 663.3 79.0875 L 663.3 69.1875 L 665.775 66.7125 L 665.775 61.7625 L 668.25 59.2875 L 668.25 54.3375 L 673.2 49.3875 L 673.2 44.4375 L 680.625 37.0125 L 680.625 34.5375 L 689.2875 25.875 L 691.7625 25.875 L 694.2375 23.4 L 699.1875 23.4 L 701.6625 20.925 L 701.6625 20.925 " 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;"/>    </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;"/>    </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;"/>    </g>    <!-- z=-36 -->    <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-33"/>     <use x="235.986328" xlink:href="#DejaVuSans-36"/>    </g>   </g>  </g>  <g id="axes_7">   <g clip-path="url(#p3e616537b8)">    <image height="158.4" id="image2359bcdad3" transform="scale(1 -1)translate(0 -158.4)" width="158.4" x="792" xlink:href="data:image/png;base64,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" y="-3.2"/>   </g>   <g id="LineCollection_16">    <path clip-path="url(#p3e616537b8)" d="M 879.8625 65.475 L 882.3375 65.475 L 883.575 66.7125 L 884.8125 67.95 L 887.2875 67.95 L 889.7625 67.95 L 892.2375 67.95 L 893.475 69.1875 L 894.7125 70.425 L 895.95 71.6625 L 895.95 74.1375 L 895.95 76.6125 L 897.1875 77.85 L 898.425 79.0875 L 899.6625 80.325 L 900.9 81.5625 L 902.1375 82.8 L 903.375 84.0375 L 902.1375 85.275 L 899.6625 85.275 L 898.425 84.0375 L 897.1875 82.8 L 895.95 84.0375 L 897.1875 85.275 L 898.425 86.5125 L 899.6625 87.75 L 902.1375 87.75 L 903.375 88.9875 L 902.1375 90.225 L 899.6625 90.225 L 898.425 91.4625 L 897.1875 92.7 L 895.95 93.9375 L 895.95 96.4125 L 895.95 98.8875 L 897.1875 100.125 L 898.425 101.3625 L 899.6625 102.6 L 900.9 103.8375 L 899.6625 105.075 L 898.425 106.3125 L 898.425 108.7875 L 898.425 111.2625 L 897.1875 112.5 L 895.95 113.7375 L 894.7125 114.975 L 892.2375 114.975 L 889.7625 114.975 L 888.525 113.7375 L 887.2875 112.5 L 884.8125 112.5 L 883.575 111.2625 L 882.3375 110.025 L 881.1 108.7875 L 879.8625 107.55 L 878.625 106.3125 L 879.8625 105.075 L 881.1 103.8375 L 881.1 101.3625 L 881.1 98.8875 L 881.1 96.4125 L 879.8625 95.175 L 878.625 93.9375 L 878.625 91.4625 L 879.8625 90.225 L 881.1 91.4625 L 882.3375 92.7 L 883.575 93.9375 L 883.575 96.4125 L 884.8125 97.65 L 886.05 98.8875 L 886.05 101.3625 L 887.2875 102.6 L 888.525 101.3625 L 888.525 98.8875 L 888.525 96.4125 L 889.7625 95.175 L 891 93.9375 L 889.7625 92.7 L 888.525 91.4625 L 888.525 88.9875 L 888.525 86.5125 L 888.525 84.0375 L 888.525 81.5625 L 887.2875 80.325 L 886.05 79.0875 L 886.05 76.6125 L 884.8125 75.375 L 883.575 76.6125 L 882.3375 77.85 L 881.1 79.0875 L 881.1 81.5625 L 879.8625 82.8 L 878.625 81.5625 L 878.625 79.0875 L 878.625 76.6125 L 879.8625 75.375 L 881.1 74.1375 L 881.1 71.6625 L 881.1 69.1875 L 879.8625 67.95 L 878.625 66.7125 L 879.8625 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p3e616537b8)" d="M 860.0625 67.95 L 862.5375 67.95 L 865.0125 67.95 L 867.4875 67.95 L 868.725 69.1875 L 867.4875 70.425 L 866.25 71.6625 L 866.25 74.1375 L 866.25 76.6125 L 865.0125 77.85 L 863.775 76.6125 L 863.775 74.1375 L 862.5375 72.9 L 860.0625 72.9 L 858.825 74.1375 L 858.825 76.6125 L 858.825 79.0875 L 858.825 81.5625 L 858.825 84.0375 L 858.825 86.5125 L 857.5875 87.75 L 856.35 88.9875 L 857.5875 90.225 L 858.825 91.4625 L 857.5875 92.7 L 856.35 93.9375 L 856.35 96.4125 L 856.35 98.8875 L 857.5875 100.125 L 860.0625 100.125 L 861.3 98.8875 L 862.5375 97.65 L 863.775 96.4125 L 863.775 93.9375 L 865.0125 92.7 L 866.25 93.9375 L 866.25 96.4125 L 866.25 98.8875 L 866.25 101.3625 L 865.0125 102.6 L 863.775 103.8375 L 865.0125 105.075 L 866.25 106.3125 L 865.0125 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 855.1125 114.975 L 852.6375 114.975 L 850.1625 114.975 L 848.925 113.7375 L 847.6875 112.5 L 845.2125 112.5 L 843.975 111.2625 L 843.975 108.7875 L 843.975 106.3125 L 845.2125 105.075 L 846.45 103.8375 L 847.6875 102.6 L 848.925 101.3625 L 848.925 98.8875 L 850.1625 97.65 L 851.4 96.4125 L 850.1625 95.175 L 848.925 93.9375 L 847.6875 92.7 L 846.45 91.4625 L 845.2125 90.225 L 843.975 88.9875 L 842.7375 87.75 L 841.5 86.5125 L 842.7375 85.275 L 843.975 84.0375 L 843.975 81.5625 L 845.2125 80.325 L 847.6875 80.325 L 850.1625 80.325 L 851.4 79.0875 L 852.6375 77.85 L 853.875 76.6125 L 853.875 74.1375 L 855.1125 72.9 L 856.35 71.6625 L 857.5875 70.425 L 858.825 69.1875 L 860.0625 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p3e616537b8)" d="M 867.4875 77.85 L 868.725 79.0875 L 868.725 81.5625 L 867.4875 82.8 L 866.25 81.5625 L 866.25 79.0875 L 867.4875 77.85 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p3e616537b8)" d="M 867.4875 87.75 L 868.725 88.9875 L 868.725 91.4625 L 867.4875 92.7 L 866.25 91.4625 L 866.25 88.9875 L 867.4875 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p3e616537b8)" d="M 862.5375 112.5 L 863.775 113.7375 L 862.5375 114.975 L 861.3 113.7375 L 862.5375 112.5 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p3e616537b8)" d="M 879.8625 114.975 L 881.1 116.2125 L 879.8625 117.45 L 878.625 116.2125 L 879.8625 114.975 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_17">    <path clip-path="url(#p3e616537b8)" d="M 874.9125 85.275 L 876.15 86.5125 L 874.9125 87.75 L 873.675 86.5125 L 874.9125 85.275 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p3e616537b8)" d="M 872.4375 87.75 L 873.675 88.9875 L 873.675 91.4625 L 873.675 93.9375 L 872.4375 95.175 L 871.2 93.9375 L 871.2 91.4625 L 871.2 88.9875 L 872.4375 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p3e616537b8)" d="M 872.4375 97.65 L 873.675 98.8875 L 872.4375 100.125 L 871.2 98.8875 L 872.4375 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_18">    <path clip-path="url(#p3e616537b8)" d="M 865.0125 23.4 L 869.9625 23.4 L 872.4375 25.875 L 889.7625 25.875 L 892.2375 28.35 L 894.7125 28.35 L 895.95 29.5875 L 895.95 32.0625 L 904.6125 40.725 L 907.0875 40.725 L 910.8 44.4375 L 910.8 46.9125 L 913.275 49.3875 L 913.275 51.8625 L 915.75 54.3375 L 915.75 56.8125 L 918.225 59.2875 L 918.225 64.2375 L 920.7 66.7125 L 920.7 69.1875 L 923.175 71.6625 L 923.175 76.6125 L 925.65 79.0875 L 925.65 93.9375 L 923.175 96.4125 L 923.175 108.7875 L 920.7 111.2625 L 920.7 113.7375 L 918.225 116.2125 L 918.225 121.1625 L 915.75 123.6375 L 915.75 126.1125 L 910.8 131.0625 L 910.8 133.5375 L 899.6625 144.675 L 897.1875 144.675 L 894.7125 147.15 L 892.2375 147.15 L 889.7625 149.625 L 887.2875 149.625 L 884.8125 152.1 L 874.9125 152.1 L 872.4375 149.625 L 865.0125 149.625 L 862.5375 152.1 L 860.0625 152.1 L 857.5875 149.625 L 855.1125 149.625 L 852.6375 147.15 L 850.1625 147.15 L 842.7375 139.725 L 840.2625 139.725 L 836.55 136.0125 L 836.55 133.5375 L 831.6 128.5875 L 831.6 126.1125 L 829.125 123.6375 L 829.125 121.1625 L 826.65 118.6875 L 826.65 116.2125 L 824.175 113.7375 L 824.175 108.7875 L 821.7 106.3125 L 821.7 74.1375 L 824.175 71.6625 L 824.175 66.7125 L 826.65 64.2375 L 826.65 61.7625 L 829.125 59.2875 L 829.125 56.8125 L 831.6 54.3375 L 831.6 51.8625 L 834.075 49.3875 L 834.075 46.9125 L 836.55 44.4375 L 836.55 41.9625 L 847.6875 30.825 L 852.6375 30.825 L 857.5875 25.875 L 862.5375 25.875 L 865.0125 23.4 L 865.0125 23.4 " 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;"/>    </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;"/>    </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;"/>    </g>    <!-- z=-28 -->    <defs>     <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/>    </defs>    <g style="fill:#ffffff;" transform="translate(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-32"/>     <use x="235.986328" xlink:href="#DejaVuSans-38"/>    </g>   </g>  </g>  <g id="axes_8">   <g clip-path="url(#p5ecd912252)">    <image height="158.4" id="imagef3a1e774ee" transform="scale(1 -1)translate(0 -158.4)" width="158.4" x="950" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAKUCAYAAAC6z6g8AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3durpuddPvDvZNZ21mZmzX466SRhnGw03aiQUpsIpSeKLaIoKlhFW6QHggci4pknnlqkZ0VBxQMVpSAEobQEQQqRim2TNqmZZJLZ72etmbWfmfr7B/qD6/Z+Ht9O+/kcXzz3++y/vAfPtaeq/qcG9thjj0W5//mfbOk0V1W1d+/eKPfw4cN4m5OS7kvL8fne974X5fbs2RPl0nPdIj0309PT8Tbv37//v/0539fMzEycffDgQZRLz80Y13h6HtPf2CK91lqu86GlvzHNVeX7k15ru7u78dpDS3/jGM+q9Dqfm5uL1x76eZHes1X5/qTPlRZTU1NRLj03Lec7fQYN/e4e4559FJ5pYxh+GgAA4EeKgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDLnsceeyz6VPsYDRljtHNMqvFjjCaEMQzd+DHGdZEao+Eg1dIQNHQ7UdoQ1HJu0taNMe6vSbZKpA0vaXNKy29M106P5RjX5NBtPi3XRXrMx2j1Su+H9Lnf0mqTttWM0TSXehQas9Lz3fIeSd/dLdtMDX0ex3h/+ocSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALrsqaqoU6eltmqSlVCTktZlVbXVcP2grz1GfVNaZ9ZyTQ5d49ZStZmen+3t7SiX7nfL/TV03VvLdTZ0RdoYtXDpfqe1mGNoWXt3dzfKDV0TO8Y1OcnqzlTL2pOqD64avkqyZb+HPj/pvoxRhZxeuy3ncJI1xyn/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0CVuyhll8YaWlaE9Ci09LU0wqfRr++naLY0xYzQSDC29Jh+FdoUxmlPGaJ9I78UxWozStdP9abln0/M4MzMz6Paq8v1Or8l0v+fm5qJcVdXOzs6guZb3zdDPyRZDv5tafmOaTY95yzMovccehcaYMQzdCDXGs8o/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdMlqEBo9El90D7eZ/sYxmnfGaAQYuo3lwYMH8drpdZGuPUZLT8s2U/v27Yty6X5vb29HubRhpSpvtBjjukjPTXqPjdHOka7dcszTtdP7puWYp8+/+/fvR7nZ2dko1/KcTM9j+ky7d+9evPbi4uKg20x/Y4tJtvmkz8mWa3JS7XUtx2eS88DQ2xzjN/qHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC67Jmamor6d1pqANOqsLR6bAxD10O2GLr2saVqbnd3N84mWirF0mso3Z+0Fq5l7VRLxV56voeunGy5vya5dnqdp9tsuSbTysD0vkmfK1X5sdza2hp87TSbXufpMV9fX49yLcaofUyvtfTebnlGp+c7PeYt18XQ74eWtdNjOfTc0PIbJ1UP+ajwDyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF32VNUP/KffW5ovHjx4MOIv+b+VNgeM8aX/dO0xjnd6vlvab9LGjzH2Z//+/YOunbaNtFwX6TFfXl6OcmkLTMs2L126FOVa9vvQoUOD5r71rW/Fay8sLES57e3tKJc2xlTlLVPpfZPeizs7O1GuKm9ESe+blraadJtjNKfMz89HubTVpqVZZoyWslR63w6da3mPDH2+W56T6e9Mf+Moc0O8RQAA+D4MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF3yCpoRjNHGkm4z/ep8ur2WL96nLQNjHJ/06/hpu0LL1/ZbskNLj9G+ffuiXEt7061bt6Jcer7TRpSWVocnn3wyyh0+fDjKLS0txWsfO3YsyqX781//9V/x2j/5kz8Z5dJWknPnzsVrv/TSS1HuypUrUe5DH/pQvPadO3ei3NraWpS7cOFClHvvvfeiXFXe0rO5uRnlWp7RQ2u5F4duMdra2orXTp/7Y7S4pWuP0U6USvc71bIvQzfgjHEc/UMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF32VNXkeoxCLfVNQ9cJTbTGaOAayaq8MrClzjGVHst0v1tqsNJKxZ2dnSg3PT0dr51WiqWVimmV2ic+8YkoV1X1Mz/zM1EuvX4+8IEPxGuntX1HjhyJcn/1V38Vr/3tb387yv3ET/xElEsrLKvyKsDnnnsuyj3zzDPx2um1dvny5Sj3H//xH1Hum9/8ZpSrqjp79myUu337dpRLaySr8udFWn/Ysnb6XEvfOenz54fNo/DubnmHpe/5dL9b5ob0GPmHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALqM05TwKbSxDfx1/jC/eT1La4tEiPTfp2i2/Mb3W7t+/H+UWFhbitdPWjY997GNR7vTp01HuhRdeiHJVVcvLy1Eu3e/V1dV47YMHD0a5W7duRbm0Waaq6uMf/3iUu3fvXpT7kz/5k3jtEydORLnjx49HuYsXL8Zrnzx5Msptb28Pur27d+9Guaqq9fX1KPeFL3whyr3yyivx2kO3yywtLQ2+dvqsapGunT57W45j+n5It9nyTk6l7+4xWu6Gnm3GaCD0DyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF2ySptGYzTgpIb+Sny6vUl+8X6Mlp401/K1/aFbGBYXF+O119bWotzc3FyUa7nGf+M3fiPKfeADH4hyW1tbUe7AgQNRrqpqZ2cnzibm5+fjbNqekjanpO0uVVW//uu/HuW+9rWvRbkPfvCD8drptZZeuy3ne2ZmJsqlzUh37tyJcmkrUlXVyspKlPuzP/uzKPeP//iP8dr//M//HOWuXr0a5VoaY9IGnPTZu7u7G6+dPnuH/o1VwzfIDd2G12KSbXhjNARpygEA4P+EgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBL3JTT8sX7SX6hfmjpV+dbvow/9PEZ46v86fmenp6Ot5nu9759+6Jc2hjTsvbJkyej3Oc+97l47V/5lV+Jcmn7TtosMzWVF2GlzRfp+W5pq7l8+XKUS5tT0gaaqqqPfexjUS69Lo4cORKv/d5770W59H5oOebXr1+PcsePH49yhw4dinLpvlRV3bx5M8r993//d5T73d/93Xjtw4cPR7m//uu/jnLpua7KW3XS67ylpSfNzs7ORrmWBq70eTV0E98Ys80Y+5KuPUbDXso/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZWrv3r2Db7Sl6inRUo2USquR0kq6lhqjSVYopec73WbLuU7rutLz3VI19/73vz/K/eZv/maU+8QnPhGv/e6770a55eXlKJdekwcPHoxyVVUXLlyIcmnt4xhVpOn1s7a2Fq+dVgumVYUtVWrpPZbes/v374/XTu+xtBYzvdbS+7Aqrz+8c+dOlDt79my89i/90i9FuTNnzkS5P/iDP4jXvnHjRpxNtNTjps/zlkrF1NCVij9MFdBjGKOy2T+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0yepiqq0RJW1hmJmZiXK7u7uDrz30V+JbvsqfZsfYl5ZWnUTaXlKVNzZsbGwMur2qqt/5nd+Jcp/61Kei3NbWVrx2eh7ThpejR49GuZbmiYWFhSiXtpKkv7Fl7c3NzSi3vr4erz0/Px/l0mOZtrtUVa2urka59Demx7Fl7bQBJ30OtDSspPdN2jDVcj+89dZbUe706dNR7ud+7ufitf/mb/4myqX3w8rKSrx2eozSd07Luyltr0t/Y3r9jNGoM3TrT1X+7k6PY8tMl2b9QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJeplq+lp9Ivz7e0Jgy9dir9On1LA83QX/pPv4zfkk3biVr2O21NSPf7j//4j+O1f/mXfznK3b59O8rt3bs3Xvv+/ftRLj2WaZNQehyrhm+CSfe5Km+COXnyZJRLG4eq8saYZ599NspduXIlXjttetq/f3+US6/dlrVT6dotbT5p21K6zTfeeCNeO23+2d7ejnJ/+Id/GK+dnpsvfvGLUa6lOSp9rg39DqsavkFujAacVHocW35jut8tzYJD8w8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHTZU1WD9xMNXY3UUu+XZtPqqLRCaYwKy/Q4ttRbLS4uRrl0f/bt2xevnVYGPvXUU1Huy1/+crz21atXo9zQ9ZBVecXovXv3otxzzz0X5VoqOV9//fUol9bCpddZVV6dl96LLbWC6bn5xje+EeXe//73x2sfOnQoyqX1fukzrcWdO3eiXHq+W6oX0/M9MzMT5c6dOxevnd47aW1o+lypqnr++eej3Kc//eko9+qrr8Zr37p1K8oNXdFYlT9T02PZMjek0rVbqnmHXjs1RjWlfygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgyNXSrTUt2ki00qTHWTps80rXTtoaq/Nyk7RwtX++fnZ2NcocPH45yZ8+ejdfe2tqKcqdPn45yN27ciNceuinn8uXLUW5lZSXKVVWdOnUqyt29ezfKtdw3169fj3JLS0uD5qrypqdvfvObUS5teaqqWltbi3L379+PcnNzc/HaFy9ejHJp20j6TGtp1trd3Y1yV65ciXLpcazKn1Vpo05La8u1a9ei3O/93u9FubTlqSp/lxw4cCDKpU1LVflzMjVG61lqks156bU2xm/0DyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF1GacoZ2hhfsk+lX51vaYxpaWxIHDp0KM6mLStpi1FLA0TaVvPZz342yi0sLMRrp40Wb731VpRraXVIj2XaPrGxsRHlWu6btJ0ofQ60HJ/0PKYtKy3NUemxfPbZZ6NcyzFP21iWl5ej3He/+9147fRYpucxfQ7MzMxEuaq8KSdtb0qPY1XeMrV///4o9+DBg3jttPEo3Wb6XKmqunXrVpRLn+VnzpyJ137nnXei3ObmZpRLn1Ut7+6h56WW92f6O9O1W55V8f7EWwQAgO/DQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJeptM5njJqeMbaX1tyl+91SyzS0tIIrrY9rkR7Hliq1T3/601Hup3/6p6NcS4VlWiGX7k9LlVp6DaXHfGlpKcq1/Ma0BnB9fT3KtVwXaXXewYMHo9y9e/fitdNKztOnT0e5lmdVeizTatWWmru0YjR9tjx8+DDKpddZVV7JmW4zfZ5W5RW129vbUS6tkazKj+VP/dRPRblf/MVfjNf+4he/GOXu3LkT5a5cuRKvne53Oouk22sxdA30GJXW6W8cY7bxDyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF327N27N/pU+xhfnU+lbRZVeTvIY49ls/Qkm3Kmp6ejXEtjTNo2ku73s88+G6/9hS98Icql+9PSMpC2B6QtK8vLy/Haa2trUe7o0aNRbt++fVFua2srylXlLT2rq6tRruWaTK/z9By2tPTs378/yqWtNi1NMGnLyq1bt6Jcui9V+flJn6dpE8yBAweiXFXexpIe85ZnefrOSd+LKysr8dqLi4tR7ubNm1GupSHot37rt6Lc+fPno1xLi1vaRnXu3Lkol17j6SxQNdl54FGYWfxDCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl6n0S/9pS0WLtOmkpREl1fJ1/KGlzSBLS0tRruXL+Glzwfz8fJT72Z/92XjtM2fORLnLly9HubSBpipv/Jhk60baDJKew5Z2q/R+SK/dtDmlKm/pSdtqWhpj0jah9De2HPO0ESV99l6/fj1eO20TSluZ0vshbaKqyvc7fT+k109V1alTp6Jcem+3XJPf/va3o9zVq1ej3Mc//vF47c9+9rNR7k//9E+jXEtLT/rMSN9N6fUzxrNqjGbB9B5Lf2OLdH/8QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXbLeqGqrXhy6KrFle2mFXFrFN3T9V1VeoZTWVt24cSNeO7WzsxPlXnrppXib6e9cXV2NckePHo3XTuu6Ll26FOXSyrWq4c/35uZmlEv3eQxptV+LJ598MsqldYFV+bFMKwMPHz4cr526f/9+lDt58mS8zbTmMz2PaSVnui9V+fMifUavrKzEa6f1pidOnIhy58+fj9dOqwDTSsXt7e147eeffz7KHTt2LMqdO3cuXvvu3btRLn2epu/4FnEFYTiHtMwNaTY9PqNUWg++RQAAfqQYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALrEdR/p19dbpF+TH2PtVNqI0vLV+b1790a5K1euRLm0YaUqb7RIG3CeeOKJeO3Lly9HubS9JD2OVVXXr1+PcouLi1FujBaGtJ1jYWEhyo3RbpVuc3Z2Nl47bbZJz03auFGV3w8t+5NKG6HSVpv19fV47eXl5SiXNmal5zBtgamqOnDgQJRLz3fLPZtmt7a2olx6z1blDWAXL14cfO20KefHfuzHolz6DqvKj2V6z6a59BpvMUYLTfq+S9fWlAMAwA8cAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXqfTr6y1tNUO3brRIt5m29Dx8+DDKtRyfdO20nSP9jS1rp00RaZtFVX6M0lzaFFGVt0WkbSMt53tmZibKpY0N6TlMW56q8t+YXmst93ZLs00ibVqqqjp+/HiUS1uMWvY7vXfShqCbN2/Ga6eNNUO3maXbq8obwLa3t6Ncy3MyfYelLUZra2vx2ktLS1HuxIkTg6+dXhef+cxnotzLL78cr50+g9JWpvS6aHlODt3a17K9lus3MUaTmn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDL1NB1PlXD1xq2SOuEhq5QaqkxSium0rqjMaqjXnrppSiX1kO2OHr0aJRL6yGr2ur4Emk9WlVeqTj0dTE9PR3lqvLKtfv37w+aq8rPTVqlduTIkXjtoY95S83d0BW16faqqlZXV6Pc4cOHo1x6DtPjXZVfk8vLy1HuypUr8drpcy095ulvrMqPUfobW+6Ha9euRbkPf/jDUe7FF1+M137rrbeiXFrVmlY0pvdC1Th10amW2tLE0DNQlX8oAQDoZKAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoklesPCLSr78P/dX5lpaKra2tKJd+lb9lX9KGl2eeeSbKvfPOO/Ha9+7di3Jp60ZLa8HQ7U1pa0vLNtPmizTX0kSVHsu0lamlmSjdZtogsr6+Hq+dNpgMfXyq8jahN998M8rt378/Xjs9lkM/g1qeVemxTHMtzVHpNtNnWksby9zcXJRLm38OHjwYr33s2LEol7bQPPfcc/HaFy5ciHI3btyIcuk7ee/evVGuRbp2y9yQzjbp/rTsd/ou8Q8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdptImhDG+6J5qaUQZ+qv36X63NECkjQ3pfqfNKVVVZ86ciXJpg0hLI8rGxkaUS1s8WppgUmmLUUvrRtqIkp7HMVoYdnd3o1x6f6XnsCp/XqQNGSsrK/HaQzfBtDTl3Lp1K8qlzSktz4F0f9Jzk17jYzQJtbRWpdJny/z8fJRreT/cvn07yh0+fDjK7ezsxGunz+hTp05FucXFxXjtVNr2lj6r0rajqqoHDx7E2cQYbTVxq83AbYFV/qEEAKCTgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDLVPq19DFaSVItjR/pl+yHbsho+ep82q6wvr4e5RYWFuK1jx07FuXefffdKPfMM8/Eaw/dzpG22lTl5ztt8mhpV0jXThs/0u21tDCk2xy6Bauqat++fVEubSdK75uqvJUkvWdbjk/aJpQ25aS5qryFJn2epvvd0mqT/sb0ukjboKry/UnvsbR5rEX6PG1pq0mPeXosW9qb0mfv0C1GLU18qXRmGWPt1BjPcv9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXqbR+p6VaMN1mWpmV1kFV5VVYQ1cqttQYHT16NMql+9JSKXb8+PEol1YLpuewJZtW0u3fvz9eO92fzc3NKNdyP6SVeEPfiy31kEtLS1EurRRrqQNNr9+0Sm1tbS1eO92f9F5sqahNr9+NjY0o11Ljll5DafViem5anlWptII1rfisaru/Ey37nT7/xqhgTddO9+fQoUPx2jdu3Ihy6T2WPv9aqp3T6yI9N+n91bLNVMt+p/xDCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl6n0a+ljfE2+pVUiNfTX39OWgZbGmJs3b0a5tGElbdKoyn9nem5a9vvpp5+OcmnDwcrKSrz2a6+9FuUOHDgQ5dJWh6q86WlnZyfKpW0WLW0f6XlMz036G6vylpW0fafluZJm02PZ0up19+7dKJfud0vrxvr6+qDbTFs8tre3o1zV8O+HtFGnKn/up7mWVq/0GKXP/Zb9Tn9nus3vfve78dppk1H6DJqamopyLe/P1OzsbJRruWfT2WbolqemtQdfGQCAHykGSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC5T6VfVWxpohm7fSVsYqqq+973vDZpLj0+6var8C/5pc0raQNOyzbQ5peVL/7dv345yly9fjnItDRDpfqftRGlbQ1V+LIfOjdHCkLaXpA0iLdL9SRs3qvJGi83NzXibqYMHD0a5d955J8q1tFal5zFtMRq65allm+m11vKMThtj1tbWotzq6mq8dnqMhm7zqcrvnfS9ePXq1XjttLEmPT5pa1XLNZleQ7u7u1Gu5dwM3V6X/sYW/qEEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC5Taa1hS21VaowKuTG2OeS6VXmlWFrr9dGPfjRe++LFi1EurRZ88cUX47WvX78e5dK6t3R7VXnNVFpvdfTo0XjttM4srZJMf2PLNZ7WnqVVYen2qvIat7QOLz0+Vfl1kVY0ttS4XbhwIcqlz+j0uVKVXxtpbug62arhq+EWFxfjbFrBmj4HWvb72rVrcTbRUl2cViWm+33kyJF47fQaSnN3796NcmPUJqfHvOVZlUrv2ZY67ZR/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DKVfi295Wv76Tbv378fbzM19DbT7bV8dX7odo6vf/3r8drr6+tR7o/+6I+iXMuX/tNrKD0+LW0sx44di3JLS0tR7vDhw/HaN2/ejHLp8UkbddJWmzG0NEelTRXb29tR7vLly/Ha6bE8ffp0lEtbkaryVp0xzmP6HEh/Y/r8a2lvSp+9KysrUS7d56p8vzc3N6Ncy/3w1FNPRbm01WZ1dTVe+4knnohy6flueS+m2XR/0vumZbZJr8m0UadF+pwco9Uw5R9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6TI3xVfX0C/Xp2i1f23/ssWxGHrohqKUBIt3vhYWFKNfSVpOem/Q4pq02VVUXL16MckePHo1yhw4ditdOG3DefffdKDc3NxevnbZppMc8zbU0rKSNMelxbHmu7OzsxNnEj//4j8fZ9JpM2zlaros0u7a2FuVanpOp9PmXXuMt0usiPT4tjShp21L6/Evv2aqqxx9/PMqlz8m0qauq6tKlS1EubYx5880347XT9rH0mI/RatPyrk20PCfTayi9zofelyr/UAIA0MlACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl6mWOqrU0JU+LbVVqbSmbOiKxqqqffv2Rbm0Dm9mZiZe+/Tp01Huy1/+cpT76Ec/Gq+dVlylx/Lu3bvx2hcuXIhys7OzUa6lcjI932lVWMvaqXS/0zq8lgrCO3fuRLnl5eVBt1eVV+yl1+SRI0fitdPzPcYxT+/F9PmXrt1Sc5dWz96+fTvKtTyj5+fno1x6b7dU7KX1h+l7dv/+/fHa6fk5f/58lGt5VqXvu3Sb6fluqX5Nj096b7cYoyZ7aP6hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgy1TahDCGMVp6hv6afPobW/Yl/dJ/2tawvr4er729vR3lbt68GeXW1tbitdNWiY2NjSjX0pSztLQU5dLGj71798bAxagIAAAYYUlEQVRrp01PaeNRel1sbm5GuRZjtFal+52e7+vXr/f8nO/rwIEDUe7evXvxNh88eBDl0vPd8uxLn1dp40f6Hjl48GCUq8qP5dGjR6NcS4PS8ePHo1zaMNVyTab3bdoQ1HLMV1ZWotw//dM/RbmWazLdn/RaS9duaW8aWsvcMMlZLeUfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAukzuE/GVf/l9kl+If/jw4eDbTL+OnzaIpI0bVVXnz5+Pck8//XSU+8Y3vhGv/Qu/8AtR7ty5c1Hu0KFD8drpMU+bYFoaY9KGoLSVZGdnJ8q1tFSk7U1pQ1BLk1B6nafn+8knn4zXThuUvvOd70S5tGGqqurUqVNRLj2PLWsPfb7T52RLu1X6XFtcXIxy09PT8dppo1ja6vX444/Hay8vL0e51dXVKNdyzN95550o96UvfSnKPfXUU/HaQ88D6bXbMl+0vGuHXntoY7T0+IcSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALqMUr2YVvqkdT6jVASF1XlDb6+qamoqO+zr6+tRLq2ua1k7rfX6h3/4h8HX/shHPhLlrly5Eq994MCBKJdWru3fvz9ee25ubtC10yq+tF6vKj83aa6lsjTd5sWLF6Pc7OxsvPaZM2eiXFqLmeaq8mvy9ddfj3Itz8m0vnNhYSHKpc/JlmsyfQbNz89HubQCtartGkpsbW3F2Xv37kW5tDa05Vn1uc99LsqltYZp1W9V/h5LqynT45jeC1Xj1DmmxpiXhl7bP5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHSZGuOr6mlrTNr4kTZptGwzzaVamnLSr+2n52ZjYyNeO21tSRtE/vM//zNe+8///M+j3Oc///ko9+STT8Zrp40Nhw4dinI3btyI106z09PTUS5t/Eivs6rhG3Banivp9Zs2abTc22k2bYpIm2Wq8v1Oj+XJkyfjtd97770olx6fBw8eRLmWtpr0mK+trUW5lusi3Z87d+5EufS527L2kSNHoty//Mu/xGun7TInTpyIcum5qcqv87SNKn1Wpc/dlm2OMVel18UkG3X8QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJeptOGlpQkm/ZL90F/Gr8p/Z7p22iCyu7sb5VrWTr9439IklDZVXLhwIco9/fTT8dqvvvpqlDt37lyU+9Vf/dV47evXr8fZoR0+fDjKpU0w6f2wvr4e5aqq5ufno1za1tDS0jP0M2hrayteO22+SO+blnsxXfvYsWNR7sqVK/HaaTvI0M/y9PqpqlpeXo5yaeNQy/2Qrr25uRnlWq6L1dXVKHfp0qUo9/LLL8drp8+BtFGs5ZpM33c7OztRbugWrKrhG8Va1h66gbBl7ZR/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgy1Rav9NSf5gao/onrR1KDV09VpXXMg1dtVRVNTs7G+XS+q+0VrCqanFxMcq9/vrrUe7NN9+M104rxYau4qvKr/O0vnNtbS3Kzc3NRbmqtus30VI1t7S0FOXSY55Ws1XltX3p2um5qcqfLe973/sG3V5V1e3bt6Ncej+kVY4tz6r0+k3vm/QZUJVfFwcOHIhyLffDCy+8EOW+9rWvRbnXXnstXntlZSXK3blzJ8odOXIkXjutaRy6urhFWh069PN0DC112ul96x9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6TMVfQB/hq+pjSL9QnzYXpF/Gbzk+Q2v5Kn/aHnDt2rUo98QTT8RrnzhxIsqdPXs2yl2+fDleO206eeedd6LcoUOH4rVnZmai3KVLl6Jc2naUNohUVR07dizKra+vD7721tZWlGtpZUqlx/L8+fNRrqWtJm3ASe/Fzc3NeO20TWjohrSWd0Oa3d7e/t/+nP+v9DpPnyst+50+z7/+9a9HuZZ7cXl5Ocq9/fbbUS595lflx2iSLTTpszw95pOcq8aY0/xDCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAlz179uyJqlNavk6fZtPWlkeheSfdl6r86/jpNvfu3RuvnX7pf3FxMcq17HfaDPKd73wnyn3yk5+M104bfU6dOhXlTp48Ga+dtiakjTFHjx6Nci0tDOn5Tu+HtImlqmpjYyPKLS0tRbmFhYV47bTp5N/+7d+i3Ac/+MF47bSd6PXXX49y6fGpqrp3716USxuh0kadtHmsavi2mvT+qqqanp6OcmlLz4EDB+K133jjjSj3+c9/Psq17Hd674zRBHP9+vUo9/DhwyiXPqvGaJpreS+mxtifVNyoOPjKAAD8SDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdJlKv+g+xtfkx2jAafkyfyL9jWN8nT5twJmamoq3mbYMpI06q6ur8drpMUr359///d/jtdOmirQBp6V9Ir0mT5w4EeXm5+fjtVPp/qRrz83NxWuvra1Fubt370a5zc3NeO20CebDH/5wlEsbVqry/Xn/+98f5Vr2O73H0uffGM0paXtT2pTTsvbs7GyUS4952vpTVfXKK69EuZs3b0a59DhW5Q1X6fshbb+pyt9N6Xkc452crt3SCJWaZEtPyj+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANAl7uwboyZxDGndUlrzlGqpOxq6mrJlX9Ljc/Xq1Si3f//+eO133nknyqV1eLdv347XfuONN6LcqVOnolxaxVeV19KldV1XrlyJcmllX1V+DW1sbES5tOqyZe209iytLK0aviItraSryvcnrTdtqV68f/9+lNve3h50e2mlYVVeB7qwsBDlWp5Vly9fjnLptfuVr3wlXjutXkzfDy33w9DVvOmzryq/H36Yqp1bapPHqHMcmn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMpV+Rb/lq/MtrTGJtN2lavgGnFTLF/SHbjho2ef03KRrr6+vx2vv27cvyqXnu6U5IP2d165di3InT56M17506VKUe/zxx6Nceg53dnaiXEt2aWkpyqUNK1X59ZvmDh8+HK+9srIS5dJ79tatW/Ha6T2WNuC0rJ22xqQtNEeOHIly169fj3JVeYvI3bt3o1xLY8yZM2eiXNpq89WvfjVeO20dSk1PT8fZ9Bilx7zlvTj03DBJY7zD0m2mx3yMWck/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdJlKv5be0lYztDHWbvmCf2KMr/y3tBOl0taEMY55unbastLyGy9evBjl/vVf/zXKzc7Oxmu/8MILUS5tTbh582aUS5uJqqrm5+ejXNqo03J80nsnPd9vv/12vHbaeJS2thw6dChee2NjI8qlTTlp609Vfo+lz8m5ubkot7i4GOWqqnZ3d6Pc2tpalGtpUErbrf7u7/4uyqUNXFVVMzMzUe748eNR7saNG/Ha6XMgvXZbntHp+y7d5iSb5saYB9L9nlRbYJV/KAEA6GSgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgS9YnVm0VSkPXDo2x9tD1RGnNU4u09myM6qj79+9HuZb9Xl1djbOJtKKsKq8MXF9fj3J/+Zd/Ga+d1tI99dRTUS6tC0wrGquqjh07FuWuXr0a5e7cuROvndYaprmWazJ9tqS5tJKuqurAgQNR7sqVK1Fua2srXju9d9LzeO/evXjt1NLSUpRLz82rr74ar/0Xf/EXUS7d75Z3YnpdpPdD+kxrMcl6v6G11DAPXQ85RkXjJPmHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALnv27Nkz+Kfa0y/Pp1+dTxsBqvKGlx8mLU1CY7TvpNIGk3Tt+fn5eO20dePu3btRruX4HD16NMq9+OKLUe6Tn/xklDt9+nSUq8rbWNKGlZYGiPS6SM/3jRs34rX37dsX5dL2kvT6adnm22+/HeVWVlbitdP7IX2epo0xDx48iHJV+fvh9ddfj3J///d/H6999uzZKJe2YC0uLsZrb25uRrmFhYUo1/JOXFtbi3It7TKp9Jk69HwxyRbAMUyypcc/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdNnz2GOPRZ9LT78637R4wxfqU4/Cl+xTY3zxfpJf0U/XTnNpw0pVfv2mbSwtjR/b29tRLm2A+Pmf//ko95nPfCbKVeWtLel+t7QYpdda2vixvr4++NpHjhyJcum5rsobUdJjubOzE6+d3g9pw8upU6ei3NWrV6NcVdXf/u3fRrmXX345yt28eTNeO73W0uOTXj9V+XlMz2HLfqfbTFttWuaG9PmX3rPpe6TlN060hSY8PulvHKMNzz+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBlT1VFHUFTU1PxRtNKn7QiKK0cqmqrxPtBl+53S3VUeh7TbbZUTKXZ6enpKDc7OxuvnVapzc3NxdtMbWxsRLn03KT3TVqnWFX1a7/2a1HuIx/5SJRruWcPHToU5ZaWlqLcm2++Ga998uTJKJdeP2tra/HaZ86ciXLXrl2LculxrKq6d+9elFtdXY1y6XP3lVdeiXJVVV/5ylei3Pnz56Nc+lypyp9VaS1mWrNZVXX48OEol/7GW7duxWtPsnpx6CrmdO2WCt+hZ5tJGqUecvAtAgDwI8VACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0CVuymn58vsYX2CflDHaah4FLe0BqfQaStsIWppB0vO4vb0d5dLmlKr8fki3mR7Hltao973vfVHuQx/6UJT71Kc+Fa/92muvRbmXXnopyqXtN1X5MfrSl74U5RYWFuK1f/u3fzvKXbhwIcrNzMzEa589ezbKfetb34pyX/3qV6Pce++9F+WqqnZ3d6Nc+rzYt29fvHbabpU+V/bv3x+vnT4H0mfVGO/j9L5pmRvSY5me71TLb0yzP2zzQMo/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdImbcpo2Gn5NPv2Cf/oF/Za10y/Zj9EykO5PunZLq80kW4zSczM1NRXlWtpqVlZWolz6G+/cuROvnW5zbm4uyqVNES2NEulvTI/5888/H6/95JNPRrm1tbUod/jw4XjttMHk/PnzUS5tlqmq+v3f//0ol7batLTQpPtz9erVKLe5uRnlWtp80udkek1OT0/Ha6fP1HSb6+vr8dqpSbbVpO/Plnf30A04Y0jfTem5aTk+6TFPr92WWSA+3/EWAQDg+zBQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZc+ePXui/p1JVvZN0tA1kmNoqV4cut6qpc4srUhL661aKsXSYzQ/Px/lVldX47X37dsX5dL9Sffl7t27Ua6qanZ2Ns4mtre34+zCwkKUS49PS53Z0tJSlEuPeVppWFV16tSpKHfr1q0o13LMh65/TZ8DLecmzaa5ra2teO10v9MqyY2NjXjtod85Yzyjh35WVeV1hZM0dK1hWmnYIr0fWt6f6dzgH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALrsqarok+4tDQepMb4SP7T0y/gt+5J+RX+MY56a5LlJm3JaWn/S85i2NbScm7QpZ3l5Ocrdvn07yrX8xvR8p9duy7lJj3l6XaS5quEbgnZ2dkbJJlrOd3oe0/tmbm4uyrVcF2nDS3rtrq+vx2sP3VbT0kqSnsf0vmm5xtNrMj03afNO1fANL+m11vK8GPr9MEbD3tD3dpWmHAAA/o8YKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALrETTkt0q/Epw0HLS0DQ7fQpNsb44v3Y0j3e+hzOIaWtYduHWq5JtOmirSxIW2zOHjwYJSrqtre3h40t7u7G6+9uLgY5dJ7rKWdI22LSHNDt9+0rD1GM1J6LOfn56Nc2hrVsvbGxkaUazk36fEZozHmh0nLNZk+/9K2mjHe3Y/CezE1ylz1v/0xAABQZaAEAKCTgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDLI1G92CKtKXv48OHga6fSyqP0OE5yX8ao1kpr+9JzPYaWuq40mx6ftMYtrYWrqlpeXo5yY9Qfzs3NRbmtra0o17Lf6TV09+7dKJdWEFblFXJpruV5mp7HtBZz6Nq8qqrNzc0oN8Z7JH2ujXFuJmnoitqW7aXHMn1/Pgp1yC3PqqHf86PcN4NvEQCAHykGSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC6jNOUwjDEaAYZuMRrjS/9jfMF/jCaPVHrM0/M4RgNEeh7T3IEDB+K10xaa7e3tKJe2u1Tl10Xa0tNiZ2cnyg3dVlOVt1Hdu3cvyqXPqjTXIt3mGE1Caa6l1Wvo+7tlvyf5rErPY/oMGuNZPvS5eRTafFr4hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC5xU05Lw0H69fehv8rfmk0M3SwzaWmbRtpqM8kv/afnpurRaL5Ir6F07TGuyXTtlufFGI1QqXR/5ufno1zLb2y5hhJjtPmk2xzjOZluM71+0mdayzbHeF4M/Ry4f/9+vPYkm9TSZpuhm5Fazk16DaX73XJuUpOcWfxDCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl7gpp0X65fn0q/MtjSjp198n2c7xKDSDpB6VhqCh2xVapO1EQzdFtFw/6TbT62eMdqsx7od0m+k53LdvX7x2eq2lv3FjYyNee+jznV676XGsGr6tq6W9Kf2dadNJy36nxzI1RqvXGMc8fc9P8jmZehRaAMfgH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DJK9WK8+CNQQZjWf03S7OxsnE2rwtJj3lLrNcljOcnaqrSGK70f0uM4xrlJ96WlwjLd7zHqM2dmZqLc7u5ulGupiR26nq3l/kqvjaGrbFuOTyrd75b6w6GrBVvOTXrMx7gX02P0KFTuDn3tVg3/HhnjGT3RysnBtwgAwI8UAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXuCmnpeEg/UL90G0NVZNtREm1fJl/6O0N3WjRcm4ehdahVMsxT9snHjx4EOXSa7ylQWlnZyfOTsrQjTpV+blJG6Zami9S6XUxRkvP0I0oY7S2pPsyxvNnjMaYSZ2bqkfj/ZneY5Pcl0k2CWnKAQDgkWWgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6BI35Yyy+MCtLVX5F+qH/kp8S0NG+hvT/W45PukxT1slhm79qcqbQVrWTs/39PR0lGtp3Zibm4tym5ubUW6Mhqmh2zkm2VIxxnUxhjGef0NLz3e6Ly3X5MzMTJTb3d2NcmO8R8YwyaaT1BhtNWk2XTt9j7SYZItRapK/0T+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBlotWLqTHq/VJj1FtNTU1FuTEqCNNqwTFqq1JD171VDV/X1VLjll5DaS5du6UONK2SHHpfWoxRSZfeD2NUTk6ygjX9nekxH6N6MTXJ2sft7e0ol15nVcPfYy37PfR9O8Y1Oanttfhhqs+syt8P/qEEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDL/wMu15tWIKpx0gAAAABJRU5ErkJggg==" y="-3.2"/>   </g>   <g id="LineCollection_19">    <path clip-path="url(#p5ecd912252)" d="M 1020.9375 75.375 L 1022.175 76.6125 L 1020.9375 77.85 L 1019.7 76.6125 L 1020.9375 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p5ecd912252)" d="M 1043.2125 75.375 L 1045.6875 75.375 L 1046.925 76.6125 L 1048.1625 77.85 L 1049.4 79.0875 L 1049.4 81.5625 L 1050.6375 82.8 L 1053.1125 82.8 L 1055.5875 82.8 L 1056.825 84.0375 L 1055.5875 85.275 L 1054.35 86.5125 L 1055.5875 87.75 L 1058.0625 87.75 L 1059.3 88.9875 L 1060.5375 90.225 L 1061.775 91.4625 L 1060.5375 92.7 L 1059.3 93.9375 L 1059.3 96.4125 L 1059.3 98.8875 L 1059.3 101.3625 L 1059.3 103.8375 L 1059.3 106.3125 L 1058.0625 107.55 L 1056.825 108.7875 L 1055.5875 110.025 L 1053.1125 110.025 L 1051.875 108.7875 L 1050.6375 107.55 L 1048.1625 107.55 L 1046.925 108.7875 L 1048.1625 110.025 L 1049.4 111.2625 L 1048.1625 112.5 L 1045.6875 112.5 L 1043.2125 112.5 L 1041.975 111.2625 L 1041.975 108.7875 L 1041.975 106.3125 L 1041.975 103.8375 L 1041.975 101.3625 L 1043.2125 100.125 L 1044.45 98.8875 L 1044.45 96.4125 L 1044.45 93.9375 L 1044.45 91.4625 L 1043.2125 90.225 L 1041.975 88.9875 L 1041.975 86.5125 L 1041.975 84.0375 L 1041.975 81.5625 L 1041.975 79.0875 L 1041.975 76.6125 L 1043.2125 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p5ecd912252)" d="M 1018.4625 77.85 L 1019.7 79.0875 L 1019.7 81.5625 L 1019.7 84.0375 L 1019.7 86.5125 L 1019.7 88.9875 L 1019.7 91.4625 L 1019.7 93.9375 L 1020.9375 95.175 L 1023.4125 95.175 L 1024.65 96.4125 L 1024.65 98.8875 L 1024.65 101.3625 L 1023.4125 102.6 L 1020.9375 102.6 L 1019.7 103.8375 L 1019.7 106.3125 L 1019.7 108.7875 L 1019.7 111.2625 L 1018.4625 112.5 L 1017.225 111.2625 L 1015.9875 110.025 L 1013.5125 110.025 L 1011.0375 110.025 L 1009.8 108.7875 L 1008.5625 107.55 L 1006.0875 107.55 L 1003.6125 107.55 L 1002.375 106.3125 L 1002.375 103.8375 L 1002.375 101.3625 L 1002.375 98.8875 L 1002.375 96.4125 L 1002.375 93.9375 L 1003.6125 92.7 L 1004.85 91.4625 L 1004.85 88.9875 L 1006.0875 87.75 L 1007.325 86.5125 L 1008.5625 85.275 L 1009.8 84.0375 L 1011.0375 82.8 L 1013.5125 82.8 L 1015.9875 82.8 L 1017.225 81.5625 L 1017.225 79.0875 L 1018.4625 77.85 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p5ecd912252)" d="M 1025.8875 92.7 L 1027.125 93.9375 L 1025.8875 95.175 L 1024.65 93.9375 L 1025.8875 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p5ecd912252)" d="M 1035.7875 95.175 L 1037.025 96.4125 L 1035.7875 97.65 L 1034.55 96.4125 L 1035.7875 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_20">    <path clip-path="url(#p5ecd912252)" d="M 1030.8375 80.325 L 1032.075 81.5625 L 1030.8375 82.8 L 1029.6 81.5625 L 1030.8375 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_21">    <path clip-path="url(#p5ecd912252)" d="M 1023.4125 28.35 L 1025.8875 28.35 L 1028.3625 30.825 L 1045.6875 30.825 L 1048.1625 33.3 L 1050.6375 33.3 L 1055.5875 38.25 L 1058.0625 38.25 L 1066.725 46.9125 L 1066.725 49.3875 L 1071.675 54.3375 L 1071.675 59.2875 L 1074.15 61.7625 L 1074.15 66.7125 L 1079.1 71.6625 L 1079.1 74.1375 L 1081.575 76.6125 L 1081.575 88.9875 L 1084.05 91.4625 L 1084.05 96.4125 L 1081.575 98.8875 L 1081.575 103.8375 L 1079.1 106.3125 L 1079.1 111.2625 L 1074.15 116.2125 L 1074.15 121.1625 L 1071.675 123.6375 L 1071.675 126.1125 L 1064.25 133.5375 L 1064.25 136.0125 L 1063.0125 137.25 L 1060.5375 137.25 L 1058.0625 139.725 L 1055.5875 139.725 L 1050.6375 144.675 L 1040.7375 144.675 L 1038.2625 147.15 L 1035.7875 144.675 L 1033.3125 144.675 L 1030.8375 142.2 L 1028.3625 144.675 L 1025.8875 144.675 L 1023.4125 147.15 L 1018.4625 147.15 L 1015.9875 144.675 L 1011.0375 144.675 L 1006.0875 139.725 L 1003.6125 139.725 L 998.6625 134.775 L 996.1875 134.775 L 994.95 133.5375 L 994.95 131.0625 L 992.475 128.5875 L 992.475 126.1125 L 990 123.6375 L 990 121.1625 L 987.525 118.6875 L 987.525 116.2125 L 985.05 113.7375 L 985.05 111.2625 L 982.575 108.7875 L 982.575 103.8375 L 980.1 101.3625 L 980.1 79.0875 L 982.575 76.6125 L 982.575 71.6625 L 985.05 69.1875 L 985.05 66.7125 L 990 61.7625 L 990 56.8125 L 994.95 51.8625 L 994.95 49.3875 L 1006.0875 38.25 L 1008.5625 38.25 L 1015.9875 30.825 L 1020.9375 30.825 L 1023.4125 28.35 L 1023.4125 28.35 " 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;"/>    </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;"/>    </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 986.353125 162 L 986.353125 150.38625 L 950.4 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- z=-19 -->    <defs>     <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/>     <path d="M 10.984375 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(950.4 159.504375)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-39"/>    </g>   </g>  </g> </g> <defs>  <clipPath id="p52760fffbe">   <rect height="165.6" width="1108.8" x="0" y="0"/>  </clipPath>  <clipPath id="p120e97cc1e">   <rect height="158.4" width="158.4" x="0" y="3.6"/>  </clipPath>  <clipPath id="pd386456dd5">   <rect height="158.4" width="158.4" x="158.4" y="3.6"/>  </clipPath>  <clipPath id="p283d5cc472">   <rect height="158.4" width="158.4" x="316.8" y="3.6"/>  </clipPath>  <clipPath id="pbfee93e687">   <rect height="158.4" width="158.4" x="475.2" y="3.6"/>  </clipPath>  <clipPath id="pe414f22fee">   <rect height="158.4" width="158.4" x="633.6" y="3.6"/>  </clipPath>  <clipPath id="p3e616537b8">   <rect height="158.4" width="158.4" x="792" y="3.6"/>  </clipPath>  <clipPath id="p5ecd912252">   <rect height="158.4" width="158.4" x="950.4" y="3.6"/>  </clipPath> </defs></g>
    <g transform="translate(0, 165.0) scale(0.8458015267175573) "><defs>  <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;}  </style> </defs> <g id="segmentation-x-9b3153d9-f1c2-4f23-8e29-a018758e70c8">  <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(#p4a20762bdf)">    <image height="165.6" id="image0ddebcf1a5" 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(#p899642c2af)">    <image height="121.92" id="image07522a7626" transform="scale(1 -1)translate(0 -121.92)" width="187.44" x="1123" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAw0AAAH8CAYAAACTsEN1AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt2UmM5Pdd//93dVV39TY9W8/qmcnYieM4hsQ4EAUUIpBZJMIicckhihAXkJA4ceCEQEiQS04BRRyQ4AAnJFCkIIUoCUJBkJCAyUJiY5PxeDwznhn3MtN7VVfV/8Dhd/hLH+lVUvnv3z+Px/n57e++vLs6VTWpt5mFhYWon5+fj/r9/f2on5ubi/rRaBT1VVXdbjfqO51O1K+trUX9tWvXon53dzfqp3H27Nmo//73vx/1b775ZtSn1900er1e1B8eHkZ9et1NJvnjIr1/xuNx1B8fH0d9v9+P+sFgEPVV+XFNr+3r169H/b1792baV+XX3vve976oP3HiRNT/13/9V9RP89y+fPly1D/55JNRf/Lkyaif5jmcnrf0OC0vL8+0T7e/quqFF16I+ps3b0b96upq1KfHdH19Peqr8udkei0dHR3NtE+/eapm/+2Wvp/Td1vaV+XvnnSfsyMKAAD8wDE0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANDUmZubm8xyBd1uN16m0+lE/fHxcbyORLo9k0l+SNfW1qL+/PnzUX/mzJmoT4/p1atXo76qant7O+q/+93vRv3BwcFM+8XFxaivqhqNRlGfnoe0T6/Vaa7t1MLCQtQPBoMZbcn00n0YDodRP821l1hdXY2X2djYiPo///M/j/pf//Vfj/q/+qu/ivpvfetbUV9V9Q//8A9R/73vfS/qn3jiiah///vfH/VVVePxOOrTZ0D6THr66aej/s6dO1FfVdXv96P+c5/7XNQ/evQo6s+ePRv1u7u7UV+Vv9/SY5R+6+3s7ET9NM/5Xq8X9W+3b8m0r8rv53QdfmkAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACApk6n05nMcgWLi4vxMt1uN+oXFhaifm9vL+qHw2HUj8fjqK+q6vf7UX/p0qWov3z5ctQvLS1F/a1bt6K+qurGjRtRf/bs2ahPr73BYBD1+/v7UT/NMuk+pNfqwcFB1E9jfn4+6tP7ZzQaRX2v14v6aaT7kPbp8yI9Rp/4xCeivqrqR37kR6L+8ccfj/pTp05F/YULF6L+pZdeivqq/Ln3p3/6p1H/+uuvR/3KykrUV1V96EMfivr0XfLiiy9GfXqt3r17N+qrqk6ePBn1V69ejfqvfOUrUb+9vR316f1flT+Hr1+/HvXpefvv//7vqE/fbVVVx8fH8TKJubns/+7TfBu+3filAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANDUm5vL5oZOpxP1CwsLUV9VNRgMon5vby/qJ5NJ1KfHqNfrRX1Vvs/pOs6fPx/1h4eHUb+6uhr1VVW/+qu/GvXLy8vxOhLpPr/xxhvxOkajUdRvbm5G/fb2dtQfHR1Ffbo9VVXj8Tjqu91u1Kf3Z7o96Tmrqur3+1GfPlfTfUh95StfiZe5fPly1C8tLUX9iy++GPUrKytRf/PmzaivqnrppZeiPr2WfuzHfizqv/nNb0Z9VdU///M/R316XNN32/HxcdTv7+9HfVXVE088EfXf+c53on7W76qNjY14mfn5+ahPn0npuyf9Nkyvi6p8H9I+/ZZMv9umefek+5C+P/3SAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2d+fn5ySxXsLKyEi8zPz8f9Q8fPoz64XAY9b1eL+qnkW7T0tJS1Pf7/ajf29uL+l/8xV+M+qqqZ599Nur39/ejfnl5OerTc3Dr1q2or6paX1+P+nv37kX9o0ePov4//uM/oj49B1VV4/E46nd2dqK+0+lE/fHxcdTPzeX/W0mvvfQYpffzhQsXon5xcTHqq6p+8id/MurT8/bEE09EfXodPfXUU1FfVXV0dBT1Z8+ejfo//uM/jvrBYBD1VflzLH3f/tzP/VzU/+Ef/mHUf/GLX4z6qqqf+ZmfifqvfvWrUf/pT3866l999dWon+aZlN7T6Tru378f9ZNJ9umZ9lX5MyZdx6z//lsh/b71SwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgqZcu0Ol0on53dzddRa2srER9t9uN+uPj46g/c+ZM1G9tbUV9VVW/34+XSQyHw6i/fPly1P/oj/5o1FdVzc1lM+v29nbUnz17NurTa3swGER9VdVoNIr69F7o9bJb+r3vfW/Uv/DCC1FflT8DFhcXoz69tk+fPh316XVRld/P+/v7Uf/kk09G/TPPPBP16TO1qmp9fT3qL1y4EPULCwtRf/HixZn+/aqqK1euRP03vvGNqP/rv/7rqP+3f/u3qK+q+qM/+qOon5+fj/rf+q3fivr0/k+f81X5c/jnf/7no/7SpUtR/9nPfjbqP//5z0d9Vf6+2tvbi/r0fT4ej6N+MplEfVX+7E73Ib2O0udq+ver8n1I72e/NAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaepPJZKYrGI1G8TIrKyszX0fi3LlzUX/69Ol4HTdv3oz6ubls3nv66aej/uLFi1E/GAyivqrq0aNHUT8ej6O+2+1GfXqe0+2vqtrb24v6N954I+p3d3ejfmNjI+r39/ejvqpqYWEh6tP7ZzgcRv3i4mLUP/bYY1FfVfXcc89F/c7OTtSn93N6TNPtqap617veFfVLS0tR/+qrr0Z9+ox85plnor6q6lvf+lbUf+QjH4n69L1w6tSpqK+q+uQnPxn1Dx8+jPrDw8OoT59J/X4/6quqDg4Ooj59DqfX3u/+7u9G/Ztvvhn1Vfm1mj63O51O1KfHaJpvjPTaS7cp/X6en5+P+l6vF/VV+fdwei/4pQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaeuPxOFpgMpnMtK+qOjw8jPqVlZWZ/v2bN29G/WOPPRb1VVXnz5+P+sFgEPXdbjfq3//+90f9NNLzcOXKlah/xzveEfU3btyI+pdffjnqq6peeumlqB8Oh1F///79qJ+by/5vcOLEiaifRr/fj/qlpaWov3TpUtR/8IMfjPqqqh//8R+P+lk/846OjqL+6aefjvpp1vHgwYOoT89b+hxOr7uqquvXr0f92bNno355eTnq0+dLVdXx8XHUp8d1f38/6tPr4urVq1Fflb9LXnnllahP74WFhYWof/7556O+Kt+Hg4ODqD937lzUp9+G6TdPVX7t7e7uRv3i4mLUz8/PR316Dqry+znllwYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAU288Hv9/vQ3/L9vb21F/4sSJqE/3eTQaRf3t27ejvqpqeXk56tNjlPrkJz8Z9c8991y8jh/6oR+K+pdffjnqP/vZz0b90dFR1H/sYx+L+qqqM2fORP0//dM/RX16baf7nPZVVQsLC1Gf3gvr6+tR/9GPfjTq0+u0Kn9mXLp0KepXV1ejPvXgwYN4md3d3ag/depU1F++fDnqB4NB1F+5ciXqq6o+9alPRf2HP/zhqL9w4ULU7+3tRf0060ifw4uLi1GfPi/6/X7UV1XdvXs36judTtQ/+eSTUZ9+w1y/fj3qq6oODg7iZRLptZdeF8PhMOqrqnZ2dqI+fW6n196sz0FV1fz8fNSnx9UvDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANDU6Xa7k2SBySTKp7K0tBT1nU5nRlvyv0aj0Uz7qqputxv16Xm4fPly1J8+fTrqT5w4EfVVVYeHhzNdxy//8i9H/ebmZtS/+uqrUV9V9cM//MNRf/369ah/8cUXZ9pvbGxEfVV+nNJ9/tCHPhT1ly5divr03qyqevrpp6P+7NmzUZ9uU/qMvHHjRtRXVc3NZf+Des973hP1X//616N+e3s76hcXF6O+qmphYSHqn3nmmahPz8PBwUHUV1UNh8OoT5/bFy9ejPr03TPN+z89risrK1F/6tSpqO/1elG/trYW9VVVf/AHfxD1X/7yl6M+/W4bj8dR/1ZI32/7+/tRPz8/H/XTHKP0+zN9bvulAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANDUG4/H0QKTyWRGm/J/7O3tRf38/HzUd7vdqF9cXIz6g4ODqJ/G4eFh1F++fDnqn3zyyajv9/tRX1X1iU98Iurn5rIZ98aNG1Gfunr1arzMxYsXo359fT3qH3/88ah/9tlno36aY3p0dBT16bX9xBNPRH36DLt+/XrUV+X3W6/Xi/o7d+5E/dbWVtSvra1FfVXVtWvXov7ll1+O+vRd9ZGPfCTq0+d8VdWjR4+ifjgcRv358+ejPj3PVVWDwSDqV1dXoz69ls6dOxf1m5ubUV+Vv692dnai/uzZs1F/+vTpqE/PWVX+jEmfw+n7OT3Pr776atRX5d+Sx8fHUZ++S9Jvz3R7qvJtGo1GUe+XBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAEBTr9vtRguMx+OZ9tMYDodRPzeXzUqXL1+O+p2dnaivqrpz507U/9qv/VrU/8qv/ErUp8f0+vXrUV9V9fDhw6hfXFyM+qWlpah/73vfG/XpdVRV9e53vzvqj46Ooj49b+nfX1tbi/qqqpWVlahP77eLFy9GfafTifrbt29HfVXV9vZ21N+/fz/qd3d3o/6d73xn1E9zbd+7dy/qL126FPXXrl2L+sPDw6jf2NiI+mnWMZlMov7UqVNRn77Pq/LjurCwEPXpvZBeR6urq1Fflb8b0udkej+fO3cu6u/evRv1VVX//u//HvXpMyB9P29ubkZ9v9+P+qr8fTjrvz8YDKK+1+tFfVXV8fFxvEzCLw0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQ1BuNRjNdwdLSUrzMcDiM+slkEvXHx8dRPzeXzVbp36+qev7556P+wx/+cNSnx/T06dNRf/v27aivqhqPx1GfXqsLCwtRPxgMon6aa/vBgwdRv7e3F/Wbm5tR3+l0on5lZSXqq6rOnj0b9VevXo36O3fuRH2v14v69BxUVe3v70d9en+mx/TChQtRP817IX1Obm9vz7RPz8Hi4mLUV+X3z9bWVtR3u92oP3XqVNRXVd27dy/ql5eXoz595l26dCnq0+d8VdXOzk7Up+fhxIkTUZ8+k770pS9FfVXVa6+9FvXp/Zw+ww4ODqI+PWdVVYeHh1Hf7/ejPj1vb8W3ZHqtpt9hfmkAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANPUmk0m0QLfbndGmTL+OtbW1qO90OlF/4cKFqH/06FHUV1UtLi5GfXre+v1+1G9vb0d9ekyrqjY3N6N+bi6bcU+ePBn1+/v7Uf/gwYOor6ra29uLl0mkx2hhYSHqT506FfVVVZcvX4769P4/ODiI+sPDw6jf2NiI+qqqc+fORf36+nrUp/dz+rxYWlqK+qr8fhgMBlGfPlfTe2Gae3M8Hkd9+q5Kn8PT7EN63ubn56N+dXU16tPtuXXrVtRXVW1tbUV9ei1duXIl6t94442ov3HjRtRX5c/6dJ97vV7Up8+w4XAY9VX5Nh0dHUV9ei+kpvneTp+r6Xn2SwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA09RYWFqIFxuNx1B8fH0d9VdXy8nK8TGJnZyfqv/e970X9w4cPo76q6r3vfW/UnzhxIur7/X7Unz17Nuqn8fd///dRv7KyEvW/8Ru/EfUvvvhi1D/11FNRX1W1v78f9aPRKOoPDg6ifn19PerPnDkT9VVVR0dHUX/r1q2o397ejvr5+fmof+6556K+qurkyZNRnx6j9F7Y2NiI+mme28PhMOq3traivtfrRf3ly5ejPr03q6oePHgQ9Xfv3o369JhO89w+f/581KfX0tLSUtSn7+dp3rfpd8y5c+eifjKZRP0XvvCFqP/a174W9VX5cbp27VrUp8+M1dXVqE/vhar8uZq+GwaDQdSn98I0z6S5uey3gPS4+qUBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0NQbjUbZAr1e1He73aivqur3+1G/t7cX9SdPnoz6g4ODqF9eXo76qqoXXngh6i9fvhz173znO6O+0+lE/WQyifqqqt/8zd+M+sFgMNP+8ccfj/r0uquqGg6HUb+5uRn16bWXHqP0XqiqWlhYiPr0Wrp06VLUp8d0fn4+6quqvvOd70T9o0ePov7555+P+vv370f93Fz+/6T0uKbrSN8lDx8+jPrV1dWor6o6f/581Kf7cPfu3ag/OjqK+qr8/ky/AW7evBn1a2trUb+yshL1VVWHh4dRf+rUqaj/xje+EfWf//zno35nZyfqq/L7Lf02TJ/bb775ZtRP812V7nP6fh6Px1Gfnrdp3j3peUufSX5pAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADT1RqNRtMB4PI769fX1qK+qOjo6ivqlpaWoX11djfr9/f2o393djfqqqi9/+ctRPxgMov7ZZ5+N+vQYbWxsRH1V1XA4jPputxuvI3Ht2rWof/nll+N1zM1lc/qFCxeiPr2fH3/88ai/fft21FdV3b9/P+o7nU7Ur62tRf1rr70W9ekxrap617veFfXpc/XBgwdRnx6j73//+1Ffld/P6XN7eXk56h8+fBj1k8kk6qvyfU7fJekxSvuqqu3t7aifn5+P+qtXr0b94eFh1B8cHER9VdUzzzwT9d/5znei/mtf+1rUv/jii1GfnrOqqoWFhahfXFyM+q2trahP751pvjHSayl9BqR9+v5Pj9E064j3IaoBAIAfOIYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQFOv2+1GC3Q6nah/8OBB1E+zjnQf3nzzzahfXl6O+uFwGPVVVUtLS1H/wgsvRP0XvvCFqH/uueei/sKFC1FfVfXw4cOoP3fuXNRvbW1F/c2bN6O+1+tFfVXVlStXov7GjRtRn16r6b2ztrYW9VVV29vbUd/v96N+fX096t/1rndF/TQ2Nzej/ujoKOoPDw+j/vXXX4/6aa7thYWFqE+feekzJj1Gk8kk6quq7ty5E/Xp+3B+fj7qj4+Po76q6vTp01GfXqv7+/tRPxgMov769etRX1X12muvRf1f/uVfRv2//uu/Rn36zZB+I1VVPfbYY1F/69atqE+f2+kzJv1eqMrfh+kzIzXr7+1plkmfGX5pAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADT1xuNxtECn05nRpvwfk8kk6o+Pj2e0Jf9rf38/6tfW1uJ1zM1l89vy8nLU/9mf/VnUf/SjH436X/qlX4r6qqoPfOADUb+xsRH18/PzUX94eBj1zz77bNRXVT169CjqT58+HfULCwtRf+fOnahfXV2N+qqq0WgU9ek+DAaDqE/vtTfeeCPqq/JrKe339vaifmVlJerTe6dq9uc5PW/pMbp9+3bUV+Xvhqeeeirq03db+u6syo/r7u5u1K+vr0f9hQsXov7VV1+N+qqqT33qU1H/L//yL1GfnoelpaWoT9//Vfm329HRUdSn91tqmmfScDiM+vR7OJVuz1shvf/90gAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABoMjQAAABNvW63Gy1wfHycraDXi/pp1jFrp0+fjvq5uXwW29vbi/rV1dWoH41GUf+5z30u6l966aWor6r6vd/7vah/8skno357ezvq02N6dHQU9VVVDx8+jPqlpaWoT++3dHvS66hq9s+M1157LerfeOONqJ/GeDyO+rNnz0b9ZDKJ+itXrkR9eu9UVT148CDqDw4Oon6a+y2xuLgYL5Oeh/TdcPHixaif5hi98sorUX/hwoWoT7fp+9//ftR/5jOfifqqqq997WtRn57n9Jvh8PAw6jc2NqK+qmprayvq0/fh7u5u1KffntO8e2Zt1vswzbdkukz8DItqAADgB46hAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAICmXrfbjRY4Pj6O+slkEvVVVb1eL14msbCwEPVbW1tRP832j8fjqH/48GHUj0ajqE+359atW1FfVfW3f/u3Uf87v/M7Ud/v96N+fn4+6g8PD6O+qmpvby/qO51O1K+trUX9m2++GfXpdVRVtbu7G/Wbm5tRv729HfXp/b+6uhr1VVWDwSDq0+dk2qfP+XPnzkV9VdXdu3ejPr1/7t+/H/VXrlyJ+pWVlaivqrp9+3bUp9d2eu+kz+2qqhMnTkR9eh6++MUvRv2XvvSlqL93717UV+Xv6FOnTs20f/3116P+zJkzUV9V9ejRo5n2c3PZ/6CHw2HUTyN97s362zM9RtN8P6ff6Ol3j18aAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE294+PjbIFeL+rTv19VNTeXzTLpNh0eHkZ9uj3j8Tjqq/J96Ha7Ub+8vBz1jx49ivq7d+9GfVXVt7/97aj/n//5n6h/xzveEfXb29tRP5lMor6qajgcRn16/wwGg6jv9/tR//LLL0d9VdVjjz0WL5M4d+5c1K+vr0d9el1UVR0dHUX9wcFB1J84cSLqt7a2ov7ChQtRX5Vv08OHD6N+f38/6s+cORP16b1ZVXX27Nmo/+Y3vxn1V65cifpTp05FfVXV5uZm1P/FX/xF1H/xi1+M+vS52ul0or6qamVlJep3d3ejfmFhIerT9/POzk7UV+XfJel3z1tx3lLpPs96H96K7+f02zDllwYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABo6vR6vUmywHg8jlaQ9lVVCwsLUd/pdKJ+aWkp6geDQdSvra1FfVXVgwcPon5+fj7qe71e1K+srET9/v5+1FdVzc1lM+uHPvShqP/Zn/3ZqP/ABz4Q9f1+P+qrqnZ2dqL+8uXLUX/y5Mmo39jYiPrNzc2or6q6ePFi1B8dHUX9iRMnov7g4CDqp3H37t2oPz4+ntGW/K9r165F/e7ubryOdB/29vaiPj2m6XX36NGjqK+qWl1djfr0/k+PUfr3q6o+85nPRP0rr7wS9em7Kn3/p31V1Wg0ivr0G2MyiT6r4m+M4XAY9VX5Pne73aif9TMsPabTmPV5To/pW7HP6XeYXxoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATZ35+flJskC3241WcHh4GPVVVfPz81Hf6/Wi/uDgIOpPnjwZ9Xt7e1FfVXX69OmoH41GUb+zsxP1/X4/6ufm8vlzOBxGfafTifqFhYWo/+3f/u2o//jHPx71VVWDwSDqHzx4EPXnz5+P+o2Njaif5n5+6qmnon48Hkf9/v5+1G9tbUV9eh1V5dfq3bt3o/6VV16J+p/4iZ+I+vS6qKo6Pj6O+vSZlPbpdXTx4sWor6paXl6O+ps3b0b9pz/96ah//fXXo74qv3/SZ/36+nrUp9vGbN5wAAAKXElEQVSTvkeqqk6dOhUvk9je3o769L0wzfs2/WZIn2Hp3/9BlB7Tac5z+txL1+GXBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAEBTZ3FxcZIsMB6PoxUMBoOor6paWFiI+rm5bPZJ+8PDw6ifTKJDOtUynU4n6tfW1qI+3Z6dnZ2or6rq9XpRv7S0FPVHR0dRn+7zRz/60aivqvrYxz4W9fPz81F/9erVqE+v7QcPHkR9VdWVK1ei/uTJk1G/u7sb9ekxvXfvXtRX5ddeely3trai/n3ve1/Ur6ysRH1V1Xe/+92o39jYiPpz585F/ZkzZ6L+1q1bUV9V9Sd/8idRf+PGjagfjUZRP43l5eWoT9/Pq6urUb+5uRn10xyjdJn0O6bb7UZ9+k0yHA6j/u0off+nx6gqP07TfLu93aTvt3Sf/dIAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATZ1+vz9JFhiPx9EKRqNR1FdV9Xq9qO90OlE/mUS7XMPhMOrT7ZlGeh4WFxejPj0HS0tLUV9Vtb+/H/UHBwdR3+/3oz7d593d3aivqup2u1H/iU98Iup/4Rd+IepXV1ejPr0XqqpOnz4d9ekxun//ftS/+93vjvoHDx5EfVXVV7/61ahfX1+P+vRaXVtbi/r0mFZVbWxsRH16ntO/v7OzE/V/8zd/E/VVVVtbW1Gfvntm/dyuqjo+Po769LmdPmPS7RkMBlFflb8/5+ay/6/O+u9P4+22z6lpjlG6TekzKb3fjo6Oov6t2Od0HX5pAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADR15ufnJ8kC/X4/WsHBwUHUV1WNRqOo73Q6UT+ZRLscS7dnGvPz81F/fHwc9XNz2Tw5Ho+jvqpqYWEh6nu9XtTv7u5Gfbo93W436qumux8S73nPe6L+p37qp6L+4x//eNRXVV28eDHqX3vttah/8OBB1D/zzDNR//Wvfz3qq/L7bWlpKepPnjwZ9en23L59O+qr8vvhH//xH6P+C1/4QtSn+7y/vx/1Vfl5S9+f6TZN8247ffp01F+6dCnq33zzzai/e/du1KffCz+oZv1dkt7/s/4Om2Yd6XfM2+3bsyp/xqT74JcGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaOpU1SRZYG4umzM6nU7UV1WNRqOo7/V6UX98fBz10+zDrKXnIT2m8/PzUT8cDqP+rbC2thb1u7u7Uf/YY49FfVXVYDCI+r29vag/ODiI+oWFhaj/4Ac/GPVVVb//+78f9T/90z8d9a+//vpM+9deey3qq6pOnjwZ9Xfu3In606dPR/2rr74a9f/5n/8Z9dMs8+1vfzvq0/t5aWkp6tN7p2r275J0n8+dOxf1VVU7OztR/+jRo6jf3NyM+lm//6uqJpPosyfeplT6Pp9Gus9pP2vpN0lV1Xg8nmk/zbWXmOa6mPU++6UBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0NTpdDqTcIFoBZNJ9OenXmaW+v3+zNdxdHQU9d1uN+pHo1HUp9Lrourtd55PnToV9bu7u/E6nnjiiah/4403oj7dpuXl5Zn+/aqqpaWlqF9dXY36p556KurT7XnmmWeiviq/ltLz/Hd/93dR3+v1ov7+/ftRX1W1uLgY9SdPnoz6jY2NqE+l21+V70O6jpWVlah/6aWXor6qan9/P+rTfUjfbbN+V03j7fa+TbenKn/fjsfjeB1vN+l3Sdqnx2huLvs//fz8fNRXVQ0Gg6hPrwu/NAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaOlU1mekKOp2ZL9Pr9aJ+NBrNtH8rpMdobi6bD9N9nuY8v922aTLJboXV1dWor6paWVmJ+q2tragfDAZRn56Dbrcb9VVVw+EwXiaRnud+vx/16XUxzTILCwtRnx7T9O8fHBxEfVX+HD4+Pp7p30+v1fF4HPVVs3/GHB0dRX16jKry5+qsn9vpMZrm/kzN+tpOj+k012q6jlS6Ten9Oc15nuY4zdJbcZ5T6Tb5pQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaOp1OZ5IsMJlE+VTm5mY7y4zH46jvdrtRPxqNor6qqtPpRH16HtJjmh6jac5Zug/pMZr1eZ5mn9N9uHbtWtQvLy9H/b1796J+f38/6quqjo6Oon44HEZ9eh31+/2oT7e/qmp9fT3q02v10aNHM/3701zb6XFdWlqK+sPDw6hPpceoqmowGER9+m5InxdvhVlfS+nfn+YYzfq4TnMtJabZ/rfi2y0x62+et6P0Xngr9jn+lpzRdgAAAP8/YWgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoMnQAAAANBkaAACAJkMDAADQZGgAAACaDA0AAECToQEAAGgyNAAAAE2GBgAAoKlTVZOZrqDTmfky4/E4Xkdibi6brSaT/JBOs8wsdbvdqJ9m+2d93tLr6K04z+k+Ly8vR32/34/63d3dqJ/mfk6P6+HhYdSfOHEi6vf396P+7Xg/p/t8dHQU9aPRKOqrqhYXF6P+4OAg6tN7p9frRf3x8XHUTyO9f96Kd+E093Qi3ab0eZH2Vfn1Pet3yay3pyp/Jr3dvkmm8Xa83xJvxXlO+aUBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmgwNAABAk6EBAABoMjQAAABNhgYAAKDJ0AAAADQZGgAAgCZDAwAA0GRoAAAAmjqdTmeSLDCZRPnbUqfTifp0n+fm8llsPB7HyyRmvc/TmOY4JWa9z9Ocs3SfZ31ddLvdqJ/mukjPw2g0ivp+vx/1KysrUf9W7POZM2ei/uHDh1G/ubkZ9ek5mEZ67b0V2/SDqNfrRX16P6TnLX1GTnN//t/+HZM+X6ZZJn33vB2/Mf5v91ac5/j7NqoBAIAfOIYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJoMDQAAQJOhAQAAaDI0AAAATYYGAACgydAAAAA0GRoAAIAmQwMAANBkaAAAAJr+HxpGmPg9yvGYAAAAAElFTkSuQmCC" y="-21.68"/>   </g>   <g id="LineCollection_1"/>   <g id="LineCollection_2"/>   <g id="LineCollection_3">    <path clip-path="url(#p899642c2af)" d="M 1222.65 141.810771 L 1216.8 134.434424 L 1216.8 130.746251 L 1212.4125 125.213991 L 1206.5625 125.213991 L 1194.8625 110.461299 L 1186.0875 110.461299 L 1184.625 112.305385 L 1184.625 127.058078 L 1180.2375 132.590338 L 1171.4625 132.590338 L 1168.5375 136.278511 L 1162.6875 136.278511 L 1155.375 127.058078 L 1155.375 123.369905 L 1152.45 119.681732 L 1155.375 115.993558 L 1155.375 108.617212 L 1153.9125 106.773126 L 1150.9875 106.773126 L 1146.6 101.240866 L 1146.6 82.8 L 1161.225 64.359134 L 1161.225 60.670961 L 1165.6125 55.138701 L 1168.5375 55.138701 L 1171.4625 51.450528 L 1174.3875 51.450528 L 1180.2375 44.074182 L 1183.1625 44.074182 L 1186.0875 40.386009 L 1189.0125 40.386009 L 1191.9375 36.697835 L 1215.3375 36.697835 L 1218.2625 40.386009 L 1221.1875 40.386009 L 1224.1125 44.074182 L 1227.0375 44.074182 L 1229.9625 47.762355 L 1232.8875 47.762355 L 1235.8125 51.450528 L 1238.7375 51.450528 L 1241.6625 55.138701 L 1244.5875 55.138701 L 1247.5125 58.826874 L 1250.4375 58.826874 L 1256.2875 66.203221 L 1259.2125 66.203221 L 1269.45 79.111827 L 1269.45 82.8 L 1270.9125 84.644087 L 1273.8375 84.644087 L 1275.3 86.488173 L 1275.3 90.176346 L 1278.225 93.864519 L 1278.225 119.681732 L 1273.8375 125.213991 L 1270.9125 125.213991 L 1267.9875 128.902165 L 1265.0625 128.902165 L 1262.1375 132.590338 L 1256.2875 132.590338 L 1253.3625 128.902165 L 1244.5875 128.902165 L 1235.8125 139.966684 L 1229.9625 139.966684 L 1228.5 141.810771 L 1228.5 141.810771 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_1">    <g id="patch_2">     <path d="M 1123.2 143.654857 L 1155.628125 143.654857 L 1155.628125 132.041107 L 1123.2 132.041107 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </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(1123.2 141.159232)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(#pfab2e150e4)">    <image height="121.92" id="image80055e8ffd" transform="scale(1 -1)translate(0 -121.92)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-21.68"/>   </g>   <g id="LineCollection_4">    <path clip-path="url(#pfab2e150e4)" d="M 1007.6625 62.515048 L 1010.5875 62.515048 L 1013.5125 62.515048 L 1016.4375 62.515048 L 1019.3625 62.515048 L 1020.825 64.359134 L 1022.2875 66.203221 L 1023.75 64.359134 L 1025.2125 62.515048 L 1026.675 64.359134 L 1028.1375 66.203221 L 1029.6 68.047307 L 1031.0625 69.891394 L 1032.525 71.735481 L 1033.9875 73.579567 L 1036.9125 73.579567 L 1039.8375 73.579567 L 1042.7625 73.579567 L 1044.225 75.423654 L 1045.6875 77.26774 L 1047.15 79.111827 L 1048.6125 80.955913 L 1051.5375 80.955913 L 1053 82.8 L 1054.4625 84.644087 L 1055.925 86.488173 L 1054.4625 88.33226 L 1051.5375 88.33226 L 1048.6125 88.33226 L 1045.6875 88.33226 L 1044.225 86.488173 L 1044.225 82.8 L 1042.7625 80.955913 L 1039.8375 80.955913 L 1038.375 82.8 L 1036.9125 84.644087 L 1033.9875 84.644087 L 1031.0625 84.644087 L 1028.1375 84.644087 L 1026.675 82.8 L 1025.2125 80.955913 L 1023.75 79.111827 L 1022.2875 77.26774 L 1019.3625 77.26774 L 1016.4375 77.26774 L 1013.5125 77.26774 L 1010.5875 77.26774 L 1009.125 79.111827 L 1009.125 82.8 L 1009.125 86.488173 L 1010.5875 88.33226 L 1012.05 90.176346 L 1013.5125 92.020433 L 1014.975 93.864519 L 1014.975 97.552693 L 1013.5125 99.396779 L 1012.05 97.552693 L 1010.5875 95.708606 L 1009.125 93.864519 L 1007.6625 92.020433 L 1006.2 90.176346 L 1004.7375 88.33226 L 1001.8125 88.33226 L 998.8875 88.33226 L 995.9625 88.33226 L 994.5 86.488173 L 993.0375 84.644087 L 990.1125 84.644087 L 988.65 82.8 L 988.65 79.111827 L 990.1125 77.26774 L 991.575 75.423654 L 993.0375 73.579567 L 994.5 71.735481 L 995.9625 69.891394 L 997.425 68.047307 L 998.8875 66.203221 L 1001.8125 66.203221 L 1004.7375 66.203221 L 1006.2 64.359134 L 1007.6625 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pfab2e150e4)" d="M 1057.3875 88.33226 L 1058.85 90.176346 L 1057.3875 92.020433 L 1055.925 90.176346 L 1057.3875 88.33226 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pfab2e150e4)" d="M 984.2625 92.020433 L 987.1875 92.020433 L 988.65 93.864519 L 987.1875 95.708606 L 984.2625 95.708606 L 982.8 93.864519 L 984.2625 92.020433 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pfab2e150e4)" d="M 1066.1625 95.708606 L 1067.625 97.552693 L 1069.0875 99.396779 L 1070.55 101.240866 L 1070.55 104.929039 L 1069.0875 106.773126 L 1067.625 104.929039 L 1066.1625 103.084952 L 1064.7 101.240866 L 1064.7 97.552693 L 1066.1625 95.708606 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_5">    <path clip-path="url(#pfab2e150e4)" d="M 990.1125 106.773126 L 991.575 108.617212 L 990.1125 110.461299 L 988.65 108.617212 L 990.1125 106.773126 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pfab2e150e4)" d="M 1054.4625 110.461299 L 1055.925 112.305385 L 1054.4625 114.149472 L 1053 112.305385 L 1054.4625 110.461299 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_6">    <path clip-path="url(#pfab2e150e4)" d="M 968.175 141.810771 L 953.55 123.369905 L 953.55 104.929039 L 947.7 97.552693 L 947.7 82.8 L 975.4875 47.762355 L 978.4125 47.762355 L 984.2625 40.386009 L 987.1875 40.386009 L 990.1125 36.697835 L 993.0375 36.697835 L 995.9625 33.009662 L 998.8875 33.009662 L 1001.8125 29.321489 L 1013.5125 29.321489 L 1016.4375 25.633316 L 1019.3625 25.633316 L 1022.2875 29.321489 L 1033.9875 29.321489 L 1036.9125 33.009662 L 1039.8375 33.009662 L 1042.7625 36.697835 L 1045.6875 36.697835 L 1048.6125 40.386009 L 1051.5375 40.386009 L 1054.4625 44.074182 L 1057.3875 44.074182 L 1063.2375 51.450528 L 1066.1625 51.450528 L 1069.0875 55.138701 L 1072.0125 55.138701 L 1077.8625 62.515048 L 1080.7875 62.515048 L 1086.6375 69.891394 L 1089.5625 69.891394 L 1093.95 75.423654 L 1093.95 79.111827 L 1102.725 90.176346 L 1102.725 93.864519 L 1105.65 97.552693 L 1105.65 108.617212 L 1102.725 112.305385 L 1102.725 115.993558 L 1099.8 119.681732 L 1099.8 123.369905 L 1095.4125 128.902165 L 1063.2375 128.902165 L 1060.3125 132.590338 L 1057.3875 132.590338 L 1053 138.122597 L 1053 141.810771 L 1053 141.810771 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>    <path clip-path="url(#pfab2e150e4)" d="M 1029.6 141.810771 L 1028.1375 139.966684 L 1026.675 138.122597 L 1025.2125 136.278511 L 1022.2875 136.278511 L 1020.825 134.434424 L 1020.825 130.746251 L 1019.3625 128.902165 L 1017.9 127.058078 L 1016.4375 125.213991 L 1013.5125 125.213991 L 1012.05 127.058078 L 1010.5875 128.902165 L 1007.6625 128.902165 L 1004.7375 128.902165 L 1003.275 130.746251 L 1003.275 134.434424 L 1001.8125 136.278511 L 1000.35 138.122597 L 998.8875 139.966684 L 995.9625 139.966684 L 993.0375 139.966684 L 990.1125 139.966684 L 987.1875 139.966684 L 985.725 141.810771 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_2">    <g id="patch_3">     <path d="M 936 143.654857 L 968.428125 143.654857 L 968.428125 132.041107 L 936 132.041107 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=33 -->    <defs>     <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/>    </defs>    <g style="fill:#ffffff;" transform="translate(936 141.159232)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-33"/>    </g>   </g>  </g>  <g id="axes_4">   <g clip-path="url(#pc5cc3d97b2)">    <image height="121.92" id="imagea6516457c7" transform="scale(1 -1)translate(0 -121.92)" width="187.2" x="749" xlink:href="data:image/png;base64,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" y="-21.68"/>   </g>   <g id="LineCollection_7">    <path clip-path="url(#pc5cc3d97b2)" d="M 811.6875 62.515048 L 814.6125 62.515048 L 817.5375 62.515048 L 820.4625 62.515048 L 821.925 64.359134 L 821.925 68.047307 L 823.3875 69.891394 L 826.3125 69.891394 L 829.2375 69.891394 L 832.1625 69.891394 L 833.625 68.047307 L 835.0875 66.203221 L 838.0125 66.203221 L 840.9375 66.203221 L 843.8625 66.203221 L 846.7875 66.203221 L 849.7125 66.203221 L 851.175 68.047307 L 852.6375 69.891394 L 855.5625 69.891394 L 857.025 71.735481 L 858.4875 73.579567 L 859.95 75.423654 L 858.4875 77.26774 L 855.5625 77.26774 L 852.6375 77.26774 L 851.175 75.423654 L 849.7125 73.579567 L 846.7875 73.579567 L 843.8625 73.579567 L 840.9375 73.579567 L 838.0125 73.579567 L 835.0875 73.579567 L 832.1625 73.579567 L 829.2375 73.579567 L 826.3125 73.579567 L 824.85 75.423654 L 823.3875 77.26774 L 820.4625 77.26774 L 817.5375 77.26774 L 816.075 79.111827 L 814.6125 80.955913 L 813.15 82.8 L 813.15 86.488173 L 811.6875 88.33226 L 808.7625 88.33226 L 807.3 86.488173 L 807.3 82.8 L 807.3 79.111827 L 807.3 75.423654 L 805.8375 73.579567 L 804.375 71.735481 L 805.8375 69.891394 L 807.3 68.047307 L 808.7625 66.203221 L 810.225 64.359134 L 811.6875 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc5cc3d97b2)" d="M 829.2375 77.26774 L 830.7 79.111827 L 829.2375 80.955913 L 827.775 79.111827 L 829.2375 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc5cc3d97b2)" d="M 861.4125 77.26774 L 864.3375 77.26774 L 867.2625 77.26774 L 868.725 79.111827 L 870.1875 80.955913 L 871.65 82.8 L 873.1125 84.644087 L 874.575 86.488173 L 876.0375 88.33226 L 878.9625 88.33226 L 880.425 90.176346 L 881.8875 92.020433 L 883.35 93.864519 L 884.8125 95.708606 L 886.275 97.552693 L 886.275 101.240866 L 884.8125 103.084952 L 881.8875 103.084952 L 880.425 101.240866 L 878.9625 99.396779 L 877.5 97.552693 L 876.0375 95.708606 L 874.575 93.864519 L 873.1125 92.020433 L 871.65 90.176346 L 870.1875 88.33226 L 867.2625 88.33226 L 865.8 86.488173 L 864.3375 84.644087 L 862.875 82.8 L 861.4125 80.955913 L 859.95 79.111827 L 861.4125 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc5cc3d97b2)" d="M 823.3875 80.955913 L 824.85 82.8 L 823.3875 84.644087 L 821.925 82.8 L 823.3875 80.955913 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc5cc3d97b2)" d="M 843.8625 84.644087 L 845.325 86.488173 L 843.8625 88.33226 L 842.4 86.488173 L 843.8625 84.644087 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc5cc3d97b2)" d="M 832.1625 92.020433 L 835.0875 92.020433 L 836.55 93.864519 L 838.0125 95.708606 L 840.9375 95.708606 L 842.4 93.864519 L 843.8625 92.020433 L 845.325 93.864519 L 845.325 97.552693 L 843.8625 99.396779 L 840.9375 99.396779 L 838.0125 99.396779 L 835.0875 99.396779 L 832.1625 99.396779 L 829.2375 99.396779 L 827.775 97.552693 L 829.2375 95.708606 L 830.7 93.864519 L 832.1625 92.020433 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc5cc3d97b2)" d="M 849.7125 92.020433 L 852.6375 92.020433 L 855.5625 92.020433 L 857.025 93.864519 L 855.5625 95.708606 L 854.1 97.552693 L 854.1 101.240866 L 852.6375 103.084952 L 849.7125 103.084952 L 848.25 101.240866 L 848.25 97.552693 L 848.25 93.864519 L 849.7125 92.020433 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc5cc3d97b2)" d="M 858.4875 95.708606 L 861.4125 95.708606 L 862.875 97.552693 L 861.4125 99.396779 L 858.4875 99.396779 L 857.025 97.552693 L 858.4875 95.708606 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_8">    <path clip-path="url(#pc5cc3d97b2)" d="M 852.6375 80.955913 L 855.5625 80.955913 L 857.025 82.8 L 855.5625 84.644087 L 852.6375 84.644087 L 851.175 82.8 L 852.6375 80.955913 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pc5cc3d97b2)" d="M 799.9875 88.33226 L 801.45 90.176346 L 799.9875 92.020433 L 798.525 90.176346 L 799.9875 88.33226 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pc5cc3d97b2)" d="M 802.9125 92.020433 L 805.8375 92.020433 L 807.3 93.864519 L 805.8375 95.708606 L 802.9125 95.708606 L 801.45 93.864519 L 802.9125 92.020433 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pc5cc3d97b2)" d="M 826.3125 99.396779 L 827.775 101.240866 L 826.3125 103.084952 L 824.85 101.240866 L 826.3125 99.396779 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_9">    <path clip-path="url(#pc5cc3d97b2)" d="M 780.975 141.810771 L 779.5125 139.966684 L 776.5875 139.966684 L 773.6625 136.278511 L 770.7375 136.278511 L 766.35 130.746251 L 766.35 123.369905 L 763.425 119.681732 L 763.425 112.305385 L 766.35 108.617212 L 766.35 104.929039 L 757.575 93.864519 L 757.575 82.8 L 760.5 79.111827 L 760.5 75.423654 L 761.9625 73.579567 L 764.8875 73.579567 L 785.3625 47.762355 L 788.2875 47.762355 L 794.1375 40.386009 L 797.0625 40.386009 L 802.9125 33.009662 L 805.8375 33.009662 L 808.7625 29.321489 L 811.6875 29.321489 L 814.6125 25.633316 L 843.8625 25.633316 L 846.7875 29.321489 L 855.5625 29.321489 L 858.4875 33.009662 L 861.4125 33.009662 L 867.2625 40.386009 L 870.1875 40.386009 L 873.1125 44.074182 L 876.0375 44.074182 L 881.8875 51.450528 L 884.8125 51.450528 L 887.7375 55.138701 L 890.6625 55.138701 L 896.5125 62.515048 L 899.4375 62.515048 L 915.525 82.8 L 915.525 86.488173 L 921.375 93.864519 L 921.375 108.617212 L 909.675 123.369905 L 909.675 127.058078 L 905.2875 132.590338 L 896.5125 132.590338 L 893.5875 128.902165 L 878.9625 128.902165 L 876.0375 125.213991 L 849.7125 125.213991 L 848.25 127.058078 L 848.25 134.434424 L 846.7875 136.278511 L 835.0875 136.278511 L 832.1625 132.590338 L 829.2375 136.278511 L 823.3875 136.278511 L 820.4625 139.966684 L 814.6125 139.966684 L 813.15 141.810771 L 813.15 141.810771 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_3">    <g id="patch_4">     <path d="M 748.8 143.654857 L 781.228125 143.654857 L 781.228125 132.041107 L 748.8 132.041107 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=19 -->    <defs>     <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/>     <path d="M 10.984375 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(748.8 141.159232)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-39"/>    </g>   </g>  </g>  <g id="axes_5">   <g clip-path="url(#p1d060531fb)">    <image height="121.92" id="image42c33393d9" transform="scale(1 -1)translate(0 -121.92)" width="187.2" x="562" xlink:href="data:image/png;base64,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" y="-21.68"/>   </g>   <g id="LineCollection_10">    <path clip-path="url(#p1d060531fb)" d="M 639.1125 77.26774 L 642.0375 77.26774 L 644.9625 77.26774 L 646.425 79.111827 L 644.9625 80.955913 L 642.0375 80.955913 L 639.1125 80.955913 L 637.65 79.111827 L 639.1125 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 653.7375 77.26774 L 655.2 79.111827 L 653.7375 80.955913 L 652.275 79.111827 L 653.7375 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 630.3375 80.955913 L 633.2625 80.955913 L 636.1875 80.955913 L 637.65 82.8 L 636.1875 84.644087 L 634.725 86.488173 L 633.2625 88.33226 L 630.3375 88.33226 L 628.875 86.488173 L 628.875 82.8 L 630.3375 80.955913 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 671.2875 80.955913 L 672.75 82.8 L 671.2875 84.644087 L 669.825 82.8 L 671.2875 80.955913 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 677.1375 84.644087 L 678.6 86.488173 L 677.1375 88.33226 L 675.675 86.488173 L 677.1375 84.644087 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 642.0375 88.33226 L 643.5 90.176346 L 642.0375 92.020433 L 640.575 90.176346 L 642.0375 88.33226 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 636.1875 92.020433 L 639.1125 92.020433 L 640.575 93.864519 L 639.1125 95.708606 L 636.1875 95.708606 L 634.725 93.864519 L 636.1875 92.020433 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 685.9125 92.020433 L 687.375 93.864519 L 685.9125 95.708606 L 684.45 93.864519 L 685.9125 92.020433 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 630.3375 95.708606 L 631.8 97.552693 L 630.3375 99.396779 L 628.875 97.552693 L 630.3375 95.708606 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 688.8375 95.708606 L 690.3 97.552693 L 688.8375 99.396779 L 687.375 97.552693 L 688.8375 95.708606 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 624.4875 99.396779 L 625.95 101.240866 L 625.95 104.929039 L 624.4875 106.773126 L 623.025 104.929039 L 623.025 101.240866 L 624.4875 99.396779 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 691.7625 99.396779 L 694.6875 99.396779 L 696.15 101.240866 L 694.6875 103.084952 L 691.7625 103.084952 L 690.3 101.240866 L 691.7625 99.396779 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_11">    <path clip-path="url(#p1d060531fb)" d="M 656.6625 66.203221 L 658.125 68.047307 L 656.6625 69.891394 L 655.2 68.047307 L 656.6625 66.203221 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 671.2875 69.891394 L 672.75 71.735481 L 671.2875 73.579567 L 669.825 71.735481 L 671.2875 69.891394 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 636.1875 73.579567 L 637.65 75.423654 L 636.1875 77.26774 L 634.725 75.423654 L 636.1875 73.579567 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 642.0375 73.579567 L 644.9625 73.579567 L 647.8875 73.579567 L 649.35 75.423654 L 647.8875 77.26774 L 644.9625 77.26774 L 642.0375 77.26774 L 640.575 75.423654 L 642.0375 73.579567 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 612.7875 80.955913 L 615.7125 80.955913 L 618.6375 80.955913 L 620.1 82.8 L 621.5625 84.644087 L 624.4875 84.644087 L 625.95 86.488173 L 627.4125 88.33226 L 628.875 90.176346 L 630.3375 92.020433 L 633.2625 92.020433 L 636.1875 92.020433 L 637.65 90.176346 L 639.1125 88.33226 L 640.575 86.488173 L 642.0375 84.644087 L 644.9625 84.644087 L 647.8875 84.644087 L 650.8125 84.644087 L 652.275 86.488173 L 650.8125 88.33226 L 649.35 90.176346 L 649.35 93.864519 L 650.8125 95.708606 L 652.275 97.552693 L 650.8125 99.396779 L 647.8875 99.396779 L 644.9625 99.396779 L 642.0375 99.396779 L 639.1125 99.396779 L 636.1875 99.396779 L 634.725 101.240866 L 633.2625 103.084952 L 631.8 104.929039 L 630.3375 106.773126 L 627.4125 106.773126 L 624.4875 106.773126 L 623.025 104.929039 L 621.5625 103.084952 L 620.1 101.240866 L 618.6375 99.396779 L 617.175 97.552693 L 615.7125 95.708606 L 614.25 93.864519 L 612.7875 92.020433 L 611.325 90.176346 L 612.7875 88.33226 L 614.25 86.488173 L 612.7875 84.644087 L 611.325 82.8 L 612.7875 80.955913 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 680.0625 84.644087 L 681.525 86.488173 L 680.0625 88.33226 L 678.6 86.488173 L 680.0625 84.644087 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 604.0125 88.33226 L 605.475 90.176346 L 604.0125 92.020433 L 602.55 90.176346 L 604.0125 88.33226 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 653.7375 88.33226 L 656.6625 88.33226 L 659.5875 88.33226 L 661.05 90.176346 L 662.5125 92.020433 L 663.975 93.864519 L 662.5125 95.708606 L 659.5875 95.708606 L 658.125 93.864519 L 656.6625 92.020433 L 653.7375 92.020433 L 652.275 90.176346 L 653.7375 88.33226 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 624.4875 92.020433 L 623.025 93.864519 L 624.4875 95.708606 L 625.95 93.864519 L 624.4875 92.020433 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 694.6875 95.708606 L 696.15 97.552693 L 696.15 101.240866 L 694.6875 103.084952 L 693.225 101.240866 L 693.225 97.552693 L 694.6875 95.708606 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p1d060531fb)" d="M 618.6375 114.149472 L 620.1 115.993558 L 618.6375 117.837645 L 617.175 115.993558 L 618.6375 114.149472 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_12">    <path clip-path="url(#p1d060531fb)" d="M 596.7 141.810771 L 587.925 130.746251 L 587.925 127.058078 L 582.075 119.681732 L 582.075 108.617212 L 579.15 104.929039 L 579.15 97.552693 L 576.225 93.864519 L 576.225 90.176346 L 573.3 86.488173 L 573.3 79.111827 L 577.6875 73.579567 L 580.6125 73.579567 L 604.0125 44.074182 L 606.9375 44.074182 L 615.7125 33.009662 L 621.5625 33.009662 L 624.4875 29.321489 L 665.4375 29.321489 L 668.3625 33.009662 L 671.2875 33.009662 L 674.2125 36.697835 L 677.1375 36.697835 L 680.0625 40.386009 L 682.9875 40.386009 L 685.9125 44.074182 L 688.8375 44.074182 L 691.7625 47.762355 L 694.6875 47.762355 L 697.6125 51.450528 L 700.5375 51.450528 L 703.4625 55.138701 L 706.3875 55.138701 L 731.25 86.488173 L 731.25 93.864519 L 734.175 97.552693 L 734.175 104.929039 L 731.25 108.617212 L 731.25 112.305385 L 725.4 119.681732 L 725.4 123.369905 L 718.0875 132.590338 L 715.1625 132.590338 L 712.2375 136.278511 L 691.7625 136.278511 L 687.375 130.746251 L 687.375 127.058078 L 682.9875 121.525818 L 653.7375 121.525818 L 652.275 123.369905 L 652.275 134.434424 L 646.425 141.810771 L 646.425 141.810771 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_4">    <g id="patch_5">     <path d="M 561.6 143.654857 L 586.393125 143.654857 L 586.393125 132.041107 L 561.6 132.041107 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=5 -->    <defs>     <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/>    </defs>    <g style="fill:#ffffff;" transform="translate(561.6 141.159232)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-78"/>     <use x="59.179688" xlink:href="#DejaVuSans-3d"/>     <use x="142.96875" xlink:href="#DejaVuSans-35"/>    </g>   </g>  </g>  <g id="axes_6">   <g clip-path="url(#pada1acc3f5)">    <image height="121.92" id="imaged3bbfc18ad" transform="scale(1 -1)translate(0 -121.92)" width="187.2" x="374" xlink:href="data:image/png;base64,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" y="-21.68"/>   </g>   <g id="LineCollection_13">    <path clip-path="url(#pada1acc3f5)" d="M 443.1375 62.515048 L 444.6 64.359134 L 443.1375 66.203221 L 441.675 64.359134 L 443.1375 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pada1acc3f5)" d="M 446.0625 66.203221 L 448.9875 66.203221 L 451.9125 66.203221 L 453.375 68.047307 L 454.8375 69.891394 L 457.7625 69.891394 L 460.6875 69.891394 L 463.6125 69.891394 L 466.5375 69.891394 L 469.4625 69.891394 L 472.3875 69.891394 L 473.85 68.047307 L 475.3125 66.203221 L 476.775 68.047307 L 478.2375 69.891394 L 481.1625 69.891394 L 482.625 71.735481 L 484.0875 73.579567 L 485.55 75.423654 L 484.0875 77.26774 L 481.1625 77.26774 L 479.7 75.423654 L 478.2375 73.579567 L 475.3125 73.579567 L 472.3875 73.579567 L 469.4625 73.579567 L 466.5375 73.579567 L 463.6125 73.579567 L 460.6875 73.579567 L 457.7625 73.579567 L 454.8375 73.579567 L 451.9125 73.579567 L 450.45 75.423654 L 448.9875 77.26774 L 446.0625 77.26774 L 444.6 79.111827 L 443.1375 80.955913 L 441.675 82.8 L 441.675 86.488173 L 441.675 90.176346 L 440.2125 92.020433 L 437.2875 92.020433 L 435.825 90.176346 L 435.825 86.488173 L 434.3625 84.644087 L 431.4375 84.644087 L 429.975 82.8 L 429.975 79.111827 L 429.975 75.423654 L 431.4375 73.579567 L 432.9 75.423654 L 434.3625 77.26774 L 435.825 75.423654 L 437.2875 73.579567 L 440.2125 73.579567 L 441.675 71.735481 L 443.1375 69.891394 L 444.6 68.047307 L 446.0625 66.203221 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pada1acc3f5)" d="M 434.3625 69.891394 L 435.825 71.735481 L 434.3625 73.579567 L 432.9 71.735481 L 434.3625 69.891394 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pada1acc3f5)" d="M 454.8375 77.26774 L 457.7625 77.26774 L 460.6875 77.26774 L 462.15 79.111827 L 460.6875 80.955913 L 457.7625 80.955913 L 454.8375 80.955913 L 453.375 79.111827 L 454.8375 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pada1acc3f5)" d="M 487.0125 77.26774 L 489.9375 77.26774 L 491.4 79.111827 L 489.9375 80.955913 L 487.0125 80.955913 L 485.55 79.111827 L 487.0125 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pada1acc3f5)" d="M 492.8625 80.955913 L 495.7875 80.955913 L 497.25 82.8 L 498.7125 84.644087 L 501.6375 84.644087 L 503.1 86.488173 L 504.5625 88.33226 L 506.025 90.176346 L 507.4875 92.020433 L 508.95 93.864519 L 510.4125 95.708606 L 511.875 97.552693 L 513.3375 99.396779 L 514.8 101.240866 L 514.8 104.929039 L 513.3375 106.773126 L 511.875 104.929039 L 510.4125 103.084952 L 507.4875 103.084952 L 506.025 101.240866 L 506.025 97.552693 L 504.5625 95.708606 L 501.6375 95.708606 L 500.175 93.864519 L 498.7125 92.020433 L 497.25 90.176346 L 495.7875 88.33226 L 494.325 86.488173 L 492.8625 84.644087 L 491.4 82.8 L 492.8625 80.955913 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pada1acc3f5)" d="M 463.6125 84.644087 L 466.5375 84.644087 L 469.4625 84.644087 L 472.3875 84.644087 L 473.85 86.488173 L 475.3125 88.33226 L 476.775 90.176346 L 478.2375 92.020433 L 481.1625 92.020433 L 484.0875 92.020433 L 485.55 93.864519 L 484.0875 95.708606 L 481.1625 95.708606 L 478.2375 95.708606 L 475.3125 95.708606 L 472.3875 95.708606 L 470.925 97.552693 L 469.4625 99.396779 L 466.5375 99.396779 L 463.6125 99.396779 L 462.15 101.240866 L 460.6875 103.084952 L 457.7625 103.084952 L 456.3 101.240866 L 454.8375 99.396779 L 453.375 97.552693 L 453.375 93.864519 L 451.9125 92.020433 L 450.45 90.176346 L 451.9125 88.33226 L 454.8375 88.33226 L 457.7625 88.33226 L 460.6875 88.33226 L 462.15 86.488173 L 463.6125 84.644087 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_14">    <path clip-path="url(#pada1acc3f5)" d="M 454.8375 62.515048 L 456.3 64.359134 L 454.8375 66.203221 L 453.375 64.359134 L 454.8375 62.515048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pada1acc3f5)" d="M 469.4625 80.955913 L 470.925 82.8 L 469.4625 84.644087 L 468 82.8 L 469.4625 80.955913 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pada1acc3f5)" d="M 431.4375 92.020433 L 432.9 93.864519 L 431.4375 95.708606 L 429.975 93.864519 L 431.4375 92.020433 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pada1acc3f5)" d="M 448.9875 99.396779 L 451.9125 99.396779 L 453.375 101.240866 L 453.375 104.929039 L 451.9125 106.773126 L 448.9875 106.773126 L 447.525 104.929039 L 447.525 101.240866 L 448.9875 99.396779 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pada1acc3f5)" d="M 446.0625 106.773126 L 447.525 108.617212 L 446.0625 110.461299 L 444.6 108.617212 L 446.0625 106.773126 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_15">    <path clip-path="url(#pada1acc3f5)" d="M 412.425 141.810771 L 408.0375 136.278511 L 405.1125 136.278511 L 402.1875 132.590338 L 399.2625 132.590338 L 389.025 119.681732 L 389.025 108.617212 L 391.95 104.929039 L 391.95 101.240866 L 386.1 93.864519 L 386.1 75.423654 L 393.4125 66.203221 L 396.3375 66.203221 L 405.1125 55.138701 L 408.0375 55.138701 L 425.5875 33.009662 L 428.5125 33.009662 L 431.4375 29.321489 L 437.2875 29.321489 L 440.2125 25.633316 L 443.1375 25.633316 L 446.0625 29.321489 L 448.9875 29.321489 L 451.9125 25.633316 L 472.3875 25.633316 L 475.3125 29.321489 L 478.2375 29.321489 L 481.1625 33.009662 L 487.0125 33.009662 L 495.7875 44.074182 L 498.7125 44.074182 L 501.6375 47.762355 L 504.5625 47.762355 L 507.4875 51.450528 L 510.4125 51.450528 L 513.3375 55.138701 L 516.2625 55.138701 L 519.1875 58.826874 L 522.1125 58.826874 L 530.8875 69.891394 L 533.8125 69.891394 L 535.275 71.735481 L 535.275 75.423654 L 544.05 86.488173 L 544.05 93.864519 L 546.975 97.552693 L 546.975 112.305385 L 544.05 115.993558 L 544.05 119.681732 L 539.6625 125.213991 L 536.7375 125.213991 L 533.8125 128.902165 L 525.0375 128.902165 L 522.1125 132.590338 L 510.4125 132.590338 L 507.4875 128.902165 L 501.6375 128.902165 L 498.7125 125.213991 L 495.7875 125.213991 L 492.8625 121.525818 L 469.4625 121.525818 L 468 123.369905 L 468 130.746251 L 460.6875 139.966684 L 457.7625 139.966684 L 456.3 141.810771 L 456.3 141.810771 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_5">    <g id="patch_6">     <path d="M 374.4 143.654857 L 403.5225 143.654857 L 403.5225 132.041107 L 374.4 132.041107 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=-7 -->    <defs>     <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/>     <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/>    </defs>    <g style="fill:#ffffff;" transform="translate(374.4 141.159232)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-37"/>    </g>   </g>  </g>  <g id="axes_7">   <g clip-path="url(#p306eb96071)">    <image height="121.92" id="imageca6fe61d8b" transform="scale(1 -1)translate(0 -121.92)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-21.68"/>   </g>   <g id="LineCollection_16">    <path clip-path="url(#p306eb96071)" d="M 273.4875 58.826874 L 274.95 60.670961 L 276.4125 62.515048 L 277.875 64.359134 L 279.3375 66.203221 L 280.8 68.047307 L 282.2625 69.891394 L 283.725 71.735481 L 285.1875 73.579567 L 286.65 75.423654 L 288.1125 77.26774 L 291.0375 77.26774 L 293.9625 77.26774 L 296.8875 77.26774 L 298.35 79.111827 L 299.8125 80.955913 L 302.7375 80.955913 L 304.2 82.8 L 305.6625 84.644087 L 308.5875 84.644087 L 310.05 86.488173 L 308.5875 88.33226 L 305.6625 88.33226 L 302.7375 88.33226 L 299.8125 88.33226 L 298.35 90.176346 L 298.35 93.864519 L 296.8875 95.708606 L 295.425 97.552693 L 295.425 101.240866 L 295.425 104.929039 L 293.9625 106.773126 L 291.0375 106.773126 L 289.575 104.929039 L 288.1125 103.084952 L 285.1875 103.084952 L 283.725 101.240866 L 282.2625 99.396779 L 280.8 97.552693 L 279.3375 95.708606 L 276.4125 95.708606 L 273.4875 95.708606 L 270.5625 95.708606 L 269.1 97.552693 L 267.6375 99.396779 L 264.7125 99.396779 L 263.25 97.552693 L 263.25 93.864519 L 261.7875 92.020433 L 260.325 90.176346 L 260.325 86.488173 L 258.8625 84.644087 L 255.9375 84.644087 L 253.0125 84.644087 L 251.55 82.8 L 250.0875 80.955913 L 248.625 82.8 L 247.1625 84.644087 L 245.7 82.8 L 244.2375 80.955913 L 241.3125 80.955913 L 239.85 79.111827 L 241.3125 77.26774 L 242.775 75.423654 L 244.2375 73.579567 L 245.7 71.735481 L 247.1625 69.891394 L 248.625 68.047307 L 250.0875 66.203221 L 253.0125 66.203221 L 254.475 64.359134 L 255.9375 62.515048 L 258.8625 62.515048 L 261.7875 62.515048 L 264.7125 62.515048 L 267.6375 62.515048 L 270.5625 62.515048 L 272.025 60.670961 L 273.4875 58.826874 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p306eb96071)" d="M 264.7125 77.26774 L 263.25 79.111827 L 264.7125 80.955913 L 266.175 82.8 L 266.175 86.488173 L 267.6375 88.33226 L 269.1 90.176346 L 270.5625 92.020433 L 272.025 90.176346 L 272.025 86.488173 L 272.025 82.8 L 270.5625 80.955913 L 269.1 79.111827 L 267.6375 77.26774 L 264.7125 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p306eb96071)" d="M 235.4625 92.020433 L 238.3875 92.020433 L 239.85 93.864519 L 238.3875 95.708606 L 235.4625 95.708606 L 234 93.864519 L 235.4625 92.020433 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p306eb96071)" d="M 314.4375 92.020433 L 315.9 93.864519 L 314.4375 95.708606 L 312.975 93.864519 L 314.4375 92.020433 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p306eb96071)" d="M 302.7375 95.708606 L 304.2 97.552693 L 304.2 101.240866 L 305.6625 103.084952 L 307.125 104.929039 L 305.6625 106.773126 L 302.7375 106.773126 L 301.275 104.929039 L 299.8125 103.084952 L 298.35 101.240866 L 299.8125 99.396779 L 301.275 97.552693 L 302.7375 95.708606 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p306eb96071)" d="M 320.2875 99.396779 L 321.75 101.240866 L 320.2875 103.084952 L 318.825 101.240866 L 320.2875 99.396779 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_17">    <path clip-path="url(#p306eb96071)" d="M 244.2375 88.33226 L 245.7 90.176346 L 244.2375 92.020433 L 242.775 90.176346 L 244.2375 88.33226 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_18">    <path clip-path="url(#p306eb96071)" d="M 225.225 141.810771 L 223.7625 139.966684 L 220.8375 139.966684 L 217.9125 136.278511 L 212.0625 136.278511 L 204.75 127.058078 L 204.75 123.369905 L 201.825 119.681732 L 201.825 108.617212 L 204.75 104.929039 L 204.75 101.240866 L 198.9 93.864519 L 198.9 82.8 L 204.75 75.423654 L 204.75 71.735481 L 214.9875 58.826874 L 217.9125 58.826874 L 223.7625 51.450528 L 226.6875 51.450528 L 238.3875 36.697835 L 241.3125 36.697835 L 244.2375 33.009662 L 247.1625 33.009662 L 250.0875 29.321489 L 285.1875 29.321489 L 288.1125 33.009662 L 291.0375 33.009662 L 293.9625 36.697835 L 299.8125 36.697835 L 305.6625 44.074182 L 308.5875 44.074182 L 314.4375 51.450528 L 320.2875 51.450528 L 326.1375 58.826874 L 329.0625 58.826874 L 343.6875 77.26774 L 346.6125 77.26774 L 351 82.8 L 351 86.488173 L 356.85 93.864519 L 356.85 108.617212 L 353.925 112.305385 L 353.925 115.993558 L 343.6875 128.902165 L 299.8125 128.902165 L 298.35 130.746251 L 298.35 141.810771 L 298.35 141.810771 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>    <path clip-path="url(#p306eb96071)" d="M 283.725 141.810771 L 282.2625 139.966684 L 279.3375 139.966684 L 277.875 138.122597 L 276.4125 136.278511 L 274.95 134.434424 L 273.4875 132.590338 L 270.5625 132.590338 L 267.6375 132.590338 L 266.175 134.434424 L 264.7125 136.278511 L 261.7875 136.278511 L 258.8625 136.278511 L 257.4 138.122597 L 255.9375 139.966684 L 253.0125 139.966684 L 251.55 141.810771 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_6">    <g id="patch_7">     <path d="M 187.2 143.654857 L 223.9575 143.654857 L 223.9575 132.041107 L 187.2 132.041107 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=-21 -->    <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(187.2 141.159232)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-31"/>    </g>   </g>  </g>  <g id="axes_8">   <g clip-path="url(#p8e947a5bb6)">    <image height="121.92" id="image64d9bed308" transform="scale(1 -1)translate(0 -121.92)" width="187.2" x="0" xlink:href="data:image/png;base64,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" y="-21.68"/>   </g>   <g id="LineCollection_19">    <path clip-path="url(#p8e947a5bb6)" d="M 71.6625 92.020433 L 73.125 93.864519 L 71.6625 95.708606 L 70.2 93.864519 L 71.6625 92.020433 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_20">    <path clip-path="url(#p8e947a5bb6)" d="M 80.4375 80.955913 L 81.9 82.8 L 80.4375 84.644087 L 78.975 82.8 L 80.4375 80.955913 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p8e947a5bb6)" d="M 83.3625 84.644087 L 84.825 86.488173 L 83.3625 88.33226 L 81.9 86.488173 L 83.3625 84.644087 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p8e947a5bb6)" d="M 92.1375 92.020433 L 95.0625 92.020433 L 96.525 93.864519 L 97.9875 95.708606 L 99.45 97.552693 L 99.45 101.240866 L 97.9875 103.084952 L 96.525 101.240866 L 95.0625 99.396779 L 93.6 97.552693 L 92.1375 95.708606 L 90.675 93.864519 L 92.1375 92.020433 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_21">    <path clip-path="url(#p8e947a5bb6)" d="M 40.95 141.810771 L 39.4875 139.966684 L 33.6375 139.966684 L 26.325 130.746251 L 26.325 123.369905 L 23.4 119.681732 L 23.4 112.305385 L 26.325 108.617212 L 26.325 104.929039 L 20.475 97.552693 L 20.475 90.176346 L 23.4 86.488173 L 23.4 79.111827 L 32.175 68.047307 L 32.175 64.359134 L 39.4875 55.138701 L 42.4125 55.138701 L 45.3375 51.450528 L 48.2625 51.450528 L 54.1125 44.074182 L 57.0375 44.074182 L 59.9625 40.386009 L 62.8875 40.386009 L 65.8125 36.697835 L 92.1375 36.697835 L 95.0625 40.386009 L 97.9875 40.386009 L 100.9125 44.074182 L 103.8375 44.074182 L 106.7625 47.762355 L 112.6125 47.762355 L 115.5375 51.450528 L 118.4625 51.450528 L 121.3875 55.138701 L 124.3125 55.138701 L 130.1625 62.515048 L 133.0875 62.515048 L 141.8625 73.579567 L 144.7875 73.579567 L 155.025 86.488173 L 155.025 90.176346 L 160.875 97.552693 L 160.875 101.240866 L 157.95 104.929039 L 157.95 115.993558 L 153.5625 121.525818 L 150.6375 121.525818 L 147.7125 125.213991 L 144.7875 125.213991 L 141.8625 128.902165 L 133.0875 128.902165 L 130.1625 125.213991 L 117 141.810771 L 117 141.810771 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>    <path clip-path="url(#p8e947a5bb6)" d="M 99.45 141.810771 L 97.9875 139.966684 L 95.0625 139.966684 L 93.6 138.122597 L 93.6 134.434424 L 92.1375 132.590338 L 90.675 130.746251 L 89.2125 128.902165 L 87.75 127.058078 L 87.75 123.369905 L 87.75 119.681732 L 86.2875 117.837645 L 83.3625 117.837645 L 81.9 115.993558 L 80.4375 114.149472 L 77.5125 114.149472 L 74.5875 114.149472 L 71.6625 114.149472 L 70.2 115.993558 L 70.2 119.681732 L 70.2 123.369905 L 70.2 127.058078 L 70.2 130.746251 L 68.7375 132.590338 L 67.275 134.434424 L 65.8125 136.278511 L 64.35 138.122597 L 62.8875 139.966684 L 59.9625 139.966684 L 57.0375 139.966684 L 55.575 141.810771 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_7">    <g id="patch_8">     <path d="M 0 143.654857 L 36.7575 143.654857 L 36.7575 132.041107 L 0 132.041107 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=-35 -->    <g style="fill:#ffffff;" transform="translate(0 141.159232)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-78"/>     <use x="59.179688" xlink:href="#DejaVuSans-3d"/>     <use x="142.96875" xlink:href="#DejaVuSans-2d"/>     <use x="179.052734" xlink:href="#DejaVuSans-33"/>     <use x="242.675781" xlink:href="#DejaVuSans-35"/>    </g>   </g>  </g> </g> <defs>  <clipPath id="p4a20762bdf">   <rect height="165.6" width="1310.4" x="0" y="0"/>  </clipPath>  <clipPath id="p899642c2af">   <rect height="121.709714" width="187.2" x="1123.2" y="21.945143"/>  </clipPath>  <clipPath id="pfab2e150e4">   <rect height="121.709714" width="187.2" x="936" y="21.945143"/>  </clipPath>  <clipPath id="pc5cc3d97b2">   <rect height="121.709714" width="187.2" x="748.8" y="21.945143"/>  </clipPath>  <clipPath id="p1d060531fb">   <rect height="121.709714" width="187.2" x="561.6" y="21.945143"/>  </clipPath>  <clipPath id="pada1acc3f5">   <rect height="121.709714" width="187.2" x="374.4" y="21.945143"/>  </clipPath>  <clipPath id="p306eb96071">   <rect height="121.709714" width="187.2" x="187.2" y="21.945143"/>  </clipPath>  <clipPath id="p8e947a5bb6">   <rect height="121.709714" width="187.2" x="0" y="21.945143"/>  </clipPath> </defs></g>
    <g transform="translate(0, 304.55725190839695) scale(1.0) "><defs>  <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;}  </style> </defs> <g id="segmentation-y-5f2b5d2d-3b1e-4a0b-a555-15eb6fdcf6e4">  <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(#pccd43d8fdd)">    <image height="165.6" id="imageb47085c1ac" 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(#p420caaefcb)">    <image height="103.2" id="imagef71e80ea5e" transform="scale(1 -1)translate(0 -103.2)" width="158.64" x="0" xlink:href="data:image/png;base64,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" y="-31.4"/>   </g>   <g id="LineCollection_1"/>   <g id="LineCollection_2"/>   <g id="LineCollection_3">    <path clip-path="url(#p420caaefcb)" d="M 94.05 132.73219 L 92.8125 131.17181 L 90.3375 131.17181 L 89.1 129.611429 L 87.8625 128.051048 L 85.3875 128.051048 L 82.9125 128.051048 L 80.4375 128.051048 L 77.9625 128.051048 L 75.4875 128.051048 L 73.0125 128.051048 L 70.5375 128.051048 L 68.0625 128.051048 L 65.5875 128.051048 L 63.1125 128.051048 L 60.6375 128.051048 L 59.4 129.611429 L 58.1625 131.17181 L 55.6875 131.17181 L 54.45 129.611429 L 53.2125 128.051048 L 50.7375 128.051048 L 48.2625 128.051048 L 47.025 126.490667 L 45.7875 124.930286 L 44.55 123.369905 L 44.55 120.249143 L 43.3125 118.688762 L 42.075 117.128381 L 43.3125 115.568 L 44.55 114.007619 L 43.3125 112.447238 L 42.075 110.886857 L 42.075 107.766095 L 43.3125 106.205714 L 44.55 104.645333 L 44.55 101.524571 L 43.3125 99.96419 L 42.075 98.40381 L 42.075 95.283048 L 42.075 92.162286 L 42.075 89.041524 L 42.075 85.920762 L 42.075 82.8 L 42.075 79.679238 L 43.3125 78.118857 L 44.55 76.558476 L 45.7875 74.998095 L 47.025 73.437714 L 48.2625 71.877333 L 49.5 70.316952 L 50.7375 68.756571 L 51.975 67.19619 L 53.2125 65.63581 L 55.6875 65.63581 L 56.925 64.075429 L 58.1625 62.515048 L 60.6375 62.515048 L 63.1125 62.515048 L 64.35 60.954667 L 65.5875 59.394286 L 68.0625 59.394286 L 70.5375 59.394286 L 73.0125 59.394286 L 74.25 60.954667 L 75.4875 62.515048 L 77.9625 62.515048 L 80.4375 62.515048 L 82.9125 62.515048 L 84.15 60.954667 L 85.3875 59.394286 L 87.8625 59.394286 L 90.3375 59.394286 L 92.8125 59.394286 L 95.2875 59.394286 L 97.7625 59.394286 L 99 60.954667 L 100.2375 62.515048 L 102.7125 62.515048 L 105.1875 62.515048 L 106.425 64.075429 L 107.6625 65.63581 L 108.9 67.19619 L 110.1375 68.756571 L 112.6125 68.756571 L 113.85 70.316952 L 113.85 73.437714 L 115.0875 74.998095 L 116.325 76.558476 L 117.5625 78.118857 L 118.8 79.679238 L 118.8 82.8 L 118.8 85.920762 L 118.8 89.041524 L 118.8 92.162286 L 118.8 95.283048 L 118.8 98.40381 L 117.5625 99.96419 L 116.325 101.524571 L 115.0875 103.084952 L 113.85 104.645333 L 113.85 107.766095 L 113.85 110.886857 L 115.0875 112.447238 L 116.325 114.007619 L 115.0875 115.568 L 113.85 117.128381 L 113.85 120.249143 L 112.6125 121.809524 L 111.375 123.369905 L 111.375 126.490667 L 110.1375 128.051048 L 108.9 129.611429 L 107.6625 131.17181 L 105.1875 131.17181 L 102.7125 131.17181 L 100.2375 131.17181 L 97.7625 131.17181 L 96.525 132.73219 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_1">    <g id="patch_2">     <path d="M 15.84 48.070436 L 22.52625 48.070436 L 22.52625 36.456686 L 15.84 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <defs>     <path d="M 9.8125 72.90625 L 19.671875 72.90625 L 19.671875 8.296875 L 55.171875 8.296875 L 55.171875 0 L 9.8125 0 z" id="DejaVuSans-4c"/>    </defs>    <g style="fill:#ffffff;" transform="translate(15.84 45.574811)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 48.070436 L 142.56 48.070436 L 142.56 36.456686 L 134.221875 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <defs>     <path d="M 44.390625 34.1875 Q 47.5625 33.109375 50.5625 29.59375 Q 53.5625 26.078125 56.59375 19.921875 L 66.609375 0 L 56 0 L 46.6875 18.703125 Q 43.0625 26.03125 39.671875 28.421875 Q 36.28125 30.8125 30.421875 30.8125 L 19.671875 30.8125 L 19.671875 0 L 9.8125 0 L 9.8125 72.90625 L 32.078125 72.90625 Q 44.578125 72.90625 50.734375 67.671875 Q 56.890625 62.453125 56.890625 51.90625 Q 56.890625 45.015625 53.6875 40.46875 Q 50.484375 35.9375 44.390625 34.1875 zM 19.671875 64.796875 L 19.671875 38.921875 L 32.078125 38.921875 Q 39.203125 38.921875 42.84375 42.21875 Q 46.484375 45.515625 46.484375 51.90625 Q 46.484375 58.296875 42.84375 61.546875 Q 39.203125 64.796875 32.078125 64.796875 z" id="DejaVuSans-52"/>    </defs>    <g style="fill:#ffffff;" transform="translate(134.221875 45.574811)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_3">    <g id="patch_4">     <path d="M 0 134.292571 L 36.7575 134.292571 L 36.7575 122.678821 L 0 122.678821 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=-40 -->    <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 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(0 131.796946)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-30"/>    </g>   </g>  </g>  <g id="axes_3">   <g clip-path="url(#p60f069cf71)">    <image height="103.2" id="image7730ca2b03" transform="scale(1 -1)translate(0 -103.2)" width="158.4" x="158" xlink:href="data:image/png;base64,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" y="-31.4"/>   </g>   <g id="LineCollection_4">    <path clip-path="url(#p60f069cf71)" d="M 221.5125 78.118857 L 222.75 79.679238 L 222.75 82.8 L 221.5125 84.360381 L 220.275 82.8 L 220.275 79.679238 L 221.5125 78.118857 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 256.1625 81.239619 L 258.6375 81.239619 L 259.875 82.8 L 258.6375 84.360381 L 256.1625 84.360381 L 254.925 82.8 L 256.1625 81.239619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 214.0875 84.360381 L 215.325 85.920762 L 215.325 89.041524 L 214.0875 90.601905 L 212.85 92.162286 L 211.6125 93.722667 L 210.375 92.162286 L 210.375 89.041524 L 211.6125 87.481143 L 212.85 85.920762 L 214.0875 84.360381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 263.5875 87.481143 L 264.825 89.041524 L 263.5875 90.601905 L 262.35 89.041524 L 263.5875 87.481143 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 216.5625 90.601905 L 219.0375 90.601905 L 220.275 92.162286 L 219.0375 93.722667 L 216.5625 93.722667 L 215.325 92.162286 L 216.5625 90.601905 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 261.1125 90.601905 L 262.35 92.162286 L 261.1125 93.722667 L 259.875 92.162286 L 261.1125 90.601905 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 263.5875 93.722667 L 264.825 95.283048 L 263.5875 96.843429 L 262.35 95.283048 L 263.5875 93.722667 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_5">    <path clip-path="url(#p60f069cf71)" d="M 238.8375 81.239619 L 240.075 82.8 L 238.8375 84.360381 L 237.6 82.8 L 238.8375 81.239619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 238.8375 87.481143 L 240.075 89.041524 L 238.8375 90.601905 L 237.6 89.041524 L 238.8375 87.481143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 251.2125 87.481143 L 252.45 89.041524 L 251.2125 90.601905 L 249.975 89.041524 L 251.2125 87.481143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 233.8875 93.722667 L 235.125 95.283048 L 233.8875 96.843429 L 232.65 95.283048 L 233.8875 93.722667 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 243.7875 93.722667 L 246.2625 93.722667 L 247.5 95.283048 L 246.2625 96.843429 L 243.7875 96.843429 L 242.55 95.283048 L 243.7875 93.722667 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p60f069cf71)" d="M 258.6375 103.084952 L 259.875 104.645333 L 258.6375 106.205714 L 257.4 104.645333 L 258.6375 103.084952 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_6">    <path clip-path="url(#p60f069cf71)" d="M 205.425 132.73219 L 204.1875 131.17181 L 201.7125 131.17181 L 200.475 129.611429 L 199.2375 128.051048 L 198 126.490667 L 196.7625 124.930286 L 195.525 123.369905 L 195.525 120.249143 L 195.525 117.128381 L 195.525 114.007619 L 195.525 110.886857 L 194.2875 109.326476 L 193.05 107.766095 L 193.05 104.645333 L 191.8125 103.084952 L 190.575 101.524571 L 190.575 98.40381 L 190.575 95.283048 L 190.575 92.162286 L 190.575 89.041524 L 191.8125 87.481143 L 193.05 85.920762 L 193.05 82.8 L 193.05 79.679238 L 193.05 76.558476 L 194.2875 74.998095 L 195.525 73.437714 L 195.525 70.316952 L 196.7625 68.756571 L 198 67.19619 L 198 64.075429 L 199.2375 62.515048 L 200.475 60.954667 L 201.7125 59.394286 L 202.95 57.833905 L 204.1875 56.273524 L 205.425 54.713143 L 206.6625 53.152762 L 207.9 51.592381 L 209.1375 50.032 L 211.6125 50.032 L 212.85 48.471619 L 214.0875 46.911238 L 216.5625 46.911238 L 217.8 45.350857 L 219.0375 43.790476 L 221.5125 43.790476 L 223.9875 43.790476 L 225.225 42.230095 L 226.4625 40.669714 L 228.9375 40.669714 L 231.4125 40.669714 L 232.65 42.230095 L 233.8875 43.790476 L 236.3625 43.790476 L 238.8375 43.790476 L 241.3125 43.790476 L 243.7875 43.790476 L 246.2625 43.790476 L 248.7375 43.790476 L 251.2125 43.790476 L 253.6875 43.790476 L 256.1625 43.790476 L 257.4 45.350857 L 258.6375 46.911238 L 261.1125 46.911238 L 263.5875 46.911238 L 264.825 48.471619 L 266.0625 50.032 L 268.5375 50.032 L 269.775 51.592381 L 271.0125 53.152762 L 272.25 54.713143 L 273.4875 56.273524 L 274.725 57.833905 L 275.9625 59.394286 L 277.2 60.954667 L 278.4375 62.515048 L 279.675 64.075429 L 280.9125 65.63581 L 282.15 67.19619 L 282.15 70.316952 L 283.3875 71.877333 L 284.625 73.437714 L 284.625 76.558476 L 284.625 79.679238 L 284.625 82.8 L 285.8625 84.360381 L 287.1 85.920762 L 287.1 89.041524 L 287.1 92.162286 L 287.1 95.283048 L 287.1 98.40381 L 285.8625 99.96419 L 284.625 101.524571 L 283.3875 103.084952 L 282.15 104.645333 L 280.9125 106.205714 L 279.675 107.766095 L 278.4375 109.326476 L 277.2 110.886857 L 277.2 114.007619 L 277.2 117.128381 L 277.2 120.249143 L 275.9625 121.809524 L 274.725 123.369905 L 273.4875 124.930286 L 272.25 126.490667 L 271.0125 128.051048 L 269.775 129.611429 L 268.5375 131.17181 L 266.0625 131.17181 L 263.5875 131.17181 L 261.1125 131.17181 L 258.6375 131.17181 L 256.1625 131.17181 L 254.925 132.73219 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_4">    <g id="patch_5">     <path d="M 174.24 48.070436 L 180.92625 48.070436 L 180.92625 36.456686 L 174.24 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(174.24 45.574811)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 48.070436 L 300.96 48.070436 L 300.96 36.456686 L 292.621875 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(292.621875 45.574811)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_6">    <g id="patch_7">     <path d="M 158.4 134.292571 L 195.1575 134.292571 L 195.1575 122.678821 L 158.4 122.678821 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=-18 -->    <defs>     <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/>     <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/>    </defs>    <g style="fill:#ffffff;" transform="translate(158.4 131.796946)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-31"/>     <use x="242.675781" xlink:href="#DejaVuSans-38"/>    </g>   </g>  </g>  <g id="axes_4">   <g clip-path="url(#p94e63c7a2b)">    <image height="103.2" id="image33aafe6807" transform="scale(1 -1)translate(0 -103.2)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-31.4"/>   </g>   <g id="LineCollection_7">    <path clip-path="url(#p94e63c7a2b)" d="M 379.9125 62.515048 L 381.15 64.075429 L 382.3875 65.63581 L 383.625 67.19619 L 384.8625 68.756571 L 387.3375 68.756571 L 389.8125 68.756571 L 391.05 70.316952 L 391.05 73.437714 L 391.05 76.558476 L 392.2875 78.118857 L 393.525 79.679238 L 394.7625 81.239619 L 397.2375 81.239619 L 399.7125 81.239619 L 402.1875 81.239619 L 403.425 82.8 L 402.1875 84.360381 L 399.7125 84.360381 L 398.475 85.920762 L 397.2375 87.481143 L 394.7625 87.481143 L 393.525 85.920762 L 392.2875 84.360381 L 391.05 82.8 L 389.8125 81.239619 L 388.575 79.679238 L 387.3375 78.118857 L 384.8625 78.118857 L 382.3875 78.118857 L 379.9125 78.118857 L 378.675 79.679238 L 378.675 82.8 L 377.4375 84.360381 L 376.2 85.920762 L 376.2 89.041524 L 374.9625 90.601905 L 373.725 92.162286 L 372.4875 93.722667 L 371.25 95.283048 L 370.0125 96.843429 L 367.5375 96.843429 L 366.3 95.283048 L 365.0625 93.722667 L 363.825 92.162286 L 365.0625 90.601905 L 367.5375 90.601905 L 368.775 89.041524 L 370.0125 87.481143 L 371.25 85.920762 L 371.25 82.8 L 372.4875 81.239619 L 373.725 79.679238 L 373.725 76.558476 L 372.4875 74.998095 L 371.25 73.437714 L 370.0125 71.877333 L 368.775 70.316952 L 370.0125 68.756571 L 372.4875 68.756571 L 374.9625 68.756571 L 376.2 67.19619 L 377.4375 65.63581 L 378.675 64.075429 L 379.9125 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p94e63c7a2b)" d="M 409.6125 65.63581 L 410.85 67.19619 L 412.0875 68.756571 L 413.325 67.19619 L 414.5625 65.63581 L 417.0375 65.63581 L 419.5125 65.63581 L 420.75 67.19619 L 421.9875 68.756571 L 424.4625 68.756571 L 425.7 70.316952 L 425.7 73.437714 L 424.4625 74.998095 L 423.225 76.558476 L 423.225 79.679238 L 421.9875 81.239619 L 420.75 82.8 L 421.9875 84.360381 L 424.4625 84.360381 L 425.7 85.920762 L 425.7 89.041524 L 424.4625 90.601905 L 423.225 92.162286 L 423.225 95.283048 L 421.9875 96.843429 L 420.75 95.283048 L 420.75 92.162286 L 419.5125 90.601905 L 418.275 89.041524 L 418.275 85.920762 L 418.275 82.8 L 417.0375 81.239619 L 415.8 79.679238 L 414.5625 78.118857 L 413.325 76.558476 L 412.0875 74.998095 L 410.85 76.558476 L 409.6125 78.118857 L 407.1375 78.118857 L 405.9 76.558476 L 405.9 73.437714 L 407.1375 71.877333 L 408.375 70.316952 L 408.375 67.19619 L 409.6125 65.63581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p94e63c7a2b)" d="M 404.6625 78.118857 L 405.9 79.679238 L 404.6625 81.239619 L 403.425 79.679238 L 404.6625 78.118857 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p94e63c7a2b)" d="M 382.3875 81.239619 L 383.625 82.8 L 382.3875 84.360381 L 381.15 82.8 L 382.3875 81.239619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p94e63c7a2b)" d="M 412.0875 81.239619 L 413.325 82.8 L 412.0875 84.360381 L 410.85 82.8 L 412.0875 81.239619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p94e63c7a2b)" d="M 392.2875 87.481143 L 393.525 89.041524 L 392.2875 90.601905 L 391.05 89.041524 L 392.2875 87.481143 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p94e63c7a2b)" d="M 402.1875 93.722667 L 403.425 95.283048 L 402.1875 96.843429 L 400.95 95.283048 L 402.1875 93.722667 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_8">    <path clip-path="url(#p94e63c7a2b)" d="M 392.2875 90.601905 L 394.7625 90.601905 L 397.2375 90.601905 L 399.7125 90.601905 L 402.1875 90.601905 L 403.425 92.162286 L 404.6625 93.722667 L 405.9 95.283048 L 405.9 98.40381 L 405.9 101.524571 L 405.9 104.645333 L 404.6625 106.205714 L 403.425 104.645333 L 402.1875 103.084952 L 400.95 101.524571 L 399.7125 99.96419 L 397.2375 99.96419 L 394.7625 99.96419 L 392.2875 99.96419 L 391.05 101.524571 L 389.8125 103.084952 L 388.575 101.524571 L 388.575 98.40381 L 388.575 95.283048 L 389.8125 93.722667 L 391.05 92.162286 L 392.2875 90.601905 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p94e63c7a2b)" d="M 387.3375 103.084952 L 388.575 104.645333 L 387.3375 106.205714 L 386.1 104.645333 L 387.3375 103.084952 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_9">    <path clip-path="url(#p94e63c7a2b)" d="M 383.625 132.73219 L 382.3875 131.17181 L 379.9125 131.17181 L 377.4375 128.051048 L 374.9625 128.051048 L 368.775 120.249143 L 368.775 110.886857 L 367.5375 109.326476 L 362.5875 109.326476 L 357.6375 103.084952 L 355.1625 103.084952 L 352.6875 99.96419 L 347.7375 99.96419 L 344.025 95.283048 L 344.025 82.8 L 346.5 79.679238 L 346.5 70.316952 L 348.975 67.19619 L 348.975 64.075429 L 351.45 60.954667 L 351.45 57.833905 L 355.1625 53.152762 L 357.6375 53.152762 L 367.5375 40.669714 L 372.4875 40.669714 L 374.9625 37.548952 L 387.3375 37.548952 L 389.8125 34.42819 L 392.2875 37.548952 L 402.1875 37.548952 L 404.6625 34.42819 L 417.0375 34.42819 L 419.5125 37.548952 L 424.4625 37.548952 L 426.9375 40.669714 L 429.4125 40.669714 L 434.3625 46.911238 L 436.8375 46.911238 L 438.075 48.471619 L 438.075 51.592381 L 445.5 60.954667 L 445.5 64.075429 L 447.975 67.19619 L 447.975 89.041524 L 450.45 92.162286 L 450.45 95.283048 L 444.2625 103.084952 L 439.3125 103.084952 L 436.8375 106.205714 L 431.8875 106.205714 L 417.0375 124.930286 L 414.5625 124.930286 L 409.6125 131.17181 L 407.1375 131.17181 L 405.9 132.73219 L 405.9 132.73219 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_7">    <g id="patch_8">     <path d="M 332.64 48.070436 L 339.32625 48.070436 L 339.32625 36.456686 L 332.64 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(332.64 45.574811)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 48.070436 L 459.36 48.070436 L 459.36 36.456686 L 451.021875 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(451.021875 45.574811)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_9">    <g id="patch_10">     <path d="M 316.8 134.292571 L 341.593125 134.292571 L 341.593125 122.678821 L 316.8 122.678821 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=3 -->    <defs>     <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/>    </defs>    <g style="fill:#ffffff;" transform="translate(316.8 131.796946)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-79"/>     <use x="59.179688" xlink:href="#DejaVuSans-3d"/>     <use x="142.96875" xlink:href="#DejaVuSans-33"/>    </g>   </g>  </g>  <g id="axes_5">   <g clip-path="url(#p417a3666fb)">    <image height="103.2" id="image954a95722d" transform="scale(1 -1)translate(0 -103.2)" width="158.4" x="475" xlink:href="data:image/png;base64,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" y="-31.4"/>   </g>   <g id="LineCollection_10">    <path clip-path="url(#p417a3666fb)" d="M 535.8375 68.756571 L 538.3125 68.756571 L 540.7875 68.756571 L 543.2625 68.756571 L 544.5 70.316952 L 545.7375 71.877333 L 548.2125 71.877333 L 550.6875 71.877333 L 551.925 73.437714 L 550.6875 74.998095 L 548.2125 74.998095 L 545.7375 74.998095 L 543.2625 74.998095 L 542.025 76.558476 L 540.7875 78.118857 L 539.55 79.679238 L 540.7875 81.239619 L 543.2625 81.239619 L 544.5 82.8 L 545.7375 84.360381 L 548.2125 84.360381 L 549.45 85.920762 L 549.45 89.041524 L 549.45 92.162286 L 548.2125 93.722667 L 546.975 95.283048 L 545.7375 96.843429 L 544.5 98.40381 L 543.2625 99.96419 L 540.7875 99.96419 L 539.55 98.40381 L 538.3125 96.843429 L 537.075 95.283048 L 535.8375 93.722667 L 533.3625 93.722667 L 532.125 92.162286 L 532.125 89.041524 L 532.125 85.920762 L 532.125 82.8 L 532.125 79.679238 L 530.8875 78.118857 L 528.4125 78.118857 L 527.175 76.558476 L 527.175 73.437714 L 528.4125 71.877333 L 530.8875 71.877333 L 533.3625 71.877333 L 534.6 70.316952 L 535.8375 68.756571 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p417a3666fb)" d="M 568.0125 68.756571 L 570.4875 68.756571 L 572.9625 68.756571 L 575.4375 68.756571 L 577.9125 68.756571 L 580.3875 68.756571 L 581.625 70.316952 L 580.3875 71.877333 L 579.15 73.437714 L 579.15 76.558476 L 579.15 79.679238 L 579.15 82.8 L 577.9125 84.360381 L 575.4375 84.360381 L 574.2 82.8 L 574.2 79.679238 L 572.9625 78.118857 L 571.725 76.558476 L 570.4875 74.998095 L 568.0125 74.998095 L 565.5375 74.998095 L 563.0625 74.998095 L 561.825 73.437714 L 563.0625 71.877333 L 565.5375 71.877333 L 566.775 70.316952 L 568.0125 68.756571 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p417a3666fb)" d="M 582.8625 74.998095 L 585.3375 74.998095 L 586.575 76.558476 L 585.3375 78.118857 L 582.8625 78.118857 L 581.625 76.558476 L 582.8625 74.998095 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p417a3666fb)" d="M 555.6375 78.118857 L 556.875 79.679238 L 555.6375 81.239619 L 554.4 79.679238 L 555.6375 78.118857 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p417a3666fb)" d="M 570.4875 84.360381 L 571.725 85.920762 L 572.9625 87.481143 L 574.2 89.041524 L 572.9625 90.601905 L 571.725 92.162286 L 570.4875 93.722667 L 569.25 92.162286 L 569.25 89.041524 L 569.25 85.920762 L 570.4875 84.360381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p417a3666fb)" d="M 568.0125 93.722667 L 569.25 95.283048 L 568.0125 96.843429 L 566.775 95.283048 L 568.0125 93.722667 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p417a3666fb)" d="M 565.5375 96.843429 L 566.775 98.40381 L 565.5375 99.96419 L 564.3 98.40381 L 565.5375 96.843429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_11">    <path clip-path="url(#p417a3666fb)" d="M 553.1625 84.360381 L 554.4 85.920762 L 553.1625 87.481143 L 551.925 85.920762 L 553.1625 84.360381 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p417a3666fb)" d="M 558.1125 84.360381 L 559.35 85.920762 L 558.1125 87.481143 L 556.875 85.920762 L 558.1125 84.360381 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p417a3666fb)" d="M 555.6375 87.481143 L 556.875 89.041524 L 555.6375 90.601905 L 554.4 89.041524 L 555.6375 87.481143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p417a3666fb)" d="M 523.4625 90.601905 L 524.7 92.162286 L 523.4625 93.722667 L 522.225 92.162286 L 523.4625 90.601905 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_12">    <path clip-path="url(#p417a3666fb)" d="M 540.7875 34.42819 L 550.6875 34.42819 L 553.1625 37.548952 L 565.5375 37.548952 L 568.0125 34.42819 L 572.9625 34.42819 L 575.4375 37.548952 L 577.9125 37.548952 L 580.3875 40.669714 L 582.8625 40.669714 L 585.3375 43.790476 L 590.2875 43.790476 L 595.2375 50.032 L 597.7125 50.032 L 603.9 57.833905 L 603.9 60.954667 L 606.375 64.075429 L 606.375 70.316952 L 608.85 73.437714 L 608.85 89.041524 L 606.375 92.162286 L 606.375 98.40381 L 603.9 101.524571 L 606.375 104.645333 L 606.375 110.886857 L 601.425 117.128381 L 601.425 120.249143 L 600.1875 121.809524 L 587.8125 121.809524 L 586.575 123.369905 L 586.575 126.490667 L 582.8625 131.17181 L 570.4875 131.17181 L 566.775 126.490667 L 566.775 120.249143 L 565.5375 118.688762 L 560.5875 118.688762 L 558.1125 115.568 L 550.6875 115.568 L 546.975 120.249143 L 546.975 123.369905 L 545.7375 124.930286 L 543.2625 124.930286 L 540.7875 128.051048 L 538.3125 128.051048 L 535.8375 131.17181 L 530.8875 131.17181 L 528.4125 128.051048 L 525.9375 128.051048 L 516.0375 115.568 L 508.6125 115.568 L 502.425 107.766095 L 502.425 98.40381 L 504.9 95.283048 L 504.9 85.920762 L 502.425 82.8 L 502.425 79.679238 L 504.9 76.558476 L 504.9 70.316952 L 509.85 64.075429 L 509.85 57.833905 L 511.0875 56.273524 L 513.5625 56.273524 L 523.4625 43.790476 L 525.9375 43.790476 L 528.4125 40.669714 L 530.8875 40.669714 L 533.3625 37.548952 L 538.3125 37.548952 L 540.7875 34.42819 L 540.7875 34.42819 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_10">    <g id="patch_11">     <path d="M 491.04 48.070436 L 497.72625 48.070436 L 497.72625 36.456686 L 491.04 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(491.04 45.574811)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 48.070436 L 617.76 48.070436 L 617.76 36.456686 L 609.421875 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(609.421875 45.574811)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_12">    <g id="patch_13">     <path d="M 475.2 134.292571 L 507.628125 134.292571 L 507.628125 122.678821 L 475.2 122.678821 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=24 -->    <defs>     <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/>    </defs>    <g style="fill:#ffffff;" transform="translate(475.2 131.796946)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(#pa45d931e6f)">    <image height="103.2" id="image2db594c185" transform="scale(1 -1)translate(0 -103.2)" width="158.4" x="634" xlink:href="data:image/png;base64,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" y="-31.4"/>   </g>   <g id="LineCollection_13">    <path clip-path="url(#pa45d931e6f)" d="M 721.4625 74.998095 L 723.9375 74.998095 L 725.175 76.558476 L 726.4125 78.118857 L 728.8875 78.118857 L 731.3625 78.118857 L 733.8375 78.118857 L 735.075 79.679238 L 736.3125 81.239619 L 738.7875 81.239619 L 740.025 82.8 L 740.025 85.920762 L 738.7875 87.481143 L 736.3125 87.481143 L 735.075 89.041524 L 733.8375 90.601905 L 731.3625 90.601905 L 730.125 89.041524 L 730.125 85.920762 L 730.125 82.8 L 728.8875 81.239619 L 726.4125 81.239619 L 723.9375 81.239619 L 722.7 79.679238 L 721.4625 78.118857 L 720.225 76.558476 L 721.4625 74.998095 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa45d931e6f)" d="M 696.7125 78.118857 L 699.1875 78.118857 L 701.6625 78.118857 L 704.1375 78.118857 L 706.6125 78.118857 L 707.85 79.679238 L 706.6125 81.239619 L 704.1375 81.239619 L 701.6625 81.239619 L 700.425 82.8 L 700.425 85.920762 L 700.425 89.041524 L 699.1875 90.601905 L 697.95 92.162286 L 699.1875 93.722667 L 700.425 95.283048 L 699.1875 96.843429 L 697.95 98.40381 L 696.7125 99.96419 L 694.2375 99.96419 L 693 98.40381 L 694.2375 96.843429 L 695.475 95.283048 L 695.475 92.162286 L 695.475 89.041524 L 694.2375 87.481143 L 693 85.920762 L 691.7625 84.360381 L 689.2875 84.360381 L 688.05 82.8 L 689.2875 81.239619 L 691.7625 81.239619 L 694.2375 81.239619 L 695.475 79.679238 L 696.7125 78.118857 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa45d931e6f)" d="M 686.8125 84.360381 L 688.05 85.920762 L 686.8125 87.481143 L 685.575 85.920762 L 686.8125 84.360381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa45d931e6f)" d="M 718.9875 87.481143 L 720.225 89.041524 L 718.9875 90.601905 L 717.75 89.041524 L 718.9875 87.481143 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa45d931e6f)" d="M 701.6625 90.601905 L 702.9 92.162286 L 701.6625 93.722667 L 700.425 92.162286 L 701.6625 90.601905 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa45d931e6f)" d="M 726.4125 93.722667 L 727.65 95.283048 L 726.4125 96.843429 L 725.175 95.283048 L 726.4125 93.722667 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa45d931e6f)" d="M 691.7625 103.084952 L 693 104.645333 L 691.7625 106.205714 L 690.525 104.645333 L 691.7625 103.084952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_14">    <path clip-path="url(#pa45d931e6f)" d="M 706.6125 87.481143 L 709.0875 87.481143 L 710.325 89.041524 L 709.0875 90.601905 L 706.6125 90.601905 L 705.375 89.041524 L 706.6125 87.481143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_15">    <path clip-path="url(#pa45d931e6f)" d="M 680.625 132.73219 L 679.3875 131.17181 L 676.9125 131.17181 L 675.675 129.611429 L 674.4375 128.051048 L 673.2 126.490667 L 671.9625 124.930286 L 670.725 123.369905 L 670.725 120.249143 L 669.4875 118.688762 L 668.25 117.128381 L 668.25 114.007619 L 668.25 110.886857 L 668.25 107.766095 L 668.25 104.645333 L 668.25 101.524571 L 667.0125 99.96419 L 665.775 98.40381 L 665.775 95.283048 L 664.5375 93.722667 L 663.3 92.162286 L 663.3 89.041524 L 663.3 85.920762 L 664.5375 84.360381 L 665.775 82.8 L 665.775 79.679238 L 665.775 76.558476 L 667.0125 74.998095 L 668.25 73.437714 L 668.25 70.316952 L 669.4875 68.756571 L 670.725 67.19619 L 671.9625 65.63581 L 673.2 64.075429 L 674.4375 62.515048 L 675.675 60.954667 L 676.9125 59.394286 L 678.15 57.833905 L 679.3875 56.273524 L 680.625 54.713143 L 681.8625 53.152762 L 684.3375 53.152762 L 685.575 51.592381 L 686.8125 50.032 L 689.2875 50.032 L 690.525 48.471619 L 691.7625 46.911238 L 693 45.350857 L 694.2375 43.790476 L 696.7125 43.790476 L 699.1875 43.790476 L 701.6625 43.790476 L 702.9 42.230095 L 704.1375 40.669714 L 706.6125 40.669714 L 707.85 42.230095 L 709.0875 43.790476 L 711.5625 43.790476 L 714.0375 43.790476 L 716.5125 43.790476 L 717.75 42.230095 L 718.9875 40.669714 L 721.4625 40.669714 L 723.9375 40.669714 L 726.4125 40.669714 L 727.65 42.230095 L 728.8875 43.790476 L 731.3625 43.790476 L 733.8375 43.790476 L 735.075 45.350857 L 736.3125 46.911238 L 738.7875 46.911238 L 740.025 48.471619 L 741.2625 50.032 L 743.7375 50.032 L 744.975 51.592381 L 746.2125 53.152762 L 747.45 54.713143 L 748.6875 56.273524 L 751.1625 56.273524 L 752.4 57.833905 L 753.6375 59.394286 L 754.875 60.954667 L 754.875 64.075429 L 756.1125 65.63581 L 757.35 67.19619 L 757.35 70.316952 L 758.5875 71.877333 L 759.825 73.437714 L 761.0625 74.998095 L 762.3 76.558476 L 762.3 79.679238 L 763.5375 81.239619 L 764.775 82.8 L 764.775 85.920762 L 764.775 89.041524 L 764.775 92.162286 L 763.5375 93.722667 L 762.3 95.283048 L 762.3 98.40381 L 762.3 101.524571 L 761.0625 103.084952 L 759.825 104.645333 L 758.5875 106.205714 L 757.35 107.766095 L 757.35 110.886857 L 757.35 114.007619 L 757.35 117.128381 L 756.1125 118.688762 L 754.875 120.249143 L 754.875 123.369905 L 753.6375 124.930286 L 752.4 126.490667 L 751.1625 128.051048 L 749.925 129.611429 L 748.6875 131.17181 L 747.45 132.73219 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>    <path clip-path="url(#pa45d931e6f)" d="M 730.125 132.73219 L 730.125 129.611429 L 730.125 126.490667 L 730.125 123.369905 L 728.8875 121.809524 L 727.65 120.249143 L 726.4125 118.688762 L 725.175 117.128381 L 723.9375 115.568 L 721.4625 115.568 L 718.9875 115.568 L 716.5125 115.568 L 714.0375 115.568 L 711.5625 115.568 L 709.0875 115.568 L 706.6125 115.568 L 704.1375 115.568 L 701.6625 115.568 L 700.425 117.128381 L 699.1875 118.688762 L 697.95 120.249143 L 696.7125 121.809524 L 694.2375 121.809524 L 693 123.369905 L 693 126.490667 L 693 129.611429 L 693 132.73219 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_13">    <g id="patch_14">     <path d="M 649.44 48.070436 L 656.12625 48.070436 L 656.12625 36.456686 L 649.44 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(649.44 45.574811)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 48.070436 L 776.16 48.070436 L 776.16 36.456686 L 767.821875 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(767.821875 45.574811)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_15">    <g id="patch_16">     <path d="M 633.6 134.292571 L 666.028125 134.292571 L 666.028125 122.678821 L 633.6 122.678821 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=46 -->    <defs>     <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/>    </defs>    <g style="fill:#ffffff;" transform="translate(633.6 131.796946)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-36"/>    </g>   </g>  </g>  <g id="axes_7">   <g clip-path="url(#p50689354d8)">    <image height="103.2" id="image55d0ef6af4" transform="scale(1 -1)translate(0 -103.2)" width="158.4" x="792" xlink:href="data:image/png;base64,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" y="-31.4"/>   </g>   <g id="LineCollection_16">    <path clip-path="url(#p50689354d8)" d="M 862.5375 90.601905 L 863.775 92.162286 L 865.0125 93.722667 L 867.4875 93.722667 L 869.9625 93.722667 L 871.2 95.283048 L 872.4375 96.843429 L 873.675 98.40381 L 872.4375 99.96419 L 869.9625 99.96419 L 867.4875 99.96419 L 865.0125 99.96419 L 862.5375 99.96419 L 860.0625 99.96419 L 857.5875 99.96419 L 855.1125 99.96419 L 852.6375 99.96419 L 851.4 98.40381 L 852.6375 96.843429 L 853.875 95.283048 L 855.1125 93.722667 L 857.5875 93.722667 L 860.0625 93.722667 L 861.3 92.162286 L 862.5375 90.601905 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p50689354d8)" d="M 884.8125 90.601905 L 887.2875 90.601905 L 888.525 92.162286 L 889.7625 93.722667 L 892.2375 93.722667 L 893.475 95.283048 L 894.7125 96.843429 L 895.95 98.40381 L 895.95 101.524571 L 894.7125 103.084952 L 893.475 101.524571 L 892.2375 99.96419 L 889.7625 99.96419 L 887.2875 99.96419 L 884.8125 99.96419 L 882.3375 99.96419 L 879.8625 99.96419 L 877.3875 99.96419 L 876.15 98.40381 L 877.3875 96.843429 L 879.8625 96.843429 L 882.3375 96.843429 L 883.575 95.283048 L 883.575 92.162286 L 884.8125 90.601905 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_17">    <path clip-path="url(#p50689354d8)" d="M 872.4375 93.722667 L 873.675 95.283048 L 873.675 98.40381 L 872.4375 99.96419 L 871.2 98.40381 L 871.2 95.283048 L 872.4375 93.722667 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_18">    <path clip-path="url(#p50689354d8)" d="M 865.0125 53.152762 L 867.4875 53.152762 L 869.9625 53.152762 L 872.4375 53.152762 L 873.675 54.713143 L 874.9125 56.273524 L 877.3875 56.273524 L 879.8625 56.273524 L 882.3375 56.273524 L 884.8125 56.273524 L 887.2875 56.273524 L 889.7625 56.273524 L 891 57.833905 L 892.2375 59.394286 L 894.7125 59.394286 L 897.1875 59.394286 L 898.425 60.954667 L 899.6625 62.515048 L 902.1375 62.515048 L 903.375 64.075429 L 904.6125 65.63581 L 905.85 67.19619 L 907.0875 68.756571 L 908.325 70.316952 L 909.5625 71.877333 L 910.8 73.437714 L 912.0375 74.998095 L 913.275 76.558476 L 913.275 79.679238 L 914.5125 81.239619 L 915.75 82.8 L 915.75 85.920762 L 915.75 89.041524 L 916.9875 90.601905 L 918.225 92.162286 L 918.225 95.283048 L 918.225 98.40381 L 918.225 101.524571 L 916.9875 103.084952 L 915.75 104.645333 L 915.75 107.766095 L 915.75 110.886857 L 915.75 114.007619 L 914.5125 115.568 L 913.275 117.128381 L 912.0375 118.688762 L 910.8 120.249143 L 909.5625 121.809524 L 908.325 123.369905 L 907.0875 124.930286 L 904.6125 124.930286 L 902.1375 124.930286 L 900.9 123.369905 L 899.6625 121.809524 L 897.1875 121.809524 L 894.7125 121.809524 L 892.2375 121.809524 L 889.7625 121.809524 L 887.2875 121.809524 L 884.8125 121.809524 L 882.3375 121.809524 L 879.8625 121.809524 L 878.625 123.369905 L 877.3875 124.930286 L 876.15 126.490667 L 874.9125 128.051048 L 872.4375 128.051048 L 869.9625 128.051048 L 867.4875 128.051048 L 866.25 126.490667 L 865.0125 124.930286 L 863.775 123.369905 L 862.5375 121.809524 L 860.0625 121.809524 L 857.5875 121.809524 L 855.1125 121.809524 L 852.6375 121.809524 L 850.1625 121.809524 L 847.6875 121.809524 L 845.2125 121.809524 L 842.7375 121.809524 L 840.2625 121.809524 L 837.7875 121.809524 L 836.55 120.249143 L 835.3125 118.688762 L 834.075 117.128381 L 832.8375 115.568 L 831.6 114.007619 L 830.3625 112.447238 L 829.125 110.886857 L 829.125 107.766095 L 827.8875 106.205714 L 826.65 104.645333 L 826.65 101.524571 L 826.65 98.40381 L 827.8875 96.843429 L 829.125 95.283048 L 829.125 92.162286 L 829.125 89.041524 L 829.125 85.920762 L 830.3625 84.360381 L 831.6 82.8 L 831.6 79.679238 L 832.8375 78.118857 L 834.075 76.558476 L 834.075 73.437714 L 835.3125 71.877333 L 836.55 70.316952 L 837.7875 68.756571 L 839.025 67.19619 L 840.2625 65.63581 L 842.7375 65.63581 L 843.975 64.075429 L 845.2125 62.515048 L 847.6875 62.515048 L 848.925 60.954667 L 850.1625 59.394286 L 851.4 57.833905 L 852.6375 56.273524 L 855.1125 56.273524 L 857.5875 56.273524 L 860.0625 56.273524 L 862.5375 56.273524 L 863.775 54.713143 L 865.0125 53.152762 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_16">    <g id="patch_17">     <path d="M 807.84 48.070436 L 814.52625 48.070436 L 814.52625 36.456686 L 807.84 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(807.84 45.574811)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 48.070436 L 934.56 48.070436 L 934.56 36.456686 L 926.221875 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(926.221875 45.574811)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_18">    <g id="patch_19">     <path d="M 792 134.292571 L 824.428125 134.292571 L 824.428125 122.678821 L 792 122.678821 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=68 -->    <g style="fill:#ffffff;" transform="translate(792 131.796946)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-79"/>     <use x="59.179688" xlink:href="#DejaVuSans-3d"/>     <use x="142.96875" xlink:href="#DejaVuSans-36"/>     <use x="206.591797" xlink:href="#DejaVuSans-38"/>    </g>   </g>  </g>  <g id="axes_8">   <g clip-path="url(#p3c285299d0)">    <image height="103.2" id="imagee3876f6b04" transform="scale(1 -1)translate(0 -103.2)" width="158.4" x="950" xlink:href="data:image/png;base64,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" y="-31.4"/>   </g>   <g id="LineCollection_19"/>   <g id="LineCollection_20"/>   <g id="LineCollection_21">    <path clip-path="url(#p3c285299d0)" d="M 1015.9875 68.756571 L 1018.4625 68.756571 L 1020.9375 68.756571 L 1023.4125 68.756571 L 1025.8875 68.756571 L 1028.3625 68.756571 L 1030.8375 68.756571 L 1033.3125 68.756571 L 1035.7875 68.756571 L 1038.2625 68.756571 L 1040.7375 68.756571 L 1043.2125 68.756571 L 1045.6875 68.756571 L 1046.925 70.316952 L 1048.1625 71.877333 L 1050.6375 71.877333 L 1053.1125 71.877333 L 1054.35 73.437714 L 1054.35 76.558476 L 1055.5875 78.118857 L 1056.825 79.679238 L 1058.0625 81.239619 L 1060.5375 81.239619 L 1061.775 82.8 L 1063.0125 84.360381 L 1064.25 85.920762 L 1064.25 89.041524 L 1065.4875 90.601905 L 1066.725 92.162286 L 1066.725 95.283048 L 1066.725 98.40381 L 1066.725 101.524571 L 1066.725 104.645333 L 1066.725 107.766095 L 1066.725 110.886857 L 1066.725 114.007619 L 1065.4875 115.568 L 1064.25 117.128381 L 1063.0125 118.688762 L 1060.5375 118.688762 L 1059.3 120.249143 L 1058.0625 121.809524 L 1055.5875 121.809524 L 1053.1125 121.809524 L 1050.6375 121.809524 L 1049.4 123.369905 L 1048.1625 124.930286 L 1045.6875 124.930286 L 1043.2125 124.930286 L 1040.7375 124.930286 L 1038.2625 124.930286 L 1037.025 126.490667 L 1035.7875 128.051048 L 1033.3125 128.051048 L 1032.075 126.490667 L 1030.8375 124.930286 L 1029.6 126.490667 L 1028.3625 128.051048 L 1027.125 126.490667 L 1025.8875 124.930286 L 1023.4125 124.930286 L 1022.175 123.369905 L 1020.9375 121.809524 L 1018.4625 121.809524 L 1015.9875 121.809524 L 1013.5125 121.809524 L 1011.0375 121.809524 L 1008.5625 121.809524 L 1007.325 120.249143 L 1006.0875 118.688762 L 1003.6125 118.688762 L 1002.375 117.128381 L 1001.1375 115.568 L 998.6625 115.568 L 996.1875 115.568 L 994.95 114.007619 L 994.95 110.886857 L 994.95 107.766095 L 994.95 104.645333 L 994.95 101.524571 L 994.95 98.40381 L 994.95 95.283048 L 994.95 92.162286 L 996.1875 90.601905 L 997.425 89.041524 L 997.425 85.920762 L 998.6625 84.360381 L 999.9 82.8 L 1001.1375 81.239619 L 1002.375 79.679238 L 1003.6125 78.118857 L 1004.85 76.558476 L 1006.0875 74.998095 L 1008.5625 74.998095 L 1011.0375 74.998095 L 1012.275 73.437714 L 1013.5125 71.877333 L 1014.75 70.316952 L 1015.9875 68.756571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_19">    <g id="patch_20">     <path d="M 966.24 48.070436 L 972.92625 48.070436 L 972.92625 36.456686 L 966.24 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(966.24 45.574811)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 48.070436 L 1092.96 48.070436 L 1092.96 36.456686 L 1084.621875 36.456686 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(1084.621875 45.574811)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_21">    <g id="patch_22">     <path d="M 950.4 134.292571 L 982.828125 134.292571 L 982.828125 122.678821 L 950.4 122.678821 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=90 -->    <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(950.4 131.796946)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-30"/>    </g>   </g>  </g> </g> <defs>  <clipPath id="pccd43d8fdd">   <rect height="165.6" width="1108.8" x="0" y="0"/>  </clipPath>  <clipPath id="p420caaefcb">   <rect height="102.985143" width="158.4" x="0" y="31.307429"/>  </clipPath>  <clipPath id="p60f069cf71">   <rect height="102.985143" width="158.4" x="158.4" y="31.307429"/>  </clipPath>  <clipPath id="p94e63c7a2b">   <rect height="102.985143" width="158.4" x="316.8" y="31.307429"/>  </clipPath>  <clipPath id="p417a3666fb">   <rect height="102.985143" width="158.4" x="475.2" y="31.307429"/>  </clipPath>  <clipPath id="pa45d931e6f">   <rect height="102.985143" width="158.4" x="633.6" y="31.307429"/>  </clipPath>  <clipPath id="p50689354d8">   <rect height="102.985143" width="158.4" x="792" y="31.307429"/>  </clipPath>  <clipPath id="p3c285299d0">   <rect height="102.985143" width="158.4" x="950.4" y="31.307429"/>  </clipPath> </defs></g>
  </g>
</svg>