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-08567a2d-a8a6-434e-b183-a3fdbd8f6776">  <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(#pf61edebc89)">    <image height="165.6" id="imaged3f6302091" 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(#p27f152110f)">    <image height="158.64" id="image1211fbce2d" 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">    <path clip-path="url(#p27f152110f)" d="M 73.0125 40.725 L 75.4875 40.725 L 76.725 41.9625 L 76.725 44.4375 L 75.4875 45.675 L 74.25 44.4375 L 73.0125 43.2 L 71.775 41.9625 L 73.0125 40.725 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 77.9625 45.675 L 79.2 46.9125 L 77.9625 48.15 L 76.725 46.9125 L 77.9625 45.675 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 95.2875 53.1 L 97.7625 53.1 L 99 54.3375 L 99 56.8125 L 97.7625 58.05 L 95.2875 58.05 L 94.05 56.8125 L 94.05 54.3375 L 95.2875 53.1 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 63.1125 55.575 L 64.35 56.8125 L 63.1125 58.05 L 61.875 56.8125 L 63.1125 55.575 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 60.6375 58.05 L 61.875 59.2875 L 60.6375 60.525 L 59.4 59.2875 L 60.6375 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 58.1625 60.525 L 59.4 61.7625 L 59.4 64.2375 L 59.4 66.7125 L 58.1625 67.95 L 56.925 69.1875 L 56.925 71.6625 L 56.925 74.1375 L 55.6875 75.375 L 54.45 74.1375 L 54.45 71.6625 L 54.45 69.1875 L 54.45 66.7125 L 55.6875 65.475 L 56.925 64.2375 L 56.925 61.7625 L 58.1625 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 100.2375 60.525 L 101.475 61.7625 L 100.2375 63 L 99 61.7625 L 100.2375 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 100.2375 65.475 L 101.475 66.7125 L 100.2375 67.95 L 99 66.7125 L 100.2375 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 60.6375 70.425 L 61.875 71.6625 L 60.6375 72.9 L 59.4 71.6625 L 60.6375 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 102.7125 72.9 L 103.95 74.1375 L 102.7125 75.375 L 101.475 74.1375 L 102.7125 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 97.7625 75.375 L 99 76.6125 L 97.7625 77.85 L 96.525 76.6125 L 97.7625 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 102.7125 80.325 L 103.95 81.5625 L 102.7125 82.8 L 101.475 81.5625 L 102.7125 80.325 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 73.0125 95.175 L 74.25 96.4125 L 73.0125 97.65 L 71.775 96.4125 L 73.0125 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 65.5875 100.125 L 66.825 101.3625 L 68.0625 102.6 L 70.5375 102.6 L 71.775 103.8375 L 70.5375 105.075 L 68.0625 105.075 L 66.825 106.3125 L 66.825 108.7875 L 65.5875 110.025 L 64.35 111.2625 L 63.1125 112.5 L 61.875 111.2625 L 60.6375 110.025 L 58.1625 110.025 L 56.925 108.7875 L 58.1625 107.55 L 59.4 106.3125 L 60.6375 105.075 L 63.1125 105.075 L 64.35 103.8375 L 64.35 101.3625 L 65.5875 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 80.4375 105.075 L 82.9125 105.075 L 85.3875 105.075 L 86.625 106.3125 L 85.3875 107.55 L 82.9125 107.55 L 81.675 108.7875 L 80.4375 110.025 L 79.2 108.7875 L 79.2 106.3125 L 80.4375 105.075 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 87.8625 107.55 L 89.1 108.7875 L 87.8625 110.025 L 86.625 108.7875 L 87.8625 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 77.9625 110.025 L 79.2 111.2625 L 77.9625 112.5 L 76.725 111.2625 L 77.9625 110.025 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_2">    <path clip-path="url(#p27f152110f)" d="M 82.9125 40.725 L 84.15 41.9625 L 82.9125 43.2 L 81.675 41.9625 L 82.9125 40.725 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 50.7375 67.95 L 51.975 69.1875 L 50.7375 70.425 L 49.5 69.1875 L 50.7375 67.95 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 60.6375 67.95 L 61.875 69.1875 L 60.6375 70.425 L 59.4 69.1875 L 60.6375 67.95 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 107.6625 77.85 L 108.9 79.0875 L 107.6625 80.325 L 106.425 79.0875 L 107.6625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p27f152110f)" d="M 73.0125 97.65 L 74.25 98.8875 L 73.0125 100.125 L 71.775 98.8875 L 73.0125 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_3">    <path clip-path="url(#p27f152110f)" d="M 75.4875 15.975 L 77.9625 15.975 L 80.4375 18.45 L 85.3875 18.45 L 87.8625 20.925 L 100.2375 20.925 L 102.7125 23.4 L 107.6625 23.4 L 113.85 29.5875 L 113.85 32.0625 L 121.275 39.4875 L 121.275 41.9625 L 123.75 44.4375 L 123.75 64.2375 L 126.225 66.7125 L 126.225 71.6625 L 128.7 74.1375 L 128.7 81.5625 L 126.225 84.0375 L 126.225 98.8875 L 116.325 108.7875 L 116.325 111.2625 L 113.85 113.7375 L 113.85 118.6875 L 111.375 121.1625 L 111.375 123.6375 L 100.2375 134.775 L 95.2875 134.775 L 92.8125 137.25 L 80.4375 137.25 L 73.0125 129.825 L 70.5375 132.3 L 50.7375 132.3 L 39.6 121.1625 L 39.6 116.2125 L 37.125 113.7375 L 37.125 111.2625 L 34.65 108.7875 L 37.125 106.3125 L 37.125 103.8375 L 39.6 101.3625 L 39.6 93.9375 L 38.3625 92.7 L 35.8875 92.7 L 33.4125 90.225 L 30.9375 90.225 L 29.7 88.9875 L 29.7 79.0875 L 32.175 76.6125 L 32.175 74.1375 L 34.65 71.6625 L 34.65 66.7125 L 37.125 64.2375 L 37.125 54.3375 L 42.075 49.3875 L 42.075 41.9625 L 44.55 39.4875 L 44.55 37.0125 L 58.1625 23.4 L 60.6375 23.4 L 65.5875 18.45 L 73.0125 18.45 L 75.4875 15.975 L 75.4875 15.975 " 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=-52 -->    <defs>     <path d="M 5.515625 54.6875 L 48.1875 54.6875 L 48.1875 46.484375 L 14.40625 7.171875 L 48.1875 7.171875 L 48.1875 0 L 4.296875 0 L 4.296875 8.203125 L 38.09375 47.515625 L 5.515625 47.515625 z" id="DejaVuSans-7a"/>     <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/>     <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/>     <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/>     <path d="M 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(0 159.504375)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-7a"/>     <use x="52.490234" xlink:href="#DejaVuSans-3d"/>     <use x="136.279297" xlink:href="#DejaVuSans-2d"/>     <use x="172.363281" xlink:href="#DejaVuSans-35"/>     <use x="235.986328" xlink:href="#DejaVuSans-32"/>    </g>   </g>  </g>  <g id="axes_3">   <g clip-path="url(#p9f30640b85)">    <image height="158.64" id="imagef714e25e36" 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(#p9f30640b85)" d="M 228.9375 40.725 L 231.4125 40.725 L 233.8875 40.725 L 235.125 41.9625 L 236.3625 43.2 L 237.6 44.4375 L 237.6 46.9125 L 238.8375 48.15 L 241.3125 48.15 L 243.7875 48.15 L 245.025 49.3875 L 246.2625 50.625 L 247.5 51.8625 L 246.2625 53.1 L 243.7875 53.1 L 241.3125 53.1 L 238.8375 53.1 L 237.6 51.8625 L 236.3625 50.625 L 235.125 49.3875 L 233.8875 48.15 L 232.65 46.9125 L 231.4125 45.675 L 228.9375 45.675 L 227.7 44.4375 L 227.7 41.9625 L 228.9375 40.725 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 253.6875 40.725 L 254.925 41.9625 L 253.6875 43.2 L 252.45 41.9625 L 253.6875 40.725 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 248.7375 43.2 L 251.2125 43.2 L 252.45 44.4375 L 252.45 46.9125 L 253.6875 48.15 L 256.1625 48.15 L 257.4 49.3875 L 258.6375 50.625 L 259.875 51.8625 L 259.875 54.3375 L 259.875 56.8125 L 259.875 59.2875 L 258.6375 60.525 L 257.4 59.2875 L 256.1625 58.05 L 254.925 56.8125 L 254.925 54.3375 L 254.925 51.8625 L 253.6875 50.625 L 251.2125 50.625 L 248.7375 50.625 L 247.5 49.3875 L 247.5 46.9125 L 247.5 44.4375 L 248.7375 43.2 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 261.1125 48.15 L 262.35 49.3875 L 261.1125 50.625 L 259.875 49.3875 L 261.1125 48.15 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 223.9875 50.625 L 225.225 51.8625 L 223.9875 53.1 L 222.75 51.8625 L 223.9875 50.625 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 253.6875 58.05 L 254.925 59.2875 L 253.6875 60.525 L 252.45 59.2875 L 253.6875 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 221.5125 60.525 L 222.75 61.7625 L 222.75 64.2375 L 223.9875 65.475 L 225.225 66.7125 L 223.9875 67.95 L 222.75 69.1875 L 221.5125 70.425 L 220.275 71.6625 L 219.0375 72.9 L 217.8 71.6625 L 217.8 69.1875 L 219.0375 67.95 L 220.275 66.7125 L 219.0375 65.475 L 217.8 64.2375 L 219.0375 63 L 220.275 61.7625 L 221.5125 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 251.2125 60.525 L 252.45 61.7625 L 251.2125 63 L 249.975 61.7625 L 251.2125 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 248.7375 63 L 249.975 64.2375 L 248.7375 65.475 L 247.5 64.2375 L 248.7375 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 256.1625 63 L 257.4 64.2375 L 257.4 66.7125 L 257.4 69.1875 L 258.6375 70.425 L 259.875 71.6625 L 258.6375 72.9 L 257.4 74.1375 L 256.1625 75.375 L 254.925 76.6125 L 253.6875 77.85 L 251.2125 77.85 L 249.975 76.6125 L 249.975 74.1375 L 249.975 71.6625 L 249.975 69.1875 L 251.2125 67.95 L 253.6875 67.95 L 254.925 66.7125 L 254.925 64.2375 L 256.1625 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 261.1125 65.475 L 262.35 66.7125 L 262.35 69.1875 L 261.1125 70.425 L 259.875 69.1875 L 259.875 66.7125 L 261.1125 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 214.0875 72.9 L 215.325 74.1375 L 214.0875 75.375 L 212.85 74.1375 L 214.0875 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 261.1125 82.8 L 262.35 84.0375 L 261.1125 85.275 L 259.875 84.0375 L 261.1125 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 228.9375 85.275 L 230.175 86.5125 L 228.9375 87.75 L 227.7 86.5125 L 228.9375 85.275 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 231.4125 87.75 L 232.65 88.9875 L 231.4125 90.225 L 230.175 88.9875 L 231.4125 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 221.5125 105.075 L 222.75 106.3125 L 221.5125 107.55 L 220.275 106.3125 L 221.5125 105.075 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 226.4625 105.075 L 227.7 106.3125 L 227.7 108.7875 L 226.4625 110.025 L 223.9875 110.025 L 222.75 108.7875 L 223.9875 107.55 L 225.225 106.3125 L 226.4625 105.075 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 219.0375 107.55 L 220.275 108.7875 L 219.0375 110.025 L 217.8 108.7875 L 219.0375 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 236.3625 107.55 L 238.8375 107.55 L 241.3125 107.55 L 242.55 108.7875 L 242.55 111.2625 L 242.55 113.7375 L 241.3125 114.975 L 240.075 113.7375 L 238.8375 112.5 L 236.3625 112.5 L 235.125 111.2625 L 235.125 108.7875 L 236.3625 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 221.5125 110.025 L 222.75 111.2625 L 221.5125 112.5 L 220.275 111.2625 L 221.5125 110.025 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_5">    <path clip-path="url(#p9f30640b85)" d="M 241.3125 40.725 L 242.55 41.9625 L 242.55 44.4375 L 241.3125 45.675 L 240.075 44.4375 L 240.075 41.9625 L 241.3125 40.725 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 241.3125 48.15 L 242.55 49.3875 L 242.55 51.8625 L 241.3125 53.1 L 240.075 51.8625 L 240.075 49.3875 L 241.3125 48.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 219.0375 53.1 L 220.275 54.3375 L 219.0375 55.575 L 217.8 54.3375 L 219.0375 53.1 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 221.5125 58.05 L 222.75 59.2875 L 221.5125 60.525 L 220.275 59.2875 L 221.5125 58.05 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 251.2125 58.05 L 252.45 59.2875 L 252.45 61.7625 L 251.2125 63 L 249.975 61.7625 L 249.975 59.2875 L 251.2125 58.05 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 209.1375 70.425 L 210.375 71.6625 L 209.1375 72.9 L 207.9 71.6625 L 209.1375 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 266.0625 77.85 L 268.5375 77.85 L 269.775 79.0875 L 268.5375 80.325 L 266.0625 80.325 L 264.825 79.0875 L 266.0625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 226.4625 85.275 L 227.7 86.5125 L 227.7 88.9875 L 228.9375 90.225 L 230.175 91.4625 L 231.4125 92.7 L 232.65 93.9375 L 233.8875 95.175 L 235.125 96.4125 L 233.8875 97.65 L 231.4125 97.65 L 230.175 96.4125 L 228.9375 95.175 L 226.4625 95.175 L 225.225 93.9375 L 225.225 91.4625 L 223.9875 90.225 L 222.75 88.9875 L 223.9875 87.75 L 225.225 86.5125 L 226.4625 85.275 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 243.7875 90.225 L 245.025 91.4625 L 243.7875 92.7 L 242.55 91.4625 L 243.7875 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f30640b85)" d="M 241.3125 92.7 L 242.55 93.9375 L 242.55 96.4125 L 241.3125 97.65 L 240.075 96.4125 L 240.075 93.9375 L 241.3125 92.7 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_6">    <path clip-path="url(#p9f30640b85)" d="M 231.4125 15.975 L 241.3125 15.975 L 246.2625 20.925 L 258.6375 20.925 L 261.1125 23.4 L 263.5875 23.4 L 266.0625 25.875 L 268.5375 25.875 L 272.25 29.5875 L 272.25 32.0625 L 277.2 37.0125 L 277.2 39.4875 L 279.675 41.9625 L 279.675 44.4375 L 282.15 46.9125 L 282.15 54.3375 L 284.625 56.8125 L 284.625 69.1875 L 287.1 71.6625 L 287.1 84.0375 L 284.625 86.5125 L 284.625 98.8875 L 277.2 106.3125 L 277.2 108.7875 L 274.725 111.2625 L 274.725 113.7375 L 272.25 116.2125 L 272.25 118.6875 L 269.775 121.1625 L 269.775 123.6375 L 258.6375 134.775 L 256.1625 134.775 L 253.6875 137.25 L 238.8375 137.25 L 233.8875 132.3 L 226.4625 132.3 L 223.9875 134.775 L 216.5625 134.775 L 214.0875 132.3 L 209.1375 132.3 L 198 121.1625 L 198 116.2125 L 195.525 113.7375 L 195.525 111.2625 L 193.05 108.7875 L 195.525 106.3125 L 195.525 96.4125 L 191.8125 92.7 L 189.3375 92.7 L 188.1 91.4625 L 188.1 88.9875 L 185.625 86.5125 L 185.625 81.5625 L 190.575 76.6125 L 190.575 69.1875 L 193.05 66.7125 L 193.05 56.8125 L 198 51.8625 L 198 49.3875 L 200.475 46.9125 L 200.475 39.4875 L 221.5125 18.45 L 228.9375 18.45 L 231.4125 15.975 L 231.4125 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=-46 -->    <defs>     <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/>     <path d="M 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(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-34"/>     <use x="235.986328" xlink:href="#DejaVuSans-36"/>    </g>   </g>  </g>  <g id="axes_4">   <g clip-path="url(#p2a956b3421)">    <image height="158.64" id="image0537804b36" 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(#p2a956b3421)" d="M 389.8125 40.725 L 391.05 41.9625 L 391.05 44.4375 L 392.2875 45.675 L 393.525 46.9125 L 394.7625 48.15 L 396 49.3875 L 396 51.8625 L 394.7625 53.1 L 393.525 51.8625 L 392.2875 50.625 L 391.05 49.3875 L 389.8125 48.15 L 388.575 49.3875 L 388.575 51.8625 L 387.3375 53.1 L 386.1 54.3375 L 386.1 56.8125 L 384.8625 58.05 L 383.625 56.8125 L 382.3875 55.575 L 381.15 54.3375 L 381.15 51.8625 L 381.15 49.3875 L 381.15 46.9125 L 379.9125 45.675 L 378.675 44.4375 L 379.9125 43.2 L 382.3875 43.2 L 384.8625 43.2 L 387.3375 43.2 L 388.575 41.9625 L 389.8125 40.725 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 412.0875 45.675 L 414.5625 45.675 L 417.0375 45.675 L 419.5125 45.675 L 420.75 46.9125 L 420.75 49.3875 L 421.9875 50.625 L 423.225 51.8625 L 423.225 54.3375 L 423.225 56.8125 L 423.225 59.2875 L 421.9875 60.525 L 420.75 61.7625 L 419.5125 63 L 418.275 64.2375 L 417.0375 65.475 L 415.8 66.7125 L 414.5625 67.95 L 413.325 66.7125 L 412.0875 65.475 L 410.85 64.2375 L 410.85 61.7625 L 412.0875 60.525 L 413.325 59.2875 L 413.325 56.8125 L 413.325 54.3375 L 412.0875 53.1 L 409.6125 53.1 L 407.1375 53.1 L 405.9 51.8625 L 405.9 49.3875 L 407.1375 48.15 L 409.6125 48.15 L 410.85 46.9125 L 412.0875 45.675 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 377.4375 48.15 L 378.675 49.3875 L 377.4375 50.625 L 376.2 49.3875 L 377.4375 48.15 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 372.4875 50.625 L 373.725 51.8625 L 372.4875 53.1 L 371.25 51.8625 L 372.4875 50.625 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 404.6625 53.1 L 405.9 54.3375 L 404.6625 55.575 L 403.425 54.3375 L 404.6625 53.1 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 397.2375 58.05 L 398.475 59.2875 L 397.2375 60.525 L 396 59.2875 L 397.2375 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 387.3375 60.525 L 388.575 61.7625 L 388.575 64.2375 L 388.575 66.7125 L 388.575 69.1875 L 388.575 71.6625 L 388.575 74.1375 L 389.8125 75.375 L 391.05 76.6125 L 391.05 79.0875 L 391.05 81.5625 L 391.05 84.0375 L 389.8125 85.275 L 387.3375 85.275 L 384.8625 85.275 L 383.625 86.5125 L 382.3875 87.75 L 379.9125 87.75 L 377.4375 87.75 L 376.2 86.5125 L 376.2 84.0375 L 377.4375 82.8 L 378.675 81.5625 L 377.4375 80.325 L 376.2 79.0875 L 377.4375 77.85 L 378.675 76.6125 L 379.9125 75.375 L 381.15 74.1375 L 382.3875 72.9 L 383.625 71.6625 L 382.3875 70.425 L 381.15 69.1875 L 382.3875 67.95 L 383.625 66.7125 L 384.8625 65.475 L 386.1 64.2375 L 386.1 61.7625 L 387.3375 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 374.9625 63 L 376.2 64.2375 L 377.4375 65.475 L 378.675 66.7125 L 378.675 69.1875 L 377.4375 70.425 L 376.2 69.1875 L 374.9625 67.95 L 373.725 66.7125 L 373.725 64.2375 L 374.9625 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 407.1375 65.475 L 409.6125 65.475 L 410.85 66.7125 L 410.85 69.1875 L 410.85 71.6625 L 410.85 74.1375 L 412.0875 75.375 L 413.325 76.6125 L 413.325 79.0875 L 413.325 81.5625 L 413.325 84.0375 L 414.5625 85.275 L 415.8 86.5125 L 414.5625 87.75 L 412.0875 87.75 L 410.85 88.9875 L 412.0875 90.225 L 413.325 91.4625 L 412.0875 92.7 L 409.6125 92.7 L 407.1375 92.7 L 405.9 91.4625 L 405.9 88.9875 L 404.6625 87.75 L 403.425 86.5125 L 402.1875 85.275 L 399.7125 85.275 L 398.475 84.0375 L 398.475 81.5625 L 398.475 79.0875 L 399.7125 77.85 L 402.1875 77.85 L 403.425 76.6125 L 403.425 74.1375 L 404.6625 72.9 L 405.9 71.6625 L 404.6625 70.425 L 403.425 69.1875 L 404.6625 67.95 L 405.9 66.7125 L 407.1375 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 419.5125 67.95 L 420.75 69.1875 L 420.75 71.6625 L 420.75 74.1375 L 420.75 76.6125 L 419.5125 77.85 L 417.0375 77.85 L 415.8 76.6125 L 415.8 74.1375 L 415.8 71.6625 L 417.0375 70.425 L 418.275 69.1875 L 419.5125 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 374.9625 70.425 L 376.2 71.6625 L 374.9625 72.9 L 373.725 71.6625 L 374.9625 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 421.9875 77.85 L 423.225 79.0875 L 421.9875 80.325 L 420.75 79.0875 L 421.9875 77.85 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 397.2375 85.275 L 398.475 86.5125 L 397.2375 87.75 L 396 86.5125 L 397.2375 85.275 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 407.1375 95.175 L 408.375 96.4125 L 407.1375 97.65 L 405.9 96.4125 L 407.1375 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 419.5125 100.125 L 420.75 101.3625 L 419.5125 102.6 L 418.275 101.3625 L 419.5125 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 417.0375 102.6 L 418.275 103.8375 L 417.0375 105.075 L 415.8 103.8375 L 417.0375 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 389.8125 107.55 L 391.05 108.7875 L 389.8125 110.025 L 388.575 108.7875 L 389.8125 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_8">    <path clip-path="url(#p2a956b3421)" d="M 402.1875 40.725 L 403.425 41.9625 L 402.1875 43.2 L 400.95 41.9625 L 402.1875 40.725 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 394.7625 43.2 L 397.2375 43.2 L 398.475 44.4375 L 397.2375 45.675 L 394.7625 45.675 L 393.525 44.4375 L 394.7625 43.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" 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(#p2a956b3421)" d="M 399.7125 50.625 L 400.95 51.8625 L 399.7125 53.1 L 398.475 51.8625 L 399.7125 50.625 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 399.7125 55.575 L 400.95 56.8125 L 400.95 59.2875 L 399.7125 60.525 L 398.475 59.2875 L 398.475 56.8125 L 399.7125 55.575 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 379.9125 58.05 L 381.15 59.2875 L 381.15 61.7625 L 379.9125 63 L 378.675 61.7625 L 378.675 59.2875 L 379.9125 58.05 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 409.6125 58.05 L 410.85 59.2875 L 410.85 61.7625 L 409.6125 63 L 408.375 61.7625 L 408.375 59.2875 L 409.6125 58.05 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 365.0625 75.375 L 367.5375 75.375 L 368.775 76.6125 L 367.5375 77.85 L 365.0625 77.85 L 363.825 76.6125 L 365.0625 75.375 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 424.4625 77.85 L 426.9375 77.85 L 428.175 79.0875 L 428.175 81.5625 L 426.9375 82.8 L 425.7 84.0375 L 424.4625 85.275 L 423.225 84.0375 L 423.225 81.5625 L 423.225 79.0875 L 424.4625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 394.7625 82.8 L 396 84.0375 L 396 86.5125 L 394.7625 87.75 L 393.525 86.5125 L 393.525 84.0375 L 394.7625 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 387.3375 87.75 L 388.575 88.9875 L 389.8125 90.225 L 392.2875 90.225 L 393.525 91.4625 L 392.2875 92.7 L 391.05 93.9375 L 392.2875 95.175 L 393.525 96.4125 L 392.2875 97.65 L 391.05 98.8875 L 389.8125 100.125 L 388.575 98.8875 L 387.3375 97.65 L 386.1 96.4125 L 386.1 93.9375 L 386.1 91.4625 L 386.1 88.9875 L 387.3375 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 399.7125 90.225 L 402.1875 90.225 L 403.425 91.4625 L 403.425 93.9375 L 402.1875 95.175 L 399.7125 95.175 L 398.475 93.9375 L 398.475 91.4625 L 399.7125 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 377.4375 92.7 L 378.675 93.9375 L 377.4375 95.175 L 376.2 93.9375 L 377.4375 92.7 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 397.2375 95.175 L 398.475 96.4125 L 397.2375 97.65 L 396 96.4125 L 397.2375 95.175 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p2a956b3421)" d="M 409.6125 112.5 L 412.0875 112.5 L 413.325 113.7375 L 412.0875 114.975 L 409.6125 114.975 L 408.375 113.7375 L 409.6125 112.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_9">    <path clip-path="url(#p2a956b3421)" d="M 387.3375 18.45 L 399.7125 18.45 L 402.1875 20.925 L 414.5625 20.925 L 417.0375 23.4 L 419.5125 23.4 L 421.9875 25.875 L 424.4625 25.875 L 435.6 37.0125 L 435.6 39.4875 L 438.075 41.9625 L 438.075 44.4375 L 440.55 46.9125 L 440.55 49.3875 L 443.025 51.8625 L 443.025 64.2375 L 445.5 66.7125 L 445.5 96.4125 L 443.025 98.8875 L 443.025 101.3625 L 440.55 103.8375 L 440.55 106.3125 L 430.65 116.2125 L 430.65 118.6875 L 423.225 126.1125 L 423.225 128.5875 L 421.9875 129.825 L 419.5125 129.825 L 414.5625 134.775 L 409.6125 134.775 L 407.1375 137.25 L 397.2375 137.25 L 394.7625 134.775 L 374.9625 134.775 L 372.4875 132.3 L 370.0125 132.3 L 367.5375 129.825 L 365.0625 129.825 L 358.875 123.6375 L 358.875 121.1625 L 356.4 118.6875 L 356.4 113.7375 L 348.975 106.3125 L 348.975 103.8375 L 346.5 101.3625 L 346.5 93.9375 L 344.025 91.4625 L 344.025 81.5625 L 346.5 79.0875 L 346.5 69.1875 L 348.975 66.7125 L 348.975 61.7625 L 351.45 59.2875 L 351.45 56.8125 L 353.925 54.3375 L 353.925 51.8625 L 356.4 49.3875 L 356.4 46.9125 L 358.875 44.4375 L 358.875 39.4875 L 372.4875 25.875 L 374.9625 25.875 L 379.9125 20.925 L 384.8625 20.925 L 387.3375 18.45 L 387.3375 18.45 " 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=-39 -->    <defs>     <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/>     <path d="M 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(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-33"/>     <use x="235.986328" xlink:href="#DejaVuSans-39"/>    </g>   </g>  </g>  <g id="axes_5">   <g clip-path="url(#p30ffa6ee91)">    <image height="158.64" id="imaged262f5ac2a" transform="scale(1 -1)translate(0 -158.64)" width="158.4" x="475" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAKVCAYAAABxk3uZAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3dmPn+ddNvDvxOPxzHgZ7zPxVjtOnKRNC7SNCNAmoUgVEhUSZTtAQj0C/gAqOAFxyAmcIIRYxCJOARGBilRaSquWBFoMbdMmLfEa78vYHs9qp+37D/TVe929n4chvJ/P8aXn/j37V7+D55qoqu9UYGJiIolVVdV3vhNtMt7mI488Mvja3/72t6Pc5ORklPvWt74V5VoMfRxbsm+HtdNzOMbaY0iv86FzVVVbtmyJcg8fPoxyW7dujddeX1+PclNTU1Gu5bpIf+fGxkaUG+M5kJ7Hlv3etm1blEvvmwcPHkS5lt84PT0d5dJjPsa5Sfen5TmZvnPSe7HlObCZz+jU0HPDGNdFKn3uVuW/c4znRSq/0gAA4LswUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHSZqLApZ4y2mjSXNgdUVb311ltRLm3dGKONYDO/zJ9K2wjG+NL/GK02aTZtEBmjZSC91lItbTVpK0m632lzSlX+O8do1kqvyXR/xnhWjSE9lun5bnkOpNJjnq7d8txNj0967bbcDy3Xb6KlpSc9lum1O8ZzMpXuS8tv3MwmtaGN0X7oH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DLxyCOPRJ06Y9TcjWHo2r4xagCH1lKxl9ZMjVEPmdbSjVFJl9Zwpcdy6JrEquHr69Iayaqq2dnZQbd5+/bteO20BnVmZibKjVEHurGxEeVWVlbitdPr/O1Q0biZlaVpVWHLcUz3O71+WvY73Z+W6ryhxVV8DTWS6f4M/extqUtN9ye9LjbzPduytupFAAD+WxgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAukymX6cfo+EgbbQY44vuQ2+v5Wv7Q//GlgaIodtYWraX7vcY18XQjRYt53DoRou0Wabl3OzcuTPKpddaS0vP0PfD+vp6nE0bcObm5qJcy36nrRv37t2LcmO0Nw19P4zxHkn3u+U6S89Nus2WNrN0f9LnSktbzdD7vZnvpjGahB48eDD4NlNDN0K1XBeacgAA+G9hoAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgyUVXRJ9BbmmDSNoQxWhPS3zn01+THaGFIj09LI0DaRpC2Nbxdrov0GI3RHDU9PR3l0mOZtraM0VKRttC0NEoMfb5b9jtdOz03Lc+BtPFojLXv378f5dKGl7SJquVZNXSzVkuTULrNMZpTNvP9kNrMhr3NNPS5aTHGeUxpygEA4L+FgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC5x9WJaRVWV13ClWtYeuo5qjHqroWsAW453us20YqrF0NtsqbdKq6PGON8zMzNRbtu2bVEurXvb2NiIclX58Ulz6T5X5ddvunbLfqfVgmlt3/79++O1l5eXo9zBgwej3LVr1+K1U+k1md43LfWHQ9+L6bmuqlpbW4ty6TOt5Rk99DW5me/uFul5bKkYHXLdqvx8p7mW+yE1dP10C/9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQJW7KebtIv1A/dAtDy9f2h167pTlgs9oIqvJzk67dcsxTaatES/tEKm0lSdss0kadlm2OIW12GKPFKJWe73RfqvI2ltSuXbvi7Pr6epRLmzwWFhaiXNoOVJX/xlTL8d6+fXuUW1lZ+V5/zv9V+pwco0ltaGM0rqX3WMvzb2ib+Z5Nn1VjNM35hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4TjzzySPQJ9JYv3r/11lvZ4m+Dr8mnLQMtx6flC/VDS1sG0v0e49yMYWZmJsptbGxEubTVpipv/EjPTXrfpPdh1fDXZMvxafmdiampqTibXr/p9TN0u0tVfk22tPTs2LEjyqXn5sCBA1Gu5bo4e/ZslEvbfMZ4Ro/RQjN029sYa6f3Tcv7YevWrVEuPd+pt8u7e2gtjWKacgAA+G9hoAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoMvkZtY8pdU/LdVIaRVWuj/p2mmVY8vaQ9dDVg1fczdGbVW63y1rp2ZnZ6NcS8Xe0L8zvW9aau7W1ta+15/zXbXUeqXZMWpQ020O/VypyuvMhq7krMrr69Lc0aNHo9zc3FyUq6r6+te/HuXS50XLsy+t70zPTVqfWbW574d0m0PXH7Zss+U634ztjbX20DXHqhcBAPgfx0AJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZaKqhv38Ov9P6Rfq06/Tj/Gl/6G/yl+Vt0qka7f8xunp6SiXtmm0NEVs3bo1yj148CDKpW0WLU05qbSFpqUZJG3ySK+fNFeV70/6G1uuyfRaS9fetWvX4Gundu/eHeWOHDkSb/PNN9+McteuXYtyY7S9pTbzGd1yP6THaOimubG2OeS6Y2hp2GtpPNos/qEEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBL/An9li/9D90EM4ah1245PunaaSNAy5f+022O0cKwd+/eKJfuz/r6erz2zMxMlLt582a8zVR6jNL9npqainJj3F9p609LS8/du3ejXNrusn379njt+fn5KJfeN6urq/Hac3NzUS495i3tN5cvX45ya2trUe7OnTtRruU5efDgwSiX7nfLuVlZWYlyO3bsiHJpU1dV/gyanZ2Nci2tXkO31YzxbkqvobdDs8wYvzF93wzdllXlH0oAADoZKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DIxMTER9bONUeOWViht2bIl3mZaJ/R2qIdM93szK6bS6rGqqj179kS5e/fuRbmWir2rV69GubT+K81VtdWuJVrqLlPpeUz3O62Fq6q6cOFClEtr3E6cOBGvvX///iiX1nweOXIkXjvd5rVr16JcS91lWi2YXrunT5+Oci2/MX3+pZWuaa6q6o033ohyaTVlWrNZlR+jtKKx5f25sbER5cZ4d6fv2pY6x0TL83TousKWKtL0WKa/cYzZxj+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0maiqzauCGcHboQHn7WDr1q1RLm2/qapaXV2NcmmjRdrqUFV1/fr1KDc1NRXlxmjK2b1796Dba2noSZs80v1Oj2NV3vhx6dKlKPfLv/zL8drLy8tRbn5+Pso99dRT8dozMzNR7tatW1HulVdeidf+u7/7uyiXNv/s3Lkzyn3ta1+LclX5fqfP/AMHDsRrnzx5Msql+3Pnzp147fTdlLZR3b9/P147bV1L22VammXSJpihm3I2swXwf9sc4h9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6ZJ+7H0n6NfmWVpL0S//pNtMv2af7UpV/6T9tq3n48GG8drrN9Pisr6/Ha6fNDrt27Ypy58+fj9dO9zttl0l/Y1XeNnL06NEo9/TTT0e57du3R7mqqtu3b0e5xcXFKJc2y1TlrTqvvfZalHvf+94Xr53et9/4xjeiXEsrybZt26Jcesy//vWvx2vv27cvyh0+fDjK/fM//3OUe+973xvlqqouXrwY5dLrIm3LqqpaWlqKcu985zujXMt1kV5rafNYep1V5e+mlndOKn13vx1oygEAgO+BgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC6jVC8OXWvYUr04tLSKqqV6sSU7tLQya8uWLVGuZV9+/Md/PMq9/PLLUa6l/is9j2mt4alTp+K1f/RHfzTKPfnkk1EurX1sqTJLKyc//elPR7n0+qmqeuqpp6JcWsX3j//4j/HaaR1feu221F3eunUryt24cSPKXbt2LV77+eefj3LpPba2thblLly4EOWqqh5//PEot3///ij3+c9/Pl47vXfeeOONKNfyDktrMdN6yPTZV5U/z9Pj0/IcSOeBdH/SSte33noryrWsneZarouW87hZ/EMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXiaqKPk/f0oiSfvE+3Wa6vRbp2umX7FuOT/pl/rR1Y3V1NV473WbahPDYY4/Fa9+7d2/Q3LZt2+K13/3ud0e5hYWFKPfcc8/Faz/xxBNR7ujRo1EubS/ZsWNHlKvKW2j+4z/+I8r99E//dLz2iRMnotzHP/7xKLd169Z47bTF6M6dO1Hu2LFj8dppy8onP/nJKJc2KFVVveMd74hyp0+fjnInT56Mcn//938f5aqqFhcXo1x636SNQ1VVly5dinJpe0lLG8vMzEycTTx48CDOpu+7dJstTTlDt9BMTmZFgGM00IyxzfTcbGajjn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoEjfljCFtOkmbQaryr8S3NNsMbegv+Kdf0K/KGxteeOGFKHfr1q147bQZJN3vlpaetBkkbdRJt9eS3bNnT5RLG3BamnKWl5ejXHrPtrRz7N27N8ql10VLY8zly5ejXNr4cfv27XjttHVodnY2ys3NzcVrHz58OMqlz970fKdNXVVV586di3J/9md/FuVee+21eO20vSn9jXfv3o3XTp/n6bN8bW0tXntqairKpe11Le/u9B5Lc+k12fL+HLqFpqVJKD3m6W9sWTttzvMPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0iasXW2p60uqftEqoRVprmK6d1jK1VDKl9XWrq6tR7siRI/HaaeVker4vXboUr53u94EDB6Lck08+Ga+d1pQ999xzUe7atWvx2gcPHoxy6+vrUe6HfuiHolzLdZEe8/S6mJ6ejtfeuXNnlDt//nyU29jYiNdOnwPp/szMzMRrp/fOSy+9FOWOHj0ar52e71OnTkW59LnSUtWaevTRR6Ncy7Pqb//2b6Pcpz71qSh35cqVeO30HhujZrilKjHR8l5M9zutAdxM6b60nJv0HZZqWTuel77XHwMAAFUGSgAAOhkoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC5ZrUy1tdps3bo1yo3xpf+hWwbS/U5bYKqqZmdno9yP/MiPRLmWFoYzZ85EuampqSiXNglVVe3duzfKLSwsRLm0Fakqb9P4z//8zyj3wgsvxGu/733vi3LpeUzbWFraanbv3h3llpaWolzL/bC4uBjl9u/fH+VanlVpG1XavvPgwYN47fT8/NRP/VSUe/XVV+O1T548GeXSZ1W6Ly3NKWkjSvrMP3bsWLz2z/3cz0W59Nq9e/duvPb9+/ejXPqeHaNZJl27pXknvW+HXrvlHTb03NBybtI5aIwGwpR/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DJKU06aTb/83vK1/TSbtqyk+5I2blTlLSLpvqQtHlV5q0R6fNL2m6qq+fn5KJc2RRw+fDhe+1/+5V+iXNqa8MEPfjBe+5Of/GSUS4/5888/H+XSRp2q/Jin9+zKykq8dtp8sWPHjih3+vTpeO2nn346yqUNQem+VOXXWnpu3v3ud8drr6+vx9lE2qzV8ixPpc+B119/Pd5m+oz+pV/6pSiXNlFVVb300ktRLm3pSduOqvKmp/RZ9dZbb8Vrp60xaVtNen+1NPGlNrOtpuUZlIpbhwZfGQCA/68YKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DJK9WJajZRWLbVIa4fSSqi0limtoqqqWltbi3Lpb2ypuUtrGrdv3x7lWq6Lxx9/PMp99rOfjXJnzpyJ104rIn/v934vyr366qvx2mktXXrfHDt2LMq1VHKmNWVzc3PxNlMHDhyIctevX49yaUVjVdXdu3ej3M6dO6PcnTt34rWHll4/VXkN6tWrV6NcWu+XVhpWVe3ZsyfKpbVwu3btitdO6y7T59/HP/7xeO30efHnf/7nUa6lZjO9d+IqvvC5UpUfy/Q6T9/dY8wh6b60HJ+h56ox6iH9QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJeJiYmJ6HPpLV9VT7/0nzbBtDRApGs/ePAgyqVf2285PmnbyOHDh6PctWvX4rVXV1ej3MGDB6Pciy++GK89PT0d5RYWFqJc2opUVfXCCy9EubRVoqWF5vjx41Hu9u3bg67d0mqTnu+0baTl3Ny7dy/KpS00Lc0gW7ZsiXIzMzNRrqWN5fLly1EuPd8tLTRpW1f6nEx/Y9qo05I9cuRIlEtbf1qk11raTFSVv0v+4i/+Isr94R/+Ybx2+v5MW4yuXLkSr720tBRnE+m93dKUM/Q80NKUk0rXTvelKp/B/EMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXyZaGl1TarpBqad0Yeu30+ExOTsbbTNsVlpeXo1zaelGV788TTzwR5X7xF38xXjttEXnHO94R5c6fPx+vnbYmpO0yFy9ejNdOG6HSloo013Jvnzt3Lso99thjUW7nzp3x2mnDS9rO0fIMSNdO7++W58DDhw+j3OLiYpR797vfHa+dtsak+5M2cKX7XJW3E73++utRruXcpC096X5fuHAhXvv7v//7o9zP//zPR7kvf/nL8dqf//zno9z169fjbabSezFttknPd9rgVpU3QqXP/JamnHSbqTFaevxDCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABd4i6qtLquKq9GmpiYiHItdV2pdH/SfWmpRUorpu7duxfl0uNYlVfifexjH4ty3/72t+O104qr9NwcPXo0XvtrX/talEuPz759++K102vo5s2bUW779u1RLq2RrMrr/Y4cORLl9u7dG6+d1limFaMtz4u0pjG9Z1uuyVR6zFsqJ3fs2BHl0vq63bt3R7mzZ89GuaqqK1euRLmFhYUot7KyEq+d3osHDhyIci3XZHqdp9fkRz7ykXjtV155Jcql75z0N1bllbJpdfHQNcxVbe/axBjV16n0vdTCP5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHSZTJsQWr7onn5NPs098kg+96Zffx/6K/EtjQCp9Pi07EvasvL4449HuZbr4vbt21Fu69atUa6lrebUqVNRLm3yaDnmabND2i6zsbER5dJmoqqqEydORLnLly9HubRBpCpvJ0qv3fR4t2wzbcJ69dVX47XT35m2UbU0g+zfvz/Kpe0y6W88fvx4lKuqeuONN6LcjRs3otyhQ4fitdP2nfT5l7bfVOXPv7RZZn5+Pl47fWak983y8nK8dno/zM7ORrkxZoH03IyxdjoPpNfkGO2H/qEEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDLZNpw0NJWk9rMtYf+6vzDhw/jtXfs2BHl0gaRlrWPHj0a5e7evRvlWs5Ner7TVom0eaeqam5uLsrt2rUryq2ursZrp8coPT4nT56M106lbRpXr16Ncnv27InXPnfuXJRLm4S++c1vxmsfO3Ysyp05cybKtbQ3pfuTttWk26vKG6HS85g2iCwtLUW5qrz55+DBg1Hu8OHD8drpMyhtUEqPT1X+vEiP5Q/+4A/Ga3/0ox+Ncn/yJ38S5VqeA3fu3Ily6bFsaSdKpe/aMRoIh273G4N/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgS1y9mObGMMbaLZVHiZZqrYWFhSiX1gW27MuBAweiXFpb1VIHlf7O5eXlKDc7Oxuvne53Wql48+bNeO0nnngiym3ZsiXKpfVf6faqqt58880ol1aWXrhwIV47PTfp/rznPe+J1z59+nSUO3ToUJT7gz/4g3jtZ599Nsq9//3vj3Lr6+vx2mkl3okTJ6JcWpP42muvRbmqvL4urZxMaxJbpO+mqampeJvp70wrfNNq06qqF198Mcql1Yvps7yq7XmeGPod32KMSs70Wkv3e4wqR/9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQJasiqKpHHslnz81s1UmbPNKvyaf7PT09HeWqqh599NEol7bVtHxtP22VSFsYWq6LtOkkbchIW22qqu7fvx/lzpw5E+VOnToVr522iFy/fj3eZuLw4cNxNm3ySI/j7du347VfeumlOJv4mZ/5mTibnptdu3ZFuZZrcvfu3VEubUbauXNnvHa6P+l1kR7H9N6uyvc7ffa2NAml+5O+RxYXF+O102Oe3mPpM78q358jR45EubSBq6pq27ZtUW7oa22MeSXdZkt7U3puhp6BWviHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALpMtTSeDLx5+yX6Mr8mna6ftLi0NGemX7NNcSwPEj/3Yj0W5xx57LMotLS3Fa6ftO+k206aRqryF4cqVK1EubYypypsdnnrqqSg3RgNEeo8dPHgwyrWcm/SYP/vss1Hu0qVL8dqf+MQnotyLL74Y5T72sY/Faz/zzDNR7ty5c1HuW9/6Vrz25cuXo9zs7Gy8zUR6L1TlDThpY0xLM0j6O+fm5qJcy/Mife7fuXMnyrW0E127di3KLSwsRLn0N1bl75zTp09HuXS2SY931fDtMmO01Qw9X1Tl7xL/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl8mWerbU1q1bo9zDhw8HXzutW0orj6ampqJcS/ViWnOXHse0oqyq6otf/GKU+/CHPxzlWqq10mq4tBKqpTY0PeaHDh2Kci11l+l5TH9jer5bqvjSqsT0Om+5t3/iJ34iyrVUhaXSatUbN25Euccffzxe+8yZM1Eure27evVqvHb63F9ZWYlya2trUa7lnp2fn49y6bM8rfisyu+x9Pjs3LkzXjt956RVti3vh7Nnzw66dstzIL0m07rLtD4zPYct0mdVS/Vi+h5Jj+MYtY/+oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoMvkGF90Txs/xpB+JX5ycjLKbWxsRLn06/1VVbt27Ypy169fj3ItbQRp+8Ty8nKUSxsyqqoWFhbibKLlOkuPUfob00aJqqqbN29GufRYptda2qxQlbespPdXSwNX+mzZs2dPlDtw4EC8dtrS86UvfSnK/eRP/mS89r179+JsIn1WVeUNQem5Sbc3Ozsb5aqq9u/fH+XS6yJtd6mqunbtWpRL21iWlpbitdP9SdduuRdfeumlKJdeay3H/MiRI1FucXExyrU0I6XSpqf0mKetSFX5Oyyd6cZoSfQPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXSa3bdsWBVvaWL71rW9FubTJI/3ye1X+Jfu0ZSX9kv36+nqUq6ravXt3lLtw4UKUSxt1qvKGl/v370e56enpeO30GlpZWYlyLe1EqbQhaGZmJt7mnTt3olx6raUNEPv27YtyVcM3ohw6dCheO30Gpc0OLa1eL774YpS7ceNGlEvPdVV+P6T73dJatX379iiXNqKk11raUFaVPydTLc0g73znO6PcxYsXo1zLsyp9BqVNOa+++mq8dvpsSZuEWtqb0vvh8ccfj3LpO6ylxSidWVr2OzX0M1pTDgAA/+MYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DLZUhmYSusP06qltEqoKq+jSusc0+2l+1yVVwvu2LEjyh05ciRe+73vfW+US6spW+qbbt68GeVWV1cHzVVV3bp1K8ql5/uxxx6L107ruhYXF6Ncet+0XJMt9aaJljrQtAYwfVa11Pul5zutFmypP0zrO9NquM18BqXP6F27dkW5qryC8MCBA1GupSZ2YWEhyp0/fz7KtdSBps+qdL9PnDgRr/3CCy9Euc997nNR7tKlS/Ha6fV79OjRKPdf//VfUa7lnk1rpVvO99DSd3fLXJXut38oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMpl+LX0z22patPzOREv7ROratWtRbnZ2NsqlDTQt20xbKt5444147YMHD0a5y5cvR7k9e/bEa6ctK0888USU279/f7x22ia0bdu2KJfeNy3XbtrGMsY9e/bs2Sh37NixKNfSfHHv3r0olzbLpC1GVfn5SVsq0vurKt+ftI3l7t27US59/lTlxzJtRmppL0lbq9KmnJZzc+jQoSiXtg61tOE99dRTUe73f//3o1zLMU+fk1euXIlyaZNay28cujmvpWkubVxL9ydt1GnhH0oAALoYKAEA6GKgBACgi4ESAIAuBkp0voTFAAAcAElEQVQAALoYKAEA6GKgBACgi4ESAIAuBkoAALpkFQOVtzW0SL/o3tL4kW6z5Qv1Q28v/YJ/+lX+dHtVVZ///Oej3Pz8fJRL2xqq8mabtI1l9+7d8dobGxtRbm5uLsq1XJNpw8FmNuVMT08PunbatFRVtW/fvij3jW98I8o9+uij8dozMzNxNpE2y1RVnTlzJsql982dO3fitbdv3x7l0raadL/T+7Aqv9b27t0b5dKGlaq8zey5556LctevX4/XTp/nFy5ciHLp/VVV9fLLL0e5D3zgA1Hu3/7t3+K10/ax9L5J25umpqaiXFX+LE/f3WMY4/2Qzjf+oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALpNppU5a51NVtWXLlu/193xXaf1XVV6j9NZbb0W5tEIpreyrymuMDh8+HOXOnz8fr53+zqWlpSg3ORm3d9bVq1ej3MGDB6Pc/fv347V37NgR5W7cuBHljh8/Hq+d1hDOzs5GuXS/0yrHqrxCM712W54Bae3jwsJClEuvn6qqL33pS1EufQZ95CMfiddOK/bSure0aq6qaufOnVHu9u3bUS691loq6dJKxfQ3Hjt2LF77zTffjHKLi4tRrqX2Ma2xTN91Lc/oD3/4w1Huj/7oj6Lc2tpavPb6+nqUG/od31JBOLSW5+TQ9dctM13KP5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHSZ/M53vhMF09xmS7+On35tP93vljafV199Nco9//zzUW5jYyNeO/06/s2bN6PcO97xjnjttBkkbW1JmxWq8jaE/fv3R7mWY57+zrQxJm2f2L59e5SrqlpZWYly+/bti3JpO1BVfu+M0eqVZv/4j/84yrU0X6RtNek204aVqrxtKW2rSe+HtA2qKm/+Se/ZtNWmKt+ftIWm5dyk20yfvS3vpmvXrkW5z33uc1EubSiryt8PZ86ciXJjvLvT90iaS59pVflzIG3UGbp5p8o/lAAAdDJQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdJncunVrFEwbaKqGb9VJW22q8q+/D73fLQ0Zjz766KC5lsaY119/Pcql7QEnTpyI106lTUJps0xV1ZEjR6LcvXv3olxLC82hQ4cGXTttEmppgDh+/HiUS9tL0kadlm2m+/OXf/mX8drPPPNMlPvZn/3ZKPfv//7v8dpPPvlklHv22Wej3O3bt+O102dG+pxMpdd4Vd4YM0ZzVHp80kaUlnOTPvevX78e5Vqao9JnS/qe3bZt2+BrHzt2LMrdunUryj148CDKVeX7nc5ALXPDGM02Q/MPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXSZb2jRSaXvAt7/97SjX8hvTVoDV1dUol7axtHxtf35+PsotLS1FubRZoarq4sWLUS5tq0n3pSpvD0gbLZ577rl47StXrkS5tIVhz5498dppE8zQLQzpfViVt42k7SUrKyvx2unvTO/F97///fHazz//fJzdLGkjSkubWdpKkm4zff61PCfT5/7y8nKUa7kf0paV9Pi0rH3u3Lkol7YYpU1dVVX/9E//FOXS92x6nVVVXb58OcqdOXMmyqXzRYuhWwCH3l6LMVp6/EMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0mh65JbMmm9U0t9URD78/GxkaUa6kxSmsNjx8/HuXe8573xGt/4QtfiHJppdi//uu/xmunlXjvete7otzZs2fjtdP6sbTuLa0Jq6o6ePBglEvrCmdnZ6NcWvlYld8PaUVjS11qeu+ktY8nT56M13472L9/f5RL69Gq8tq+mzdvRrm0UnFmZibKVeXX2v3796Pctm3b4rXTay29F1uqF9N3Tlo5ub6+Hq+d7s+OHTuiXHocq/JKxfS6SOeGlvkifVal92LLXJVeQ+lc1fK8SPmHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALpMtX2pPpV+TT7/83tK6MfTX31u+oj+0b37zm1Hu1KlT8TbT4zM1NRXlTp8+Ha/93ve+N8pduXIlyrW0MKTtE2njx/T0dLx22lSxe/fuKJc2RbTc21evXo1y6T3b0kqSHsu0vWlubi5eO7W6uhrl0uusquratWtRbt++fVEuvWer8mOe3g9pO0fa0FNVtbS0FOXm5+ejXMs9m57vdL9b2mrS/U73Z+/evfHaaTNS2niUNupU5dda2oyUzg0tLUZDzxfp9VPV9jxPtLT7pfvtH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALrkVSMN0q+qx19fb/iSffo1+XSb6fZa2nzS7KVLl6LcwYMH47XTNpZ79+5FubTVoSpv/vngBz8Y5dJWh6qq5eXlKJc2ebQ0JqTtKUO3jbS0VKSNUOm1u7KyEq/99NNPR7l0v2/cuBGvvbi4GGcT6XVWlTdVpMfy8OHD8drpNi9cuBDl0jaflmaQ2dnZKJdeuy1NQi2NPkNvL222OX/+fJRreVa9/PLLUS59P6Tvm6q8XevixYtRLj3fLe/udG5Ic2n71xiGbv2p8g8lAACdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQZpXpxaGn94WZvM5XWj6X1aKurq/Haaa3X5GR2ady+fTte+86dO1EurWhsqeRM6ynTCrm0Jqyq6vr161EuPT7p+W45PmlNY1oXePfu3XjttEJzYWEhyqXHsapqfX09yqX3bEu9X3oe02fV5cuX47XT850+L9Lf2FJBmD7/0mfV/fv347XTeye9H1ruxa9+9atRLq3OS58/VVVXr16Nco8//niU27NnT7x2WpmaXrtpPWRa3VmVP/fTut0xpM+qlmsyrsmOtwgAAN+FgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBL3JTT8lX1oVtoWtZOvxKfNhykX4hvkf7G9DieOXMmXjttGXjmmWei3EsvvRSvnbaSpO0c6XGsqpqdnY1yS0tLUS5t1KnKmzzS/UmPY9oUUZXfY+lxfPjwYbx22myTth2lzTtVVWtra1Hu+77v+6Lcrl274rXTNo30+rlw4UK89oMHD6Jcuj/ptdbyPE1/4/bt26NcS0vP9PR0lEubwlreienzb3l5Ocqlz4uq/DmQnsf0eVGVt/QM3YCTzgJV+X63tO+kWt53iTHaAv1DCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl7gpp+XL7+mX59NttnzRPf2a/BgNOKmhj09LI0ralJNu89SpU/Hap0+fjnJp88+TTz4Zr51eF2mbRtru0pKdmpqKcgcOHIhyLffNW2+9Neg25+fn47XTxpiLFy9GubTlpCpv8kiPT0sbS7r2uXPnolzaLFM1/P2QNqykx7Eqf0an+9LSuLa6uhrl0mN++fLleO20ZerVV1+Ncp/73Ofitbdt2xbl0uviq1/9arx2+s5Jn0HpvqTnuqrtGhraGO07Q/MPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0mZiYmIj6fNJ6q6q8ImiMKqGW3zmkMSqZ0m221L2ldWZpRePCwkK89q1bt6LciRMnotzv/u7vxmuvr6/H2URaF1iVV22m0kqxlt+Ympubi3Jra2vxNluqEhP79++PswcPHoxy6Tn82te+Fq/9zDPPRLn0vtm1a1e8dnp+bt68GeXSOrz79+9Huaqq5eXlOJtIz3VV/pxMqySXlpbitT/72c9GubTW8DOf+Uy8dnoe9+3bF+XSGsmq/HwP/Sxvef6k900627TMK+m5SZ9VLdW86f74hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC6TabDlq+pDG6OFJv2afNqYkOZapNtsaSNIv8yfthGkTREta58+fTrKvfLKK/HaH/jAB6Lc9evXo1xLK0nakrF9+/Yot3fv3ij34MGDKFeVn+/0mmy5Z9O1p6amolxL+8TkZPYIvH37dpRraSdK92fPnj1RrqV5LG3Cunz58qBrt1wXQzd+pPtSlbdRraysRLmnn346XvujH/1olDt//nyUm52djddOn0G7d++OchcvXozXHvrZkm6vpdUrvdbS9rqW92d6TabzQEuDW/o7/UMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXyZZ2hXijYfvEGO0yqZZ2mc2Sfm2/pcUobRlIv4x/9erVeO3HHnssyqUNL3/zN38Tr/38889Huenp6SiXnpuqqiNHjkS5tL0kbd5ZXFyMclX5/ZCem7RJo2Xt9FmVttpUVd29ezfKpc1I+/fvj9e+ceNGlEubTlqakVoaOhJp21HLb9y5c2eUS9uJ5ubm4rXTbNqsdevWrXjt1Gc+85nB105buNJ2mfS6qMqvjZYmrMQYLYBjzBct905i6GdAlX8oAQDoZKAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBL1pFYbXVHaaVPWtHYUhG0ZcuWQXNpLVNaaViVH8u0vqmlBjDd7/SYLy8vx2uvrq5Gue3bt0e5r3zlK/Ha//AP/xDl3vWud0W5dF+q8v25dOlSlFtZWYlyLZViac3dE088EeXSe7uq6sKFC1EuvdbSKr6q/DyeOHEiyqX1olVV9+7di3Jp5VrL+U7rKYeuxTx27FiUq8prLNP6zPPnz8drp3Wp6bM8fQZUVf3ar/1alLt//36US5/5VXll6te//vUo11KvPPQ7eYz5Yuiq6pbtDb12y0yXru0fSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAukxU1bCfX3+bmJqainJpS0XLV+fTRoC0ZaClpSfdZku7QiptYfiBH/iBKNfSlDM7Oxvlfuu3fivKHT16NF77xo0bUS5tJUkbMtKmkaqqPXv2RLm0QaTlmrx8+XKUS+/FlkaJ9Drftm1blEuPY0s2vWdnZmbitdNrLW2XSZuW5ufno1xV3iSUttCsra3Fa6f7nT7Tbt26Fa/9C7/wC1EubQhKW56qqtbX16Pc4uJilGtpykkba9L7O23KaWmYasluljEaglL+oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoEv2SfVqa75Ivybf0i6TSn9n2rqRNuqkzRNVw3+hvqWNIN2f9DemDSJVVUtLS1Hu7NmzUe7YsWPx2uk2P/vZz0a5X/mVX4nXvnnzZpRbWFiIcmkzSHquW8zNzUW5tMWjKm/0SRt10iahqrxFZMeOHVEubamoyn9n2kLT0uJx8eLFKNfSLpNIG6uq8mfL1q1bo9zy8nK89q5du6Lc4cOHo9zv/M7vxGtvbGxEubSlp6W9KX1Opu+HlvshnQfS63wz55DNlM4DLfudthP5hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuuS9SA22bNkS5dKaxJZaw7QiKK3rSquj0irHFunaLZVraS1TehxbpHVdN27ciHLpOazKj+UnP/nJKPf+978/Xnt+fj7KpccnPTctNXfp9Xvr1q0o11LVmhr6nq3KKyKnp6ejXEvd5b1796LchQsXotyzzz4brz0zMxPl0nq29Pr5xje+EeWq8orR9P5KqwqrqlZWVqLcb//2b0e5T33qU/Ha6fP86NGjUS59nlblVZvps6rl3ZRKt5k+g1qqi4eWzkpVw7+7W56T6fn2DyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF3iT6WP0Zwyxhfq06/opw0Qq6urPT+na+1USxtB2h6Qnu+WhqC06STdn+vXr8drHz9+PMp95StfiXK/8Ru/Ea+9a9euKLd///4o9/GPfzzKtbS23L59O8ql18+OHTvitdP2nfRaW1xcjNfe2NiIcsvLy1Hu5MmT8dppG0v6DGp5Vr3++utRLt2ftLUl3eeqqmPHjkW5q1evRrm/+qu/itd++eWXo9xf//VfR7lt27bFa6fHPG1aSu+vqvx+SJ8DYzTlDP0eaXkfDz0HjfHuTreZtt+08A8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdJrZs2RJ9+n2MVpu3g8nJrEyo5avzaYNJ2gyyZcuWeO30PKZtBC0tAw8fPoxyaSNAy9pPPfVUlFtbW4ty58+fj9dO92fPnj1R7kMf+lCU+9Vf/dUoV5U3ZFy6dCnKpc1EVXn7RHr9vPHGG/Hac3NzUS69Lubn5+O1Z2ZmotzNmzej3KlTp+K17969G+UWFhai3GuvvRbldu/eHeWqqr7whS9EuS9/+ctR7sKFC/Hab775ZpS7cuVKlHvXu94Vr720tBTl0uvi/v378dqbqeU9lkgbY8ZoARy6DW8MY+y3fygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoMvExMRE1L8zRk3P/yYttVHpsUyro9KaxBZpzV3L2mk9ZVp32VIHun379ij32GOPRbnl5eV47bTyLa3knJ2djXI//MM/HOWqqn7zN38zyqV1b48++mi8drrf586di7eZSq+Lq1evDr72sWPHotz6+vqg26uqunbtWpQ7ePBglEsrCD/96U9HuaqqP/3TP41y6bOqpR43rdo8efLkoNurqrpx40aUS6t5W/Z76Nrb9NxU5e/Q9Lk/dJVjy9pjSM9NOjeMUdnsH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALpMVNX/qgqczfqafLq9FmmjTrrPLdtMmxBapNtM23dajnm63zMzM1Hu+PHj8dqLi4tRLm20SFtO0n2pyq+hX//1X49yZ8+ejdf+0Ic+FOWefvrpKJc2CVXlLTTpNbmyshKvnbYJpY0xS0tL8dpPPvlklPvyl78c5b74xS9GuZbr4v79+1Fuz549US4911VVO3fujHJpE0zL2qurq1Euff6lzWNVeSNK+ixvaekZ+l27me1+Q7f+jKHlHR/PIt/rjwEAgCoDJQAAnQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJeJiYmJ6BPoLV+dT78SP8bX9oduykl/Y8vxGWObqc08N0O374xxzFPbtm2Ls+k1eejQoSi3sbER5e7duxflqvJ2joMHD0a5Y8eOxWvfvXs3yj333HOD5qqq5ubmotwnPvGJKPf888/Ha6ctNGlTTtoYU5Vfv2lbTfocaGkSOnr0aJS7efNmlEtbbary/UkblNbW1uK102dV+lwZ4xk9RuNauj+b2S6zmYaebcbgH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DJRVVGH0uTkZLzRtBppjGrB1ND1Vm+XOqi0ci2tKRuj5ik95i3Say3NtfzGNDs/Px/l0mttx44dUa4qP49pFV9L5VpavZjuT1ovWpU/19bX16NcyzMtvS4WFxej3OzsbLz21NRUlEv3+8GDB1Hu8OHDUa4qPz4XLlyIctPT0/Ha6XWR1qBuppZndFolmT6DWmof03snvb/T7W1qVWHDe2Qz32HpMfIPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXSYmJiaiz6q3NF+k2TG+ZJ9+RT/90n/6NfkxvrafthakrTabLb0uhj6HY6zdcszTbabnO23xSFuRqqpWVlaiXHo/tKydtrakx3x5eTleO214SVtWWp4DQzdatLSZpccyzR04cCDKLS0tRbmq/BpaW1uLci337NBtXS3vz6GfQS3tTUNf5y1NOekxSteO211GaIwZw2bOIin/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0GWiqvLP6L8NDN3SM/S6LWu3bHNoQ7d4VOVf8B+jKSdtoUn3u6UBIl17aGO0W6Va7q+hm2BmZmbitdPfmTYJtRzHtKUnvR9amnLS37lnz54od/PmzSiXtiJV5ccnvX7S7VXlLT1pW016Dqvya3J9fT3KtVyT6X6nz7+WZ3R6/Q59zFt+Y2qz5pCqzW3U8Q8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHSZeOSRRwbv/hm60meMWsO0nihdu2Wf09+YVke1rD10LVNLpVgqrcKanp6Ot7m2thbl0v1pqcxKs0NfFy3S2rO0cm2UWq8RKsXSWsy0kq6lxm3Hjh1RLj3mq6ur8dqptMby/v37UW6MKr50my33bLr2GM/JllrXxBg1qKmWe3GMd+2Q61aNU5WY2sx63JR/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DJRVdHn0lu+oD9GS0Yqbb5If2NLs8NmGbrdoCr/in56vKuqHjx48L3+nO+qZb+HbqtpaS1Is+n+jNFwMDU1FeU2NjaiXMvxSe+x9Fp7+PBhvHb6O2dnZ+NtDi39jem5qcqbYNJjOXTT0hjGaG1J78X0+FRt7rtp6LaaMZ6Tqc2cQ/5/5R9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6TExMTESf+h/ji/fpl/5b1h666WToxoQWaXNKS2PCZu7Pli1bBl17jOsibVdI96Vq+Gst/Y0tTRFDX2stDUppG8vQTRpV+XlMG15arov0WKYtRi33bLrNltahRMtvbDmWiTEalMa4JtNrbYyWnnSb6bXbcg436xn9dnl/pjaztco/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZaKqNq0jKK17a6kxSrPp2kPX4bUYo3px6GO+mRVTY9SBbuZ5TKW/saVybejrYozjmG5zjDq8dJtDn+uq/Ji3VKmlvzM95tPT04OuW1W1trYW5cao2EurQ4eu7qzKr7UHDx7E2xza0DW6Ldk011L/mhq6JnaM+uAx5oaUfygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOjyfwCU+EUvDXYs3QAAAABJRU5ErkJggg==" y="-2.96"/>   </g>   <g id="LineCollection_10">    <path clip-path="url(#p30ffa6ee91)" d="M 543.2625 43.2 L 545.7375 43.2 L 548.2125 43.2 L 549.45 44.4375 L 549.45 46.9125 L 549.45 49.3875 L 548.2125 50.625 L 546.975 51.8625 L 545.7375 53.1 L 544.5 54.3375 L 544.5 56.8125 L 544.5 59.2875 L 544.5 61.7625 L 545.7375 63 L 546.975 64.2375 L 546.975 66.7125 L 546.975 69.1875 L 546.975 71.6625 L 545.7375 72.9 L 544.5 74.1375 L 545.7375 75.375 L 546.975 74.1375 L 548.2125 72.9 L 549.45 74.1375 L 549.45 76.6125 L 548.2125 77.85 L 545.7375 77.85 L 544.5 79.0875 L 545.7375 80.325 L 546.975 81.5625 L 546.975 84.0375 L 545.7375 85.275 L 544.5 86.5125 L 543.2625 87.75 L 540.7875 87.75 L 539.55 86.5125 L 538.3125 85.275 L 537.075 86.5125 L 535.8375 87.75 L 534.6 86.5125 L 533.3625 85.275 L 530.8875 85.275 L 529.65 86.5125 L 528.4125 87.75 L 527.175 88.9875 L 527.175 91.4625 L 527.175 93.9375 L 527.175 96.4125 L 528.4125 97.65 L 529.65 98.8875 L 529.65 101.3625 L 528.4125 102.6 L 527.175 101.3625 L 525.9375 100.125 L 524.7 98.8875 L 523.4625 97.65 L 522.225 96.4125 L 522.225 93.9375 L 522.225 91.4625 L 523.4625 90.225 L 524.7 88.9875 L 524.7 86.5125 L 524.7 84.0375 L 525.9375 82.8 L 528.4125 82.8 L 530.8875 82.8 L 533.3625 82.8 L 534.6 81.5625 L 535.8375 80.325 L 537.075 79.0875 L 538.3125 77.85 L 539.55 76.6125 L 538.3125 75.375 L 537.075 74.1375 L 535.8375 72.9 L 534.6 71.6625 L 533.3625 70.425 L 532.125 69.1875 L 532.125 66.7125 L 533.3625 65.475 L 534.6 66.7125 L 535.8375 67.95 L 537.075 69.1875 L 538.3125 70.425 L 539.55 69.1875 L 540.7875 67.95 L 542.025 66.7125 L 542.025 64.2375 L 542.025 61.7625 L 540.7875 60.525 L 539.55 59.2875 L 538.3125 58.05 L 535.8375 58.05 L 534.6 56.8125 L 533.3625 55.575 L 532.125 54.3375 L 530.8875 53.1 L 529.65 51.8625 L 530.8875 50.625 L 533.3625 50.625 L 534.6 49.3875 L 535.8375 48.15 L 537.075 46.9125 L 538.3125 45.675 L 539.55 46.9125 L 540.7875 48.15 L 542.025 46.9125 L 542.025 44.4375 L 543.2625 43.2 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 570.4875 45.675 L 571.725 46.9125 L 572.9625 48.15 L 575.4375 48.15 L 577.9125 48.15 L 579.15 49.3875 L 579.15 51.8625 L 579.15 54.3375 L 579.15 56.8125 L 579.15 59.2875 L 579.15 61.7625 L 580.3875 63 L 582.8625 63 L 584.1 64.2375 L 582.8625 65.475 L 580.3875 65.475 L 579.15 66.7125 L 579.15 69.1875 L 579.15 71.6625 L 579.15 74.1375 L 579.15 76.6125 L 579.15 79.0875 L 577.9125 80.325 L 576.675 79.0875 L 575.4375 77.85 L 574.2 76.6125 L 574.2 74.1375 L 574.2 71.6625 L 575.4375 70.425 L 576.675 69.1875 L 575.4375 67.95 L 572.9625 67.95 L 571.725 69.1875 L 571.725 71.6625 L 571.725 74.1375 L 571.725 76.6125 L 571.725 79.0875 L 571.725 81.5625 L 571.725 84.0375 L 572.9625 85.275 L 575.4375 85.275 L 576.675 86.5125 L 577.9125 87.75 L 579.15 88.9875 L 579.15 91.4625 L 577.9125 92.7 L 575.4375 92.7 L 574.2 91.4625 L 572.9625 90.225 L 571.725 91.4625 L 570.4875 92.7 L 568.0125 92.7 L 565.5375 92.7 L 564.3 91.4625 L 563.0625 90.225 L 561.825 88.9875 L 561.825 86.5125 L 560.5875 85.275 L 559.35 84.0375 L 559.35 81.5625 L 560.5875 80.325 L 561.825 79.0875 L 563.0625 77.85 L 565.5375 77.85 L 566.775 76.6125 L 566.775 74.1375 L 565.5375 72.9 L 563.0625 72.9 L 561.825 71.6625 L 563.0625 70.425 L 565.5375 70.425 L 566.775 69.1875 L 568.0125 67.95 L 569.25 66.7125 L 570.4875 65.475 L 571.725 64.2375 L 571.725 61.7625 L 571.725 59.2875 L 571.725 56.8125 L 570.4875 55.575 L 568.0125 55.575 L 565.5375 55.575 L 564.3 54.3375 L 564.3 51.8625 L 565.5375 50.625 L 568.0125 50.625 L 569.25 49.3875 L 569.25 46.9125 L 570.4875 45.675 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 550.6875 50.625 L 553.1625 50.625 L 554.4 51.8625 L 554.4 54.3375 L 553.1625 55.575 L 551.925 54.3375 L 550.6875 53.1 L 549.45 51.8625 L 550.6875 50.625 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 530.8875 55.575 L 532.125 56.8125 L 530.8875 58.05 L 529.65 56.8125 L 530.8875 55.575 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 555.6375 55.575 L 556.875 56.8125 L 555.6375 58.05 L 554.4 56.8125 L 555.6375 55.575 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 535.8375 60.525 L 537.075 61.7625 L 535.8375 63 L 534.6 61.7625 L 535.8375 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 553.1625 60.525 L 554.4 61.7625 L 553.1625 63 L 551.925 61.7625 L 553.1625 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 558.1125 63 L 559.35 64.2375 L 558.1125 65.475 L 556.875 64.2375 L 558.1125 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 530.8875 70.425 L 532.125 71.6625 L 530.8875 72.9 L 529.65 71.6625 L 530.8875 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 558.1125 72.9 L 559.35 74.1375 L 558.1125 75.375 L 556.875 74.1375 L 558.1125 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 560.5875 75.375 L 561.825 76.6125 L 560.5875 77.85 L 559.35 76.6125 L 560.5875 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 553.1625 82.8 L 554.4 84.0375 L 554.4 86.5125 L 554.4 88.9875 L 553.1625 90.225 L 551.925 88.9875 L 551.925 86.5125 L 551.925 84.0375 L 553.1625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 585.3375 85.275 L 586.575 86.5125 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:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 548.2125 90.225 L 549.45 91.4625 L 549.45 93.9375 L 550.6875 95.175 L 553.1625 95.175 L 554.4 93.9375 L 555.6375 92.7 L 556.875 93.9375 L 556.875 96.4125 L 555.6375 97.65 L 554.4 98.8875 L 553.1625 100.125 L 551.925 98.8875 L 550.6875 97.65 L 548.2125 97.65 L 546.975 96.4125 L 546.975 93.9375 L 546.975 91.4625 L 548.2125 90.225 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 538.3125 92.7 L 539.55 93.9375 L 538.3125 95.175 L 537.075 93.9375 L 538.3125 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 577.9125 95.175 L 579.15 96.4125 L 579.15 98.8875 L 579.15 101.3625 L 580.3875 102.6 L 581.625 103.8375 L 581.625 106.3125 L 580.3875 107.55 L 577.9125 107.55 L 576.675 108.7875 L 576.675 111.2625 L 575.4375 112.5 L 574.2 111.2625 L 574.2 108.7875 L 572.9625 107.55 L 571.725 106.3125 L 572.9625 105.075 L 574.2 103.8375 L 575.4375 102.6 L 576.675 101.3625 L 576.675 98.8875 L 576.675 96.4125 L 577.9125 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 530.8875 105.075 L 532.125 106.3125 L 530.8875 107.55 L 529.65 106.3125 L 530.8875 105.075 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 570.4875 107.55 L 571.725 108.7875 L 571.725 111.2625 L 570.4875 112.5 L 569.25 111.2625 L 569.25 108.7875 L 570.4875 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_11">    <path clip-path="url(#p30ffa6ee91)" d="M 558.1125 45.675 L 559.35 46.9125 L 559.35 49.3875 L 558.1125 50.625 L 556.875 49.3875 L 556.875 46.9125 L 558.1125 45.675 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 538.3125 58.05 L 539.55 59.2875 L 538.3125 60.525 L 537.075 59.2875 L 538.3125 58.05 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 568.0125 58.05 L 569.25 59.2875 L 568.0125 60.525 L 566.775 59.2875 L 568.0125 58.05 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 558.1125 60.525 L 559.35 61.7625 L 559.35 64.2375 L 558.1125 65.475 L 556.875 64.2375 L 556.875 61.7625 L 558.1125 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" 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:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 558.1125 70.425 L 559.35 71.6625 L 558.1125 72.9 L 556.875 71.6625 L 558.1125 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 553.1625 72.9 L 555.6375 72.9 L 556.875 74.1375 L 555.6375 75.375 L 553.1625 75.375 L 551.925 74.1375 L 553.1625 72.9 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 525.9375 75.375 L 527.175 76.6125 L 525.9375 77.85 L 524.7 76.6125 L 525.9375 75.375 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 523.4625 77.85 L 524.7 79.0875 L 523.4625 80.325 L 522.225 79.0875 L 523.4625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 582.8625 77.85 L 584.1 79.0875 L 582.8625 80.325 L 581.625 79.0875 L 582.8625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 550.6875 80.325 L 553.1625 80.325 L 554.4 81.5625 L 554.4 84.0375 L 555.6375 85.275 L 556.875 86.5125 L 556.875 88.9875 L 558.1125 90.225 L 559.35 91.4625 L 560.5875 92.7 L 561.825 93.9375 L 560.5875 95.175 L 559.35 96.4125 L 558.1125 97.65 L 556.875 98.8875 L 555.6375 100.125 L 553.1625 100.125 L 550.6875 100.125 L 548.2125 100.125 L 546.975 98.8875 L 546.975 96.4125 L 545.7375 95.175 L 544.5 93.9375 L 544.5 91.4625 L 545.7375 90.225 L 546.975 88.9875 L 548.2125 87.75 L 549.45 86.5125 L 550.6875 85.275 L 551.925 84.0375 L 550.6875 82.8 L 549.45 81.5625 L 550.6875 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 585.3375 80.325 L 586.575 81.5625 L 585.3375 82.8 L 584.1 81.5625 L 585.3375 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 540.7875 97.65 L 543.2625 97.65 L 544.5 98.8875 L 543.2625 100.125 L 540.7875 100.125 L 539.55 98.8875 L 540.7875 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 530.8875 110.025 L 532.125 111.2625 L 530.8875 112.5 L 529.65 111.2625 L 530.8875 110.025 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p30ffa6ee91)" d="M 565.5375 114.975 L 566.775 116.2125 L 565.5375 117.45 L 564.3 116.2125 L 565.5375 114.975 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_12">    <path clip-path="url(#p30ffa6ee91)" d="M 550.6875 18.45 L 558.1125 18.45 L 560.5875 20.925 L 570.4875 20.925 L 572.9625 23.4 L 575.4375 23.4 L 580.3875 28.35 L 582.8625 28.35 L 585.3375 30.825 L 587.8125 30.825 L 591.525 34.5375 L 591.525 37.0125 L 594 39.4875 L 594 41.9625 L 596.475 44.4375 L 596.475 46.9125 L 598.95 49.3875 L 598.95 51.8625 L 601.425 54.3375 L 601.425 61.7625 L 603.9 64.2375 L 601.425 66.7125 L 603.9 69.1875 L 603.9 98.8875 L 601.425 101.3625 L 601.425 103.8375 L 589.05 116.2125 L 589.05 118.6875 L 581.625 126.1125 L 581.625 128.5875 L 580.3875 129.825 L 577.9125 129.825 L 575.4375 132.3 L 572.9625 132.3 L 570.4875 134.775 L 568.0125 134.775 L 565.5375 137.25 L 555.6375 137.25 L 550.6875 132.3 L 528.4125 132.3 L 523.4625 127.35 L 520.9875 127.35 L 517.275 123.6375 L 517.275 121.1625 L 514.8 118.6875 L 514.8 113.7375 L 507.375 106.3125 L 507.375 103.8375 L 504.9 101.3625 L 504.9 93.9375 L 502.425 91.4625 L 502.425 79.0875 L 504.9 76.6125 L 504.9 69.1875 L 507.375 66.7125 L 507.375 61.7625 L 509.85 59.2875 L 509.85 56.8125 L 512.325 54.3375 L 512.325 51.8625 L 514.8 49.3875 L 514.8 46.9125 L 517.275 44.4375 L 517.275 41.9625 L 519.75 39.4875 L 519.75 37.0125 L 525.9375 30.825 L 528.4125 30.825 L 530.8875 28.35 L 533.3625 28.35 L 540.7875 20.925 L 548.2125 20.925 L 550.6875 18.45 L 550.6875 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=-33 -->    <g style="fill:#ffffff;" transform="translate(475.2 159.504375)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-7a"/>     <use x="52.490234" xlink:href="#DejaVuSans-3d"/>     <use x="136.279297" xlink:href="#DejaVuSans-2d"/>     <use x="172.363281" xlink:href="#DejaVuSans-33"/>     <use x="235.986328" xlink:href="#DejaVuSans-33"/>    </g>   </g>  </g>  <g id="axes_6">   <g clip-path="url(#pb7266ba94f)">    <image height="158.4" id="image227199c81f" 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(#pb7266ba94f)" d="M 709.0875 45.675 L 710.325 46.9125 L 709.0875 48.15 L 707.85 46.9125 L 709.0875 45.675 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 699.1875 48.15 L 700.425 49.3875 L 701.6625 50.625 L 702.9 49.3875 L 704.1375 48.15 L 706.6125 48.15 L 707.85 49.3875 L 707.85 51.8625 L 707.85 54.3375 L 709.0875 55.575 L 711.5625 55.575 L 712.8 56.8125 L 711.5625 58.05 L 710.325 59.2875 L 709.0875 60.525 L 707.85 59.2875 L 706.6125 58.05 L 705.375 56.8125 L 704.1375 55.575 L 702.9 56.8125 L 702.9 59.2875 L 702.9 61.7625 L 702.9 64.2375 L 701.6625 65.475 L 699.1875 65.475 L 697.95 66.7125 L 699.1875 67.95 L 701.6625 67.95 L 702.9 69.1875 L 702.9 71.6625 L 704.1375 72.9 L 705.375 74.1375 L 705.375 76.6125 L 704.1375 77.85 L 701.6625 77.85 L 700.425 79.0875 L 699.1875 80.325 L 696.7125 80.325 L 695.475 81.5625 L 696.7125 82.8 L 697.95 84.0375 L 696.7125 85.275 L 694.2375 85.275 L 693 86.5125 L 691.7625 87.75 L 690.525 88.9875 L 689.2875 90.225 L 688.05 91.4625 L 688.05 93.9375 L 686.8125 95.175 L 685.575 96.4125 L 686.8125 97.65 L 688.05 98.8875 L 688.05 101.3625 L 689.2875 102.6 L 690.525 103.8375 L 689.2875 105.075 L 688.05 106.3125 L 688.05 108.7875 L 688.05 111.2625 L 686.8125 112.5 L 685.575 111.2625 L 685.575 108.7875 L 685.575 106.3125 L 685.575 103.8375 L 684.3375 102.6 L 683.1 101.3625 L 681.8625 100.125 L 680.625 98.8875 L 680.625 96.4125 L 681.8625 95.175 L 683.1 93.9375 L 683.1 91.4625 L 681.8625 90.225 L 680.625 88.9875 L 680.625 86.5125 L 681.8625 85.275 L 684.3375 85.275 L 685.575 84.0375 L 686.8125 82.8 L 689.2875 82.8 L 690.525 81.5625 L 691.7625 80.325 L 693 79.0875 L 691.7625 77.85 L 690.525 76.6125 L 690.525 74.1375 L 690.525 71.6625 L 690.525 69.1875 L 689.2875 67.95 L 688.05 66.7125 L 688.05 64.2375 L 686.8125 63 L 684.3375 63 L 683.1 61.7625 L 684.3375 60.525 L 685.575 59.2875 L 686.8125 58.05 L 688.05 59.2875 L 689.2875 60.525 L 690.525 59.2875 L 691.7625 58.05 L 693 56.8125 L 694.2375 55.575 L 695.475 54.3375 L 695.475 51.8625 L 696.7125 50.625 L 697.95 49.3875 L 699.1875 48.15 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 731.3625 50.625 L 732.6 51.8625 L 733.8375 53.1 L 735.075 54.3375 L 736.3125 55.575 L 737.55 56.8125 L 737.55 59.2875 L 738.7875 60.525 L 740.025 61.7625 L 740.025 64.2375 L 741.2625 65.475 L 742.5 66.7125 L 742.5 69.1875 L 742.5 71.6625 L 741.2625 72.9 L 740.025 74.1375 L 738.7875 75.375 L 737.55 76.6125 L 737.55 79.0875 L 736.3125 80.325 L 735.075 81.5625 L 733.8375 82.8 L 732.6 84.0375 L 732.6 86.5125 L 733.8375 87.75 L 735.075 88.9875 L 736.3125 90.225 L 737.55 91.4625 L 736.3125 92.7 L 735.075 93.9375 L 736.3125 95.175 L 737.55 96.4125 L 737.55 98.8875 L 736.3125 100.125 L 735.075 101.3625 L 736.3125 102.6 L 737.55 103.8375 L 737.55 106.3125 L 737.55 108.7875 L 736.3125 110.025 L 733.8375 110.025 L 731.3625 110.025 L 730.125 108.7875 L 731.3625 107.55 L 732.6 106.3125 L 732.6 103.8375 L 732.6 101.3625 L 732.6 98.8875 L 732.6 96.4125 L 732.6 93.9375 L 731.3625 92.7 L 730.125 91.4625 L 728.8875 90.225 L 727.65 88.9875 L 726.4125 87.75 L 725.175 86.5125 L 725.175 84.0375 L 725.175 81.5625 L 725.175 79.0875 L 725.175 76.6125 L 726.4125 75.375 L 727.65 74.1375 L 728.8875 72.9 L 730.125 71.6625 L 728.8875 70.425 L 727.65 69.1875 L 727.65 66.7125 L 728.8875 65.475 L 730.125 64.2375 L 730.125 61.7625 L 728.8875 60.525 L 726.4125 60.525 L 723.9375 60.525 L 722.7 59.2875 L 722.7 56.8125 L 723.9375 55.575 L 725.175 54.3375 L 726.4125 53.1 L 728.8875 53.1 L 730.125 51.8625 L 731.3625 50.625 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 721.4625 53.1 L 722.7 54.3375 L 721.4625 55.575 L 720.225 54.3375 L 721.4625 53.1 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 711.5625 60.525 L 712.8 61.7625 L 712.8 64.2375 L 711.5625 65.475 L 710.325 64.2375 L 710.325 61.7625 L 711.5625 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 721.4625 60.525 L 722.7 61.7625 L 721.4625 63 L 720.225 61.7625 L 721.4625 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 714.0375 67.95 L 716.5125 67.95 L 717.75 69.1875 L 716.5125 70.425 L 715.275 71.6625 L 714.0375 72.9 L 712.8 71.6625 L 712.8 69.1875 L 714.0375 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 733.8375 72.9 L 732.6 74.1375 L 733.8375 75.375 L 735.075 74.1375 L 733.8375 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 743.7375 72.9 L 744.975 74.1375 L 743.7375 75.375 L 742.5 74.1375 L 743.7375 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 704.1375 90.225 L 705.375 91.4625 L 705.375 93.9375 L 704.1375 95.175 L 701.6625 95.175 L 699.1875 95.175 L 697.95 93.9375 L 699.1875 92.7 L 701.6625 92.7 L 702.9 91.4625 L 704.1375 90.225 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 691.7625 92.7 L 693 93.9375 L 691.7625 95.175 L 690.525 93.9375 L 691.7625 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 738.7875 92.7 L 740.025 93.9375 L 738.7875 95.175 L 737.55 93.9375 L 738.7875 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 721.4625 95.175 L 722.7 96.4125 L 721.4625 97.65 L 720.225 96.4125 L 721.4625 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 726.4125 95.175 L 727.65 96.4125 L 726.4125 97.65 L 725.175 96.4125 L 726.4125 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" 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(#pb7266ba94f)" d="M 696.7125 107.55 L 697.95 108.7875 L 696.7125 110.025 L 695.475 108.7875 L 696.7125 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 726.4125 110.025 L 728.8875 110.025 L 730.125 111.2625 L 730.125 113.7375 L 728.8875 114.975 L 726.4125 114.975 L 723.9375 114.975 L 722.7 113.7375 L 723.9375 112.5 L 725.175 111.2625 L 726.4125 110.025 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 721.4625 114.975 L 722.7 116.2125 L 721.4625 117.45 L 720.225 116.2125 L 721.4625 114.975 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_14">    <path clip-path="url(#pb7266ba94f)" d="M 716.5125 55.575 L 717.75 56.8125 L 717.75 59.2875 L 716.5125 60.525 L 715.275 59.2875 L 715.275 56.8125 L 716.5125 55.575 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 696.7125 60.525 L 697.95 61.7625 L 696.7125 63 L 695.475 61.7625 L 696.7125 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 726.4125 60.525 L 727.65 61.7625 L 726.4125 63 L 725.175 61.7625 L 726.4125 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 704.1375 70.425 L 706.6125 70.425 L 707.85 71.6625 L 706.6125 72.9 L 704.1375 72.9 L 702.9 71.6625 L 704.1375 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 721.4625 70.425 L 722.7 71.6625 L 722.7 74.1375 L 721.4625 75.375 L 720.225 74.1375 L 720.225 71.6625 L 721.4625 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 681.8625 77.85 L 683.1 79.0875 L 681.8625 80.325 L 680.625 79.0875 L 681.8625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 741.2625 77.85 L 742.5 79.0875 L 741.2625 80.325 L 740.025 79.0875 L 741.2625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 709.0875 80.325 L 711.5625 80.325 L 712.8 81.5625 L 711.5625 82.8 L 709.0875 82.8 L 707.85 81.5625 L 709.0875 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 706.6125 82.8 L 707.85 84.0375 L 706.6125 85.275 L 705.375 84.0375 L 706.6125 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 701.6625 85.275 L 704.1375 85.275 L 705.375 86.5125 L 704.1375 87.75 L 701.6625 87.75 L 700.425 86.5125 L 701.6625 85.275 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pb7266ba94f)" d="M 709.0875 92.7 L 711.5625 92.7 L 714.0375 92.7 L 715.275 93.9375 L 715.275 96.4125 L 715.275 98.8875 L 716.5125 100.125 L 717.75 101.3625 L 717.75 103.8375 L 716.5125 105.075 L 715.275 103.8375 L 714.0375 102.6 L 711.5625 102.6 L 709.0875 102.6 L 707.85 101.3625 L 706.6125 100.125 L 705.375 101.3625 L 705.375 103.8375 L 704.1375 105.075 L 702.9 103.8375 L 702.9 101.3625 L 702.9 98.8875 L 704.1375 97.65 L 705.375 96.4125 L 706.6125 95.175 L 707.85 93.9375 L 709.0875 92.7 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_15">    <path clip-path="url(#pb7266ba94f)" d="M 714.0375 20.925 L 721.4625 20.925 L 723.9375 23.4 L 726.4125 23.4 L 728.8875 25.875 L 733.8375 25.875 L 738.7875 30.825 L 741.2625 30.825 L 754.875 44.4375 L 754.875 46.9125 L 757.35 49.3875 L 757.35 54.3375 L 759.825 56.8125 L 759.825 61.7625 L 762.3 64.2375 L 762.3 74.1375 L 764.775 76.6125 L 764.775 81.5625 L 762.3 84.0375 L 762.3 96.4125 L 759.825 98.8875 L 759.825 101.3625 L 757.35 103.8375 L 757.35 106.3125 L 749.925 113.7375 L 749.925 116.2125 L 740.025 126.1125 L 740.025 128.5875 L 738.7875 129.825 L 736.3125 129.825 L 733.8375 132.3 L 731.3625 132.3 L 728.8875 134.775 L 726.4125 134.775 L 723.9375 137.25 L 714.0375 137.25 L 709.0875 132.3 L 686.8125 132.3 L 681.8625 127.35 L 679.3875 127.35 L 673.2 121.1625 L 673.2 113.7375 L 665.775 106.3125 L 665.775 103.8375 L 663.3 101.3625 L 663.3 98.8875 L 660.825 96.4125 L 663.3 93.9375 L 663.3 69.1875 L 665.775 66.7125 L 665.775 61.7625 L 668.25 59.2875 L 668.25 56.8125 L 670.725 54.3375 L 670.725 51.8625 L 678.15 44.4375 L 678.15 41.9625 L 691.7625 28.35 L 694.2375 28.35 L 696.7125 25.875 L 699.1875 25.875 L 701.6625 23.4 L 711.5625 23.4 L 714.0375 20.925 L 714.0375 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=-26 -->    <g style="fill:#ffffff;" transform="translate(633.6 159.504375)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-7a"/>     <use x="52.490234" xlink:href="#DejaVuSans-3d"/>     <use x="136.279297" xlink:href="#DejaVuSans-2d"/>     <use x="172.363281" xlink:href="#DejaVuSans-32"/>     <use x="235.986328" xlink:href="#DejaVuSans-36"/>    </g>   </g>  </g>  <g id="axes_7">   <g clip-path="url(#p782de7df19)">    <image height="158.4" id="imageedf62fd226" 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(#p782de7df19)" d="M 857.5875 58.05 L 860.0625 58.05 L 862.5375 58.05 L 863.775 59.2875 L 863.775 61.7625 L 863.775 64.2375 L 865.0125 65.475 L 866.25 66.7125 L 867.4875 67.95 L 868.725 69.1875 L 868.725 71.6625 L 867.4875 72.9 L 866.25 74.1375 L 866.25 76.6125 L 865.0125 77.85 L 863.775 76.6125 L 862.5375 75.375 L 861.3 74.1375 L 861.3 71.6625 L 860.0625 70.425 L 858.825 71.6625 L 858.825 74.1375 L 857.5875 75.375 L 856.35 76.6125 L 856.35 79.0875 L 855.1125 80.325 L 853.875 81.5625 L 853.875 84.0375 L 853.875 86.5125 L 853.875 88.9875 L 852.6375 90.225 L 851.4 88.9875 L 850.1625 87.75 L 848.925 88.9875 L 850.1625 90.225 L 851.4 91.4625 L 850.1625 92.7 L 848.925 93.9375 L 848.925 96.4125 L 847.6875 97.65 L 845.2125 97.65 L 842.7375 97.65 L 841.5 96.4125 L 841.5 93.9375 L 841.5 91.4625 L 840.2625 90.225 L 839.025 88.9875 L 840.2625 87.75 L 842.7375 87.75 L 843.975 86.5125 L 845.2125 85.275 L 846.45 84.0375 L 847.6875 82.8 L 848.925 81.5625 L 848.925 79.0875 L 847.6875 77.85 L 846.45 76.6125 L 845.2125 75.375 L 843.975 74.1375 L 842.7375 72.9 L 841.5 71.6625 L 841.5 69.1875 L 842.7375 67.95 L 843.975 66.7125 L 845.2125 65.475 L 846.45 64.2375 L 846.45 61.7625 L 847.6875 60.525 L 850.1625 60.525 L 852.6375 60.525 L 855.1125 60.525 L 856.35 59.2875 L 857.5875 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 884.8125 58.05 L 887.2875 58.05 L 888.525 59.2875 L 889.7625 60.525 L 891 61.7625 L 892.2375 63 L 894.7125 63 L 895.95 64.2375 L 897.1875 65.475 L 898.425 66.7125 L 899.6625 67.95 L 900.9 69.1875 L 900.9 71.6625 L 900.9 74.1375 L 900.9 76.6125 L 900.9 79.0875 L 902.1375 80.325 L 903.375 81.5625 L 902.1375 82.8 L 899.6625 82.8 L 897.1875 82.8 L 895.95 84.0375 L 894.7125 85.275 L 893.475 86.5125 L 893.475 88.9875 L 894.7125 90.225 L 895.95 91.4625 L 897.1875 92.7 L 899.6625 92.7 L 900.9 93.9375 L 899.6625 95.175 L 898.425 96.4125 L 897.1875 97.65 L 895.95 98.8875 L 895.95 101.3625 L 895.95 103.8375 L 895.95 106.3125 L 894.7125 107.55 L 892.2375 107.55 L 889.7625 107.55 L 888.525 106.3125 L 888.525 103.8375 L 887.2875 102.6 L 886.05 103.8375 L 884.8125 105.075 L 883.575 103.8375 L 882.3375 102.6 L 881.1 101.3625 L 879.8625 100.125 L 877.3875 100.125 L 876.15 98.8875 L 876.15 96.4125 L 874.9125 95.175 L 872.4375 95.175 L 869.9625 95.175 L 867.4875 95.175 L 865.0125 95.175 L 862.5375 95.175 L 861.3 96.4125 L 860.0625 97.65 L 857.5875 97.65 L 856.35 96.4125 L 857.5875 95.175 L 858.825 93.9375 L 860.0625 92.7 L 861.3 91.4625 L 861.3 88.9875 L 861.3 86.5125 L 862.5375 85.275 L 865.0125 85.275 L 866.25 86.5125 L 867.4875 87.75 L 869.9625 87.75 L 872.4375 87.75 L 873.675 88.9875 L 874.9125 90.225 L 876.15 88.9875 L 877.3875 87.75 L 878.625 88.9875 L 878.625 91.4625 L 879.8625 92.7 L 881.1 93.9375 L 882.3375 95.175 L 883.575 96.4125 L 884.8125 97.65 L 886.05 98.8875 L 887.2875 100.125 L 888.525 98.8875 L 888.525 96.4125 L 887.2875 95.175 L 886.05 93.9375 L 886.05 91.4625 L 886.05 88.9875 L 886.05 86.5125 L 886.05 84.0375 L 886.05 81.5625 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 878.625 74.1375 L 878.625 71.6625 L 878.625 69.1875 L 879.8625 67.95 L 882.3375 67.95 L 883.575 66.7125 L 883.575 64.2375 L 884.8125 63 L 886.05 61.7625 L 884.8125 60.525 L 883.575 59.2875 L 884.8125 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 869.9625 65.475 L 871.2 66.7125 L 869.9625 67.95 L 868.725 66.7125 L 869.9625 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 877.3875 65.475 L 878.625 66.7125 L 877.3875 67.95 L 876.15 66.7125 L 877.3875 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 892.2375 72.9 L 891 74.1375 L 892.2375 75.375 L 894.7125 75.375 L 895.95 76.6125 L 897.1875 77.85 L 898.425 76.6125 L 897.1875 75.375 L 895.95 74.1375 L 894.7125 72.9 L 892.2375 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 862.5375 77.85 L 863.775 79.0875 L 863.775 81.5625 L 862.5375 82.8 L 861.3 81.5625 L 861.3 79.0875 L 862.5375 77.85 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 857.5875 90.225 L 858.825 91.4625 L 857.5875 92.7 L 856.35 91.4625 L 857.5875 90.225 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 852.6375 92.7 L 853.875 93.9375 L 852.6375 95.175 L 851.4 93.9375 L 852.6375 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 855.1125 97.65 L 856.35 98.8875 L 855.1125 100.125 L 853.875 98.8875 L 855.1125 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_17">    <path clip-path="url(#p782de7df19)" d="M 874.9125 55.575 L 876.15 56.8125 L 874.9125 58.05 L 873.675 56.8125 L 874.9125 55.575 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 884.8125 60.525 L 886.05 61.7625 L 884.8125 63 L 883.575 61.7625 L 884.8125 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 867.4875 65.475 L 868.725 66.7125 L 867.4875 67.95 L 866.25 66.7125 L 867.4875 65.475 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 899.6625 77.85 L 900.9 79.0875 L 899.6625 80.325 L 898.425 79.0875 L 899.6625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 865.0125 97.65 L 867.4875 97.65 L 869.9625 97.65 L 871.2 98.8875 L 869.9625 100.125 L 868.725 101.3625 L 867.4875 102.6 L 866.25 101.3625 L 865.0125 100.125 L 863.775 98.8875 L 865.0125 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 860.0625 102.6 L 861.3 103.8375 L 860.0625 105.075 L 858.825 103.8375 L 860.0625 102.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p782de7df19)" d="M 877.3875 102.6 L 878.625 103.8375 L 878.625 106.3125 L 877.3875 107.55 L 874.9125 107.55 L 873.675 106.3125 L 874.9125 105.075 L 876.15 103.8375 L 877.3875 102.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_18">    <path clip-path="url(#p782de7df19)" d="M 867.4875 25.875 L 884.8125 25.875 L 887.2875 28.35 L 892.2375 28.35 L 894.7125 30.825 L 897.1875 30.825 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 61.7625 L 918.225 64.2375 L 918.225 69.1875 L 920.7 71.6625 L 920.7 76.6125 L 923.175 79.0875 L 923.175 84.0375 L 920.7 86.5125 L 920.7 96.4125 L 915.75 101.3625 L 915.75 106.3125 L 905.85 116.2125 L 905.85 118.6875 L 900.9 123.6375 L 900.9 126.1125 L 897.1875 129.825 L 894.7125 129.825 L 892.2375 132.3 L 889.7625 132.3 L 884.8125 137.25 L 872.4375 137.25 L 865.0125 129.825 L 862.5375 132.3 L 845.2125 132.3 L 840.2625 127.35 L 837.7875 127.35 L 831.6 121.1625 L 831.6 116.2125 L 829.125 113.7375 L 829.125 111.2625 L 826.65 108.7875 L 826.65 103.8375 L 824.175 101.3625 L 824.175 98.8875 L 821.7 96.4125 L 821.7 79.0875 L 824.175 76.6125 L 824.175 74.1375 L 821.7 71.6625 L 821.7 69.1875 L 824.175 66.7125 L 824.175 61.7625 L 826.65 59.2875 L 826.65 56.8125 L 829.125 54.3375 L 829.125 51.8625 L 845.2125 35.775 L 847.6875 35.775 L 850.1625 33.3 L 852.6375 33.3 L 855.1125 30.825 L 857.5875 30.825 L 860.0625 28.35 L 865.0125 28.35 L 867.4875 25.875 L 867.4875 25.875 " 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=-20 -->    <defs>     <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/>    </defs>    <g style="fill:#ffffff;" transform="translate(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-30"/>    </g>   </g>  </g>  <g id="axes_8">   <g clip-path="url(#p4b189cafe5)">    <image height="158.4" id="image55af3ea017" transform="scale(1 -1)translate(0 -158.4)" width="158.4" x="950" xlink:href="data:image/png;base64,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" y="-3.2"/>   </g>   <g id="LineCollection_19">    <path clip-path="url(#p4b189cafe5)" d="M 1020.9375 58.05 L 1022.175 59.2875 L 1022.175 61.7625 L 1022.175 64.2375 L 1022.175 66.7125 L 1022.175 69.1875 L 1020.9375 70.425 L 1019.7 71.6625 L 1019.7 74.1375 L 1019.7 76.6125 L 1018.4625 77.85 L 1017.225 79.0875 L 1018.4625 80.325 L 1020.9375 80.325 L 1022.175 79.0875 L 1023.4125 77.85 L 1025.8875 77.85 L 1027.125 79.0875 L 1025.8875 80.325 L 1024.65 81.5625 L 1023.4125 82.8 L 1022.175 84.0375 L 1022.175 86.5125 L 1023.4125 87.75 L 1024.65 88.9875 L 1023.4125 90.225 L 1022.175 91.4625 L 1022.175 93.9375 L 1022.175 96.4125 L 1020.9375 97.65 L 1019.7 98.8875 L 1018.4625 100.125 L 1017.225 98.8875 L 1015.9875 97.65 L 1014.75 98.8875 L 1014.75 101.3625 L 1013.5125 102.6 L 1011.0375 102.6 L 1009.8 101.3625 L 1009.8 98.8875 L 1008.5625 97.65 L 1007.325 98.8875 L 1007.325 101.3625 L 1007.325 103.8375 L 1007.325 106.3125 L 1006.0875 107.55 L 1004.85 106.3125 L 1004.85 103.8375 L 1004.85 101.3625 L 1004.85 98.8875 L 1003.6125 97.65 L 1001.1375 97.65 L 999.9 96.4125 L 1001.1375 95.175 L 1002.375 93.9375 L 1001.1375 92.7 L 999.9 91.4625 L 999.9 88.9875 L 998.6625 87.75 L 997.425 86.5125 L 998.6625 85.275 L 1001.1375 85.275 L 1002.375 84.0375 L 1002.375 81.5625 L 1002.375 79.0875 L 1001.1375 77.85 L 999.9 76.6125 L 998.6625 75.375 L 997.425 74.1375 L 998.6625 72.9 L 999.9 71.6625 L 1001.1375 70.425 L 1003.6125 70.425 L 1004.85 69.1875 L 1004.85 66.7125 L 1006.0875 65.475 L 1007.325 64.2375 L 1008.5625 63 L 1011.0375 63 L 1013.5125 63 L 1015.9875 63 L 1017.225 61.7625 L 1018.4625 60.525 L 1019.7 59.2875 L 1020.9375 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1045.6875 58.05 L 1046.925 59.2875 L 1046.925 61.7625 L 1048.1625 63 L 1049.4 64.2375 L 1049.4 66.7125 L 1050.6375 67.95 L 1053.1125 67.95 L 1054.35 69.1875 L 1055.5875 70.425 L 1056.825 71.6625 L 1056.825 74.1375 L 1056.825 76.6125 L 1058.0625 77.85 L 1059.3 79.0875 L 1059.3 81.5625 L 1060.5375 82.8 L 1061.775 84.0375 L 1060.5375 85.275 L 1059.3 86.5125 L 1058.0625 87.75 L 1056.825 88.9875 L 1056.825 91.4625 L 1058.0625 92.7 L 1059.3 93.9375 L 1058.0625 95.175 L 1055.5875 95.175 L 1054.35 96.4125 L 1053.1125 97.65 L 1051.875 98.8875 L 1051.875 101.3625 L 1053.1125 102.6 L 1054.35 103.8375 L 1053.1125 105.075 L 1051.875 106.3125 L 1050.6375 107.55 L 1048.1625 107.55 L 1046.925 108.7875 L 1045.6875 110.025 L 1043.2125 110.025 L 1041.975 108.7875 L 1041.975 106.3125 L 1041.975 103.8375 L 1041.975 101.3625 L 1040.7375 100.125 L 1038.2625 100.125 L 1035.7875 100.125 L 1034.55 98.8875 L 1034.55 96.4125 L 1034.55 93.9375 L 1034.55 91.4625 L 1035.7875 90.225 L 1038.2625 90.225 L 1039.5 88.9875 L 1038.2625 87.75 L 1037.025 86.5125 L 1037.025 84.0375 L 1035.7875 82.8 L 1034.55 81.5625 L 1034.55 79.0875 L 1035.7875 77.85 L 1037.025 79.0875 L 1038.2625 80.325 L 1039.5 81.5625 L 1040.7375 82.8 L 1041.975 81.5625 L 1043.2125 80.325 L 1044.45 79.0875 L 1043.2125 77.85 L 1041.975 76.6125 L 1041.975 74.1375 L 1041.975 71.6625 L 1041.975 69.1875 L 1041.975 66.7125 L 1041.975 64.2375 L 1043.2125 63 L 1044.45 61.7625 L 1044.45 59.2875 L 1045.6875 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1048.1625 75.375 L 1046.925 76.6125 L 1048.1625 77.85 L 1049.4 79.0875 L 1050.6375 80.325 L 1051.875 79.0875 L 1050.6375 77.85 L 1049.4 76.6125 L 1048.1625 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1015.9875 87.75 L 1014.75 88.9875 L 1013.5125 90.225 L 1011.0375 90.225 L 1009.8 91.4625 L 1008.5625 92.7 L 1007.325 93.9375 L 1008.5625 95.175 L 1011.0375 95.175 L 1013.5125 95.175 L 1014.75 93.9375 L 1015.9875 92.7 L 1017.225 91.4625 L 1017.225 88.9875 L 1015.9875 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1040.7375 92.7 L 1039.5 93.9375 L 1040.7375 95.175 L 1041.975 96.4125 L 1043.2125 97.65 L 1044.45 96.4125 L 1044.45 93.9375 L 1043.2125 92.7 L 1040.7375 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1040.7375 110.025 L 1041.975 111.2625 L 1040.7375 112.5 L 1039.5 111.2625 L 1040.7375 110.025 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_20">    <path clip-path="url(#p4b189cafe5)" d="M 1043.2125 58.05 L 1044.45 59.2875 L 1044.45 61.7625 L 1043.2125 63 L 1041.975 61.7625 L 1041.975 59.2875 L 1043.2125 58.05 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1033.3125 60.525 L 1034.55 61.7625 L 1033.3125 63 L 1032.075 61.7625 L 1033.3125 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1038.2625 65.475 L 1039.5 66.7125 L 1038.2625 67.95 L 1037.025 66.7125 L 1038.2625 65.475 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1058.0625 77.85 L 1059.3 79.0875 L 1058.0625 80.325 L 1056.825 79.0875 L 1058.0625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1028.3625 87.75 L 1029.6 88.9875 L 1029.6 91.4625 L 1028.3625 92.7 L 1027.125 91.4625 L 1027.125 88.9875 L 1028.3625 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1025.8875 97.65 L 1027.125 98.8875 L 1028.3625 100.125 L 1030.8375 100.125 L 1032.075 101.3625 L 1030.8375 102.6 L 1028.3625 102.6 L 1025.8875 102.6 L 1024.65 101.3625 L 1024.65 98.8875 L 1025.8875 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1025.8875 105.075 L 1027.125 106.3125 L 1025.8875 107.55 L 1024.65 106.3125 L 1025.8875 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b189cafe5)" d="M 1033.3125 112.5 L 1034.55 113.7375 L 1033.3125 114.975 L 1032.075 113.7375 L 1033.3125 112.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_21">    <path clip-path="url(#p4b189cafe5)" d="M 1028.3625 25.875 L 1035.7875 25.875 L 1038.2625 28.35 L 1045.6875 28.35 L 1048.1625 30.825 L 1053.1125 30.825 L 1069.2 46.9125 L 1069.2 49.3875 L 1071.675 51.8625 L 1071.675 56.8125 L 1074.15 59.2875 L 1074.15 61.7625 L 1076.625 64.2375 L 1076.625 69.1875 L 1079.1 71.6625 L 1079.1 93.9375 L 1076.625 96.4125 L 1076.625 98.8875 L 1074.15 101.3625 L 1074.15 103.8375 L 1069.2 108.7875 L 1069.2 111.2625 L 1064.25 116.2125 L 1064.25 118.6875 L 1050.6375 132.3 L 1048.1625 132.3 L 1043.2125 137.25 L 1030.8375 137.25 L 1023.4125 129.825 L 1020.9375 132.3 L 1006.0875 132.3 L 1003.6125 129.825 L 1001.1375 129.825 L 998.6625 127.35 L 996.1875 127.35 L 992.475 123.6375 L 992.475 121.1625 L 990 118.6875 L 990 116.2125 L 987.525 113.7375 L 987.525 111.2625 L 985.05 108.7875 L 985.05 103.8375 L 982.575 101.3625 L 982.575 98.8875 L 980.1 96.4125 L 980.1 69.1875 L 982.575 66.7125 L 982.575 61.7625 L 987.525 56.8125 L 987.525 54.3375 L 997.425 44.4375 L 997.425 41.9625 L 998.6625 40.725 L 1001.1375 40.725 L 1006.0875 35.775 L 1008.5625 35.775 L 1011.0375 33.3 L 1013.5125 33.3 L 1015.9875 30.825 L 1018.4625 30.825 L 1020.9375 28.35 L 1025.8875 28.35 L 1028.3625 25.875 L 1028.3625 25.875 " 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=-13 -->    <defs>     <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/>    </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-33"/>    </g>   </g>  </g> </g> <defs>  <clipPath id="pf61edebc89">   <rect height="165.6" width="1108.8" x="0" y="0"/>  </clipPath>  <clipPath id="p27f152110f">   <rect height="158.4" width="158.4" x="0" y="3.6"/>  </clipPath>  <clipPath id="p9f30640b85">   <rect height="158.4" width="158.4" x="158.4" y="3.6"/>  </clipPath>  <clipPath id="p2a956b3421">   <rect height="158.4" width="158.4" x="316.8" y="3.6"/>  </clipPath>  <clipPath id="p30ffa6ee91">   <rect height="158.4" width="158.4" x="475.2" y="3.6"/>  </clipPath>  <clipPath id="pb7266ba94f">   <rect height="158.4" width="158.4" x="633.6" y="3.6"/>  </clipPath>  <clipPath id="p782de7df19">   <rect height="158.4" width="158.4" x="792" y="3.6"/>  </clipPath>  <clipPath id="p4b189cafe5">   <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-5340accb-e5ef-4f0c-b2c2-86ccb7945a91">  <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(#pdf117e57ac)">    <image height="165.6" id="image592eeed7a7" 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(#p8aa5a04b99)">    <image height="121.92" id="imageb6a2620b0e" transform="scale(1 -1)translate(0 -121.92)" width="187.44" x="1123" xlink:href="data:image/png;base64,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" y="-21.68"/>   </g>   <g id="LineCollection_1">    <path clip-path="url(#p8aa5a04b99)" d="M 1215.3375 62.515048 L 1216.8 64.359134 L 1215.3375 66.203221 L 1213.875 64.359134 L 1215.3375 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8aa5a04b99)" d="M 1218.2625 66.203221 L 1219.725 68.047307 L 1218.2625 69.891394 L 1216.8 68.047307 L 1218.2625 66.203221 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8aa5a04b99)" d="M 1221.1875 69.891394 L 1224.1125 69.891394 L 1225.575 71.735481 L 1224.1125 73.579567 L 1221.1875 73.579567 L 1219.725 71.735481 L 1221.1875 69.891394 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8aa5a04b99)" d="M 1227.0375 73.579567 L 1228.5 75.423654 L 1227.0375 77.26774 L 1225.575 75.423654 L 1227.0375 73.579567 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8aa5a04b99)" d="M 1209.4875 80.955913 L 1212.4125 80.955913 L 1213.875 82.8 L 1212.4125 84.644087 L 1209.4875 84.644087 L 1208.025 82.8 L 1209.4875 80.955913 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_2">    <path clip-path="url(#p8aa5a04b99)" d="M 1218.2625 77.26774 L 1219.725 79.111827 L 1219.725 82.8 L 1221.1875 84.644087 L 1222.65 86.488173 L 1221.1875 88.33226 L 1218.2625 88.33226 L 1216.8 86.488173 L 1216.8 82.8 L 1216.8 79.111827 L 1218.2625 77.26774 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p8aa5a04b99)" d="M 1221.1875 92.020433 L 1222.65 93.864519 L 1221.1875 95.708606 L 1219.725 93.864519 L 1221.1875 92.020433 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_3">    <path clip-path="url(#p8aa5a04b99)" d="M 1191.9375 33.009662 L 1227.0375 33.009662 L 1232.8875 40.386009 L 1238.7375 40.386009 L 1241.6625 44.074182 L 1244.5875 44.074182 L 1247.5125 47.762355 L 1250.4375 47.762355 L 1253.3625 51.450528 L 1256.2875 51.450528 L 1259.2125 55.138701 L 1262.1375 55.138701 L 1275.3 71.735481 L 1275.3 75.423654 L 1278.225 79.111827 L 1278.225 82.8 L 1284.075 90.176346 L 1284.075 101.240866 L 1281.15 104.929039 L 1281.15 108.617212 L 1273.8375 117.837645 L 1270.9125 117.837645 L 1267.9875 121.525818 L 1265.0625 121.525818 L 1262.1375 117.837645 L 1256.2875 117.837645 L 1253.3625 114.149472 L 1244.5875 114.149472 L 1238.7375 121.525818 L 1235.8125 121.525818 L 1232.8875 125.213991 L 1227.0375 125.213991 L 1224.1125 128.902165 L 1221.1875 128.902165 L 1212.4125 117.837645 L 1209.4875 117.837645 L 1200.7125 106.773126 L 1194.8625 106.773126 L 1191.9375 103.084952 L 1189.0125 106.773126 L 1186.0875 106.773126 L 1183.1625 110.461299 L 1177.3125 110.461299 L 1171.4625 103.084952 L 1168.5375 103.084952 L 1167.075 101.240866 L 1167.075 90.176346 L 1170 86.488173 L 1170 60.670961 L 1172.925 56.982788 L 1172.925 53.294615 L 1175.85 49.606442 L 1175.85 45.918268 L 1177.3125 44.074182 L 1180.2375 44.074182 L 1186.0875 36.697835 L 1189.0125 36.697835 L 1191.9375 33.009662 L 1191.9375 33.009662 " 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=41 -->    <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 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/>    </defs>    <g style="fill:#ffffff;" transform="translate(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-31"/>    </g>   </g>  </g>  <g id="axes_3">   <g clip-path="url(#pbcdcf07309)">    <image height="121.92" id="image5b2ae4cd00" 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(#pbcdcf07309)" d="M 1010.5875 51.450528 L 1013.5125 51.450528 L 1014.975 53.294615 L 1016.4375 55.138701 L 1017.9 56.982788 L 1019.3625 58.826874 L 1022.2875 58.826874 L 1025.2125 58.826874 L 1026.675 56.982788 L 1028.1375 55.138701 L 1031.0625 55.138701 L 1032.525 56.982788 L 1033.9875 58.826874 L 1036.9125 58.826874 L 1039.8375 58.826874 L 1041.3 60.670961 L 1042.7625 62.515048 L 1045.6875 62.515048 L 1047.15 64.359134 L 1048.6125 66.203221 L 1051.5375 66.203221 L 1053 68.047307 L 1054.4625 69.891394 L 1057.3875 69.891394 L 1058.85 71.735481 L 1060.3125 73.579567 L 1063.2375 73.579567 L 1064.7 75.423654 L 1066.1625 77.26774 L 1067.625 79.111827 L 1069.0875 80.955913 L 1070.55 82.8 L 1072.0125 84.644087 L 1073.475 86.488173 L 1074.9375 88.33226 L 1076.4 90.176346 L 1074.9375 92.020433 L 1072.0125 92.020433 L 1069.0875 92.020433 L 1067.625 93.864519 L 1066.1625 95.708606 L 1063.2375 95.708606 L 1060.3125 95.708606 L 1057.3875 95.708606 L 1055.925 93.864519 L 1055.925 90.176346 L 1054.4625 88.33226 L 1051.5375 88.33226 L 1050.075 86.488173 L 1048.6125 84.644087 L 1047.15 82.8 L 1045.6875 80.955913 L 1044.225 82.8 L 1044.225 86.488173 L 1044.225 90.176346 L 1044.225 93.864519 L 1042.7625 95.708606 L 1041.3 93.864519 L 1039.8375 92.020433 L 1036.9125 92.020433 L 1033.9875 92.020433 L 1032.525 90.176346 L 1033.9875 88.33226 L 1035.45 86.488173 L 1035.45 82.8 L 1035.45 79.111827 L 1033.9875 77.26774 L 1032.525 79.111827 L 1031.0625 80.955913 L 1029.6 79.111827 L 1029.6 75.423654 L 1028.1375 73.579567 L 1026.675 71.735481 L 1025.2125 69.891394 L 1023.75 71.735481 L 1023.75 75.423654 L 1023.75 79.111827 L 1025.2125 80.955913 L 1026.675 82.8 L 1025.2125 84.644087 L 1022.2875 84.644087 L 1019.3625 84.644087 L 1017.9 82.8 L 1016.4375 80.955913 L 1013.5125 80.955913 L 1010.5875 80.955913 L 1007.6625 80.955913 L 1006.2 82.8 L 1006.2 86.488173 L 1004.7375 88.33226 L 1003.275 86.488173 L 1001.8125 84.644087 L 998.8875 84.644087 L 995.9625 84.644087 L 994.5 82.8 L 994.5 79.111827 L 995.9625 77.26774 L 997.425 75.423654 L 998.8875 73.579567 L 1000.35 71.735481 L 1000.35 68.047307 L 1000.35 64.359134 L 1001.8125 62.515048 L 1003.275 60.670961 L 1003.275 56.982788 L 1004.7375 55.138701 L 1007.6625 55.138701 L 1009.125 53.294615 L 1010.5875 51.450528 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbcdcf07309)" d="M 1033.9875 62.515048 L 1032.525 64.359134 L 1033.9875 66.203221 L 1035.45 64.359134 L 1033.9875 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbcdcf07309)" d="M 1039.8375 66.203221 L 1038.375 68.047307 L 1039.8375 69.891394 L 1041.3 68.047307 L 1039.8375 66.203221 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbcdcf07309)" d="M 1039.8375 73.579567 L 1038.375 75.423654 L 1039.8375 77.26774 L 1041.3 75.423654 L 1039.8375 73.579567 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbcdcf07309)" d="M 1001.8125 88.33226 L 1003.275 90.176346 L 1001.8125 92.020433 L 1000.35 90.176346 L 1001.8125 88.33226 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbcdcf07309)" d="M 1048.6125 95.708606 L 1050.075 97.552693 L 1050.075 101.240866 L 1048.6125 103.084952 L 1045.6875 103.084952 L 1042.7625 103.084952 L 1041.3 101.240866 L 1042.7625 99.396779 L 1045.6875 99.396779 L 1047.15 97.552693 L 1048.6125 95.708606 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbcdcf07309)" d="M 1054.4625 95.708606 L 1055.925 97.552693 L 1054.4625 99.396779 L 1053 97.552693 L 1054.4625 95.708606 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_5"/>   <g id="LineCollection_6">    <path clip-path="url(#pbcdcf07309)" d="M 1035.45 23.789229 L 1036.9125 25.633316 L 1039.8375 25.633316 L 1045.6875 33.009662 L 1054.4625 33.009662 L 1060.3125 40.386009 L 1063.2375 40.386009 L 1066.1625 44.074182 L 1069.0875 44.074182 L 1072.0125 47.762355 L 1074.9375 47.762355 L 1077.8625 51.450528 L 1080.7875 51.450528 L 1093.95 68.047307 L 1093.95 71.735481 L 1096.875 75.423654 L 1096.875 79.111827 L 1099.8 82.8 L 1099.8 86.488173 L 1102.725 90.176346 L 1102.725 97.552693 L 1099.8 101.240866 L 1099.8 104.929039 L 1095.4125 110.461299 L 1092.4875 110.461299 L 1091.025 112.305385 L 1091.025 115.993558 L 1089.5625 117.837645 L 1086.6375 117.837645 L 1083.7125 121.525818 L 1074.9375 121.525818 L 1072.0125 117.837645 L 1069.0875 117.837645 L 1066.1625 114.149472 L 1054.4625 114.149472 L 1051.5375 117.837645 L 1048.6125 117.837645 L 1047.15 119.681732 L 1047.15 123.369905 L 1042.7625 128.902165 L 1039.8375 128.902165 L 1036.9125 132.590338 L 1033.9875 128.902165 L 1031.0625 128.902165 L 1026.675 123.369905 L 1026.675 119.681732 L 1025.2125 117.837645 L 1022.2875 117.837645 L 1017.9 112.305385 L 1017.9 108.617212 L 1016.4375 106.773126 L 1013.5125 106.773126 L 1012.05 108.617212 L 1012.05 112.305385 L 1010.5875 114.149472 L 1007.6625 114.149472 L 1004.7375 117.837645 L 995.9625 117.837645 L 993.0375 121.525818 L 984.2625 121.525818 L 981.3375 117.837645 L 978.4125 117.837645 L 971.1 108.617212 L 971.1 104.929039 L 968.175 101.240866 L 968.175 93.864519 L 971.1 90.176346 L 971.1 64.359134 L 974.025 60.670961 L 974.025 56.982788 L 976.95 53.294615 L 976.95 49.606442 L 987.1875 36.697835 L 990.1125 36.697835 L 993.0375 33.009662 L 998.8875 33.009662 L 1001.8125 29.321489 L 1010.5875 29.321489 L 1013.5125 25.633316 L 1016.4375 25.633316 L 1017.9 23.789229 L 1017.9 23.789229 " 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=29 -->    <defs>     <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/>     <path d="M 10.984375 1.515625 L 10.984375 10.5 Q 14.703125 8.734375 18.5 7.8125 Q 22.3125 6.890625 25.984375 6.890625 Q 35.75 6.890625 40.890625 13.453125 Q 46.046875 20.015625 46.78125 33.40625 Q 43.953125 29.203125 39.59375 26.953125 Q 35.25 24.703125 29.984375 24.703125 Q 19.046875 24.703125 12.671875 31.3125 Q 6.296875 37.9375 6.296875 49.421875 Q 6.296875 60.640625 12.9375 67.421875 Q 19.578125 74.21875 30.609375 74.21875 Q 43.265625 74.21875 49.921875 64.515625 Q 56.59375 54.828125 56.59375 36.375 Q 56.59375 19.140625 48.40625 8.859375 Q 40.234375 -1.421875 26.421875 -1.421875 Q 22.703125 -1.421875 18.890625 -0.6875 Q 15.09375 0.046875 10.984375 1.515625 zM 30.609375 32.421875 Q 37.25 32.421875 41.125 36.953125 Q 45.015625 41.5 45.015625 49.421875 Q 45.015625 57.28125 41.125 61.84375 Q 37.25 66.40625 30.609375 66.40625 Q 23.96875 66.40625 20.09375 61.84375 Q 16.21875 57.28125 16.21875 49.421875 Q 16.21875 41.5 20.09375 36.953125 Q 23.96875 32.421875 30.609375 32.421875 z" id="DejaVuSans-39"/>    </defs>    <g style="fill:#ffffff;" transform="translate(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-32"/>     <use x="206.591797" xlink:href="#DejaVuSans-39"/>    </g>   </g>  </g>  <g id="axes_4">   <g clip-path="url(#pd288475376)">    <image height="121.92" id="image7740881f9d" 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(#pd288475376)" d="M 826.3125 47.762355 L 827.775 49.606442 L 829.2375 51.450528 L 832.1625 51.450528 L 833.625 53.294615 L 835.0875 55.138701 L 836.55 56.982788 L 836.55 60.670961 L 838.0125 62.515048 L 840.9375 62.515048 L 842.4 64.359134 L 840.9375 66.203221 L 838.0125 66.203221 L 835.0875 66.203221 L 832.1625 66.203221 L 830.7 64.359134 L 829.2375 62.515048 L 827.775 64.359134 L 827.775 68.047307 L 826.3125 69.891394 L 824.85 71.735481 L 823.3875 73.579567 L 821.925 71.735481 L 820.4625 69.891394 L 819 68.047307 L 820.4625 66.203221 L 821.925 64.359134 L 821.925 60.670961 L 820.4625 58.826874 L 819 56.982788 L 820.4625 55.138701 L 821.925 53.294615 L 823.3875 51.450528 L 824.85 49.606442 L 826.3125 47.762355 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pd288475376)" d="M 817.5375 51.450528 L 819 53.294615 L 817.5375 55.138701 L 816.075 53.294615 L 817.5375 51.450528 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pd288475376)" d="M 808.7625 62.515048 L 810.225 64.359134 L 808.7625 66.203221 L 807.3 64.359134 L 808.7625 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pd288475376)" d="M 849.7125 66.203221 L 852.6375 66.203221 L 855.5625 66.203221 L 858.4875 66.203221 L 859.95 68.047307 L 858.4875 69.891394 L 855.5625 69.891394 L 852.6375 69.891394 L 849.7125 69.891394 L 848.25 68.047307 L 849.7125 66.203221 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pd288475376)" d="M 861.4125 69.891394 L 864.3375 69.891394 L 867.2625 69.891394 L 870.1875 69.891394 L 871.65 71.735481 L 873.1125 73.579567 L 874.575 75.423654 L 873.1125 77.26774 L 870.1875 77.26774 L 868.725 75.423654 L 867.2625 73.579567 L 864.3375 73.579567 L 861.4125 73.579567 L 859.95 71.735481 L 861.4125 69.891394 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pd288475376)" d="M 805.8375 73.579567 L 807.3 75.423654 L 805.8375 77.26774 L 804.375 75.423654 L 805.8375 73.579567 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pd288475376)" d="M 835.0875 77.26774 L 836.55 79.111827 L 838.0125 80.955913 L 840.9375 80.955913 L 842.4 79.111827 L 843.8625 77.26774 L 846.7875 77.26774 L 848.25 79.111827 L 848.25 82.8 L 849.7125 84.644087 L 852.6375 84.644087 L 854.1 82.8 L 855.5625 80.955913 L 857.025 82.8 L 858.4875 84.644087 L 861.4125 84.644087 L 862.875 86.488173 L 864.3375 88.33226 L 865.8 90.176346 L 865.8 93.864519 L 864.3375 95.708606 L 862.875 93.864519 L 861.4125 92.020433 L 859.95 90.176346 L 858.4875 88.33226 L 855.5625 88.33226 L 854.1 90.176346 L 852.6375 92.020433 L 849.7125 92.020433 L 846.7875 92.020433 L 845.325 90.176346 L 843.8625 88.33226 L 840.9375 88.33226 L 838.0125 88.33226 L 835.0875 88.33226 L 832.1625 88.33226 L 830.7 86.488173 L 830.7 82.8 L 832.1625 80.955913 L 833.625 79.111827 L 835.0875 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pd288475376)" d="M 852.6375 77.26774 L 854.1 79.111827 L 852.6375 80.955913 L 851.175 79.111827 L 852.6375 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pd288475376)" d="M 878.9625 77.26774 L 880.425 79.111827 L 880.425 82.8 L 881.8875 84.644087 L 883.35 86.488173 L 884.8125 88.33226 L 886.275 90.176346 L 887.7375 92.020433 L 889.2 93.864519 L 887.7375 95.708606 L 884.8125 95.708606 L 881.8875 95.708606 L 880.425 93.864519 L 878.9625 92.020433 L 877.5 90.176346 L 877.5 86.488173 L 876.0375 84.644087 L 874.575 82.8 L 876.0375 80.955913 L 877.5 79.111827 L 878.9625 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pd288475376)" d="M 826.3125 84.644087 L 827.775 86.488173 L 826.3125 88.33226 L 824.85 86.488173 L 826.3125 84.644087 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_8">    <path clip-path="url(#pd288475376)" d="M 802.9125 80.955913 L 804.375 82.8 L 802.9125 84.644087 L 801.45 82.8 L 802.9125 80.955913 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_9">    <path clip-path="url(#pd288475376)" d="M 851.175 23.789229 L 852.6375 25.633316 L 855.5625 25.633316 L 858.4875 29.321489 L 861.4125 29.321489 L 864.3375 33.009662 L 870.1875 33.009662 L 873.1125 36.697835 L 876.0375 36.697835 L 878.9625 40.386009 L 881.8875 40.386009 L 887.7375 47.762355 L 890.6625 47.762355 L 893.5875 51.450528 L 896.5125 51.450528 L 912.6 71.735481 L 912.6 79.111827 L 915.525 82.8 L 915.525 101.240866 L 911.1375 106.773126 L 908.2125 106.773126 L 906.75 108.617212 L 906.75 115.993558 L 902.3625 121.525818 L 899.4375 121.525818 L 896.5125 125.213991 L 893.5875 125.213991 L 890.6625 121.525818 L 887.7375 121.525818 L 884.8125 117.837645 L 878.9625 117.837645 L 876.0375 114.149472 L 864.3375 114.149472 L 861.4125 110.461299 L 846.7875 110.461299 L 840.9375 117.837645 L 820.4625 117.837645 L 817.5375 121.525818 L 794.1375 121.525818 L 791.2125 117.837645 L 788.2875 117.837645 L 780.975 108.617212 L 780.975 104.929039 L 778.05 101.240866 L 778.05 60.670961 L 783.9 53.294615 L 783.9 49.606442 L 788.2875 44.074182 L 791.2125 44.074182 L 799.9875 33.009662 L 802.9125 33.009662 L 805.8375 29.321489 L 808.7625 29.321489 L 811.6875 25.633316 L 817.5375 25.633316 L 819 23.789229 L 819 23.789229 " 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=16 -->    <defs>     <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/>    </defs>    <g style="fill:#ffffff;" transform="translate(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-36"/>    </g>   </g>  </g>  <g id="axes_5">   <g clip-path="url(#p99fd02ee4d)">    <image height="121.92" id="imagef50f10872e" 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(#p99fd02ee4d)" d="M 642.0375 66.203221 L 644.9625 66.203221 L 647.8875 66.203221 L 649.35 68.047307 L 650.8125 69.891394 L 653.7375 69.891394 L 656.6625 69.891394 L 658.125 71.735481 L 656.6625 73.579567 L 653.7375 73.579567 L 650.8125 73.579567 L 647.8875 73.579567 L 644.9625 73.579567 L 642.0375 73.579567 L 640.575 71.735481 L 640.575 68.047307 L 642.0375 66.203221 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 668.3625 73.579567 L 671.2875 73.579567 L 672.75 75.423654 L 671.2875 77.26774 L 668.3625 77.26774 L 666.9 75.423654 L 668.3625 73.579567 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 642.0375 77.26774 L 644.9625 77.26774 L 646.425 79.111827 L 644.9625 80.955913 L 643.5 82.8 L 642.0375 84.644087 L 639.1125 84.644087 L 637.65 82.8 L 639.1125 80.955913 L 640.575 79.111827 L 642.0375 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 680.0625 77.26774 L 682.9875 77.26774 L 684.45 79.111827 L 682.9875 80.955913 L 680.0625 80.955913 L 678.6 79.111827 L 680.0625 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 685.9125 80.955913 L 687.375 82.8 L 685.9125 84.644087 L 684.45 82.8 L 685.9125 80.955913 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 650.8125 84.644087 L 652.275 86.488173 L 650.8125 88.33226 L 649.35 86.488173 L 650.8125 84.644087 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 682.9875 84.644087 L 684.45 86.488173 L 682.9875 88.33226 L 681.525 86.488173 L 682.9875 84.644087 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 621.5625 88.33226 L 624.4875 88.33226 L 625.95 90.176346 L 625.95 93.864519 L 627.4125 95.708606 L 628.875 97.552693 L 627.4125 99.396779 L 624.4875 99.396779 L 623.025 97.552693 L 621.5625 95.708606 L 620.1 93.864519 L 620.1 90.176346 L 621.5625 88.33226 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 639.1125 88.33226 L 640.575 90.176346 L 639.1125 92.020433 L 637.65 90.176346 L 639.1125 88.33226 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 647.8875 88.33226 L 649.35 90.176346 L 647.8875 92.020433 L 646.425 90.176346 L 647.8875 88.33226 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 691.7625 88.33226 L 693.225 90.176346 L 694.6875 92.020433 L 696.15 93.864519 L 694.6875 95.708606 L 691.7625 95.708606 L 690.3 93.864519 L 690.3 90.176346 L 691.7625 88.33226 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_11">    <path clip-path="url(#p99fd02ee4d)" d="M 633.2625 62.515048 L 634.725 64.359134 L 633.2625 66.203221 L 631.8 64.359134 L 633.2625 62.515048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 633.2625 69.891394 L 634.725 71.735481 L 636.1875 73.579567 L 639.1125 73.579567 L 642.0375 73.579567 L 643.5 75.423654 L 644.9625 77.26774 L 647.8875 77.26774 L 650.8125 77.26774 L 653.7375 77.26774 L 656.6625 77.26774 L 659.5875 77.26774 L 662.5125 77.26774 L 665.4375 77.26774 L 666.9 79.111827 L 666.9 82.8 L 665.4375 84.644087 L 663.975 82.8 L 662.5125 80.955913 L 659.5875 80.955913 L 656.6625 80.955913 L 653.7375 80.955913 L 652.275 82.8 L 650.8125 84.644087 L 647.8875 84.644087 L 644.9625 84.644087 L 642.0375 84.644087 L 640.575 86.488173 L 640.575 90.176346 L 639.1125 92.020433 L 637.65 90.176346 L 637.65 86.488173 L 636.1875 84.644087 L 634.725 82.8 L 634.725 79.111827 L 633.2625 77.26774 L 631.8 75.423654 L 631.8 71.735481 L 633.2625 69.891394 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p99fd02ee4d)" d="M 700.5375 84.644087 L 702 86.488173 L 700.5375 88.33226 L 699.075 86.488173 L 700.5375 84.644087 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_12">    <path clip-path="url(#p99fd02ee4d)" d="M 644.9625 25.633316 L 647.8875 25.633316 L 650.8125 29.321489 L 653.7375 29.321489 L 656.6625 25.633316 L 659.5875 29.321489 L 677.1375 29.321489 L 680.0625 33.009662 L 688.8375 33.009662 L 694.6875 40.386009 L 700.5375 40.386009 L 706.3875 47.762355 L 709.3125 47.762355 L 722.475 64.359134 L 722.475 68.047307 L 728.325 75.423654 L 728.325 79.111827 L 731.25 82.8 L 731.25 86.488173 L 734.175 90.176346 L 734.175 93.864519 L 731.25 97.552693 L 731.25 101.240866 L 726.8625 106.773126 L 723.9375 106.773126 L 719.55 112.305385 L 719.55 115.993558 L 715.1625 121.525818 L 709.3125 121.525818 L 706.3875 125.213991 L 700.5375 125.213991 L 697.6125 121.525818 L 682.9875 121.525818 L 675.675 112.305385 L 675.675 108.617212 L 674.2125 106.773126 L 659.5875 106.773126 L 655.2 112.305385 L 655.2 115.993558 L 647.8875 125.213991 L 639.1125 125.213991 L 636.1875 128.902165 L 633.2625 128.902165 L 630.3375 132.590338 L 624.4875 132.590338 L 621.5625 136.278511 L 618.6375 132.590338 L 615.7125 132.590338 L 614.25 130.746251 L 614.25 127.058078 L 605.475 115.993558 L 605.475 112.305385 L 598.1625 103.084952 L 595.2375 103.084952 L 590.85 97.552693 L 590.85 60.670961 L 596.7 53.294615 L 596.7 49.606442 L 604.0125 40.386009 L 606.9375 40.386009 L 612.7875 33.009662 L 618.6375 33.009662 L 621.5625 29.321489 L 642.0375 29.321489 L 644.9625 25.633316 L 644.9625 25.633316 " 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=4 -->    <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-34"/>    </g>   </g>  </g>  <g id="axes_6">   <g clip-path="url(#p9f920c90b4)">    <image height="121.92" id="image433832bcd0" 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(#p9f920c90b4)" d="M 446.0625 55.138701 L 447.525 56.982788 L 446.0625 58.826874 L 444.6 56.982788 L 446.0625 55.138701 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f920c90b4)" d="M 457.7625 55.138701 L 459.225 56.982788 L 460.6875 58.826874 L 463.6125 58.826874 L 466.5375 58.826874 L 468 60.670961 L 469.4625 62.515048 L 470.925 64.359134 L 472.3875 66.203221 L 473.85 68.047307 L 472.3875 69.891394 L 469.4625 69.891394 L 468 68.047307 L 466.5375 66.203221 L 465.075 68.047307 L 463.6125 69.891394 L 460.6875 69.891394 L 457.7625 69.891394 L 456.3 71.735481 L 457.7625 73.579567 L 459.225 75.423654 L 457.7625 77.26774 L 454.8375 77.26774 L 453.375 75.423654 L 451.9125 73.579567 L 450.45 71.735481 L 451.9125 69.891394 L 453.375 68.047307 L 451.9125 66.203221 L 450.45 64.359134 L 451.9125 62.515048 L 453.375 60.670961 L 454.8375 58.826874 L 456.3 56.982788 L 457.7625 55.138701 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f920c90b4)" d="M 489.9375 58.826874 L 491.4 60.670961 L 492.8625 62.515048 L 495.7875 62.515048 L 497.25 64.359134 L 497.25 68.047307 L 498.7125 69.891394 L 501.6375 69.891394 L 503.1 71.735481 L 504.5625 73.579567 L 507.4875 73.579567 L 508.95 75.423654 L 510.4125 77.26774 L 511.875 79.111827 L 513.3375 80.955913 L 514.8 82.8 L 514.8 86.488173 L 516.2625 88.33226 L 517.725 90.176346 L 517.725 93.864519 L 516.2625 95.708606 L 513.3375 95.708606 L 511.875 93.864519 L 511.875 90.176346 L 510.4125 88.33226 L 508.95 90.176346 L 507.4875 92.020433 L 506.025 90.176346 L 504.5625 88.33226 L 503.1 86.488173 L 503.1 82.8 L 503.1 79.111827 L 501.6375 77.26774 L 500.175 75.423654 L 498.7125 73.579567 L 495.7875 73.579567 L 494.325 71.735481 L 492.8625 69.891394 L 489.9375 69.891394 L 487.0125 69.891394 L 484.0875 69.891394 L 481.1625 69.891394 L 478.2375 69.891394 L 476.775 68.047307 L 478.2375 66.203221 L 481.1625 66.203221 L 482.625 64.359134 L 484.0875 62.515048 L 487.0125 62.515048 L 488.475 60.670961 L 489.9375 58.826874 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f920c90b4)" d="M 475.3125 73.579567 L 478.2375 73.579567 L 479.7 75.423654 L 479.7 79.111827 L 478.2375 80.955913 L 476.775 82.8 L 478.2375 84.644087 L 479.7 82.8 L 481.1625 80.955913 L 482.625 79.111827 L 484.0875 77.26774 L 485.55 79.111827 L 487.0125 80.955913 L 489.9375 80.955913 L 491.4 82.8 L 492.8625 84.644087 L 494.325 86.488173 L 492.8625 88.33226 L 489.9375 88.33226 L 487.0125 88.33226 L 484.0875 88.33226 L 481.1625 88.33226 L 478.2375 88.33226 L 476.775 90.176346 L 475.3125 92.020433 L 472.3875 92.020433 L 469.4625 92.020433 L 466.5375 92.020433 L 465.075 93.864519 L 463.6125 95.708606 L 462.15 93.864519 L 460.6875 92.020433 L 459.225 90.176346 L 460.6875 88.33226 L 463.6125 88.33226 L 465.075 86.488173 L 465.075 82.8 L 466.5375 80.955913 L 469.4625 80.955913 L 470.925 82.8 L 472.3875 84.644087 L 473.85 82.8 L 472.3875 80.955913 L 470.925 79.111827 L 472.3875 77.26774 L 473.85 75.423654 L 475.3125 73.579567 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f920c90b4)" d="M 434.3625 77.26774 L 435.825 79.111827 L 434.3625 80.955913 L 432.9 79.111827 L 434.3625 77.26774 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f920c90b4)" d="M 443.1375 95.708606 L 444.6 97.552693 L 443.1375 99.396779 L 441.675 97.552693 L 443.1375 95.708606 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_14">    <path clip-path="url(#p9f920c90b4)" d="M 440.2125 69.891394 L 441.675 71.735481 L 440.2125 73.579567 L 438.75 71.735481 L 440.2125 69.891394 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f920c90b4)" d="M 446.0625 69.891394 L 447.525 71.735481 L 448.9875 73.579567 L 450.45 75.423654 L 448.9875 77.26774 L 446.0625 77.26774 L 443.1375 77.26774 L 441.675 75.423654 L 443.1375 73.579567 L 444.6 71.735481 L 446.0625 69.891394 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f920c90b4)" d="M 478.2375 69.891394 L 479.7 71.735481 L 478.2375 73.579567 L 476.775 71.735481 L 478.2375 69.891394 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f920c90b4)" d="M 463.6125 73.579567 L 465.075 75.423654 L 463.6125 77.26774 L 462.15 75.423654 L 463.6125 73.579567 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f920c90b4)" d="M 481.1625 73.579567 L 482.625 75.423654 L 481.1625 77.26774 L 479.7 75.423654 L 481.1625 73.579567 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9f920c90b4)" d="M 454.8375 80.955913 L 457.7625 80.955913 L 459.225 82.8 L 460.6875 84.644087 L 462.15 86.488173 L 462.15 90.176346 L 460.6875 92.020433 L 459.225 93.864519 L 457.7625 95.708606 L 454.8375 95.708606 L 453.375 93.864519 L 451.9125 92.020433 L 450.45 90.176346 L 450.45 86.488173 L 451.9125 84.644087 L 453.375 82.8 L 454.8375 80.955913 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_15">    <path clip-path="url(#p9f920c90b4)" d="M 482.625 23.789229 L 487.0125 29.321489 L 495.7875 29.321489 L 498.7125 33.009662 L 501.6375 33.009662 L 510.4125 44.074182 L 513.3375 44.074182 L 516.2625 47.762355 L 519.1875 47.762355 L 532.35 64.359134 L 532.35 68.047307 L 541.125 79.111827 L 541.125 82.8 L 544.05 86.488173 L 544.05 101.240866 L 541.125 104.929039 L 541.125 108.617212 L 530.8875 121.525818 L 516.2625 121.525818 L 513.3375 117.837645 L 507.4875 117.837645 L 504.5625 114.149472 L 492.8625 114.149472 L 487.0125 106.773126 L 472.3875 106.773126 L 468 112.305385 L 468 115.993558 L 465.075 119.681732 L 465.075 123.369905 L 463.6125 125.213991 L 454.8375 125.213991 L 451.9125 128.902165 L 448.9875 128.902165 L 446.0625 132.590338 L 443.1375 132.590338 L 440.2125 136.278511 L 434.3625 136.278511 L 431.4375 132.590338 L 428.5125 132.590338 L 424.125 127.058078 L 424.125 123.369905 L 422.6625 121.525818 L 419.7375 121.525818 L 415.35 115.993558 L 415.35 108.617212 L 412.425 104.929039 L 412.425 101.240866 L 409.5 97.552693 L 409.5 90.176346 L 406.575 86.488173 L 409.5 82.8 L 409.5 60.670961 L 415.35 53.294615 L 415.35 45.918268 L 419.7375 40.386009 L 422.6625 40.386009 L 428.5125 33.009662 L 431.4375 33.009662 L 434.3625 29.321489 L 440.2125 29.321489 L 443.1375 25.633316 L 460.6875 25.633316 L 462.15 23.789229 L 462.15 23.789229 " 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=-8 -->    <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 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/>    </defs>    <g style="fill:#ffffff;" transform="translate(374.4 141.159232)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-38"/>    </g>   </g>  </g>  <g id="axes_7">   <g clip-path="url(#p070d286cc0)">    <image height="121.92" id="imagefab7de3b78" 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(#p070d286cc0)" d="M 264.7125 51.450528 L 267.6375 51.450528 L 270.5625 51.450528 L 272.025 53.294615 L 273.4875 55.138701 L 276.4125 55.138701 L 279.3375 55.138701 L 282.2625 55.138701 L 283.725 56.982788 L 285.1875 58.826874 L 288.1125 58.826874 L 291.0375 58.826874 L 293.9625 58.826874 L 296.8875 58.826874 L 298.35 60.670961 L 299.8125 62.515048 L 302.7375 62.515048 L 304.2 64.359134 L 305.6625 66.203221 L 307.125 68.047307 L 308.5875 69.891394 L 311.5125 69.891394 L 312.975 71.735481 L 312.975 75.423654 L 312.975 79.111827 L 314.4375 80.955913 L 317.3625 80.955913 L 320.2875 80.955913 L 321.75 82.8 L 321.75 86.488173 L 320.2875 88.33226 L 318.825 86.488173 L 317.3625 84.644087 L 314.4375 84.644087 L 311.5125 84.644087 L 310.05 82.8 L 308.5875 80.955913 L 307.125 82.8 L 305.6625 84.644087 L 304.2 82.8 L 302.7375 80.955913 L 301.275 79.111827 L 299.8125 77.26774 L 298.35 79.111827 L 298.35 82.8 L 299.8125 84.644087 L 301.275 86.488173 L 302.7375 88.33226 L 304.2 90.176346 L 304.2 93.864519 L 302.7375 95.708606 L 301.275 93.864519 L 299.8125 92.020433 L 298.35 93.864519 L 296.8875 95.708606 L 295.425 97.552693 L 293.9625 99.396779 L 292.5 97.552693 L 292.5 93.864519 L 291.0375 92.020433 L 289.575 90.176346 L 291.0375 88.33226 L 293.9625 88.33226 L 295.425 86.488173 L 293.9625 84.644087 L 292.5 82.8 L 293.9625 80.955913 L 295.425 79.111827 L 293.9625 77.26774 L 292.5 79.111827 L 291.0375 80.955913 L 288.1125 80.955913 L 285.1875 80.955913 L 283.725 82.8 L 282.2625 84.644087 L 280.8 86.488173 L 279.3375 88.33226 L 276.4125 88.33226 L 274.95 86.488173 L 274.95 82.8 L 274.95 79.111827 L 276.4125 77.26774 L 277.875 75.423654 L 277.875 71.735481 L 276.4125 69.891394 L 273.4875 69.891394 L 272.025 68.047307 L 272.025 64.359134 L 270.5625 62.515048 L 267.6375 62.515048 L 266.175 64.359134 L 264.7125 66.203221 L 261.7875 66.203221 L 258.8625 66.203221 L 257.4 64.359134 L 255.9375 62.515048 L 253.0125 62.515048 L 251.55 60.670961 L 251.55 56.982788 L 253.0125 55.138701 L 255.9375 55.138701 L 258.8625 55.138701 L 261.7875 55.138701 L 263.25 53.294615 L 264.7125 51.450528 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p070d286cc0)" d="M 267.6375 66.203221 L 269.1 68.047307 L 267.6375 69.891394 L 266.175 68.047307 L 267.6375 66.203221 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p070d286cc0)" d="M 247.1625 69.891394 L 250.0875 69.891394 L 251.55 71.735481 L 250.0875 73.579567 L 247.1625 73.579567 L 245.7 71.735481 L 247.1625 69.891394 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p070d286cc0)" d="M 270.5625 69.891394 L 272.025 71.735481 L 270.5625 73.579567 L 269.1 71.735481 L 270.5625 69.891394 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p070d286cc0)" d="M 285.1875 84.644087 L 286.65 86.488173 L 285.1875 88.33226 L 283.725 86.488173 L 285.1875 84.644087 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p070d286cc0)" d="M 270.5625 88.33226 L 272.025 90.176346 L 270.5625 92.020433 L 269.1 90.176346 L 270.5625 88.33226 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p070d286cc0)" d="M 250.0875 92.020433 L 251.55 93.864519 L 253.0125 95.708606 L 254.475 97.552693 L 253.0125 99.396779 L 250.0875 99.396779 L 248.625 97.552693 L 248.625 93.864519 L 250.0875 92.020433 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p070d286cc0)" d="M 308.5875 95.708606 L 310.05 97.552693 L 308.5875 99.396779 L 307.125 97.552693 L 308.5875 95.708606 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_17">    <path clip-path="url(#p070d286cc0)" d="M 267.6375 84.644087 L 269.1 86.488173 L 267.6375 88.33226 L 266.175 86.488173 L 267.6375 84.644087 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p070d286cc0)" 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:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p070d286cc0)" d="M 296.8875 95.708606 L 298.35 97.552693 L 296.8875 99.396779 L 295.425 97.552693 L 296.8875 95.708606 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_18">    <path clip-path="url(#p070d286cc0)" d="M 289.575 23.789229 L 293.9625 29.321489 L 299.8125 29.321489 L 302.7375 33.009662 L 305.6625 33.009662 L 308.5875 36.697835 L 311.5125 36.697835 L 314.4375 40.386009 L 317.3625 40.386009 L 323.2125 47.762355 L 326.1375 47.762355 L 339.3 64.359134 L 339.3 68.047307 L 348.075 79.111827 L 348.075 82.8 L 353.925 90.176346 L 353.925 93.864519 L 351 97.552693 L 353.925 101.240866 L 353.925 108.617212 L 346.6125 117.837645 L 326.1375 117.837645 L 323.2125 114.149472 L 296.8875 114.149472 L 293.9625 117.837645 L 285.1875 117.837645 L 282.2625 114.149472 L 270.5625 114.149472 L 267.6375 117.837645 L 261.7875 117.837645 L 258.8625 121.525818 L 241.3125 121.525818 L 232.5375 110.461299 L 229.6125 110.461299 L 222.3 101.240866 L 222.3 97.552693 L 219.375 93.864519 L 219.375 86.488173 L 222.3 82.8 L 222.3 53.294615 L 232.5375 40.386009 L 235.4625 40.386009 L 241.3125 33.009662 L 244.2375 33.009662 L 247.1625 29.321489 L 255.9375 29.321489 L 258.8625 25.633316 L 273.4875 25.633316 L 274.95 23.789229 L 274.95 23.789229 " 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=-20 -->    <defs>     <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/>    </defs>    <g style="fill:#ffffff;" transform="translate(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-30"/>    </g>   </g>  </g>  <g id="axes_8">   <g clip-path="url(#p9ebd97e89c)">    <image height="121.92" id="image711bb49c0f" 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(#p9ebd97e89c)" d="M 77.5125 55.138701 L 78.975 56.982788 L 80.4375 58.826874 L 81.9 60.670961 L 80.4375 62.515048 L 78.975 64.359134 L 80.4375 66.203221 L 81.9 64.359134 L 83.3625 62.515048 L 84.825 60.670961 L 84.825 56.982788 L 86.2875 55.138701 L 87.75 56.982788 L 89.2125 58.826874 L 92.1375 58.826874 L 95.0625 58.826874 L 96.525 60.670961 L 95.0625 62.515048 L 92.1375 62.515048 L 90.675 64.359134 L 89.2125 66.203221 L 87.75 68.047307 L 87.75 71.735481 L 89.2125 73.579567 L 90.675 75.423654 L 92.1375 77.26774 L 95.0625 77.26774 L 96.525 79.111827 L 95.0625 80.955913 L 93.6 82.8 L 92.1375 84.644087 L 89.2125 84.644087 L 86.2875 84.644087 L 83.3625 84.644087 L 80.4375 84.644087 L 77.5125 84.644087 L 74.5875 84.644087 L 73.125 82.8 L 71.6625 80.955913 L 70.2 79.111827 L 70.2 75.423654 L 71.6625 73.579567 L 74.5875 73.579567 L 77.5125 73.579567 L 78.975 71.735481 L 77.5125 69.891394 L 76.05 68.047307 L 76.05 64.359134 L 74.5875 62.515048 L 73.125 60.670961 L 74.5875 58.826874 L 76.05 56.982788 L 77.5125 55.138701 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9ebd97e89c)" d="M 100.9125 62.515048 L 103.8375 62.515048 L 106.7625 62.515048 L 108.225 64.359134 L 109.6875 66.203221 L 111.15 68.047307 L 109.6875 69.891394 L 106.7625 69.891394 L 105.3 68.047307 L 103.8375 66.203221 L 100.9125 66.203221 L 99.45 64.359134 L 100.9125 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9ebd97e89c)" d="M 112.6125 69.891394 L 115.5375 69.891394 L 117 71.735481 L 115.5375 73.579567 L 112.6125 73.579567 L 111.15 71.735481 L 112.6125 69.891394 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9ebd97e89c)" d="M 118.4625 73.579567 L 119.925 75.423654 L 118.4625 77.26774 L 117 75.423654 L 118.4625 73.579567 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_20">    <path clip-path="url(#p9ebd97e89c)" d="M 100.9125 80.955913 L 102.375 82.8 L 102.375 86.488173 L 100.9125 88.33226 L 99.45 86.488173 L 99.45 82.8 L 100.9125 80.955913 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9ebd97e89c)" d="M 106.7625 92.020433 L 108.225 93.864519 L 106.7625 95.708606 L 105.3 93.864519 L 106.7625 92.020433 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9ebd97e89c)" d="M 109.6875 95.708606 L 111.15 97.552693 L 109.6875 99.396779 L 108.225 97.552693 L 109.6875 95.708606 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_21">    <path clip-path="url(#p9ebd97e89c)" d="M 74.5875 29.321489 L 100.9125 29.321489 L 103.8375 33.009662 L 112.6125 33.009662 L 115.5375 36.697835 L 118.4625 36.697835 L 124.3125 44.074182 L 127.2375 44.074182 L 138.9375 58.826874 L 141.8625 58.826874 L 143.325 60.670961 L 143.325 64.359134 L 146.25 68.047307 L 146.25 71.735481 L 155.025 82.8 L 155.025 108.617212 L 153.5625 110.461299 L 150.6375 110.461299 L 147.7125 114.149472 L 144.7875 114.149472 L 141.8625 117.837645 L 136.0125 117.837645 L 133.0875 114.149472 L 130.1625 117.837645 L 127.2375 117.837645 L 121.3875 125.213991 L 100.9125 125.213991 L 93.6 115.993558 L 93.6 104.929039 L 92.1375 103.084952 L 83.3625 103.084952 L 81.9 104.929039 L 81.9 108.617212 L 80.4375 110.461299 L 77.5125 110.461299 L 74.5875 114.149472 L 68.7375 114.149472 L 62.8875 121.525818 L 57.0375 121.525818 L 54.1125 117.837645 L 48.2625 117.837645 L 38.025 104.929039 L 38.025 101.240866 L 35.1 97.552693 L 35.1 90.176346 L 38.025 86.488173 L 38.025 60.670961 L 57.0375 36.697835 L 59.9625 36.697835 L 62.8875 33.009662 L 71.6625 33.009662 L 74.5875 29.321489 L 74.5875 29.321489 " 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=-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(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-33"/>    </g>   </g>  </g> </g> <defs>  <clipPath id="pdf117e57ac">   <rect height="165.6" width="1310.4" x="0" y="0"/>  </clipPath>  <clipPath id="p8aa5a04b99">   <rect height="121.709714" width="187.2" x="1123.2" y="21.945143"/>  </clipPath>  <clipPath id="pbcdcf07309">   <rect height="121.709714" width="187.2" x="936" y="21.945143"/>  </clipPath>  <clipPath id="pd288475376">   <rect height="121.709714" width="187.2" x="748.8" y="21.945143"/>  </clipPath>  <clipPath id="p99fd02ee4d">   <rect height="121.709714" width="187.2" x="561.6" y="21.945143"/>  </clipPath>  <clipPath id="p9f920c90b4">   <rect height="121.709714" width="187.2" x="374.4" y="21.945143"/>  </clipPath>  <clipPath id="p070d286cc0">   <rect height="121.709714" width="187.2" x="187.2" y="21.945143"/>  </clipPath>  <clipPath id="p9ebd97e89c">   <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-ee1e4c24-0560-4b84-8310-ae4d3463e11e">  <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(#p4b8a4bfcce)">    <image height="165.6" id="imageb7c3d3fb0b" 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(#p588cea2fb6)">    <image height="103.2" id="imagefa671efc3c" 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(#p588cea2fb6)" d="M 63.1125 43.790476 L 65.5875 43.790476 L 66.825 45.350857 L 68.0625 46.911238 L 70.5375 46.911238 L 71.775 45.350857 L 73.0125 43.790476 L 75.4875 43.790476 L 77.9625 43.790476 L 80.4375 43.790476 L 82.9125 43.790476 L 85.3875 43.790476 L 87.8625 43.790476 L 90.3375 43.790476 L 92.8125 43.790476 L 95.2875 43.790476 L 96.525 45.350857 L 97.7625 46.911238 L 100.2375 46.911238 L 101.475 48.471619 L 102.7125 50.032 L 103.95 51.592381 L 105.1875 53.152762 L 106.425 54.713143 L 107.6625 56.273524 L 108.9 57.833905 L 108.9 60.954667 L 110.1375 62.515048 L 111.375 64.075429 L 111.375 67.19619 L 111.375 70.316952 L 111.375 73.437714 L 111.375 76.558476 L 111.375 79.679238 L 111.375 82.8 L 111.375 85.920762 L 111.375 89.041524 L 111.375 92.162286 L 111.375 95.283048 L 111.375 98.40381 L 110.1375 99.96419 L 108.9 101.524571 L 107.6625 103.084952 L 106.425 104.645333 L 106.425 107.766095 L 105.1875 109.326476 L 103.95 110.886857 L 102.7125 112.447238 L 101.475 114.007619 L 100.2375 115.568 L 97.7625 115.568 L 95.2875 115.568 L 92.8125 115.568 L 90.3375 115.568 L 89.1 114.007619 L 87.8625 112.447238 L 86.625 110.886857 L 85.3875 109.326476 L 84.15 110.886857 L 82.9125 112.447238 L 81.675 114.007619 L 80.4375 115.568 L 77.9625 115.568 L 75.4875 115.568 L 73.0125 115.568 L 70.5375 115.568 L 68.0625 115.568 L 65.5875 115.568 L 64.35 114.007619 L 63.1125 112.447238 L 61.875 110.886857 L 60.6375 109.326476 L 58.1625 109.326476 L 55.6875 109.326476 L 54.45 110.886857 L 53.2125 112.447238 L 50.7375 112.447238 L 49.5 110.886857 L 48.2625 109.326476 L 45.7875 109.326476 L 44.55 107.766095 L 43.3125 106.205714 L 42.075 104.645333 L 42.075 101.524571 L 40.8375 99.96419 L 39.6 98.40381 L 39.6 95.283048 L 39.6 92.162286 L 40.8375 90.601905 L 42.075 89.041524 L 42.075 85.920762 L 42.075 82.8 L 42.075 79.679238 L 40.8375 78.118857 L 39.6 76.558476 L 39.6 73.437714 L 39.6 70.316952 L 40.8375 68.756571 L 42.075 67.19619 L 42.075 64.075429 L 43.3125 62.515048 L 44.55 60.954667 L 45.7875 59.394286 L 47.025 57.833905 L 48.2625 56.273524 L 49.5 54.713143 L 50.7375 53.152762 L 51.975 51.592381 L 53.2125 50.032 L 55.6875 50.032 L 56.925 48.471619 L 58.1625 46.911238 L 60.6375 46.911238 L 61.875 45.350857 L 63.1125 43.790476 " 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=-22 -->    <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 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(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-32"/>     <use x="242.675781" xlink:href="#DejaVuSans-32"/>    </g>   </g>  </g>  <g id="axes_3">   <g clip-path="url(#pffc623572b)">    <image height="103.2" id="image79882a10f9" 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(#pffc623572b)" d="M 219.0375 59.394286 L 220.275 60.954667 L 220.275 64.075429 L 219.0375 65.63581 L 216.5625 65.63581 L 215.325 67.19619 L 214.0875 68.756571 L 212.85 67.19619 L 212.85 64.075429 L 214.0875 62.515048 L 216.5625 62.515048 L 217.8 60.954667 L 219.0375 59.394286 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 243.7875 59.394286 L 245.025 60.954667 L 243.7875 62.515048 L 242.55 60.954667 L 243.7875 59.394286 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 251.2125 59.394286 L 252.45 60.954667 L 251.2125 62.515048 L 249.975 60.954667 L 251.2125 59.394286 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 253.6875 62.515048 L 254.925 64.075429 L 256.1625 65.63581 L 258.6375 65.63581 L 259.875 67.19619 L 261.1125 68.756571 L 262.35 70.316952 L 262.35 73.437714 L 262.35 76.558476 L 263.5875 78.118857 L 264.825 79.679238 L 264.825 82.8 L 263.5875 84.360381 L 261.1125 84.360381 L 258.6375 84.360381 L 256.1625 84.360381 L 254.925 82.8 L 256.1625 81.239619 L 257.4 79.679238 L 257.4 76.558476 L 256.1625 74.998095 L 254.925 73.437714 L 254.925 70.316952 L 253.6875 68.756571 L 251.2125 68.756571 L 249.975 67.19619 L 251.2125 65.63581 L 252.45 64.075429 L 253.6875 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 214.0875 71.877333 L 215.325 73.437714 L 214.0875 74.998095 L 212.85 73.437714 L 214.0875 71.877333 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 233.8875 71.877333 L 235.125 73.437714 L 233.8875 74.998095 L 232.65 73.437714 L 233.8875 71.877333 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 211.6125 74.998095 L 212.85 76.558476 L 211.6125 78.118857 L 210.375 76.558476 L 211.6125 74.998095 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 214.0875 81.239619 L 215.325 82.8 L 214.0875 84.360381 L 212.85 82.8 L 214.0875 81.239619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 258.6375 87.481143 L 259.875 89.041524 L 258.6375 90.601905 L 257.4 89.041524 L 258.6375 87.481143 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 221.5125 90.601905 L 222.75 92.162286 L 223.9875 93.722667 L 225.225 95.283048 L 225.225 98.40381 L 223.9875 99.96419 L 222.75 98.40381 L 221.5125 96.843429 L 219.0375 96.843429 L 217.8 95.283048 L 219.0375 93.722667 L 220.275 92.162286 L 221.5125 90.601905 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 226.4625 90.601905 L 227.7 92.162286 L 226.4625 93.722667 L 225.225 92.162286 L 226.4625 90.601905 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 238.8375 93.722667 L 241.3125 93.722667 L 243.7875 93.722667 L 245.025 95.283048 L 243.7875 96.843429 L 241.3125 96.843429 L 238.8375 96.843429 L 237.6 95.283048 L 238.8375 93.722667 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_5">    <path clip-path="url(#pffc623572b)" d="M 241.3125 62.515048 L 242.55 64.075429 L 241.3125 65.63581 L 240.075 64.075429 L 241.3125 62.515048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 233.8875 65.63581 L 235.125 67.19619 L 233.8875 68.756571 L 232.65 67.19619 L 233.8875 65.63581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 241.3125 68.756571 L 243.7875 68.756571 L 245.025 70.316952 L 243.7875 71.877333 L 242.55 73.437714 L 241.3125 74.998095 L 240.075 73.437714 L 240.075 70.316952 L 241.3125 68.756571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 228.9375 71.877333 L 230.175 73.437714 L 228.9375 74.998095 L 227.7 73.437714 L 228.9375 71.877333 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pffc623572b)" d="M 226.4625 78.118857 L 227.7 79.679238 L 226.4625 81.239619 L 225.225 79.679238 L 226.4625 78.118857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_6">    <path clip-path="url(#pffc623572b)" d="M 241.3125 34.42819 L 253.6875 34.42819 L 256.1625 37.548952 L 261.1125 37.548952 L 263.5875 40.669714 L 266.0625 40.669714 L 268.5375 43.790476 L 271.0125 43.790476 L 272.25 45.350857 L 272.25 48.471619 L 277.2 54.713143 L 277.2 57.833905 L 279.675 60.954667 L 279.675 67.19619 L 282.15 70.316952 L 282.15 85.920762 L 277.2 92.162286 L 277.2 95.283048 L 275.9625 96.843429 L 273.4875 96.843429 L 268.5375 103.084952 L 266.0625 103.084952 L 258.6375 112.447238 L 251.2125 112.447238 L 246.2625 118.688762 L 243.7875 118.688762 L 242.55 120.249143 L 242.55 123.369905 L 241.3125 124.930286 L 236.3625 124.930286 L 233.8875 128.051048 L 226.4625 128.051048 L 220.275 120.249143 L 220.275 117.128381 L 219.0375 115.568 L 211.6125 115.568 L 209.1375 112.447238 L 206.6625 112.447238 L 205.425 110.886857 L 205.425 104.645333 L 204.1875 103.084952 L 199.2375 103.084952 L 195.525 98.40381 L 195.525 92.162286 L 190.575 85.920762 L 190.575 73.437714 L 193.05 70.316952 L 193.05 64.075429 L 195.525 60.954667 L 195.525 57.833905 L 198 54.713143 L 198 51.592381 L 204.1875 43.790476 L 206.6625 43.790476 L 209.1375 40.669714 L 211.6125 40.669714 L 214.0875 37.548952 L 238.8375 37.548952 L 241.3125 34.42819 L 241.3125 34.42819 " 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 187.5225 134.292571 L 187.5225 122.678821 L 158.4 122.678821 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(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-33"/>    </g>   </g>  </g>  <g id="axes_4">   <g clip-path="url(#p21f02723cc)">    <image height="103.2" id="image6ec9e10847" transform="scale(1 -1)translate(0 -103.2)" width="158.64" x="317" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAGuCAYAAADBBP1UAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3d2PnOddPvB7d2Z29t3r+B0HJ3Ecp2kdSOvShjZUjapSlbaAOAAhAUKAkMpZJf4BKEUIcYaAI3oARUgIJESgkaCVCkaiJKQkNQkhcWLHm6wde70v3tmX2Zld/45+ZyBdD/esIuDzOb70fOd5u59r9+QeK6XcK4FWq5XESiml7O/vR7l796LR7+nsJiYmJqLc7u5ulGu32/Hsvb29KPfAAw9EuZmZmXh2v9+Pcum9WVpaimd///d/f5RbX18f+eyTJ09GubW1tSj3Az/wA/Hsl19+Ocr93M/9XJT7q7/6q3j2sWPHotzGxkaUe+ONN6Lc3NxclCullIsXL0a5b33rW1Hu9u3b8ezJycko98QTT0S5GzduxLMvXLgQ5dK16vLly/Hs9B07ceJElPv0pz8dz7506VKUO3fuXJQbDAbx7BdeeCHKbW5uRrlDhw7FsxcXF6Ncej5jY2Px7FFLv2HvtfQapR1jfHw8np1+Q1NNulV6f/KzAQCA/4JSCQBANaUSAIBqSiUAANWUSgAAqimVAABUUyoBAKimVAIAUE2pBACgmlIJAEA1pRIAgGpKJQAA1cbGx8ejXc9HvZH5/xTp5vFNpJu4T09Px8c8fPhwlJuamopy9+5Fj0UppZRz585FuWeffTbKnTp1Kp49OTkZ5VZWVqJceh1LKWVhYSHK9Xq9KPfBD34wnj07Oxvl0ve22+3Gs9Nn41vf+laUW15ejnJN1qD0vZ2YmIhy6W8sJX8fPvvZz0a55557Lp59/fr1KPfhD384yr3++uvx7Dt37kS548ePR7n0GS+llO/93u+NcqdPn45yV65ciWdfunQpyq2urka5kydPxrN3d3ejXHpvmqwD/X4/ynU6nSiXvoullLK5uRnl2u12lNvb24tnp+tfugY1+damxsez/xc26TfpNfKfSgAAqimVAABUUyoBAKimVAIAUE2pBACgmlIJAEA1pRIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQrZ1uZt5qteKDNtmc/b0yOTkZ5XZ2duJjpteo0+lEuX6/H89Os+lvvO++++LZMzMzUe4jH/lIlFtaWopnp/dndXU1yh06dCieffPmzSiX3u/19fV49jvvvBPl0vt4+vTpePa7774b5brdbpRLr/n29naUK6WUEydORLmtra0oNzs7G8++detWlPvbv/3bKPepT30qnv3SSy9Fue9+97tRrslant7vzc3NKDc2NhbPfuWVV6Jcurak34dSSkm/oek6kK6npZTS6/VGOnt/fz+e3W63o1x6fdLnoon0+U1/Yyn5c9nkmKOend7H8fHR/1/RfyoBAKimVAIAUE2pBACgmlIJAEA1pRIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQLWxUkq063m6kXkp+UbqrVYryqWbwh+ETqcTZ4fDYZRLz3tiYiKenV6jmZmZKHfu3Ll49q1bt6Lc/Px8lLt69Wo8e39/P8ptbm5GufPnz8ez02fj8OHDUe7tt9+OZ58+fTrKHT9+PMrNzs7GsweDQZRbWVmJctevX49yS0tLUa6UUu7evRvl5ubmoly3241n93q9KJdex8nJyXh2umakv7HdbsezT5w4EeXeeuutKNdk/ev3+1Hu2LFjUS59Lkop5dq1a3E20eR+j49n/xdK73cTaSdI18n0+9lE2kXSXCn5O5Fen3QdOAjp81NK/q31n0oAAKoplQAAVFMqAQCoplQCAFBNqQQAoJpSCQBANaUSAIBqSiUAANWUSgAAqimVAABUUyoBAKimVAIAUG2slJLvpD5i6Wbm6UbmpeSbuKebwu/t7cWzm/zORHoupZRy795ob+PMzEycnZiYiHKtVivKLS8vx7OPHTsW5XZ3d6PcQw89FM/e2dkZ6TH//u//Pp49PT0d5Xq9XpRr8uym9zG9PrOzs1HuyJEjUa6UUu7evRvl0nUgPV4p+fvQ7/ejXJN7MzU1FeXS85mcnIxnp+t5uq6lz08p+X1MpfemlPy8O51OlEvXqlLya5k+Q+m5NMmm39CD+N6la9VwOIxnp5pcy9So7+OoO0sp/lMJAMAIKJUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCoplQCAFBtrNVqRTuzp5vCl5JvDJ9uCn8QG80fxIbr6eb1o74+peS/s8kxRy0974mJifiYg8EgyqX3Js2Vkl/zs2fPRrmbN2/Gs9NrtLOzE+WavN/b29tRLr3fjz/+eJT76le/GuVKKeUP//APo9zk5GSU+8d//Md49quvvhrlhsNhlEuvdyn5upbe74N4F0f9G0sZ/dqbnksp+fmks5ucd6rT6US5Jt+HhYWFKHfnzp0o12TtTd+dVHoPS2nWCUYt/Z0H8Z2Pu9XIJwMA8H+OUgkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCoplQCAFBNqQQAoJpSCQBANaUSAIBqSiUAANXGSinRLuEHseH62NjYSHNNZqeazE6z3W43yg2Hw3j23t5enE00uY6dTifKpb+x1WrFs9PfOTMzE+U2Nzfj2UePHo1yd+/ejXJN7uHk5GSUS5/JJrN7vV6Ue/LJJ6Pcl770pSjXZA1aWVmJcidOnIhyb775Zjz7z//8z6Nc+hsXFxfj2ffuRct5bGtrK87Oz89HuXS92N7ejmenvzNdW6ampuLZu7u7US59x5q8ixMTE1Gu3W5HucOHD8ez+/1+lEu/dzdu3Ihnp89Q+hubfOfTZ6jJ9zuVroHpOjDq9aIU/6kEAGAElEoAAKoplQAAVFMqAQCoplQCAFBNqQQAoJpSCQBANaUSAIBqSiUAANWUSgAAqimVAABUUyoBAKiW7TL/v1C6Kfze3l58zHSz906nEx8zlW5en24gn55LKaUMBoM4m0jvTSn5/en3+1Fuamoqnr29vR3l0vvd5FmbmJiIckePHo1yZ86ciWenz9C5c+dGOvutt96KcqWU8tBDD0W55eXlKHfixIl49i/8wi9EuW63G+UefPDBePZv/dZvRbn/+I//iHK9Xi+enb5j6Vr1wz/8w/Hs9Jl86aWXotzS0lI8O31v03exyTXf2dmJcumz9olPfCKenb6Pt27dio+Z2t/fj3JjY2Mjn50+a6l2O69h6buTnvdBfGv9pxIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVGunG4qnm4kfhHTz+FLyDdIP4nzS2elm7002rp+YmIhy6Yb0TWan55PmmkiP2el0otzm5mY8u91uR7lutxvl0ntYSilnz56Ncj/7sz8b5dJzKaWUQ4cORbnV1dUot7y8HOUGg0GUK6WUxcXFKLezsxPlZmZm4tnptTx16lSU29jYiGd//OMfj3LPPfdclEvvTSmlnDx5Msqlz8U///M/x7Mff/zxKPf0009HucuXL8eze71elLt582aUe/TRR+PZ169fj3LpNb979248+9y5c1FuaWkpyjVZg3Z3d0d6zPS7WEreHdJvU5PZqfT73eQ7n/KfSgAAqimVAABUUyoBAKimVAIAUE2pBACgmlIJAEA1pRIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQbWx8fDzaUXx/f3/kwzudTpQbDAYjn50aH89798zMTJRLN5pvIr1G29vbUS69N6Xk59NqtaJck03u5+fno1x6fZrc7/e9731RbjgcRrm33347nj03Nxflzp8/H+U+/elPx7Pvv//+KNfr9aLcxMRElNvc3IxypeTvYnrMJu/DwsJClLt9+3aUe+yxx+LZr7/+epT7vd/7vSh35cqVeHa/349y6b05depUPHtycjLKnTlzJso99dRT8exnn302yp08eTLKdbvdePbHPvaxKPerv/qrUS5dq0op5TOf+UyUS9fzZ555Jp6dPmvpt6lJv0nPJ801WVtG3YXa7fbIZ/tPJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCo1k43PT8ITTZxT42Pj7Ynt1qtOJtuzt7v90d6vFJK2dnZibOJiYmJOLu7uxvlpqenR3q8UkrpdrtRbjAYRLn03pRSyvHjx6Pc0tJSlEvPpZRS/vIv/zLK3bx5M8odPnw4nv3mm29GufR+93q9KHfixIkoV0q+tqTnvb29Hc9O72Oau3HjRjz7wx/+cJR7//vfH+XefffdePba2lqUS+/N2NhYPHthYSHKnTlzJsrNzc3Fs3/+538+ys3Ozka59L0pJb+Wv/IrvxLlvva1r8Wz07Xlc5/7XJS7dOlSPHt1dTXKbW1txcdMpc9l2q2afO/SfpM+F+l3sQn/qQQAoJpSCQBANaUSAIBqSiUAANWUSgAAqimVAABUUyoBAKimVAIAUE2pBACgmlIJAEA1pRIAgGpKJQAA1drppucHYW9vL8q1Wq34mOlG6unG7GmuiSNHjkS506dPx8d88cUXo1y6ef3Ozk48O/2dw+Ewys3MzMSzV1ZWotzY2FiUa3Lezz77bJRLn9/0N5ZSytWrV6Pck08+GeVee+21eHa3241yDzzwQJT77ne/G+UGg0GUK6WUycnJKLexsRHlbt68Gc+enp6Ocuk60Ov14tn/9E//FOXOnj0b5dJ3tpRSvvnNb0a5+fn5KJden1LyNejzn/98lPvoRz8az37jjTeiXPp+v/XWW/HsixcvRrn0W3vu3Ll49iuvvBLlrly5EuUuXLgQz06/d6kma0uTbKLJut8k+17xn0oAAKoplQAAVFMqAQCoplQCAFBNqQQAoJpSCQBANaUSAIBqSiUAANWUSgAAqimVAABUUyoBAKimVAIAUK2dBlutVnzQdPP6VKfTibP9fj/Kpb9xeno6nt3tdqPcRz7ykSg3HA7j2envPHbsWJQ7fPhwPPsDH/hAlNve3o5yV65ciWevr69HuampqSjX5Dn/wR/8wSh3/vz5KPfJT34ynj0xMRHlnn/++SiXvjellLK/vx/lZmZmotwjjzwS5d56660oV0opGxsbUS5dW44cORLPTs/nwQcfjHK9Xi+eff369Sj38MMPR7l0TSullNXV1SiXri33339/PPvixYtRLl2D0nMppZTZ2dkol55P+t6Ukq8DTz31VJT74z/+43h2eo2+8Y1vRLnTp0/Hs3d2dqJculaluSbGxsaiXJNvzr179/67P+c/lf7GJrP9pxIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVGunwfHxvH/u7e1lw9vZ+CabqKfH7HQ6UW5iYiKenXrjjTei3NraWnzMu3fvRrmNjY0o95M/+ZPx7MFgEOU+8IEPRLkXX3wxnv3KK69EuW63G+UefvjhePZTTz0V5V599dX4mKmxsbEo98gjj0S5y5cvx7O3trai3ObmZpR79NFHo1yT9+HChQtRbnV1Nco1Wf/S807fm7fffjuevbCwEOUWFxej3KlTp+LZ6ZoxNzcX5c6cORPPXlpainKHDx+Ocg888EA8e3p6OsrduXMnyjU57/R81tfXo9zJkyfj2dvb21EuXS/S3lBKKZOTk1Eu/Y3p8UrJ14JerxflmvSbdN1vtVpRrsk1T/lPJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCo1k6DB7Hx+HA4fM+OORgMolyTzd7T7PT0dJSbmZmJZz/wwANR7gtf+EKUa7fjRyO+lltbW1Hu6aefjmf/zM/8TJRLf+Pm5mY8O70/p0+fjnJHjhyJZ9++fTvKjY2NRbnHH3985LP7/X6Uu3btWpQ7ceJElCullO3t7Si3sLAQ5ZaWluLZU1NTUe7f/u3folz67JZSysbGRpSbm5uLcp1OJ559/vz5KJc+Fzs7O/Hs9Jgf//jHo1yT9W93dzfKpetAk/NeX1+Pcq1WK8qlz24p+XOZ/sYLFy7Es3u9XpRL781B9Jsm3SE16s6UPhel5NfIfyoBAKimVAIAUE2pBACgmlIJAEA1pRIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQLV2uqH4QWy4PjY2FuWabKI+Pj7antzv9+Nst9uNch/96Eej3PPPPx/PTq/lpz71qSg3PT0dz+71elFuYmIiym1ubsazl5eXo9yhQ4ei3K1bt+LZ586di3LpM9nkHVtYWIhyW1tbUW57ezuefeTIkSiXvrf/8i//EuU+9rGPRblSSnnwwQej3M2bN6PcQw89FM9eXFyMcl/72tei3C/+4i/Gs+fn5+Nsot1ux9m7d+9GuTfeeCPKNVn3jx07FuXSdXJlZSWenbpy5UqUO3v2bHzMa9euRbkPfvCDUe6nf/qn49npep6+303W/cFgEOXSb3ITu7u7US591t5L9+7dG/kx/acSAIBqSiUAANWUSgAAqimVAABUUyoBAKimVAIAUE2pBACgmlIJAEA1pRIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqNa+d+9eFBwfz/vn/v5+lGu1WlFuOByOfHa73Y5y6W8sJf+dy8vLUe7kyZPx7GvXrkW5jY2NKPfYY4/Fs+/evRvlZmdnR3q8UkrpdrsjzS0uLsaz19bWRjr7+PHj8ez0+R31u1hKKemaceTIkSg3Pz8f5aampqJcKaW88MILUe5P/uRPotxv//Zvx7O3trai3O/+7u9GuatXr8azp6eno9w777wz0uOVUsrOzk6Um5ycjHLpdSwlfzZee+21KLe7uxvPPnToUJRLz+fll1+OZ6+srES5f/3Xf41y6bmUUkqv14ty6XrR7/fj2em3Nu0t6W8spZSxsbEol669e3t78exUk7428tnv2WQAAP7XUCoBAKimVAIAUE2pBACgmlIJAEA1pRIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKBaOw022XA9lW643kS6kXq6iXuT39hqtaLc1atXo9yRI0fi2b1eL8r96Z/+aZTrdrvx7MXFxSh38eLFKHfmzJl49szMTJRbWVmJcj/0Qz8Uz37ppZei3HA4jHLtdvw6lpMnT0a5sbGxKHfr1q14dvqsra+vR7nPf/7zUe7v/u7volwppfzSL/1SlHvkkUei3Be/+MV49pe//OUod+PGjSg3Pz8fz07Xq+np6Sg3OTkZz7527VqUS9+H9N0upZTt7e0ot7W1FeXS70gp+bex0+nEx0wdPXo0yg0Ggyj3zW9+M5794osvRrn03qytrcWz0+dyd3c3yqV9oJR8TU37wEHMTp/Jg+h1/lMJAEA1pRIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKq19/f3R37Q8fHRdtVOpxNnB4NBlOt2uyPNlVLK1tZWlJufn49y73//++PZly9fjnLf/va3o9xXvvKVePaHPvShKLe3txfl1tbW4tn37t2Lcjs7O1Eu/Y2llDI5OTnS2WmulFJ6vV6Ua7VaUS59Jksp5dChQ1HuO9/5TpRbWlqKck3WlT/7sz+Lcrdv346PmXr55ZdHerwma9D58+ej3NGjR6NcuqaVUsqbb74Z5aanp6Ncu92OZ6fPb5pL3+1S8m/O5ubmyGen68DExESUa/LNSdeB9Pvd5DlPr1F6b5p0jCbfiESTdS3Npt/FJrPTa+k/lQAAVFMqAQCoplQCAFBNqQQAoJpSCQBANaUSAIBqSiUAANWUSgAAqimVAABUUyoBAKimVAIAUE2pBACgWntsbGzkB93f349y6ezhcBjPbrVaUS7dHH13dzeenW5yf+vWrfiYqa2trSh33333Rbl+vx/PTu/34uJilPvQhz4Uz15bW4tyMzMzUe769evx7OPHj0e5t99+O8q99tpr8ez7778/ys3Ozka5l156KZ6dHnNlZSXKjY9nf9vOz89HuVJKWV1djXILCwtRbnt7O57d7Xaj3PLycpSbnp6OZ3c6nSg3NzcX5dJ1spRSdnZ2otyxY8ei3N7eXjw7fTbS65N+R0rJv09Hjx4daa6UfP2bmpqKcvfu3Ytnp+/O0tJSlHv00Ufj2el3ud1ux8dMpe9EOjv9fpaSP2tpt2pyv1P+UwkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCoplQCAFBNqQQAoJpSCQBANaUSAIBqSiUAANWUSgAAqrXTDcWbbMyebpCe5tLN0UspZW9vL8pNT09HuSYbrk9OTka51dXVKLe2thbP/p7v+Z4o9+CDD0a5I0eOxLN3dnaiXKfTiXI3btyIZ6f6/X6UGx/P/85Kn8uZmZkol/7GUkpZWlqKcufPn49y73vf++LZly9fjnLpMzQYDEaaK6WU2dnZkR4zfXZLKeX27dtRLl3//uEf/iGevbi4GOWefPLJKLe5uRnP7na7US695k3eh3RNTZ+LqampeHaTbKLJur++vh7l0u9ik2t+9erVKDc/Px8fM5Wez3A4HOnxmkhnN+lW6TGb9JZR859KAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCoplQCAFBtrJTy3u08fgDGxsZGmmsi3cR9cnIyyl28eDGePT09HeXW19ej3K/92q/Fs48dOxblNjc3R5orpZS1tbUod+jQoSh33333xbP39vaiXHpvVlZW4tnp+UxNTUW54XAYz15dXY2zozQ+Pvq/gb/zne9EuSeeeCI+5u7ubpRLr/nc3Fw8u9PpRLl0/et2u/Hsu3fvRrn9/f0ol17HUvJrmV6fJutAv9+Pcuk1397ejmena2+qyRr0Ez/xE1EufW+bfJPv3LkT5dJvchPp83sQ0mt0EOed8p9KAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCoplQCAFCt/V4OTzea73Q68TF3d3ejXLudnfre3l48e9SuXr0aZx988MEo9/LLL0e55557Lp79Uz/1U1FuY2Mjyk1NTcWz9/f3o9yFCxei3NraWjx7a2srzibSZ7KUUnq9XpTr9/v/3Z/zX2q1WiPNbW9v1/yc/9SpU6ei3BNPPBHl5ubm4tl37tyJcnfv3o1yk5OT8ew0m669Ozs78ex79+5FufS9SY9XSv7upM/arVu34tljY2NRLn0fhsNhPDtd/waDQZRLn91S8vU8fda63W48O73f6bVs8p1P73f6/KbXp5T8fr+X/KcSAIBqSiUAANWUSgAAqimVAABUUyoBAKimVAIAUE2pBACgmlIJAEA1pRIAgGpKJQAA1ZRKAACqKZUAAFTLdmUv+SbqpeQbqaebo/f7/Xh2ujn77u5ulEs3ri8l35S+1WpFudu3b8ez5+bmotzU1FSU+5u/+Zt49ic+8Ykod+LEiSjX5LzT+3Pjxo0ot7CwEM9O34nl5eUo1+RZ297ejnLp+9Dk/T506FCU6/V6US79jU2kz3n63qS5UvJ1LX3W0nWliYmJiSi3tbUVHzNd9zudTpRr8i6m787Nmzej3GAwiGdPT09HufSaN3nWhsPhSGdvbm7Gs9PvWPqtPYjnPD1mkzUoXSsP4nyarNOJ9J1twn8qAQCoplQCAFBNqQQAoJpSCQBANaUSAIBqSiUAANWUSgAAqimVAABUUyoBAKimVAIAUE2pBACgmlIJAEC19nv9AxJNNlHf398f6ezhcBhn09/Z6/WiXKvVimdvbm5Gudu3b0e5lZWVePalS5ei3I/+6I9GufT6lFLKxMRElJudnY1yOzs78ex+vx/l0t84GAzi2e129uqm5zMzMxPPTp+19LwXFhai3L1796JcE+lvbLIOHDp0KMrt7e1FuSZrWvreprMnJyfj2am5ubkol75fpeTnna4D6ftVSikbGxtRLv0+pMdrcsz0vL/yla/Es0e9/jV5v9Pnd3w8+7/ZqHtDk9lN+s2o18AmHSO+5v/dHwMAAP+fUgkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCoplQCAFBNqQQAoJpSCQBANaUSAIBqSiUAANXa6YbiTTYyT7PpRurpxuyl5Juep7ObbPaebkrf6XSi3GAwiGe/8847UW5mZibKdbvdePYLL7wQ5T73uc9FueFwGM9On41erxfl0uenlFJ2dnaiXL/fj3JTU1Px7PR3pvcxvT6llHLfffdFua2trSiXvjdN1qD0HVtdXY1yjzzySDx7d3c3yq2srES5Jutfu92Ocukz2WT2xMTESGcfPnw4np0+v5OTk1Fufn4+np2+Y8vLy1Eu/SaXkq8DX/3qV6Pc0tJSPDu9lum72GQNSq9R+i1p8pyn61Waa2LUveUgfqP/VAIAUE2pBACgmlIJAEA1pRIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAau10Q/om0s3M7927F+UO4jems9NcKfl5DwaD+JipVqsV5XZ3d6Pc9vZ2PPuv//qvo9yFCxei3Be+8IV49uLiYpSbmJiIcnNzc/Hs4XAY5dbX16Pc/Px8PPv48eNRbm1tLcp1Op14dprd2tqKcun7sLOzE+VKKWV6ejrKTU5ORrmlpaV4dnq/0/M+fPhwPDu9RuPj2f8T7t69G88+c+ZMlEvfxSZr7/333x/l0vu4ubkZzz558mSU6/f7Ua7Jef/BH/xBlPuLv/iLKLe/vx/PTp/f9JgzMzPx7CZrQaLJeafvzqh7UBMH0W9S/lMJAEA1pRIAgGpKJQAA1ZRKAACqKZUAAFQJfu0zAAAGsElEQVRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKq1083Rm2y4PmrpxuxNsgex2Xt6jUb9G0vJf+fk5GSUGw6H8ew0+zu/8ztRbn5+Pp598eLFKLezsxPlZmdn49l7e3tRLn3H0uOVUkq3241yx48fj3K7u7vx7PRabm9vR7np6ekot7W1FeVKKeXIkSNR7tKlS1Euvd6llHL27Nkot7S0FOXW19fj2eka1G63R3q8Ukq5efNmlDt9+nSU63Q68ex+vx/lWq1WlEvvTSn577x8+XKU+83f/M149o0bN6JcukbPzMzEs0f9Dd3Y2Ihnp/fxIKTn3WQ9T6XfkoP45qT8pxIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVGunm6OnuVLyzd7TTe7TDembZhOdTmekxyullP39/SjX5FzSY6b3ZnNzM5496mv+5S9/Oc5+6UtfinJPP/30f/fn/Je63W6Ua7fbUW59fT2effr06SiX3psm7/fa2lqcTRw9ejTKNXnOer1elHvxxRej3MMPPxzPfuihh6Jcej6zs7Px7OXl5Sg3MTER5ebn5+PZt2/fjnI7OztRrsnamz5De3t7Ue6ZZ56JZ6fX/NKlS1GuyfuVfkPT+51en1JK2d3djXJTU1NRrt/vx7PT7126rjVZW5pco1Eb9Xk3WffTa+Q/lQAAVFMqAQCoplQCAFBNqQQAoJpSCQBANaUSAIBqSiUAANWUSgAAqimVAABUUyoBAKimVAIAUE2pBACgWvsgNkdPN7kfH886bZPN3ptkE+m5lFJKq9WKcukm7gdxbzY2NqJcp9OJj5n+zvT6pL+xlFJ+4zd+I8pdvnw5yn3xi1+MZ09MTES5drsd5ba2tuLZafbYsWNR7vXXX49nz8zMRLnl5eUol16f48ePR7lS8nuzubkZ5f7oj/4onn327Nkol65/Tdagbrcb5dJ7c+jQoXj29PR0lLtz506UW1hYiGevrq5Gud///d+Pct/4xjfi2aNe1/b39+PZs7OzUW5nZyfKDQaDeHb6jdje3o5yTb7d6buTXsv0m9xkdno+6fFKyb+1o+5BTfhPJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCo1n4vhx/EZu+p9JhNZqebuKe5VqsVz043mk91u92Rz97Z2YlyExMTI5/9zDPPRLmvf/3r8ezPfOYzUe7HfuzHotz58+fj2VtbW1FuZmYmym1sbMSzU+nze+fOnSg3HA7fs9nXrl2LZ6fv9+HDh6PcqVOn4tk3b96Mcun1abKupOf92GOPRbmVlZV49vPPPx/l/v3f/z3KDQaDePbm5maUGx/P/ofTZO1N19Qmx0ylz0b6XDT51o76e5fem1Ly3pJqsq6l0vNJ702TrP9UAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCoplQCAFBNqQQAoJpSCQBANaUSAIBqY6WUaJfwg9hwvdVqxcdMjXqj+Sab3KfXKM01OZd0s/cmG8inpqeno9xwOIxyu7u78ex2ux3l0mdtMBiMfHZ63mfPno1nnzx5Msr1er0od+HChXj2Zz/72Sj37W9/O8pdv349yl25ciXKlVLK933f90W5xcXFKLe6uhrP/uVf/uUo98lPfjLKvfjii/HsX//1X49yP/IjPxLlfvzHfzye/eqrr0a5d999N8p9/etfj2dfvnw5yqVrS5N1Ml1b0nW/yewTJ05Eua2trZHmSsnXtfQ71ul04tlN1ulEk+98en/S+532pSbe09kjPyIAAP/nKJUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVFMqAQCoplQCAFBtbGxsLN+9PpRuuN5qtUZ6vFIOZoP0/03SjeabXPMm2VGbmJiIcnt7eyPNlVLK7OxslBsbG4ty29vb8ezhcBjlOp1OlGvy3qTvbXotu91ulNvd3Y1ypZTSbrejXHreCwsL8ezV1dWRHvPYsWPx7LfffjvKbWxsRLmpqal49mAwGGkufc6aSN/FNFdKvv5NTk5GufTdLiVfz7e2tuJjptJrdBDfh1HPPoj7/T9Bk3csXc/9pxIAgGpKJQAA1ZRKAACqKZUAAFRTKgEAqKZUAgBQTakEAKCaUgkAQDWlEgCAakolAADVlEoAAKoplQAAVPt/A0Jwh6rR9iIAAAAASUVORK5CYII=" y="-31.4"/>   </g>   <g id="LineCollection_7">    <path clip-path="url(#p21f02723cc)" d="M 382.3875 53.152762 L 383.625 54.713143 L 383.625 57.833905 L 384.8625 59.394286 L 387.3375 59.394286 L 389.8125 59.394286 L 391.05 60.954667 L 389.8125 62.515048 L 388.575 64.075429 L 388.575 67.19619 L 389.8125 68.756571 L 392.2875 68.756571 L 394.7625 68.756571 L 397.2375 68.756571 L 399.7125 68.756571 L 400.95 67.19619 L 400.95 64.075429 L 402.1875 62.515048 L 404.6625 62.515048 L 405.9 60.954667 L 405.9 57.833905 L 407.1375 56.273524 L 408.375 54.713143 L 409.6125 53.152762 L 412.0875 53.152762 L 413.325 54.713143 L 413.325 57.833905 L 414.5625 59.394286 L 415.8 60.954667 L 417.0375 62.515048 L 419.5125 62.515048 L 421.9875 62.515048 L 424.4625 62.515048 L 425.7 64.075429 L 424.4625 65.63581 L 423.225 67.19619 L 421.9875 68.756571 L 420.75 70.316952 L 419.5125 71.877333 L 418.275 73.437714 L 419.5125 74.998095 L 420.75 76.558476 L 421.9875 78.118857 L 424.4625 78.118857 L 425.7 79.679238 L 424.4625 81.239619 L 421.9875 81.239619 L 420.75 82.8 L 419.5125 84.360381 L 417.0375 84.360381 L 415.8 82.8 L 414.5625 81.239619 L 413.325 79.679238 L 413.325 76.558476 L 413.325 73.437714 L 412.0875 71.877333 L 410.85 70.316952 L 409.6125 68.756571 L 407.1375 68.756571 L 404.6625 68.756571 L 403.425 70.316952 L 402.1875 71.877333 L 400.95 73.437714 L 399.7125 74.998095 L 397.2375 74.998095 L 394.7625 74.998095 L 392.2875 74.998095 L 389.8125 74.998095 L 388.575 73.437714 L 387.3375 71.877333 L 386.1 70.316952 L 384.8625 68.756571 L 383.625 67.19619 L 382.3875 65.63581 L 379.9125 65.63581 L 377.4375 65.63581 L 376.2 67.19619 L 376.2 70.316952 L 374.9625 71.877333 L 373.725 73.437714 L 372.4875 74.998095 L 371.25 76.558476 L 371.25 79.679238 L 370.0125 81.239619 L 368.775 82.8 L 367.5375 84.360381 L 365.0625 84.360381 L 363.825 82.8 L 365.0625 81.239619 L 366.3 79.679238 L 366.3 76.558476 L 366.3 73.437714 L 366.3 70.316952 L 366.3 67.19619 L 367.5375 65.63581 L 368.775 64.075429 L 368.775 60.954667 L 370.0125 59.394286 L 372.4875 59.394286 L 374.9625 59.394286 L 376.2 57.833905 L 377.4375 56.273524 L 379.9125 56.273524 L 381.15 54.713143 L 382.3875 53.152762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p21f02723cc)" d="M 382.3875 68.756571 L 383.625 70.316952 L 383.625 73.437714 L 382.3875 74.998095 L 379.9125 74.998095 L 377.4375 74.998095 L 376.2 73.437714 L 377.4375 71.877333 L 379.9125 71.877333 L 381.15 70.316952 L 382.3875 68.756571 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p21f02723cc)" d="M 409.6125 71.877333 L 410.85 73.437714 L 409.6125 74.998095 L 408.375 73.437714 L 409.6125 71.877333 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p21f02723cc)" d="M 387.3375 74.998095 L 388.575 76.558476 L 387.3375 78.118857 L 386.1 76.558476 L 387.3375 74.998095 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p21f02723cc)" d="M 389.8125 78.118857 L 391.05 79.679238 L 391.05 82.8 L 389.8125 84.360381 L 388.575 82.8 L 388.575 79.679238 L 389.8125 78.118857 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p21f02723cc)" d="M 397.2375 78.118857 L 398.475 79.679238 L 397.2375 81.239619 L 396 79.679238 L 397.2375 78.118857 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p21f02723cc)" d="M 409.6125 78.118857 L 410.85 79.679238 L 412.0875 81.239619 L 413.325 82.8 L 413.325 85.920762 L 412.0875 87.481143 L 409.6125 87.481143 L 407.1375 87.481143 L 405.9 85.920762 L 405.9 82.8 L 407.1375 81.239619 L 408.375 79.679238 L 409.6125 78.118857 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p21f02723cc)" d="M 377.4375 87.481143 L 379.9125 87.481143 L 381.15 89.041524 L 379.9125 90.601905 L 377.4375 90.601905 L 376.2 89.041524 L 377.4375 87.481143 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p21f02723cc)" d="M 389.8125 87.481143 L 391.05 89.041524 L 389.8125 90.601905 L 388.575 89.041524 L 389.8125 87.481143 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p21f02723cc)" d="M 399.7125 87.481143 L 400.95 89.041524 L 399.7125 90.601905 L 398.475 89.041524 L 399.7125 87.481143 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_8">    <path clip-path="url(#p21f02723cc)" d="M 394.7625 65.63581 L 396 67.19619 L 394.7625 68.756571 L 393.525 67.19619 L 394.7625 65.63581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p21f02723cc)" d="M 389.8125 78.118857 L 392.2875 78.118857 L 394.7625 78.118857 L 397.2375 78.118857 L 399.7125 78.118857 L 400.95 79.679238 L 400.95 82.8 L 402.1875 84.360381 L 403.425 85.920762 L 404.6625 87.481143 L 405.9 89.041524 L 404.6625 90.601905 L 403.425 92.162286 L 402.1875 93.722667 L 400.95 92.162286 L 399.7125 90.601905 L 398.475 89.041524 L 398.475 85.920762 L 397.2375 84.360381 L 394.7625 84.360381 L 393.525 85.920762 L 394.7625 87.481143 L 396 89.041524 L 394.7625 90.601905 L 392.2875 90.601905 L 391.05 89.041524 L 389.8125 87.481143 L 388.575 89.041524 L 388.575 92.162286 L 387.3375 93.722667 L 384.8625 93.722667 L 383.625 92.162286 L 382.3875 90.601905 L 381.15 89.041524 L 382.3875 87.481143 L 384.8625 87.481143 L 386.1 85.920762 L 386.1 82.8 L 387.3375 81.239619 L 388.575 79.679238 L 389.8125 78.118857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_9">    <path clip-path="url(#p21f02723cc)" d="M 418.275 32.86781 L 419.5125 34.42819 L 421.9875 34.42819 L 429.4125 43.790476 L 431.8875 43.790476 L 436.8375 50.032 L 439.3125 50.032 L 440.55 51.592381 L 440.55 54.713143 L 445.5 60.954667 L 445.5 85.920762 L 443.025 89.041524 L 443.025 101.524571 L 439.3125 106.205714 L 431.8875 106.205714 L 429.4125 109.326476 L 412.0875 109.326476 L 409.6125 112.447238 L 407.1375 112.447238 L 404.6625 115.568 L 399.7125 115.568 L 394.7625 121.809524 L 389.8125 121.809524 L 382.3875 112.447238 L 379.9125 112.447238 L 372.4875 103.084952 L 370.0125 103.084952 L 367.5375 99.96419 L 365.0625 99.96419 L 362.5875 96.843429 L 352.6875 96.843429 L 350.2125 93.722667 L 347.7375 93.722667 L 346.5 92.162286 L 346.5 89.041524 L 344.025 85.920762 L 344.025 82.8 L 346.5 79.679238 L 346.5 64.075429 L 348.975 60.954667 L 348.975 57.833905 L 351.45 54.713143 L 351.45 51.592381 L 360.1125 40.669714 L 362.5875 40.669714 L 365.0625 37.548952 L 367.5375 37.548952 L 370.0125 34.42819 L 392.2875 34.42819 L 394.7625 37.548952 L 397.2375 34.42819 L 399.7125 34.42819 L 400.95 32.86781 L 400.95 32.86781 " 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 349.228125 134.292571 L 349.228125 122.678821 L 316.8 122.678821 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=15 -->    <defs>     <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/>     <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/>    </defs>    <g style="fill:#ffffff;" transform="translate(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-31"/>     <use x="206.591797" xlink:href="#DejaVuSans-35"/>    </g>   </g>  </g>  <g id="axes_5">   <g clip-path="url(#p4d97ab389c)">    <image height="103.2" id="image5e2ed0e6a5" 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(#p4d97ab389c)" d="M 540.7875 59.394286 L 542.025 60.954667 L 542.025 64.075429 L 543.2625 65.63581 L 544.5 67.19619 L 543.2625 68.756571 L 540.7875 68.756571 L 539.55 70.316952 L 540.7875 71.877333 L 542.025 73.437714 L 543.2625 74.998095 L 545.7375 74.998095 L 546.975 76.558476 L 546.975 79.679238 L 548.2125 81.239619 L 549.45 82.8 L 549.45 85.920762 L 548.2125 87.481143 L 546.975 89.041524 L 545.7375 90.601905 L 544.5 89.041524 L 543.2625 87.481143 L 540.7875 87.481143 L 538.3125 87.481143 L 537.075 85.920762 L 538.3125 84.360381 L 539.55 82.8 L 538.3125 81.239619 L 535.8375 81.239619 L 534.6 79.679238 L 533.3625 78.118857 L 532.125 76.558476 L 533.3625 74.998095 L 534.6 73.437714 L 533.3625 71.877333 L 530.8875 71.877333 L 529.65 70.316952 L 528.4125 68.756571 L 525.9375 68.756571 L 524.7 67.19619 L 525.9375 65.63581 L 528.4125 65.63581 L 530.8875 65.63581 L 532.125 64.075429 L 533.3625 62.515048 L 535.8375 62.515048 L 538.3125 62.515048 L 539.55 60.954667 L 540.7875 59.394286 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 570.4875 62.515048 L 572.9625 62.515048 L 575.4375 62.515048 L 577.9125 62.515048 L 579.15 64.075429 L 580.3875 65.63581 L 581.625 67.19619 L 580.3875 68.756571 L 579.15 70.316952 L 580.3875 71.877333 L 581.625 70.316952 L 582.8625 68.756571 L 584.1 70.316952 L 585.3375 71.877333 L 586.575 73.437714 L 585.3375 74.998095 L 582.8625 74.998095 L 580.3875 74.998095 L 579.15 76.558476 L 577.9125 78.118857 L 576.675 79.679238 L 577.9125 81.239619 L 579.15 82.8 L 579.15 85.920762 L 579.15 89.041524 L 577.9125 90.601905 L 575.4375 90.601905 L 572.9625 90.601905 L 571.725 92.162286 L 570.4875 93.722667 L 568.0125 93.722667 L 566.775 92.162286 L 565.5375 90.601905 L 563.0625 90.601905 L 561.825 89.041524 L 561.825 85.920762 L 563.0625 84.360381 L 565.5375 84.360381 L 566.775 82.8 L 566.775 79.679238 L 566.775 76.558476 L 568.0125 74.998095 L 569.25 73.437714 L 569.25 70.316952 L 568.0125 68.756571 L 566.775 67.19619 L 568.0125 65.63581 L 569.25 64.075429 L 570.4875 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 572.9625 65.63581 L 571.725 67.19619 L 572.9625 68.756571 L 574.2 67.19619 L 572.9625 65.63581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 548.2125 68.756571 L 549.45 70.316952 L 548.2125 71.877333 L 546.975 70.316952 L 548.2125 68.756571 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 563.0625 68.756571 L 565.5375 68.756571 L 566.775 70.316952 L 565.5375 71.877333 L 563.0625 71.877333 L 561.825 70.316952 L 563.0625 68.756571 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 560.5875 81.239619 L 561.825 82.8 L 560.5875 84.360381 L 559.35 82.8 L 560.5875 81.239619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 572.9625 81.239619 L 571.725 82.8 L 571.725 85.920762 L 572.9625 87.481143 L 574.2 85.920762 L 574.2 82.8 L 572.9625 81.239619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 572.9625 93.722667 L 574.2 95.283048 L 572.9625 96.843429 L 571.725 95.283048 L 572.9625 93.722667 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 577.9125 96.843429 L 579.15 98.40381 L 577.9125 99.96419 L 576.675 98.40381 L 577.9125 96.843429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_11">    <path clip-path="url(#p4d97ab389c)" d="M 550.6875 59.394286 L 551.925 60.954667 L 550.6875 62.515048 L 549.45 60.954667 L 550.6875 59.394286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 563.0625 71.877333 L 564.3 73.437714 L 563.0625 74.998095 L 561.825 73.437714 L 563.0625 71.877333 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 553.1625 78.118857 L 555.6375 78.118857 L 556.875 79.679238 L 555.6375 81.239619 L 553.1625 81.239619 L 551.925 79.679238 L 553.1625 78.118857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 525.9375 81.239619 L 527.175 82.8 L 527.175 85.920762 L 525.9375 87.481143 L 523.4625 87.481143 L 522.225 85.920762 L 523.4625 84.360381 L 524.7 82.8 L 525.9375 81.239619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 582.8625 96.843429 L 584.1 98.40381 L 582.8625 99.96419 L 581.625 98.40381 L 582.8625 96.843429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_12">    <path clip-path="url(#p4d97ab389c)" d="M 549.45 32.86781 L 550.6875 34.42819 L 553.1625 34.42819 L 554.4 35.988571 L 555.6375 37.548952 L 558.1125 37.548952 L 560.5875 37.548952 L 561.825 35.988571 L 563.0625 34.42819 L 564.3 32.86781 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>    <path clip-path="url(#p4d97ab389c)" d="M 574.2 32.86781 L 575.4375 34.42819 L 577.9125 34.42819 L 580.3875 37.548952 L 582.8625 37.548952 L 587.8125 43.790476 L 590.2875 43.790476 L 601.425 57.833905 L 601.425 60.954667 L 603.9 64.075429 L 603.9 70.316952 L 606.375 73.437714 L 606.375 79.679238 L 603.9 82.8 L 603.9 95.283048 L 601.425 98.40381 L 601.425 101.524571 L 596.475 107.766095 L 596.475 110.886857 L 595.2375 112.447238 L 592.7625 112.447238 L 585.3375 121.809524 L 577.9125 121.809524 L 575.4375 124.930286 L 572.9625 121.809524 L 570.4875 121.809524 L 569.25 120.249143 L 569.25 117.128381 L 566.775 114.007619 L 566.775 107.766095 L 565.5375 106.205714 L 560.5875 106.205714 L 558.1125 103.084952 L 545.7375 103.084952 L 543.2625 106.205714 L 540.7875 106.205714 L 533.3625 115.568 L 530.8875 115.568 L 528.4125 118.688762 L 525.9375 118.688762 L 523.4625 115.568 L 520.9875 115.568 L 513.5625 106.205714 L 511.0875 106.205714 L 509.85 104.645333 L 509.85 101.524571 L 507.375 98.40381 L 507.375 89.041524 L 504.9 85.920762 L 504.9 73.437714 L 507.375 70.316952 L 504.9 67.19619 L 504.9 60.954667 L 509.85 54.713143 L 509.85 51.592381 L 513.5625 46.911238 L 516.0375 46.911238 L 520.9875 40.669714 L 523.4625 40.669714 L 525.9375 37.548952 L 528.4125 37.548952 L 530.8875 34.42819 L 533.3625 34.42819 L 534.6 32.86781 L 534.6 32.86781 " 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=34 -->    <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(475.2 131.796946)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"/>     <use x="206.591797" xlink:href="#DejaVuSans-34"/>    </g>   </g>  </g>  <g id="axes_6">   <g clip-path="url(#p6b8027d031)">    <image height="103.2" id="image4f0e5c89a8" 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(#p6b8027d031)" d="M 706.6125 62.515048 L 709.0875 62.515048 L 710.325 64.075429 L 709.0875 65.63581 L 706.6125 65.63581 L 705.375 64.075429 L 706.6125 62.515048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 701.6625 65.63581 L 704.1375 65.63581 L 705.375 67.19619 L 705.375 70.316952 L 704.1375 71.877333 L 702.9 73.437714 L 702.9 76.558476 L 701.6625 78.118857 L 700.425 79.679238 L 699.1875 81.239619 L 696.7125 81.239619 L 695.475 82.8 L 694.2375 84.360381 L 693 82.8 L 693 79.679238 L 691.7625 78.118857 L 689.2875 78.118857 L 686.8125 78.118857 L 684.3375 78.118857 L 683.1 76.558476 L 684.3375 74.998095 L 685.575 73.437714 L 686.8125 71.877333 L 688.05 70.316952 L 689.2875 68.756571 L 691.7625 68.756571 L 694.2375 68.756571 L 696.7125 68.756571 L 699.1875 68.756571 L 700.425 67.19619 L 701.6625 65.63581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 728.8875 65.63581 L 730.125 67.19619 L 731.3625 68.756571 L 732.6 70.316952 L 733.8375 71.877333 L 736.3125 71.877333 L 737.55 73.437714 L 738.7875 74.998095 L 740.025 76.558476 L 740.025 79.679238 L 738.7875 81.239619 L 737.55 82.8 L 737.55 85.920762 L 736.3125 87.481143 L 733.8375 87.481143 L 731.3625 87.481143 L 728.8875 87.481143 L 727.65 85.920762 L 728.8875 84.360381 L 730.125 82.8 L 730.125 79.679238 L 730.125 76.558476 L 728.8875 74.998095 L 726.4125 74.998095 L 723.9375 74.998095 L 722.7 76.558476 L 721.4625 78.118857 L 720.225 76.558476 L 720.225 73.437714 L 721.4625 71.877333 L 723.9375 71.877333 L 726.4125 71.877333 L 727.65 70.316952 L 727.65 67.19619 L 728.8875 65.63581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 706.6125 71.877333 L 709.0875 71.877333 L 711.5625 71.877333 L 712.8 73.437714 L 712.8 76.558476 L 711.5625 78.118857 L 710.325 76.558476 L 709.0875 74.998095 L 706.6125 74.998095 L 705.375 73.437714 L 706.6125 71.877333 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 714.0375 78.118857 L 716.5125 78.118857 L 717.75 79.679238 L 716.5125 81.239619 L 714.0375 81.239619 L 712.8 79.679238 L 714.0375 78.118857 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 701.6625 81.239619 L 702.9 82.8 L 701.6625 84.360381 L 700.425 82.8 L 701.6625 81.239619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 711.5625 81.239619 L 712.8 82.8 L 711.5625 84.360381 L 710.325 82.8 L 711.5625 81.239619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 704.1375 84.360381 L 705.375 85.920762 L 704.1375 87.481143 L 702.9 85.920762 L 704.1375 84.360381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 691.7625 87.481143 L 693 89.041524 L 691.7625 90.601905 L 690.525 89.041524 L 691.7625 87.481143 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 696.7125 90.601905 L 697.95 92.162286 L 696.7125 93.722667 L 695.475 92.162286 L 696.7125 90.601905 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 726.4125 90.601905 L 727.65 92.162286 L 726.4125 93.722667 L 725.175 92.162286 L 726.4125 90.601905 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 691.7625 93.722667 L 693 95.283048 L 691.7625 96.843429 L 690.525 95.283048 L 691.7625 93.722667 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 733.8375 93.722667 L 735.075 95.283048 L 733.8375 96.843429 L 732.6 95.283048 L 733.8375 93.722667 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 731.3625 96.843429 L 732.6 98.40381 L 731.3625 99.96419 L 730.125 98.40381 L 731.3625 96.843429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_14">    <path clip-path="url(#p6b8027d031)" d="M 716.5125 65.63581 L 717.75 67.19619 L 716.5125 68.756571 L 715.275 67.19619 L 716.5125 65.63581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 726.4125 65.63581 L 727.65 67.19619 L 727.65 70.316952 L 727.65 73.437714 L 727.65 76.558476 L 727.65 79.679238 L 726.4125 81.239619 L 725.175 79.679238 L 725.175 76.558476 L 725.175 73.437714 L 725.175 70.316952 L 725.175 67.19619 L 726.4125 65.63581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 696.7125 71.877333 L 697.95 73.437714 L 697.95 76.558476 L 697.95 79.679238 L 696.7125 81.239619 L 695.475 79.679238 L 695.475 76.558476 L 695.475 73.437714 L 696.7125 71.877333 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 716.5125 81.239619 L 717.75 82.8 L 716.5125 84.360381 L 715.275 82.8 L 716.5125 81.239619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 696.7125 84.360381 L 697.95 85.920762 L 696.7125 87.481143 L 695.475 85.920762 L 696.7125 84.360381 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p6b8027d031)" d="M 726.4125 84.360381 L 727.65 85.920762 L 727.65 89.041524 L 727.65 92.162286 L 726.4125 93.722667 L 725.175 92.162286 L 725.175 89.041524 L 725.175 85.920762 L 726.4125 84.360381 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_15">    <path clip-path="url(#p6b8027d031)" d="M 699.1875 37.548952 L 711.5625 37.548952 L 714.0375 40.669714 L 733.8375 40.669714 L 736.3125 43.790476 L 738.7875 43.790476 L 746.2125 53.152762 L 748.6875 53.152762 L 757.35 64.075429 L 757.35 70.316952 L 759.825 73.437714 L 759.825 92.162286 L 754.875 98.40381 L 754.875 101.524571 L 746.2125 112.447238 L 743.7375 112.447238 L 741.2625 115.568 L 738.7875 115.568 L 733.8375 109.326476 L 721.4625 109.326476 L 718.9875 112.447238 L 711.5625 112.447238 L 709.0875 109.326476 L 691.7625 109.326476 L 684.3375 118.688762 L 681.8625 118.688762 L 679.3875 115.568 L 676.9125 115.568 L 673.2 110.886857 L 673.2 104.645333 L 670.725 101.524571 L 670.725 95.283048 L 665.775 89.041524 L 665.775 67.19619 L 675.675 54.713143 L 675.675 51.592381 L 679.3875 46.911238 L 681.8625 46.911238 L 684.3375 43.790476 L 689.2875 43.790476 L 691.7625 40.669714 L 696.7125 40.669714 L 699.1875 37.548952 L 699.1875 37.548952 " 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=53 -->    <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-35"/>     <use x="206.591797" xlink:href="#DejaVuSans-33"/>    </g>   </g>  </g>  <g id="axes_7">   <g clip-path="url(#p6264ce3b5d)">    <image height="103.2" id="image9025eb9430" 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(#p6264ce3b5d)" d="M 867.4875 74.998095 L 868.725 76.558476 L 867.4875 78.118857 L 866.25 76.558476 L 867.4875 74.998095 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6264ce3b5d)" d="M 862.5375 78.118857 L 865.0125 78.118857 L 866.25 79.679238 L 866.25 82.8 L 867.4875 84.360381 L 868.725 85.920762 L 869.9625 87.481143 L 871.2 89.041524 L 871.2 92.162286 L 871.2 95.283048 L 869.9625 96.843429 L 868.725 95.283048 L 867.4875 93.722667 L 866.25 92.162286 L 866.25 89.041524 L 865.0125 87.481143 L 862.5375 87.481143 L 861.3 89.041524 L 860.0625 90.601905 L 857.5875 90.601905 L 856.35 89.041524 L 856.35 85.920762 L 857.5875 84.360381 L 858.825 82.8 L 860.0625 81.239619 L 861.3 79.679238 L 862.5375 78.118857 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6264ce3b5d)" d="M 855.1125 81.239619 L 856.35 82.8 L 855.1125 84.360381 L 853.875 82.8 L 855.1125 81.239619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6264ce3b5d)" d="M 887.2875 81.239619 L 888.525 82.8 L 889.7625 84.360381 L 892.2375 84.360381 L 894.7125 84.360381 L 895.95 85.920762 L 895.95 89.041524 L 894.7125 90.601905 L 892.2375 90.601905 L 889.7625 90.601905 L 887.2875 90.601905 L 886.05 92.162286 L 884.8125 93.722667 L 882.3375 93.722667 L 881.1 92.162286 L 881.1 89.041524 L 882.3375 87.481143 L 884.8125 87.481143 L 886.05 85.920762 L 886.05 82.8 L 887.2875 81.239619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_17">    <path clip-path="url(#p6264ce3b5d)" d="M 874.9125 81.239619 L 876.15 82.8 L 876.15 85.920762 L 874.9125 87.481143 L 873.675 85.920762 L 873.675 82.8 L 874.9125 81.239619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_18">    <path clip-path="url(#p6264ce3b5d)" d="M 860.0625 46.911238 L 861.3 48.471619 L 862.5375 50.032 L 863.775 48.471619 L 865.0125 46.911238 L 867.4875 46.911238 L 869.9625 46.911238 L 872.4375 46.911238 L 873.675 48.471619 L 874.9125 50.032 L 877.3875 50.032 L 879.8625 50.032 L 882.3375 50.032 L 884.8125 50.032 L 887.2875 50.032 L 888.525 51.592381 L 889.7625 53.152762 L 892.2375 53.152762 L 894.7125 53.152762 L 895.95 54.713143 L 897.1875 56.273524 L 899.6625 56.273524 L 900.9 57.833905 L 902.1375 59.394286 L 904.6125 59.394286 L 905.85 60.954667 L 907.0875 62.515048 L 908.325 64.075429 L 909.5625 65.63581 L 910.8 67.19619 L 910.8 70.316952 L 912.0375 71.877333 L 913.275 73.437714 L 913.275 76.558476 L 913.275 79.679238 L 913.275 82.8 L 914.5125 84.360381 L 915.75 85.920762 L 915.75 89.041524 L 915.75 92.162286 L 915.75 95.283048 L 915.75 98.40381 L 915.75 101.524571 L 914.5125 103.084952 L 913.275 104.645333 L 912.0375 106.205714 L 910.8 107.766095 L 909.5625 109.326476 L 907.0875 109.326476 L 905.85 110.886857 L 904.6125 112.447238 L 902.1375 112.447238 L 899.6625 112.447238 L 897.1875 112.447238 L 894.7125 112.447238 L 892.2375 112.447238 L 889.7625 112.447238 L 887.2875 112.447238 L 884.8125 112.447238 L 882.3375 112.447238 L 881.1 114.007619 L 879.8625 115.568 L 878.625 117.128381 L 877.3875 118.688762 L 874.9125 118.688762 L 873.675 117.128381 L 872.4375 115.568 L 869.9625 115.568 L 868.725 114.007619 L 867.4875 112.447238 L 865.0125 112.447238 L 862.5375 112.447238 L 861.3 110.886857 L 860.0625 109.326476 L 857.5875 109.326476 L 855.1125 109.326476 L 852.6375 109.326476 L 851.4 110.886857 L 850.1625 112.447238 L 847.6875 112.447238 L 845.2125 112.447238 L 842.7375 112.447238 L 841.5 110.886857 L 840.2625 109.326476 L 839.025 107.766095 L 837.7875 106.205714 L 836.55 104.645333 L 836.55 101.524571 L 835.3125 99.96419 L 834.075 98.40381 L 834.075 95.283048 L 834.075 92.162286 L 834.075 89.041524 L 832.8375 87.481143 L 831.6 85.920762 L 831.6 82.8 L 832.8375 81.239619 L 834.075 79.679238 L 834.075 76.558476 L 834.075 73.437714 L 834.075 70.316952 L 835.3125 68.756571 L 836.55 67.19619 L 837.7875 65.63581 L 839.025 64.075429 L 840.2625 62.515048 L 841.5 60.954667 L 842.7375 59.394286 L 843.975 57.833905 L 845.2125 56.273524 L 847.6875 56.273524 L 848.925 54.713143 L 850.1625 53.152762 L 852.6375 53.152762 L 853.875 51.592381 L 855.1125 50.032 L 857.5875 50.032 L 858.825 48.471619 L 860.0625 46.911238 " 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=71 -->    <defs>     <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/>    </defs>    <g style="fill:#ffffff;" transform="translate(792 131.796946)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-37"/>     <use x="206.591797" xlink:href="#DejaVuSans-31"/>    </g>   </g>  </g>  <g id="axes_8">   <g clip-path="url(#p33bc31dc9e)">    <image height="103.2" id="image2e81f067b5" transform="scale(1 -1)translate(0 -103.2)" width="158.4" x="950" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAGuCAYAAAAuxpZqAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3U2P3Wd9PvD7zDlnzjxij5+SGJrYlIS6CQ0hoqhIVcQiEuqKHYgFUjfddNMNfQdsqi54AQhW3dFFEVK7KBFqq7ZUqgJqoKQksePYsT224xnP83mY+b8BpP91c/+OhoTPZ33p/p7f8zWzuXullJPSsYWFhSh3cpKN7vV68ezj4+M4+1ExHA7jbHp+0lx6rUspZTabRbnl5eUoV3Otp9NplEuPJ/2NpZRy9uzZKDcYDKJcetzj8TjKlVLKyspKlNvc3IxyR0dH8ez0eNL3Rc190e/3o1x6X0wmk85n16zZ9ey1tbUol95rH//4x6NcKaV89rOfjXLpsfzsZz+LZ+/v70e5Bw8eRLmaezJ9dtJ7Mn3vlpKfy66f2XlIe8M8fuM8Ztf0oK5np/I2AAAAv4ZCCQBAE4USAIAmCiUAAE0USgAAmiiUAAA0USgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATQbzWDTdOD7d3D5dr8ZwOIxy6Ybsk8mk5ef8WqPRKModHR11PjtVs2F9mh2Px1FuNpvFs/v9fpQbDLJHIr02pZTyR3/0R1HuD/7gD6Jc+hv39vaiXCmlXL16NcrdvHkzyv3whz+MZ9+6dSvKTafTKHdychLPTu+hdHb6TitlPu+1VPo7Hz9+HOXOnDkT5T7/+c9HuVJKefjwYZTb39+PcufPn49np8edfkdq3lU12dNYr5T8XV7zLKbvtfR4amaflvS7VEp+PF33r6o14xUBAODXUCgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKBJtht7pXTj+HRz8nRj8lLyDeYnk0mUS3/j4uJilCullPF4HOWm02mUq9lgvms116br6728vBzPTs/RyspKlPvc5z4Xz3755Zej3Be+8IUo98wzz0S5X/7yl1GulPz+3d3djXI198XS0lKUm81mUW5/fz+enTo5OYlyNcedGg6HUS59X9QYjUZRLr2GW1tb8exXX301yqXPQ5orpZQ//uM/jrOJhw8fxtkXX3wxyj148CDK1bwn0/s3fZ8eHh7Gs9P7N+0XaRdIn+1S8ndQumb6TSwl7yypebyr/IcSAIAmCiUAAE0USgAAmiiUAAA0USgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADTJdk+vlG54nm4Gn25EX7NmusF8ah4bradGo1Gc3dvbi3LLy8tRbjabxbNXVlai3O7ubpQ7ODjofHZ676bnp5RSVldXo9zR0VGUu3fvXpQ7f/58lKvJ3r59O8qtr6/Hs+/fvx/l0ns3vYY12ZOTkyhX8x5IZ08mkyi3tLQUzx6Px3G2y/Xee++9eM2vf/3rUS69dzc3N+PZd+/ejXK/+tWvotxf/dVfxbMPDw+jXPreT9+nNdJ3Vc23O82mz2L6bUrXq5H2i3m8L9Ljmcdx+w8lAABNFEoAAJoolAAANFEoAQBoolACANBEoQQAoIlCCQBAE4USAIAmCiUAAE0USgAAmiiUAAA0USgBAGgySDcxTzcmL6Vuw/NEusn7PKTHUnN+0k3Z+/1+lNvb24tnp8bjcZSrOe7t7e0oN49N61NXrlyJcouLi/Gao9Eoyr3yyitRLr0vHj9+HOVKKeX27dtR7p//+Z+j3JtvvhnPTp+x4XAY5SaTSeezUysrK3E2ffemz2KaKyW/f9NzeXR0FOVu3rwZ5Uop5dVXX41yf/7nfx7lVldX49lnz56Ncv/xH/8R5WreF+n7PL13a+7xrvtA189XKfn3If2NNd+bmu9dYh7dJr2G8+A/lAAANFEoAQBoolACANBEoQQAoIlCCQBAE4USAIAmCiUAAE0USgAAmiiUAAA0USgBAGiiUAIA0EShBACgSa/f70c7o89jE/PhcBjlJpNJvGa6MXrNhvBdG41GUS49P/v7+/Hs4+PjKLew0P3fGl2f8/Ral1JKv9+Pcuk5X1tbi2en1/vatWtR7rnnnotyb7/9dpQrpZQ333wzyt27dy/K1Vybw8PDKJdem5r7bDAYRLmVlZUoV/OeTM/Ro0ePotzS0lI8u+b+TWxubka51dXVeM2Dg4NO19zY2Ihnb29vR7n03Zveu6WUMp1Oo9w8vmHp9yG9d9P1arLpcS8uLka58Xgc5eYh/S6V0n0Hm8ds/6EEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANFEoAQBoolACANBEoQQAoIlCCQBAE4USAIAmCiUAAE16vV4v2ml9YeH0umfNpujphufp8Uwmkyg3GAyiXCn58dRs3p6aTqedrjcajeLsyUl0q8W5mmM5e/ZslEvPec09+fjx4yi3srIS5ZaXl6Pc1atXo1wppbzxxhtRbm1tLcrdv38/nv2JT3wiyn3xi1+MckdHR/Hsd999N8oNh8Mod3BwEM8+PDyMculx/+mf/mk8++Mf/3iU++u//usod/369Sj3/PPPR7lSSnnnnXei3Llz56Jczfvi1q1bUW4e76r0W5Le5+m9W0opvV6v09x4PI5nLy4uRrn0uNN3eXoNSynl+Pi409npeqXknSW9Nl13gVL8hxIAgEYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANOmVUvKd0UPpJuZprka64Xm6gXq6cfxgMIhyNbNTk8kkzna9wXzNsaTncjabRbmVlZV49uHhYZS7ePFilNvZ2YlnX7hwIcrdvn07yr300ktRbnd3N8qVUsq9e/ei3Cc/+cko97nPfS6e/frrr0e5b3zjG1HuxRdfjGffvHkzyv3rv/5rlLt//348O72Hrl27FuXOnz8fz/7a174W5X7yk59Eue9///tR7uDgIMqVUsqTTz4Z5b74xS9GubW1tXj23/zN30S5d999N8odHR3Fs1Ppe7/mHX18fBzlRqNRlBuPx/HsrvtA+h2pmZuen1RNbzitblPDfygBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKCJQgkAQJNeKaXzHcL7/X6USzdar9nEPN3ovetN3tMN2WuziZpjSTejTzeir5HOHo1GUS69z0op5ctf/nKU+/73vx/lLl26FM+ezWZRbn19PcpdvXo1yv3t3/5tlCullDt37kS5W7duRbmjo6N49uLiYpS7cuVKlKt5vt5///0ot729HeX+5V/+JZ597969KPfMM89EuT/8wz+MZ6fvjDT3q1/9Ksq99dZbUa6U/Hm4fPlylPuzP/uzePbdu3ej3Pe+970o99Of/jSenb7/1tbWolzN9/Pg4CDKHR4eRrn0nV9K99/kdL2a90XXv3EeTvMb7z+UAAA0USgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKDJYGEh65Q1m6Kn2ZpN67uenW4In56f2WwW5UrJN29Pj6Xf78ezuz7nNbPX19c7nf3MM8/E2ZdeeinK7ezsRLnr16/Hs7/yla9Euc9+9rNR7ty5c1Fua2srypVSyv7+fpR76qmnotxwOIxnp/dF+htXVlbi2c8991yUS5/vdL1SSllaWopy6fl5++2349nb29tRbnV1Nco9++yzUe7OnTtRrpRSNjY2otzTTz8d5W7evBnP/uEPfxjl3n///SiXfkdKKWVtba3TNWu+3em3Kf2OTCaTeHZ6POnsrnMfFtPp9NRm+w8lAABNFEoAAJoolAAANFEoAQBoolACANBEoQQAoIlCCQBAE4USAIAmCiUAAE0USgAAmiiUAAA0USgBAGgySDeOr9ncPtXv9ztfM/2dXR/3bDaLcjWzB4NBlBsOh/Hs8Xgc5c6ePRuvmUqvdzr7/Pnz8ew33ngjyr333ntR7q233opnb29vR7nnn38+yqXXcH9/P8qVUsonPvGJKHfhwoUot7y8HM9On50bN25EuaOjo3h26oUXXuh89t/93d9FuVdeeSXKvfrqq/Hsvb29TnPpOy09j6WUcu3atSiXvicfPnwYz757926US98r586di2en0mtTc0+m37terxflFhcX49ldP7ddd4FS8uNOczWzPwz8hxIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANBmkm5j3+/140a43PJ/NZnF2Op12OntpaSnKpRvRl5Ifz+LiYpSbTCbx7K43rd/a2opnP/nkk1FuY2Mjyn3sYx+LZ6fZ9HjOnTsXz/7MZz4T5S5duhTl3nnnnSh3+fLlKFdKKR988EGU+8UvfhHl/uRP/iSevbe3F+XW1tai3M7OTjw7Pefpb6x5Fr/61a92uuadO3fi2Xfv3o1y6XOzv78f5Wrez0888USU297ejnKHh4fx7L/4i7+Icv/0T/8U5f7t3/4tnv3cc89FufR47t+/H89O77X0OzIej+PZacdIv00nJydRrubbnc6uWfO01HS6tLP89h81AAC/1RRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANFEoAQBoMhgOh1Ew3TS+lO43ZZ/H5u3p5vbppujLy8tRrpT8XM5jI/qDg4MoNxqNotzKyko8Oz3u6XQa5T71qU/Fs//nf/4nyu3s7ES5L3/5y/Hs9Bnb3NyMckdHR1HuwYMHUa5mdvrcpNewZva9e/ei3NraWjz7zJkzUe7w8DDKPfvss/HsN998M8q98cYbUe4rX/lKPPvu3bud5tbX16PcSy+9FOVKKWVrayvK7e7uRrn0XV5KKY8ePYpy3/jGN6Lcz3/+83j2e++9F+WuXr0a5W7cuBHPTt/n6Xsg7QI12cFgEOXG43GUq/l+1hxP17ruajXPQ8p/KAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANFEoAQBoolACANBEoQQAoIlCCQBAk8Hx8XEUnMem6OnseUg3t19fX49yOzs7LT/n10o3ea+xtLQU5XZ3d6PcYDCIZ6eb0W9ubka569evx7N/9KMfRbn0eP793/89nv3w4cMo95nPfCbKnTlzJsql17CUUg4PD6Pc5cuXo9yjR4/i2QcHB1Hu3LlzUW5rayue/frrr0e5p59+Oso9ePAgnp2+/15++eUo93//93/x7PTeSH/j6upqlNvY2IhypZRy586dKLewkP1fZG9vL56drvn3f//38Zqp9B3U7/ej3IULF+LZ6f2bnp8a6XEfHR11Oremh6Q9KP3WpT2kZs302tR0ujTrP5QAADRRKAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANFEoAQBoolACANBEoQQAoMlgOp2e9m/4/5rHRvTphvAffPBBlKvZ5L1mU/auZx8eHnY6u+b+GQwGUe7g4CDKvf766/HsF198Mcr97Gc/i3IrKyvx7G9+85tRbjweR7m9vb0ot7y8HOVKKeWJJ56Icvfv349y6XNTSimXLl2KchcvXoxyNdfm3XffjXJra2tR7v33349np2azWZQbDofxmuk5397ejnLpOyh9tkspZXFxMcqlz0PN+fnxj38c5X7xi19EuZr3bno8R0dHUS49j6WUMhqNolz6rqr5dqf3eb/f73S9rr/HNWq+3WlnmcfslP9QAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANFEoAQBoolACANBEoQQAoIlCCQBAE4USAIAmg9Mcnm4cX7MperrhebrBfCo9llK637S+ZnP79HemuXnM3t7ejnJPPvlkPPvRo0dRbnFxMcodHh7Gs//3f/83yn3605+Ocum9++DBgyhXSikrKytRbjQaRbkLFy7Es5eWlqJcel9sbm7Gs9Nzee/evSiX3j+l5PdQumbNezK9N9I1Dw4Ootzt27ejXCn5fXHt2rUod+PGjXj2zs5OlOv6vVJKKU888USUO3PmTJS7c+dOPDu93ul7fx7f7nTN4XAY5SaTSZQrZT6dpWvpO63m251m/YcSAIAmCiUAAE0USgAAmiiUAAA0USgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADRRKAEAaDJIg71eL160Jtu1k5OTTtebzWad5krJz0+/349y0+k0np1K10x/YymlHB8fR7nhcBjlbt26Fc++cuVKlLt+/XqU29nZiWd/+9vfjnIXLlyIct/85jej3OXLl6NcKaXcuXMnyl27di3Kra2txbMfPHgQ5TY3N6Pc+++/H89eXV2NcpPJJMr9/u//fjx7b28vyqXH8/nPfz6e/fOf/zzKpceT3rvpMZdSysWLF6Nc+h547bXX4tn/+Z//GeUODg6i3Gg0imcvLy9Hubt370a58Xgcz07f+wsL2f+i0nd+Kfm3O/0+pLNr+krN8SRq+kp6zmu6SNf8hxIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANBmkwZpNzLtes2bz9q5/Z7ohe83cNDudTuM1U+nm9uk5r9mIvt/vR7nJZBLlVlZW4tmLi4tR7syZM1FueXk5nr25uRnlvvCFL0S5K1euRLmlpaUoV0p+T37wwQdR7uDgIJ798OHDKJde7/Ral1LK2tpalLt9+3aUu3jxYjw7PUfpM7a1tRXP3tjYiHIXLlyIcsPhMMrt7e1FuVLyc/5f//VfUe4f//Ef49k//elPo9yTTz4Z5e7fvx/PTt+96Zo135H0OqZr1ny7029t+n1IZ59mv5hHb0il57uUvDf4DyUAAE0USgAAmiiUAAA0USgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADRRKAEAaDJIgzUbiaebrXe9GXyNdLPz9FiGw2E8ezweR7nRaNTpeqWUMhhkl3w2m8VrptI10+M+ODiIZz9+/DjKLS0tRbnt7e14dnqf37hxI8q99tprUS69x0sp5emnn45y9+/fj3IvvPBCPPvk5CTKpdf72WefjWfv7e1FucXFxU7XK6WUK1euRLnr169HufS5KaWUjY2NOJu4detWlFteXo7XTK/3T37yk05zpZSyuroa5dJn7PLly/HsmzdvRrn9/f0o99RTT8Wz7927F2cT6fezlPz70HW/qPnW9fv9ztc8LTXfh5T/UAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJr1er3eSBNON1kvpfpP3k5PoJ1atOY+N41PD4bDT2TXXZjqddr5manl5OcpNJpMoV3NtLly4EOUuXrwY5X75y1/Gs9Prnd67+/v7Ue7SpUtRrpRSvvSlL0W5l156KcrVnJ+//Mu/jHLb29tR7tGjR/Hsj33sY1EufR4ODw/j2U888USUe/vttztdr5RS1tbWotxTTz0V5R4/fhzl0uerlFK+9a1vRbnvfve7US59bkop5ezZs1FuY2Mjyj18+DCenX7vtra2otz58+fj2Xt7e1Eu/Y4cHx/Hs/v9fqdrpu/T9Fg+LObRq1L+QwkAQBOFEgCAJgolAABNFEoAAJoolAAANFEoAQBoolACANBEoQQAoIlCCQBAE4USAIAmCiUAAE0USgAAmgzSDcJns1n3wweDKDeZTOI1Fxayjpzm0uNO1ysl34y+3+9HuZprk24cnx5PzQbzBwcHUS79jen5KaWU/f39KHfjxo14zdT6+nqUS3/jxsZGp+uVUsrbb78d5d58880o96UvfSmenV7H9P6peV9cvnw5yqXvqvF4HM9Os8fHx1Gu5ll89tlno9x3vvOdKHf//v0o93u/93tRrmb2cDiMcjXvyfQe2tnZiXLpvVtK3Xstsbu7G2fTb1P6fUjv3Zo1u+4s6femJpv+xppnNn0Hdd0vSqnoQfGKAADwayiUAAA0USgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQJNttvNRtJJ5uCD+ZTOI1U+km5vFm5+GG9fMwj03e02uTHnf6G2tmD4fDKJdewxrp8aS/sZRSjo6OotxgkD2OXd/jpZTyzjvvRLn0/GxsbMSzP/nJT0a5k5OTKHf16tV49gsvvBDl/vu//zvKnT17Np69srIS5S5duhTl3nrrrXj23t5elHvttdeiXHpf/OAHP4hypeTXe3d3N8otLy/Hs9fX16Pcw4cPo1x6LKWUMh6Po1z6DkrfPzXSd3nNt6nmW9Ll7JprM4/vYio956l5fD/9hxIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANOn1+/1oZ/SajcTTTdnTNWs2mE83ek83Wu/1elEu3TS+lPy409k10vNzmgaDQZQbDofxmtPpNMqNRqMol/7GUvJ7I70229vbUa7mN6b3WppbX1+PZ6fPw8svvxzlrl69Gs9O3wOvvPJKlHv++efj2devX49y//AP/xDl0mMpJX+n/uAHP4hyjx8/7nRuTTa9f2re0em5TNdcWVmJZ+/u7ka58Xgcr5lK3xnp+7Tmetd0jET6rqp5T04mk9/05/xaNd/4rr/dc3keftMfAwAApSiUAAA0UigBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQpNfr9aIdx2s2Ek91vRn8PKSbt3e9cftpS693uml8Kd2fy36/H89eWlqKcuk9mR5LKaWMx+MoNxwOO12v5jd2/SzWzE6v94ULF6Lc/v5+57PPnz8f5c6ePRvPTn/n5uZmlKu5huk9lJ6f9D1Q8x1J11xdXY1yNe/o9NqcO3cuyg0Gg3j27u5ulKu5z1Pp9ZnH9+7D8A1N39GTySTKzeM9eZr8hxIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANOmVUk5tx/F0Y/QPw6boNZu812QTNecnnX18fPyb/pxmCwvZ3zk1x93v96PcaDSKculvLCU/52nu8ePHUa7m/CwuLsbZxGw2i7PD4TDKTSaTKDeP5yFds+bZTu+h9LjnIX0e0vfFPM7PdDqNcul9Vkr+PKS/cTwex7PTbHpf1Lyrun7vn+bseUiPZx7H0vXs9JtYSv4+9x9KAACaKJQAADRRKAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANFEoAQBoolACANBkMI/Nznu93m/6e5qlx3NychLl0g3Up9NplKuZPQ/p8czjN3a9Zs166X1xdHQU5UajUTx7MBhEufX19XjNxM7OTpxNn++un5tSSpnNZlFucXExytU8i+nvHI/HUa7mvjg8PIxy6W9Mz2MppQyHwzibSK9NzXckPT+rq6tRrua7lN7nW1tbUW5lZSWenZ6jedwXqXR2zfVO39GpmtmntWbNPdn17HncF/5DCQBAE4USAIAmCiUAAE0USgAAmiiUAAA0USgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACa9EopJ6f9I36bdb1hfSn5Ju/p7H6/H89Os4eHh/GaHwa9Xi/Kpee85r5Ir/fZs2ej3NHRUZQ7Ockf7XTN9P6pmT2ZTDpdc3FxMZ6dHk96/6TnsZRSBoNBlEvvtfQ31mRns1mUS98Xw+EwypWS3xfpmktLS53PTq93zfsiPecfNfP41iZq3lVdr3ma/WIe/IcSAIAmCiUAAE0USgAAmiiUAAA0USgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADTp9fv9aBfzmg3r0w3PT3MT8671+/04mx73PDatP01d3xfpejVrpmqud3odB4NBp+udOXMmypVSyt7eXpSbTCZRrubapNnpdBrlaq511/dar9eLZ5+m9H2+urraae7x48dRrsbh4WGUW1xcjNccj8dR7qP2rVtaWopy6TmveR66/t7N49qkxzOPb3fXx1PzDUvfF/5DCQBAE4USAIAmCiUAAE0USgAAmiiUAAA0USgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACa9Eop3e9i/hFympvBp9LfWOM0jyfdtH4evzFds2b2YDCIculxp+tNJpMoV0p+PMfHx1FuYSH/WzWdna5Zc226XrPmnC8uLka59PkejUbx7P39/Si3sbER5dLzuLW1FeVKKWU8Hke59J6s8WF478NvG/+hBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADRRKAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNeqWUzne37/f7Ue74+DjK9Xq9eHa6ZvobT06y05PmaqRr1pyfNDuPa5Mez8JC9ndO+htLyX9n+hvT+6eUUmazWZQbDofxml1Lj2c8Hke5mudhHvd5Kj3n6TWsOe70eNJrU3P/pNex6994cHAQ5Wp0/WzXSN9Vp/k8pL+xlPw+pxs116bme3da/IcSAIAmCiUAAE0USgAAmiiUAAA0USgBAGiiUAIA0EShBACgiUIJAEAThRIAgCYKJQAATRRKAACaKJQAADTplVKinejTjehLyTe3/13V7/ej3Gw2i3I116Ymm6i51l0fd410dno883ge5nHcHwbpuRwMBlFuOp12Pjt1fHzc+ezf1ffpaT6zqXlcm/R3ftTeF11/HxYWsv+X1Tyz6W9M1/yoPdv+QwkAQBOFEgApG0L/AAABmElEQVSAJgolAABNFEoAAJoolAAANFEoAQBoolACANBEoQQAoIlCCQBAE4USAIAmCiUAAE0USgAAmvRKKR+p3ck/Spu393q9ztf8MGxGnx73YDCI15zNZlFuYSH7G2s6ncazU+ns9N6tuX/S+6Lr31izZvobPwz3eI30/NRc7w/D+y+VvvNrjiU9l+maNc9D19L7p5Tuf+fv6jcsNY9r0/W9W8N/KAEAaKJQAgDQRKEEAKCJQgkAQBOFEgCAJgolAABNFEoAAJoolAAANFEoAQBoolACANBEoQQAoIlCCQBAk14p5aOz03qF09xAnW4sLHT/99Dx8XHna/b7/U5np/fuYDCIcqWUMh6P42zX0uNJr/dsNotnp+doOp1GufRal9L99Z7HuyqdPQ9dz655tru+12reVenvTNecx3HP4z2ZPovpOU+fh5r7rOtnbDgcxtnJZNLp7HnwH0oAAJoolAAANFEoAQBoolACANBEoQQAoIlCCQBAE4USAIAmCiUAAE0USgAAmiiUAAA0USgBAGiiUAIA0OT/AWM2evlekGR6AAAAAElFTkSuQmCC" y="-31.4"/>   </g>   <g id="LineCollection_19"/>   <g id="LineCollection_20"/>   <g id="LineCollection_21">    <path clip-path="url(#p33bc31dc9e)" d="M 1028.3625 59.394286 L 1030.8375 59.394286 L 1033.3125 59.394286 L 1035.7875 59.394286 L 1037.025 60.954667 L 1038.2625 62.515048 L 1040.7375 62.515048 L 1043.2125 62.515048 L 1045.6875 62.515048 L 1046.925 64.075429 L 1048.1625 65.63581 L 1050.6375 65.63581 L 1053.1125 65.63581 L 1054.35 67.19619 L 1055.5875 68.756571 L 1056.825 70.316952 L 1056.825 73.437714 L 1058.0625 74.998095 L 1059.3 76.558476 L 1060.5375 78.118857 L 1061.775 79.679238 L 1063.0125 81.239619 L 1064.25 82.8 L 1064.25 85.920762 L 1064.25 89.041524 L 1064.25 92.162286 L 1064.25 95.283048 L 1064.25 98.40381 L 1064.25 101.524571 L 1063.0125 103.084952 L 1061.775 104.645333 L 1061.775 107.766095 L 1060.5375 109.326476 L 1059.3 110.886857 L 1058.0625 112.447238 L 1055.5875 112.447238 L 1053.1125 112.447238 L 1050.6375 112.447238 L 1048.1625 112.447238 L 1045.6875 112.447238 L 1044.45 114.007619 L 1043.2125 115.568 L 1040.7375 115.568 L 1038.2625 115.568 L 1035.7875 115.568 L 1033.3125 115.568 L 1030.8375 115.568 L 1028.3625 115.568 L 1025.8875 115.568 L 1023.4125 115.568 L 1020.9375 115.568 L 1019.7 114.007619 L 1018.4625 112.447238 L 1015.9875 112.447238 L 1013.5125 112.447238 L 1011.0375 112.447238 L 1009.8 110.886857 L 1008.5625 109.326476 L 1006.0875 109.326476 L 1004.85 107.766095 L 1003.6125 106.205714 L 1001.1375 106.205714 L 999.9 104.645333 L 999.9 101.524571 L 999.9 98.40381 L 999.9 95.283048 L 999.9 92.162286 L 999.9 89.041524 L 999.9 85.920762 L 999.9 82.8 L 1001.1375 81.239619 L 1003.6125 81.239619 L 1004.85 79.679238 L 1004.85 76.558476 L 1006.0875 74.998095 L 1007.325 73.437714 L 1008.5625 71.877333 L 1011.0375 71.877333 L 1012.275 70.316952 L 1013.5125 68.756571 L 1014.75 67.19619 L 1015.9875 65.63581 L 1017.225 64.075429 L 1018.4625 62.515048 L 1020.9375 62.515048 L 1023.4125 62.515048 L 1025.8875 62.515048 L 1027.125 60.954667 L 1028.3625 59.394286 " 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"/>     <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(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="p4b8a4bfcce">   <rect height="165.6" width="1108.8" x="0" y="0"/>  </clipPath>  <clipPath id="p588cea2fb6">   <rect height="102.985143" width="158.4" x="0" y="31.307429"/>  </clipPath>  <clipPath id="pffc623572b">   <rect height="102.985143" width="158.4" x="158.4" y="31.307429"/>  </clipPath>  <clipPath id="p21f02723cc">   <rect height="102.985143" width="158.4" x="316.8" y="31.307429"/>  </clipPath>  <clipPath id="p4d97ab389c">   <rect height="102.985143" width="158.4" x="475.2" y="31.307429"/>  </clipPath>  <clipPath id="p6b8027d031">   <rect height="102.985143" width="158.4" x="633.6" y="31.307429"/>  </clipPath>  <clipPath id="p6264ce3b5d">   <rect height="102.985143" width="158.4" x="792" y="31.307429"/>  </clipPath>  <clipPath id="p33bc31dc9e">   <rect height="102.985143" width="158.4" x="950.4" y="31.307429"/>  </clipPath> </defs></g>
  </g>
</svg>