<svg xml:space="preserve" style="enable-background:new 0 0 676 535.9;" viewBox="0 0 676 535.9" y="0px" x="0px" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg" id="图层_1" version="1.1">
<style type="text/css">
	.st0{fill:none;stroke:#332C2B;stroke-width:0.75;stroke-miterlimit:10;}
	.st1{fill:none;stroke:#808080;stroke-width:0.75;stroke-linecap:round;stroke-miterlimit:10;}
	.st2{fill:none;stroke:#000000;stroke-width:0.75;stroke-linecap:round;stroke-miterlimit:10;}
	.st3{font-family:'AdobeSongStd-Light-GBpc-EUC-H';}
	.st4{font-size:15px;}
	
		.st5{fill:none;stroke:#000000;stroke-width:0.75;stroke-linecap:round;stroke-miterlimit:10;stroke-dasharray:1.5627,1.5627,1.5627,1.5627,4.6882,1.5627;}
	.st6{fill:none;stroke:#332C2B;stroke-width:0.75;stroke-miterlimit:10;stroke-dasharray:3.84,3.84;}
	.st7{fill:#332C2B;}
</style>
<g id="图层_x0020_1">
	<line y2="394.8" x2="227.5" y1="420.2" x1="209.2" class="st0"></line>
</g>
<g id="图层_x0020_1_0">
	<g id="ID_1003">
		<g id="ID_1004">
			<g id="ID_1005">
				<g id="ID_1352">
					<g id="ID_1395">
						<line y2="409.3" x2="384.4" y1="409.3" x1="384.5" class="st1"></line>
						<polyline points="384.3,407.8 384.3,407.9 384.3,408 384.3,408.1 384.3,408.3 384.3,408.4 384.3,408.5 
							384.2,408.6 384.1,408.7 384,408.8 384,408.9" class="st1"></polyline>
						<polyline points="383.7,409.2 383.8,409.1 383.9,409.1 384,409.1 384.2,409 384.3,408.9 384.2,408.8 384.4,408.8 
							384.4,408.7 384.5,408.5 384.6,408.4 384.5,408.2 384.6,408.1 384.5,408 384.5,407.9 384.5,407.7 384.4,407.6 384.4,407.5 
							384.3,407.5 384.3,407.4" class="st1"></polyline>
						<polyline points="383.8,409 383.9,409 384,409 384.1,409 384.2,408.8 384.2,408.7 384.3,408.6 384.4,408.5 
							384.4,408.4 384.4,408.3 384.5,408.1 384.5,408 384.4,407.8 384.4,407.8 384.3,407.7 384.3,407.6" class="st1"></polyline>
						<polyline points="384.3,407.2 384.5,407.3 384.6,407.4 384.7,407.5 384.7,407.6 384.9,407.6 384.9,407.7 
							385,407.8 385,407.9 385.1,408.1 385.1,408.2 385,408.3 385.1,408.5 385,408.6 385,408.7 385,408.8 384.9,409 384.8,409 
							384.7,409.1 384.5,409.2 384.5,409.3 384.4,409.3 384.3,409.3 384.2,409.4 384.1,409.4 384,409.3 383.9,409.3" class="st1"></polyline>
						<polyline points="381.5,406.8 381.6,406.8 381.7,406.8 381.7,406.8 381.8,406.8 381.8,406.7 381.9,406.7 
							381.9,406.7 382,406.6 382,406.7" class="st1"></polyline>
						<polyline points="381.7,406.8 381.9,406.9 382,406.8 382.1,406.8 382.2,406.8" class="st1"></polyline>
						<polyline points="381.1,408.2 381.1,408.2 381.1,408.1 381.1,408.1 381.1,408 381.1,408 381.1,407.9 381.1,407.8 
							381.1,407.8 381.1,407.7 381,407.6 380.9,407.6 380.8,407.6 380.8,407.5 380.8,407.5 380.8,407.4 380.9,407.3 380.8,407.3 
							380.9,407.2 380.9,407.2 381,407.3 381.1,407.2 381.2,407.1 381.2,407.1 381.3,407 381.3,407 381.4,406.9 381.3,406.8 
							381.3,406.8 381.3,406.7 381.3,406.7 381.4,406.7" class="st1"></polyline>
						<polyline points="381.5,408.2 381.5,408.2 381.6,408.3 381.6,408.3 381.6,408.4 381.6,408.4" class="st1"></polyline>
						<polyline points="382.6,409.2 382.4,409.1 382.1,409.1 381.9,409 381.7,409 381.6,409 381.4,409 381.2,408.9 
							381.1,408.9" class="st1"></polyline>
						<polyline points="384.2,407.3 384.4,407.3 384.4,407.4 384.5,407.5 384.6,407.7 384.6,407.8 384.6,407.9 
							384.6,408 384.7,408.2 384.7,408.3 384.7,408.4 384.6,408.5 384.6,408.6 384.5,408.7 384.5,408.9 384.4,409 384.3,409 
							384.2,409.1 384,409.2 383.9,409.2 383.8,409.2 383.7,409.3 383.6,409.3" class="st1"></polyline>
						<polyline points="383.6,409.3 383.7,409.3 383.9,409.3 384.1,409.3 384.2,409.3 384.3,409.2 384.4,409.2 
							384.4,409.2 384.5,409.1 384.7,409 384.7,408.9 384.8,408.8 384.8,408.7 384.9,408.5 385,408.4 384.9,408.3 384.9,408.2 
							385,408 384.9,407.9 384.8,407.8 384.8,407.7 384.7,407.6 384.6,407.5 384.6,407.4 384.5,407.3 384.3,407.2 384.2,407.3" class="st1"></polyline>
						<polyline points="383,407.7 382.8,407.8 382.7,408 382.6,408.1 382.5,408.4 382.4,408.5 382.2,408.6 382.2,408.8 
							382,409" class="st1"></polyline>
						<polyline points="383.6,409.3 383.7,409.3 383.8,409.2 384,409.3 384.2,409.3 384.2,409.1 384.3,409.1 
							384.4,409.1 384.5,409 384.6,408.8 384.7,408.8 384.7,408.7 384.8,408.6 384.8,408.5 384.8,408.3 384.8,408.2 384.9,408 
							384.8,407.9 384.8,407.7 384.7,407.7 384.6,407.6 384.5,407.5 384.5,407.4 384.4,407.3 384.2,407.3" class="st1"></polyline>
						<polyline points="381.7,408.3 381.7,408.4 381.8,408.3" class="st1"></polyline>
						<polyline points="382.8,405.6 382.9,405.7 383,405.7 383.2,405.8 383.3,405.9 383.5,405.9 383.6,406.1 
							383.7,406.3 383.8,406.4 383.8,406.5 384,406.6 384,406.8 384.1,407 384.1,407.2 384.1,407.3 384.1,407.5 384.2,407.7 
							384.1,407.9 384.2,408.1 384.1,408.2 384,408.5 383.9,408.7 383.8,408.9 383.6,409.1 383.5,409.3 383.3,409.4 383,409.6 
							382.8,409.7 382.6,409.8 382.5,409.8 382.3,409.8 382.1,409.8 382,409.8 381.8,409.8 381.6,409.8 381.5,409.8" class="st1"></polyline>
						<polyline points="383.5,407.9 383,407.7 383,407.5 382.8,407.3 382.8,407.1 382.7,407 382.7,406.8 382.6,406.6 
							382.6,406.4 382.5,406.2" class="st1"></polyline>
						<polyline points="380.9,408.3 380.9,408.2 380.9,408.2 380.9,408.2 380.8,408.1 380.8,408.1 380.8,408.1 
							380.9,408 380.9,407.9 380.9,407.9 380.9,407.8 380.8,407.7 380.8,407.6 380.7,407.6 380.7,407.5 380.6,407.5 380.6,407.5 
							380.6,407.4 380.5,407.3 380.5,407.3 380.5,407.3 380.6,407.3 380.6,407.2 380.7,407.2 380.7,407.2 380.8,407.2 380.9,407.1 
							380.9,407.1 381,407 381.1,407 381,406.9 381,406.8 381,406.8 381.1,406.7 381.1,406.7 381.1,406.6 381.2,406.5 381.2,406.5 
							381.2,406.5 381.2,406.5 381.2,406.5" class="st1"></polyline>
						<polyline points="383,406.4 383,406.6 383.1,406.8 383.1,406.9 383.2,407.1 383.3,407.3 383.4,407.5 383.4,407.7 
							383.5,407.9 383.3,408 383.2,408.2 383.1,408.3 383,408.4 382.9,408.7 382.7,408.8 382.6,408.9 382.6,409.2 382,409 
							381.8,409 381.6,408.9 381.4,408.9 381,408.9 380.8,408.8 380.5,408.8" class="st1"></polyline>
						<polyline points="382.1,406.9 382.2,407 382.2,407.1 382.3,407.3 382.3,407.5" class="st1"></polyline>
						<line y2="406.8" x2="381.3" y1="406.8" x1="381" class="st1"></line>
						<polyline points="381.4,406.6 381.5,406.6 381.6,406.6 381.8,406.6 381.9,406.7" class="st1"></polyline>
						<line y2="407.2" x2="380.7" y1="407.2" x1="380.9" class="st1"></line>
						<line y2="408.1" x2="380.8" y1="408.1" x1="381.1" class="st1"></line>
						<line y2="407.5" x2="380.7" y1="407.6" x1="380.9" class="st1"></line>
						<polyline points="382.3,407.7 382.4,407.6 382.3,407.5" class="st1"></polyline>
						<polyline points="380.6,407.5 380.6,407.6 380.7,407.8 380.7,407.9 380.8,408.1" class="st1"></polyline>
						<line y2="406.7" x2="381.8" y1="406.8" x1="382.2" class="st1"></line>
						<polyline points="382.3,407.7 382.2,407.9 382.2,408 382,408.1 381.9,408.2" class="st1"></polyline>
						<polyline points="381.9,408.1 381.8,408.1 381.7,408.2 381.6,408.2 381.5,408.1 381.3,408 381.3,407.9 
							381.3,407.9 381.3,407.8 381.2,407.7 381.2,407.6 381.2,407.4 381.3,407.3 381.3,407.2 381.4,407.1 381.5,407.1 381.6,406.9 
							381.7,407 381.9,407 381.9,407 382,407 382.1,407" class="st1"></polyline>
						<polyline points="381.6,408.4 381.4,408.3 381.3,408.4 381.2,408.3 381,408.2" class="st1"></polyline>
						<line y2="408.4" x2="381.7" y1="408.3" x1="381.6" class="st1"></line>
						<polyline points="381.1,406.7 380.9,406.8 380.8,406.9 380.8,407.1 380.7,407.2" class="st1"></polyline>
						<polygon points="382.7,407.2 382.6,407.1 382.6,407 382.6,406.8 382.5,406.7 382.4,406.6 382.4,406.5 
							382.3,406.5 382.1,406.4 382,406.3 382,406.2 381.8,406.2 381.8,406.2 381.7,406.1 381.5,406.2 381.4,406.2 381.3,406.2 
							381.2,406.2 381,406.3 380.9,406.3 380.8,406.4 380.7,406.5 380.6,406.6 380.5,406.6 380.4,406.8 380.4,406.8 380.3,407 
							380.3,407.1 380.3,407.2 380.2,407.4 380.2,407.5 380.2,407.6 380.2,407.7 380.3,407.9 380.3,408 380.3,408.1 380.4,408.2 
							380.5,408.3 380.6,408.4 380.7,408.5 380.8,408.6 380.9,408.6 381,408.7 381.1,408.7 381.2,408.8 381.3,408.8 381.4,408.7 
							381.6,408.8 381.7,408.8 381.8,408.7 381.9,408.7 382,408.6 382.1,408.6 382.3,408.4 382.4,408.4 382.4,408.3 382.5,408.1 
							382.5,408 382.6,407.9 382.6,407.8 382.7,407.7 382.7,407.6 382.7,407.5 382.7,407.3" class="st1"></polygon>
						<polyline points="382.9,405.7 383.1,405.7 383.2,405.8 383.5,405.9 383.6,406 383.7,406.2 383.9,406.3 384,406.5 
							384.1,406.7 384.1,406.9 384.2,407.1 384.2,407.3 384.3,407.5 384.3,407.7 384.3,407.9 384.3,408.1 384.2,408.3 384.2,408.5 
							384.1,408.7 384,408.9 383.8,409 383.7,409.3 383.6,409.3 383.4,409.5 383.2,409.6 383,409.7 382.9,409.8 382.7,409.9 
							382.5,409.9 382.3,409.9 382,409.8 381.8,409.9 381.6,409.8 381.5,409.8 381.4,409.7 381.2,409.6 381,409.6 380.9,409.4 
							380.8,409.3 380.6,409.2 380.5,409.1 380.4,408.9 380.3,408.7 380.3,408.6 380.2,408.5 380.2,408.3 380.1,408.1 380.1,408 
							380.1,407.7 380.1,407.6" class="st2"></polyline>
						<polyline points="380.9,408.3 381,408.2 381,408.2 381,408.2 381.1,408.2 381.2,408.2 381.2,408.2 381.3,408.2 
							381.4,408.1 381.5,408.2 381.7,408.3" class="st2"></polyline>
						<polyline points="383,406.4 382.5,406.2 382.3,406.2 382.1,406.2 381.9,406.1 381.8,406.1 381.6,406.1 
							381.3,406.1 381.2,406 381,406.1 380.9,406.2 380.8,406.3 380.6,406.5 380.5,406.6 380.4,406.8 380.2,407 380.2,407.1 
							380,407.3 380.1,407.5 380.1,407.7 380.2,407.8 380.3,408 380.4,408.2 380.4,408.4 380.5,408.6 380.5,408.8 381.1,408.9" class="st2"></polyline>
						<polyline points="381.6,408.4 381.6,408.4 381.7,408.4 381.7,408.4 381.8,408.3 381.8,408.3 381.8,408.3 
							381.9,408.2 381.9,408.2 381.9,408.1 382,408.1 382,408 382,407.9 382.1,407.8 382.1,407.8 382.2,407.7 382.2,407.7 
							382.3,407.7 382.3,407.7 382.3,407.7 382.4,407.7 382.4,407.6 382.4,407.6 382.3,407.5 382.3,407.5 382.3,407.5 382.3,407.4 
							382.2,407.4 382.2,407.3 382.2,407.3 382.2,407.2 382.1,407.1 382.1,407.1 382.1,407 382.1,406.9 382.1,406.9 382.2,406.8 
							382.2,406.8 382.1,406.7 382,406.7 382,406.7" class="st2"></polyline>
						<polyline points="380.2,406.9 380.3,406.9 380.4,406.7 380.4,406.5 380.6,406.4 380.7,406.3 380.8,406.1 
							380.9,406 381.4,406.9 381.5,406.9 381.6,406.8 381.8,406.7 382,406.6 382.1,406.6 382.3,406.6 382.5,406.6 381.5,405.6 
							382.5,405.6 382.8,405.6" class="st2"></polyline>
						<polyline points="381.2,406.5 381.4,406.6 381.4,406.6 381.4,406.7 381.5,406.8 381.5,406.8 381.7,406.8" class="st2"></polyline>
						<polyline points="383.9,409.3 384,409.3 384.1,409.3 384.2,409.3 384.3,409.2 384.4,409.2 384.5,409.2 384.6,409 
							384.7,409 384.8,408.9 384.9,408.8 384.9,408.6 384.9,408.5 385,408.4 384.9,408.3 385,408.1 385,408 384.9,407.9 
							384.9,407.8 384.8,407.6 384.7,407.6 384.6,407.5 384.6,407.4 384.5,407.3 384.3,407.2" class="st2"></polyline>
						<polyline points="383.8,409.1 383.8,409.1 384,409 384.1,409 384.2,408.9 384.2,408.8 384.3,408.7 384.4,408.6 
							384.4,408.5 384.4,408.4 384.5,408.2 384.5,408.1 384.4,407.9 384.4,407.8 384.4,407.8 384.3,407.7 384.3,407.5" class="st2"></polyline>
						<polyline points="383.9,409.3 383.9,409.3 384,409.3 384,409.3 384.2,409.4 384.3,409.3 384.5,409.3 384.6,409.3 
							384.6,409.1 384.7,409.1 384.8,409 384.9,409 385,408.8 385,408.7 385.1,408.5 385.1,408.4 385.1,408.3 385.1,408.2 
							385.1,408.1 385,407.9 385,407.8 384.9,407.7 384.9,407.6 384.7,407.6 384.7,407.5 384.6,407.4 384.5,407.3" class="st2"></polyline>
						<polyline points="383.7,409.2 383.7,409.2 383.8,409.1 384,409.1 384.1,409.1 384.2,409 384.3,408.9 384.3,408.8 
							384.4,408.7 384.5,408.6 384.6,408.4 384.6,408.4 384.6,408.2 384.6,408.1 384.6,408 384.6,407.8 384.6,407.7 384.4,407.6 
							384.4,407.5 384.3,407.5 384.3,407.4" class="st2"></polyline>
						<polyline points="383.6,409.3 383.7,409.3 383.9,409.2 384,409.2 384.1,409.2 384.2,409.1 384.3,409 384.4,409 
							384.5,408.9 384.5,408.7 384.6,408.6 384.7,408.5 384.7,408.4 384.7,408.3 384.7,408.2 384.7,408 384.7,407.9 384.6,407.8 
							384.5,407.6 384.5,407.5 384.4,407.4 384.4,407.3 384.2,407.3" class="st2"></polyline>
						<polyline points="383.6,409.3 383.6,409.3 383.8,409.2 384,409.3 384.1,409.3 384.2,409.3 384.3,409.2 
							384.3,409.1 384.5,409.1 384.6,408.9 384.7,408.8 384.8,408.8 384.7,408.7 384.8,408.6 384.8,408.3 384.8,408.3 384.9,408.1 
							384.9,408 384.8,407.8 384.8,407.7 384.7,407.7 384.6,407.6 384.5,407.5 384.5,407.4 384.4,407.3 384.2,407.3" class="st2"></polyline>
						<polyline points="384.3,407.8 384.3,407.9 384.3,408 384.4,408.1 384.3,408.2 384.3,408.3 384.3,408.5 
							384.2,408.6 384.1,408.7 384.1,408.7 384,408.9 383.9,408.9" class="st2"></polyline>
					</g>
					<g id="ID_1393">
						<line y2="434.1" x2="401.7" y1="434" x1="401.9" class="st1"></line>
						<polyline points="401.7,432.6 401.7,432.6 401.7,432.7 401.8,432.8 401.7,433 401.6,433.1 401.7,433.2 
							401.6,433.4 401.5,433.5 401.4,433.5 401.4,433.6" class="st1"></polyline>
						<polyline points="401.1,433.9 401.2,433.9 401.3,433.9 401.4,433.8 401.5,433.8 401.6,433.7 401.8,433.6 
							401.7,433.5 401.9,433.4 401.9,433.3 402,433.2 401.9,433.1 402,432.9 401.9,432.8 401.9,432.7 401.9,432.6 401.8,432.4 
							401.8,432.3 401.7,432.2 401.7,432.2" class="st1"></polyline>
						<polyline points="401.2,433.9 401.3,433.8 401.4,433.7 401.5,433.7 401.5,433.6 401.6,433.5 401.7,433.3 
							401.8,433.2 401.8,433.1 401.8,433 401.9,432.9 401.8,432.8 401.8,432.6 401.8,432.5 401.7,432.4 401.7,432.3" class="st1"></polyline>
						<polyline points="401.8,432.1 401.9,432.1 402,432.1 402.1,432.2 402.1,432.3 402.3,432.4 402.3,432.5 
							402.4,432.5 402.5,432.7 402.5,432.8 402.5,432.9 402.4,433 402.5,433.2 402.4,433.4 402.4,433.5 402.4,433.6 402.3,433.7 
							402.2,433.7 402.1,433.8 402.1,434 401.9,434 401.8,434 401.7,434.1 401.6,434.1 401.5,434.1 401.3,434.2 401.3,434.1" class="st1"></polyline>
						<polyline points="398.9,431.5 399,431.6 399,431.6 399.1,431.5 399.2,431.5 399.2,431.5 399.3,431.4 399.3,431.4 
							399.4,431.5 399.4,431.5" class="st1"></polyline>
						<polyline points="399.1,431.5 399.3,431.6 399.4,431.6 399.5,431.6 399.5,431.6" class="st1"></polyline>
						<polyline points="398.4,433 398.5,433 398.5,433 398.5,432.9 398.6,432.8 398.5,432.7 398.5,432.6 398.5,432.5 
							398.5,432.5 398.4,432.5 398.3,432.4 398.3,432.4 398.2,432.3 398.2,432.2 398.2,432.2 398.2,432.1 398.2,432.1 398.2,432.1 
							398.3,432.1 398.3,432.1 398.4,432 398.5,432 398.5,431.9 398.6,431.9 398.7,431.9 398.7,431.8 398.7,431.7 398.7,431.5 
							398.7,431.5 398.7,431.5 398.7,431.5 398.8,431.4" class="st1"></polyline>
						<polyline points="398.8,433 398.9,433 398.9,433 399,433 399,433.1 399,433.1" class="st1"></polyline>
						<polyline points="399.9,433.9 399.8,433.9 399.5,433.8 399.3,433.8 399.1,433.7 399,433.8 398.8,433.7 
							398.6,433.7 398.5,433.7" class="st1"></polyline>
						<polyline points="401.7,432.1 401.8,432.1 401.8,432.3 401.9,432.3 402,432.4 402,432.5 402,432.6 402.1,432.8 
							402.1,432.9 402.1,433 402,433.1 402,433.3 402,433.4 401.9,433.5 401.9,433.6 401.8,433.7 401.7,433.8 401.6,433.9 
							401.4,433.9 401.3,434 401.2,434 401.1,434 401,434" class="st1"></polyline>
						<polyline points="401,434 401.2,434.1 401.3,434.1 401.5,434 401.6,434.1 401.7,434.1 401.7,433.9 401.8,433.9 
							401.9,433.9 402,433.8 402.1,433.7 402.2,433.5 402.2,433.4 402.3,433.3 402.4,433.2 402.3,433.1 402.3,433 402.3,432.9 
							402.2,432.7 402.2,432.6 402.2,432.5 402.1,432.3 402,432.2 401.9,432.2 401.9,432.2 401.8,432.1 401.6,432" class="st1"></polyline>
						<polyline points="400.4,432.4 400.2,432.6 400.1,432.7 400,432.9 399.9,433.1 399.7,433.3 399.6,433.4 
							399.6,433.6 399.4,433.7" class="st1"></polyline>
						<polyline points="401,434 401.1,434 401.3,434.1 401.4,434.1 401.5,434 401.7,434 401.7,433.9 401.8,433.8 
							401.9,433.7 402,433.7 402.1,433.6 402.1,433.4 402.2,433.3 402.2,433.2 402.2,433.1 402.2,432.9 402.2,432.8 402.2,432.7 
							402.1,432.5 402.1,432.4 402,432.3 401.9,432.2 401.9,432.2 401.8,432.1 401.7,432.1" class="st1"></polyline>
						<polyline points="399.1,433 399.1,433.1 399.2,433.1" class="st1"></polyline>
						<polyline points="400.1,430.4 400.3,430.4 400.4,430.5 400.5,430.5 400.7,430.6 400.9,430.8 401,430.8 401.1,431 
							401.2,431.1 401.3,431.3 401.4,431.5 401.4,431.6 401.5,431.7 401.5,431.9 401.6,432.1 401.6,432.3 401.6,432.4 401.5,432.7 
							401.6,432.9 401.5,433 401.3,433.2 401.3,433.4 401.2,433.7 401,433.8 400.9,434.1 400.7,434.2 400.4,434.4 400.2,434.5 
							400,434.5 399.8,434.6 399.7,434.6 399.6,434.6 399.3,434.6 399.2,434.6 399,434.6 398.9,434.5" class="st1"></polyline>
						<polyline points="400.9,432.6 400.4,432.4 400.4,432.2 400.2,432.1 400.2,431.9 400.1,431.7 400.1,431.5 
							400,431.3 400,431.1 399.9,431" class="st1"></polyline>
						<polyline points="398.3,433 398.3,433 398.3,433 398.2,432.9 398.2,432.9 398.2,432.8 398.2,432.8 398.3,432.7 
							398.3,432.7 398.3,432.6 398.3,432.5 398.2,432.4 398.2,432.4 398.1,432.3 398.1,432.2 398,432.3 398,432.3 398,432.2 
							398,432.2 397.9,432.1 397.9,432.1 398,432 398,431.9 398.1,431.9 398.1,431.9 398.2,431.9 398.3,431.9 398.3,431.9 
							398.4,431.8 398.5,431.7 398.4,431.6 398.4,431.6 398.4,431.5 398.4,431.4 398.5,431.4 398.5,431.4 398.6,431.4 398.6,431.4 
							398.6,431.4 398.7,431.4 398.7,431.4" class="st1"></polyline>
						<polyline points="400.4,431.1 400.4,431.3 400.5,431.5 400.5,431.7 400.6,431.9 400.6,432.1 400.8,432.2 
							400.8,432.4 400.9,432.6 400.7,432.8 400.6,432.9 400.5,433 400.3,433.2 400.3,433.4 400.1,433.6 400,433.7 399.9,433.9 
							399.4,433.7 399.2,433.7 399,433.7 398.7,433.6 398.4,433.6 398.2,433.5 398,433.5" class="st1"></polyline>
						<polyline points="399.5,431.7 399.6,431.7 399.7,431.9 399.7,432 399.7,432.2" class="st1"></polyline>
						<line y2="431.5" x2="398.7" y1="431.5" x1="398.4" class="st1"></line>
						<polyline points="398.7,431.4 398.9,431.3 399,431.4 399.2,431.3 399.3,431.4" class="st1"></polyline>
						<line y2="431.9" x2="398.1" y1="432.1" x1="398.3" class="st1"></line>
						<line y2="432.8" x2="398.2" y1="432.9" x1="398.5" class="st1"></line>
						<line y2="432.2" x2="398.1" y1="432.4" x1="398.3" class="st1"></line>
						<polyline points="399.7,432.4 399.8,432.4 399.7,432.2" class="st1"></polyline>
						<polyline points="398,432.3 398,432.5 398.1,432.6 398.1,432.7 398.2,432.8" class="st1"></polyline>
						<line y2="431.5" x2="399.2" y1="431.6" x1="399.5" class="st1"></line>
						<polyline points="399.7,432.5 399.6,432.6 399.5,432.8 399.4,432.9 399.2,433" class="st1"></polyline>
						<polyline points="399.3,432.9 399.2,433 399.1,432.9 399,432.9 398.9,432.9 398.7,432.8 398.7,432.7 398.7,432.6 
							398.6,432.5 398.5,432.4 398.6,432.3 398.6,432.2 398.7,432.1 398.7,432 398.8,431.8 398.9,431.8 399,431.8 399.1,431.8 
							399.3,431.7 399.3,431.7 399.4,431.8 399.5,431.9" class="st1"></polyline>
						<polyline points="399,433.1 398.8,433.2 398.7,433.1 398.5,433.2 398.4,433" class="st1"></polyline>
						<line y2="433.1" x2="399.1" y1="433" x1="399" class="st1"></line>
						<polyline points="398.4,431.4 398.3,431.6 398.2,431.7 398.1,431.8 398.1,431.9" class="st1"></polyline>
						<polygon points="400.1,431.9 400,431.8 400,431.7 400,431.5 399.9,431.4 399.8,431.4 399.8,431.3 399.7,431.2 
							399.5,431.1 399.5,431 399.3,431 399.3,431 399.1,430.9 399,431 398.9,430.9 398.8,430.9 398.7,430.9 398.5,431 398.4,431 
							398.3,431 398.2,431.2 398.1,431.2 397.9,431.3 398,431.4 397.8,431.6 397.8,431.6 397.7,431.7 397.7,431.9 397.6,432.1 
							397.6,432.1 397.7,432.2 397.6,432.4 397.6,432.6 397.7,432.7 397.7,432.8 397.7,432.9 397.9,433 397.9,433.1 397.9,433.2 
							398,433.3 398.2,433.4 398.3,433.4 398.3,433.5 398.5,433.5 398.6,433.5 398.7,433.5 398.9,433.6 399,433.6 399,433.5 
							399.2,433.5 399.3,433.5 399.4,433.3 399.5,433.3 399.7,433.2 399.7,433.2 399.8,433 399.9,432.9 400,432.8 400,432.8 
							400,432.5 400.1,432.4 400.1,432.3 400.1,432.2 400.1,432.1" class="st1"></polygon>
						<polyline points="400.3,430.4 400.5,430.5 400.6,430.5 400.9,430.7 401,430.7 401.1,430.9 401.3,431.1 
							401.3,431.3 401.5,431.4 401.5,431.6 401.6,431.8 401.6,432 401.7,432.2 401.6,432.4 401.7,432.6 401.7,432.8 401.6,433.1 
							401.6,433.3 401.4,433.5 401.4,433.6 401.2,433.8 401,434 401,434.2 400.8,434.3 400.6,434.4 400.4,434.5 400.3,434.6 
							400.1,434.6 399.9,434.7 399.6,434.6 399.5,434.7 399.2,434.6 399,434.6 398.9,434.5 398.7,434.5 398.6,434.4 398.4,434.3 
							398.3,434.2 398.2,434.1 398,434 397.9,433.8 397.8,433.6 397.7,433.6 397.7,433.4 397.6,433.2 397.6,433 397.5,432.9 
							397.5,432.7 397.5,432.5 397.5,432.3" class="st2"></polyline>
						<polyline points="398.3,433 398.3,433 398.4,433 398.4,433 398.5,433 398.6,432.9 398.6,432.9 398.7,432.9 
							398.8,433 398.8,433 399.1,433" class="st2"></polyline>
						<polyline points="400.4,431.1 399.9,431 399.7,431 399.5,430.9 399.3,430.9 399.1,430.8 399,430.9 398.7,430.8 
							398.6,430.7 398.4,430.8 398.3,430.9 398.1,431.1 398,431.2 397.8,431.4 397.8,431.6 397.6,431.7 397.6,431.9 397.4,432 
							397.4,432.2 397.5,432.4 397.6,432.6 397.6,432.8 397.8,432.9 397.8,433.1 397.9,433.3 398,433.5 398.5,433.7" class="st2"></polyline>
						<polyline points="399,433.1 399,433.1 399.1,433.1 399.1,433.1 399.2,433.1 399.2,433.1 399.2,433.1 399.2,433 
							399.3,432.9 399.3,432.8 399.4,432.8 399.3,432.7 399.4,432.7 399.4,432.6 399.5,432.6 399.6,432.6 399.6,432.6 399.7,432.5 
							399.7,432.4 399.7,432.4 399.8,432.4 399.8,432.4 399.8,432.3 399.8,432.3 399.7,432.2 399.7,432.2 399.7,432.2 399.6,432.1 
							399.6,432.1 399.6,432 399.6,431.9 399.5,431.9 399.5,431.9 399.5,431.8 399.5,431.7 399.5,431.7 399.5,431.6 399.5,431.6 
							399.4,431.5 399.4,431.5 399.4,431.5" class="st2"></polyline>
						<polyline points="397.7,431.7 397.7,431.6 397.8,431.5 397.8,431.3 398,431.1 398.1,431 398.2,430.9 398.3,430.7 
							398.5,430.7 398.6,430.6 398.8,430.5 398.9,430.5 399.1,430.3 399.3,430.3 399.4,430.3 399.6,430.3 399.7,430.2 399.9,430.3 
							400.1,430.4" class="st2"></polyline>
						<polyline points="398.7,431.4 398.7,431.4 398.8,431.4 398.8,431.4 398.8,431.5 398.9,431.5 399.1,431.5" class="st2"></polyline>
						<polyline points="401.3,434.1 401.4,434.1 401.5,434.1 401.6,434.1 401.7,434.1 401.8,433.9 401.9,433.9 
							402,433.9 402.1,433.7 402.2,433.6 402.2,433.5 402.3,433.4 402.3,433.3 402.4,433.2 402.3,433.1 402.4,432.9 402.4,432.7 
							402.3,432.7 402.3,432.6 402.2,432.5 402.1,432.3 402,432.2 401.9,432.2 401.9,432.1 401.8,432.1" class="st2"></polyline>
						<polyline points="401.2,433.9 401.2,433.9 401.3,433.8 401.4,433.7 401.6,433.7 401.6,433.6 401.7,433.4 
							401.8,433.3 401.8,433.2 401.8,433.1 401.9,433 401.9,432.9 401.8,432.8 401.8,432.6 401.8,432.5 401.7,432.4 401.7,432.3" class="st2"></polyline>
						<polyline points="401.3,434.1 401.3,434.1 401.3,434.2 401.4,434.1 401.6,434.1 401.7,434.1 401.9,434 402,434 
							402.1,434 402.1,433.8 402.2,433.7 402.3,433.7 402.4,433.6 402.4,433.5 402.4,433.4 402.5,433.2 402.5,433 402.5,432.9 
							402.5,432.8 402.4,432.6 402.4,432.5 402.3,432.5 402.3,432.4 402.1,432.3 402.1,432.2 402,432.1 401.9,432.1" class="st2"></polyline>
						<polyline points="401.1,434 401.1,434 401.2,434 401.4,433.9 401.5,433.8 401.6,433.8 401.7,433.7 401.8,433.6 
							401.8,433.5 401.9,433.4 402,433.3 402,433.2 402,432.9 402,432.9 401.9,432.8 402,432.6 401.9,432.5 401.8,432.4 
							401.8,432.3 401.7,432.2 401.7,432.1" class="st2"></polyline>
						<polyline points="401,434 401.1,434 401.2,434 401.4,433.9 401.5,433.9 401.6,433.9 401.7,433.8 401.8,433.7 
							401.9,433.6 401.9,433.5 402,433.4 402.1,433.2 402.1,433.1 402.1,433 402.1,432.9 402,432.7 402,432.6 402,432.5 402,432.4 
							401.9,432.2 401.8,432.3 401.8,432.1 401.7,432.1" class="st2"></polyline>
						<polyline points="401,434 401,434 401.2,434 401.4,434.1 401.5,434 401.6,434 401.7,434 401.7,433.9 401.9,433.8 
							402,433.7 402.1,433.7 402.1,433.6 402.1,433.4 402.2,433.3 402.3,433.2 402.2,433 402.3,432.9 402.3,432.8 402.2,432.7 
							402.2,432.5 402.1,432.4 402,432.3 401.9,432.2 401.9,432.2 401.8,432.1 401.6,432" class="st2"></polyline>
						<polyline points="401.7,432.5 401.7,432.6 401.7,432.7 401.8,432.8 401.7,433 401.7,433.1 401.7,433.2 
							401.6,433.4 401.5,433.5 401.4,433.5 401.4,433.6 401.3,433.8" class="st2"></polyline>
					</g>
					<g id="ID_1387">
						<line y2="412.1" x2="402.1" y1="412.1" x1="402.2" class="st1"></line>
						<polyline points="401.5,412 401.6,412 401.7,412 401.8,412.1 401.9,412.1 402,412 402.1,412 402.2,411.9 
							402.3,411.8 402.4,411.7 402.5,411.7 402.6,411.6 402.7,411.4 402.6,411.3 402.7,411.2 402.7,411 402.7,410.9 402.7,410.8 
							402.7,410.7 402.6,410.5 402.6,410.4 402.5,410.4 402.4,410.3 402.3,410.2 402.2,410.1 402.1,410 402.1,410" class="st1"></polyline>
						<polyline points="401.5,412 401.5,412 401.6,411.9 401.7,411.9 401.8,411.9 401.9,411.8 402,411.8 402.1,411.7 
							402.2,411.6 402.3,411.5 402.3,411.4 402.4,411.3 402.5,411.2 402.5,411.1 402.5,410.9 402.5,410.8 402.4,410.7 402.4,410.5 
							402.4,410.4 402.2,410.3 402.2,410.2 402.1,410.1 402.1,410" class="st1"></polyline>
						<polyline points="398.8,411 398.8,410.9 398.8,410.9 398.9,410.8 398.9,410.8 398.9,410.7 398.9,410.7 
							398.9,410.6 398.9,410.5 398.8,410.4 398.8,410.4 398.6,410.3 398.6,410.3 398.6,410.3 398.6,410.2 398.6,410.2 398.6,410.1 
							398.7,410 398.7,410 398.7,410 398.7,410 398.8,410 398.9,410 399,409.8 399,409.8 399.1,409.7 399.1,409.6 399.1,409.6 
							399,409.5 399,409.5 399.1,409.4 399.1,409.4" class="st1"></polyline>
						<polyline points="399.2,410.9 399.3,411 399.3,411 399.3,411.1 399.3,411.1 399.4,411.1" class="st1"></polyline>
						<polyline points="399.3,409.5 399.3,409.5 399.4,409.5 399.5,409.5 399.5,409.5 399.6,409.5 399.6,409.5 
							399.7,409.4 399.7,409.4 399.7,409.4" class="st1"></polyline>
						<polyline points="399.5,409.6 399.6,409.7 399.7,409.7 399.8,409.6 399.9,409.5" class="st1"></polyline>
						<polyline points="399.2,412.6 399.4,412.5 399.5,412.6 399.7,412.5 399.9,412.6 400.1,412.6 400.2,412.5 
							400.4,412.5 400.5,412.4 400.8,412.4 401,412.2 401.2,412.1 401.3,411.9 401.5,411.7 401.6,411.5 401.8,411.3 401.8,411 
							401.9,410.8 401.9,410.6 402,410.5 401.9,410.3 401.9,410.1 401.8,409.9 401.9,409.8 401.8,409.6 401.7,409.4 401.6,409.2 
							401.5,409.2 401.5,409 401.3,408.8 401.2,408.7 401.1,408.7 400.9,408.5 400.8,408.4 400.7,408.4 400.5,408.3" class="st1"></polyline>
						<polyline points="400.7,410.5 400.7,410.6 400.5,410.8 400.3,410.9 400.2,411.1 400.1,411.2 400,411.4 
							399.9,411.6 399.8,411.7" class="st1"></polyline>
						<polyline points="401.6,412 401.7,412.1 401.8,412.1 401.9,412.1 402,412.1 402.2,412.1 402.3,412 402.4,411.9 
							402.4,411.8 402.5,411.8 402.6,411.7 402.7,411.5 402.8,411.4 402.8,411.3 402.8,411.2 402.9,411.1 402.8,411 402.8,410.8 
							402.8,410.7 402.7,410.6 402.7,410.5 402.6,410.4 402.5,410.2 402.4,410.2 402.3,410.1 402.2,410.1 402.1,410" class="st1"></polyline>
						<polyline points="402,410.3 402.2,410.3 402.2,410.5 402.2,410.6 402.2,410.8 402.2,410.8 402.2,410.9 
							402.2,411.2 402.1,411.3 402.1,411.4 402,411.5 402,411.5 401.9,411.7 401.8,411.7 401.6,411.8 401.5,411.9" class="st1"></polyline>
						<polyline points="402.1,410.1 402.1,410.1 402.2,410.3 402.2,410.4 402.3,410.5 402.3,410.6 402.4,410.7 
							402.3,410.9 402.3,411 402.3,411.1 402.3,411.2 402.2,411.4 402.1,411.5 402.1,411.6 402,411.7 401.9,411.7 401.8,411.9 
							401.6,411.9 401.5,411.9 401.5,412" class="st1"></polyline>
						<polyline points="401.7,411.7 401.8,411.6 401.8,411.5 401.9,411.3 402,411.2 402,411.1 402.1,411 402.1,410.9 
							402.1,410.8 402,410.6 402,410.6" class="st1"></polyline>
						<polyline points="398.8,411.7 399,411.7 399.1,411.7 399.3,411.7 399.5,411.8 399.7,411.8 399.8,411.8 
							400.1,411.8 400.3,411.9" class="st1"></polyline>
						<polyline points="399.4,411.1 399.5,411 399.6,411.1" class="st1"></polyline>
						<polyline points="402.1,410 402.1,410 402.2,410.1 402.3,410.2 402.3,410.3 402.5,410.5 402.5,410.6 402.5,410.6 
							402.6,410.8 402.6,410.9 402.6,411.1 402.6,411.2 402.5,411.3 402.4,411.4 402.5,411.5 402.3,411.6 402.3,411.7 402.1,411.8 
							402.1,411.9 402,411.9 401.9,412 401.8,412 401.7,412 401.5,412.1 401.5,412" class="st1"></polyline>
						<polyline points="400.2,409 400.3,409.2 400.3,409.4 400.4,409.5 400.4,409.7 400.5,409.9 400.6,410 400.7,410.3 
							400.7,410.5 401.3,410.6" class="st1"></polyline>
						<polyline points="398.7,411 398.6,411 398.6,411 398.6,410.9 398.6,410.9 398.6,410.9 398.5,410.8 398.6,410.8 
							398.6,410.7 398.7,410.5 398.7,410.5 398.7,410.4 398.5,410.4 398.5,410.3 398.4,410.3 398.4,410.2 398.4,410.2 398.4,410.2 
							398.4,410.1 398.4,410.1 398.3,410 398.3,410 398.4,410 398.4,410 398.5,410 398.5,410 398.6,409.9 398.7,409.9 398.8,409.8 
							398.8,409.7 398.9,409.7 398.8,409.6 398.8,409.5 398.8,409.5 398.8,409.5 398.9,409.4 398.9,409.4 398.9,409.4 399,409.3 
							399,409.3 399.1,409.3" class="st1"></polyline>
						<polyline points="400.8,409.1 400.8,409.3 400.9,409.5 400.9,409.6 401,409.8 401,410 401.1,410.2 401.1,410.4 
							401.3,410.6 401.1,410.8 400.9,410.9 400.8,411.1 400.7,411.2 400.6,411.4 400.5,411.6 400.4,411.8 400.3,411.9 399.8,411.7 
							399.5,411.7 399.3,411.6 399.1,411.6 398.8,411.5 398.5,411.5 398.3,411.5" class="st1"></polyline>
						<polyline points="399.9,409.6 399.9,409.8 400.1,409.9 400.1,410.1 400,410.2" class="st1"></polyline>
						<line y2="409.6" x2="399.1" y1="409.5" x1="398.8" class="st1"></line>
						<polyline points="399.1,409.3 399.2,409.4 399.4,409.3 399.5,409.4 399.6,409.5" class="st1"></polyline>
						<line y2="410" x2="398.5" y1="410" x1="398.7" class="st1"></line>
						<line y2="410.8" x2="398.5" y1="410.8" x1="398.9" class="st1"></line>
						<line y2="410.3" x2="398.4" y1="410.3" x1="398.6" class="st1"></line>
						<polyline points="400.1,410.5 400.1,410.4 400.1,410.3" class="st1"></polyline>
						<polyline points="398.4,410.2 398.4,410.4 398.4,410.6 398.5,410.7 398.6,410.9" class="st1"></polyline>
						<line y2="409.5" x2="399.6" y1="409.5" x1="399.9" class="st1"></line>
						<polyline points="400,410.5 399.9,410.6 399.9,410.7 399.7,410.9 399.6,411" class="st1"></polyline>
						<polyline points="399.6,410.9 399.6,410.9 399.4,411 399.4,410.9 399.3,410.9 399.2,410.8 399.1,410.8 399,410.7 
							399,410.5 398.9,410.4 398.9,410.3 399,410.1 399,410.1 399.1,409.9 399.1,409.9 399.3,409.8 399.4,409.7 399.5,409.7 
							399.6,409.7 399.7,409.7 399.8,409.8 399.8,409.8" class="st1"></polyline>
						<polyline points="399.3,411.1 399.3,411.1 399.1,411.2 398.9,411.1 398.8,411" class="st1"></polyline>
						<line y2="411.1" x2="399.6" y1="411.1" x1="399.3" class="st1"></line>
						<polyline points="398.8,409.5 398.6,409.5 398.5,409.6 398.5,409.8 398.4,410" class="st1"></polyline>
						<polygon points="400.5,410 400.4,409.8 400.4,409.7 400.3,409.6 400.3,409.5 400.2,409.3 400.1,409.2 
							400.1,409.1 399.9,409.1 399.8,409 399.7,409 399.6,409 399.5,408.9 399.4,408.9 399.2,409 399.1,408.9 399,408.9 
							398.9,408.9 398.8,409 398.7,409.1 398.5,409.1 398.4,409.3 398.3,409.3 398.3,409.4 398.2,409.5 398.1,409.7 398.1,409.8 
							398.1,409.9 398,410 398,410.1 398,410.3 398,410.4 398,410.5 398,410.6 398,410.7 398.2,410.9 398.2,411 398.2,411.1 
							398.3,411.2 398.5,411.2 398.5,411.3 398.6,411.4 398.7,411.5 398.8,411.5 398.9,411.5 399.1,411.6 399.2,411.6 399.4,411.5 
							399.5,411.5 399.5,411.4 399.6,411.4 399.7,411.4 399.9,411.2 400,411.2 400.1,411.1 400.2,411.1 400.2,411 400.3,410.8 
							400.4,410.7 400.5,410.6 400.4,410.4 400.5,410.3 400.4,410.2 400.4,410.1" class="st1"></polygon>
						<polyline points="400.7,408.4 400.8,408.4 401.1,408.6 401.2,408.6 401.3,408.8 401.5,409 401.6,409 401.7,409.2 
							401.8,409.4 401.9,409.6 402,409.8 402,410 402,410.2 402.1,410.4 402,410.7 402,410.8 401.9,411 401.9,411.2 401.8,411.5 
							401.7,411.6 401.6,411.8 401.5,412 401.3,412.1 401.1,412.3 400.9,412.3 400.8,412.5 400.6,412.5 400.4,412.6 400.2,412.6 
							400,412.7 399.8,412.6 399.6,412.6 399.4,412.5 399.2,412.6 399.1,412.5 399,412.4 398.7,412.3 398.6,412.2 398.5,412.1 
							398.4,412 398.3,411.8 398.2,411.7 398.1,411.5 398,411.4 397.9,411.3 397.9,411.1 397.8,410.9 397.9,410.7 397.9,410.6 
							397.9,410.3" class="st2"></polyline>
						<polyline points="398.7,411 398.7,411.1 398.7,411.1 398.8,411 398.8,411 398.9,411 399,411 399.1,410.9 
							399.2,410.9 399.2,410.9 399.4,411.1" class="st2"></polyline>
						<polyline points="400.8,409.1 400.2,409 400,408.9 399.8,408.9 399.7,408.8 399.5,408.9 399.3,408.8 399.1,408.8 
							398.9,408.8 398.8,408.7 398.7,408.9 398.5,409 398.3,409.2 398.3,409.4 398.1,409.6 398,409.7 397.9,409.8 397.8,410 
							397.9,410.1 397.9,410.3 398,410.5 398,410.7 398.1,410.9 398.1,411.1 398.3,411.3 398.3,411.5 398.8,411.7" class="st2"></polyline>
						<polyline points="399.4,411.1 399.5,411.2 399.5,411.2 399.6,411.1 399.6,411.1 399.6,411 399.6,411 399.6,411 
							399.6,410.9 399.7,410.9 399.7,410.8 399.7,410.8 399.8,410.7 399.8,410.5 399.8,410.5 399.9,410.5 400,410.5 400,410.5 
							400,410.5 400.1,410.5 400.1,410.4 400.1,410.4 400.1,410.4 400.2,410.3 400.1,410.3 400,410.2 400,410.2 400,410.2 
							399.9,410.1 399.9,410 399.9,410 399.9,409.9 399.8,409.8 399.8,409.7 399.9,409.6 399.9,409.6 399.9,409.6 399.9,409.5 
							399.9,409.5 399.8,409.4 399.7,409.4" class="st2"></polyline>
						<polyline points="398,409.7 398,409.6 398.1,409.5 398.3,409.3 398.3,409.2 398.5,409 398.6,408.9 398.7,408.8 
							398.8,408.6 399,408.5 399.2,408.4 399.3,408.4 399.4,408.4 399.6,408.3 399.8,408.3 399.9,408.2 400.2,408.3 400.3,408.4 
							400.5,408.3" class="st2"></polyline>
						<polyline points="399.1,409.3 399.1,409.3 399.1,409.4 399.2,409.4 399.2,409.5 399.3,409.5 399.5,409.6" class="st2"></polyline>
						<polyline points="401.6,412 401.7,412.1 401.9,412.1 402,412 402.1,412 402.2,412 402.2,411.9 402.3,411.8 
							402.4,411.7 402.5,411.7 402.6,411.6 402.7,411.4 402.7,411.3 402.7,411.2 402.7,411 402.7,410.9 402.7,410.8 402.6,410.6 
							402.6,410.5 402.6,410.4 402.5,410.4 402.4,410.3 402.3,410.2 402.2,410.1 402.1,410" class="st2"></polyline>
						<polyline points="401.5,411.9 401.6,411.8 401.7,411.8 401.8,411.8 401.9,411.7 402,411.5 402,411.4 402.1,411.4 
							402.2,411.3 402.2,411.2 402.2,410.9 402.2,410.8 402.3,410.7 402.2,410.6 402.2,410.4 402.2,410.3 402,410.3" class="st2"></polyline>
						<polyline points="401.6,412 401.6,412 401.7,412.1 401.8,412.1 401.9,412.2 402,412.1 402.2,412.1 402.3,412 
							402.4,411.9 402.5,411.8 402.6,411.8 402.7,411.6 402.8,411.5 402.8,411.4 402.8,411.3 402.9,411.2 402.9,411.1 402.8,411 
							402.8,410.8 402.8,410.7 402.7,410.6 402.7,410.4 402.6,410.3 402.5,410.2 402.4,410.2 402.3,410.1 402.2,410.1" class="st2"></polyline>
						<polyline points="401.5,412 401.5,411.9 401.6,411.9 401.7,411.9 401.8,411.9 401.9,411.7 402,411.7 402.1,411.6 
							402.1,411.5 402.2,411.4 402.3,411.2 402.4,411.1 402.3,411 402.4,410.9 402.4,410.7 402.3,410.6 402.3,410.5 402.2,410.3 
							402.1,410.2 402.1,410.1 402.1,410.1" class="st2"></polyline>
						<polyline points="401.5,412 401.5,411.9 401.7,412 401.8,412 401.8,411.9 401.9,411.8 402.1,411.8 402.2,411.7 
							402.3,411.5 402.4,411.5 402.4,411.4 402.4,411.3 402.5,411.1 402.4,411 402.5,410.9 402.5,410.8 402.4,410.7 402.4,410.5 
							402.4,410.4 402.2,410.3 402.2,410.2 402.1,410.1 402.1,410" class="st2"></polyline>
						<polyline points="401.5,412 401.5,412 401.6,412 401.7,412 401.8,412 401.9,412 402.1,411.9 402.2,411.9 
							402.2,411.8 402.3,411.7 402.4,411.6 402.5,411.5 402.5,411.4 402.6,411.3 402.6,411.2 402.6,411 402.6,410.8 402.6,410.7 
							402.5,410.6 402.5,410.6 402.5,410.5 402.3,410.3 402.3,410.2 402.2,410.1 402.1,410 402.1,410" class="st2"></polyline>
						<polyline points="402.1,410.5 402.1,410.6 402,410.7 402.1,410.9 402.1,411 402,411.1 402,411.2 402,411.3 
							401.9,411.4 401.9,411.6 401.8,411.7 401.7,411.7" class="st2"></polyline>
					</g>
					<g id="ID_1371">
						<polygon points="460.3,438.4 460.3,438.6 460.2,438.8 460.2,438.9 460,439 459.8,439 459.6,439 459.4,438.8 
							459.4,438.6 459.3,438.4 459.5,438.2 459.5,438.1 459.7,438 459.9,438 460,438 460.3,438.2" class="st1"></polygon>
						<line y2="435.9" x2="463.2" y1="435.7" x1="462.3" class="st1"></line>
						<line y2="438" x2="463.3" y1="437.7" x1="462.4" class="st1"></line>
						<polyline points="461,436.9 461.3,437 461.6,437.2 461.8,437.5 461.9,437.7 462,438.1 462.1,438.5 462.1,438.8 
							462,439.3 461.9,439.5 461.7,439.9 461.4,440.1 461.1,440.3 460.8,440.4 460.4,440.5 460.1,440.5 459.8,440.5" class="st1"></polyline>
						<line y2="453.7" x2="460.6" y1="454" x1="461.5" class="st1"></line>
						<line y2="450.9" x2="459.8" y1="451.2" x1="460.7" class="st1"></line>
						<line y2="458.5" x2="461.5" y1="458.7" x1="462.4" class="st1"></line>
						<line y2="433.7" x2="454.6" y1="433.9" x1="455.2" class="st1"></line>
						<line y2="460.5" x2="461.1" y1="460.8" x1="462" class="st1"></line>
						<line y2="453.1" x2="457.4" y1="452.1" x1="454.2" class="st1"></line>
						<line y2="451.8" x2="453.7" y1="451.8" x1="453.7" class="st1"></line>
						<polyline points="452.5,459 452.6,459 452.7,458.9 455.9,460" class="st1"></polyline>
						<polyline points="452.1,459.1 452,459.1 452.1,459.2" class="st1"></polyline>
						<polyline points="445.6,442.5 446,442.6 446.3,443 446.5,443.2 446.7,443.6 446.8,444 446.9,444.3 446.9,444.8 
							446.8,445.1 446.6,445.5 446.4,445.8 446.1,446.1 445.8,446.3 445.4,446.5 445.1,446.6 444.6,446.6 444.3,446.5" class="st1"></polyline>
						<polygon points="446.4,444 446.4,444.3 446.5,444.7 446.4,445 446.2,445.3 446,445.5 445.8,445.8 445.5,446 
							445.2,446.1 444.9,446.2 444.6,446.2 444.3,446.1 443.9,446 443.7,445.8 443.5,445.6 443.4,445.3 443.3,444.9 443.2,444.6 
							443.3,444.3 443.3,444 443.4,443.6 443.7,443.4 443.9,443.1 444.2,442.9 444.5,442.8 444.7,442.8 445.1,442.8 445.4,442.8 
							445.6,442.9 445.9,443.2 446.2,443.4 446.3,443.7" class="st1"></polygon>
						<polyline points="444.6,446.6 445,446.6 445.4,446.7 445.8,446.6 446.1,446.4 446.4,446.2 446.7,446 446.9,445.6 
							447.1,445.2 447.2,444.8 447.3,444.5 447.2,444.1 447.1,443.7 446.9,443.3 446.6,443 446.3,442.8 446,442.6" class="st1"></polyline>
						<polyline points="444.3,442.6 444.5,442.5 444.8,442.3 445.3,442.2 445.8,442.3 446.2,442.4 446.5,442.5 
							446.9,442.8 447.2,443.1 447.4,443.5 447.6,443.9 447.7,444.5 447.6,444.9 447.5,445.3 447.3,445.8 447.1,446.2 446.8,446.6 
							446.3,446.8 446,447 445.5,447.1 445.1,447 444.6,446.9 444.3,446.7 443.9,446.5 443.6,446.2 443.4,445.7 443.2,445.6" class="st1"></polyline>
						<line y2="434" x2="439.7" y1="434" x1="439.9" class="st1"></line>
						<line y2="434" x2="439.7" y1="434" x1="439.9" class="st1"></line>
						<line y2="433.8" x2="439.6" y1="434" x1="440" class="st1"></line>
						<polyline points="439,433.6 439.3,433.8 439.6,434 439.7,434.2" class="st1"></polyline>
						<polyline points="438.4,435.2 438.4,435.2 438.3,435 438.2,434.8 437.9,434.7 437.7,434.8 437.6,434.9 437.5,435 
							437.4,435.2 437.4,435.4 437.5,435.6 437.7,435.7 437.8,435.7" class="st1"></polyline>
						<polygon points="443.6,469.9 443.7,470.1 443.5,470.2 443.4,470.3 443.3,470.5 443.1,470.5 442.9,470.5 
							442.8,470.3 442.7,470.1 442.7,469.9 442.8,469.8 442.8,469.6 443,469.5 443.2,469.5 443.4,469.5 443.6,469.7" class="st1"></polygon>
						<polyline points="444.3,468.4 444.6,468.5 444.9,468.7 445.1,468.9 445.2,469.3 445.4,469.6 445.4,470 
							445.4,470.3 445.3,470.8 445.2,471.1 445,471.4 444.7,471.6 444.4,471.8 444.1,471.9 443.7,472 443.4,472 443.1,472" class="st1"></polyline>
						<polyline points="434.4,443.8 434.5,443.9 434.5,443.9 434.6,443.8" class="st1"></polyline>
						<line y2="443.8" x2="433.8" y1="443.8" x1="433.9" class="st1"></line>
						<line y2="446.1" x2="433.6" y1="445.6" x1="433.6" class="st1"></line>
						<line y2="460.4" x2="432.1" y1="460.1" x1="432.2" class="st1"></line>
						<polyline points="441.6,432.9 441.3,432.8 440.9,432.5 440.7,432 440.7,431.6 440.8,431.2 441.1,430.8 
							441.6,430.6 442,430.6" class="st1"></polyline>
						<polyline points="442.5,429.7 442.9,429.9 443.1,430.1 443.4,430.4 443.6,430.7 443.7,431.1 443.8,431.5 
							443.7,432 443.6,432.4 443.6,432.6" class="st1"></polyline>
						<polyline points="442.5,429.8 442.9,429.9 443.2,430.1 443.4,430.5 443.6,430.7 443.8,431.2 443.8,431.6 
							443.8,431.9 443.7,432.4 443.7,432.6" class="st1"></polyline>
						<line y2="434.1" x2="450.3" y1="434.2" x1="450.5" class="st1"></line>
						<line y2="433.4" x2="448.7" y1="433.7" x1="449.3" class="st1"></line>
						<polyline points="445.9,433.9 445.9,434 445.9,434.2" class="st1"></polyline>
						<line y2="433.8" x2="445.8" y1="433.5" x1="445.8" class="st1"></line>
						<polyline points="445.7,433.5 445.8,433.5 446.1,433.6 446.1,433.2" class="st1"></polyline>
						<polyline points="446,433.2 446.2,433.2 446.3,433.2" class="st1"></polyline>
						<polyline points="445.4,433.1 444.8,433.1 443.9,433.3 442.9,433.4 441.8,433.8 440.9,434.3 440,434.8 
							439.2,435.5 438.3,436.2 437.6,436.9 436.9,437.8 436.3,438.7 435.7,439.7 435.4,440.6 434.9,441.7 434.7,442.8 434.6,443.8 
							432.8,461.4 432.7,462.3 432.8,463.2 433.2,464.1 433.7,464.9 434.4,465.5 435.1,465.9 435.9,466.2" class="st1"></polyline>
						<polyline points="446,433.5 446,433.4 446,433.2 446.1,433.2 446.3,433.2" class="st1"></polyline>
						<line y2="434.2" x2="446" y1="433.9" x1="446" class="st1"></line>
						<line y2="433.6" x2="446.4" y1="433.7" x1="446.7" class="st1"></line>
						<polyline points="446.7,433.7 446.4,433.5 446.3,433.5" class="st1"></polyline>
						<polyline points="446.3,432.8 446.7,432.9 446.9,433.2 447.1,433.5 447.1,433.8 447,434.2 446.8,434.5 
							446.4,434.7 446.1,434.7" class="st1"></polyline>
						<polyline points="447,432.6 447.5,432.8 447.8,433.2 447.9,433.2 447.9,433.2 448,433.3" class="st1"></polyline>
						<polyline points="442.5,428.7 443.1,428.9 443.6,429.1 444,429.5 444.3,429.9 444.6,430.5 444.9,431.3 445,431.7 
							445.3,432 445.5,432.2 445.8,432.3" class="st1"></polyline>
						<polyline points="446.1,433.6 446,433.5 445.9,433.4 445.7,433.5 445.7,433.8" class="st1"></polyline>
						<line y2="440.5" x2="461.8" y1="441" x1="463.5" class="st1"></line>
						<line y2="442.5" x2="462.6" y1="442.3" x1="461.8" class="st1"></line>
						<line y2="442.7" x2="460.9" y1="443.3" x1="462.6" class="st1"></line>
						<line y2="447.4" x2="461.8" y1="447.8" x1="463.1" class="st1"></line>
						<line y2="463.1" x2="459.1" y1="463" x1="458.5" class="st1"></line>
						<polygon points="458.8,460.7 458.7,461 458.7,461.2 458.6,461.3 458.4,461.4 458.2,461.4 458,461.4 457.9,461.2 
							457.8,461 457.8,460.8 457.8,460.7 458,460.5 458.2,460.4 458.4,460.3 458.6,460.5 458.6,460.6" class="st1"></polygon>
						<polyline points="458.2,462.9 458.5,463 458.8,462.9 459.2,462.9 459.5,462.7 459.9,462.5 460.1,462.2 460.3,462 
							460.5,461.6 460.6,461.3 460.6,460.9 460.6,460.5 460.4,460.2 460.2,459.8 460,459.6 459.6,459.4 459.4,459.2" class="st1"></polyline>
						<line y2="463.2" x2="459.4" y1="463.7" x1="461.1" class="st1"></line>
						<line y2="465.3" x2="456" y1="465.9" x1="457.8" class="st1"></line>
						<line y2="470.1" x2="446.3" y1="470.7" x1="446" class="st1"></line>
						<line y2="470.6" x2="445.6" y1="471.3" x1="447.7" class="st1"></line>
						<line y2="433.2" x2="446.2" y1="432.8" x1="446.3" class="st1"></line>
						<polyline points="446.5,466.5 446.5,466.5 446.5,466.5" class="st1"></polyline>
						<polyline points="446.4,467.1 446.4,467.2 446.4,467.2 447.2,467.1 447.8,467 448.5,466.8 449.2,466.5 
							449.9,466.1 450.4,465.7 451,465.2 451.4,464.7 451.9,464 452.2,463.3 452.5,462.6 452.7,462 452.8,461.2 452.8,460.5 
							452.8,459.7 452.5,458.2 452.5,457.3 452.5,456.3 452.7,455.4 452.9,454.6 453.2,453.6 453.7,452.9 455,451 455.7,449.7 
							456.2,448.3 456.5,447 456.8,445.5 456.9,444.1 456.8,442.6 456.6,441.2 456.2,439.9 455.7,438.7 455,437.4 454.2,436.3 
							453.3,435.3 452.2,434.4 451.1,433.7 449.9,433.1 448.7,432.7" class="st1"></polyline>
						<polyline points="445.9,435 446,435.2 446.4,435.3 446.7,435.4 447.1,435.4 447.4,435.3 447.8,435.1 448,434.8 
							448.2,434.5 448.3,434 448.3,433.6 448.2,433.3" class="st1"></polyline>
						<polyline points="447.9,433.2 448.1,433.6 448,434.1 448,434.4 447.9,434.7 447.6,434.9 447.5,435.1 447.1,435.2 
							446.9,435.3 446.6,435.2" class="st1"></polyline>
						<line y2="433.5" x2="446.4" y1="433.4" x1="446.3" class="st1"></line>
						<line y2="434" x2="446.2" y1="434" x1="446.3" class="st1"></line>
						<line y2="433.4" x2="445.9" y1="433.4" x1="446" class="st1"></line>
						<line y2="434.7" x2="446.1" y1="434.2" x1="446.1" class="st1"></line>
						<line y2="433.9" x2="445.8" y1="434" x1="445.9" class="st1"></line>
						<polyline points="447.8,433.2 449.2,433.5 450.4,434 451.6,434.7 452.7,435.7 453.7,436.6 454.5,437.8 
							455.3,439.1 455.7,440.4 456.1,441.9 456.3,443.3 456.3,444.8 456.2,446.3 455.8,447.8 455.3,449.2 454.6,450.5 453.7,451.8 
							453.2,452.5 452.7,453.5 452.4,454.4 452.1,455.3 452,456.2 451.8,457.2 451.9,458.2 452.2,459.8 452.3,460.5 452.2,461.2 
							452.1,461.8 451.9,462.5 451.6,463.1 451.4,463.7 450.9,464.3 450.5,464.8 450,465.3 449.5,465.6 448.9,466 448.3,466.2 
							447.8,466.4 447.1,466.6 446.5,466.5 436.7,466.4 435.8,466.4 434.9,466.1 434.2,465.6 433.6,464.9 433.1,464.1 432.6,463.3 
							432.5,462.3 432.5,461.4 434.4,443.8 434.6,442.7 434.8,441.6 435.1,440.6 435.6,439.5 436.2,438.5 436.8,437.6 437.5,436.7 
							438.2,435.9 439.1,435.3 440.1,434.6 441,434 442,433.7 443,433.3 444,433 445.1,432.9 445.5,432.9" class="st1"></polyline>
						<polygon points="447.3,433.5 447.3,433.9 447.2,434.3 446.9,434.6 446.5,434.8 446.2,434.9 445.7,434.7 
							445.4,434.5 445.2,434.1 445.3,433.6 445.4,433.3 445.7,432.9 446.1,432.7 446.5,432.7 446.8,432.8 447.1,433.1" class="st1"></polygon>
						<polyline points="445.8,434.9 446.2,435.1 446.7,435 447.1,434.8 447.4,434.4 447.6,433.9 447.5,433.4 447.3,433 
							447,432.6 446.5,432.4" class="st1"></polyline>
						<polyline points="445.5,433 445,433.1 444,433.2 443,433.4 441.9,433.8 441,434.2 440.1,434.7 439.1,435.4 
							438.3,436.1 437.6,436.8 436.9,437.7 436.3,438.6 435.7,439.6 435.3,440.6 434.9,441.7 434.7,442.8 434.5,443.9 432.6,461.3 
							432.6,462.4 432.8,463.2 433.2,464.1 433.7,464.9 434.3,465.5 435.1,465.9 435.9,466.2" class="st1"></polyline>
						<line y2="469.6" x2="450.1" y1="469.1" x1="448.4" class="st1"></line>
						<polyline points="436.7,467 436.8,467.1 436.8,467.1 446.4,467.2 449.7,468.1" class="st1"></polyline>
						<polyline points="436.7,466.4 436.8,466.4 436.8,466.3" class="st1"></polyline>
						<polyline points="435.8,466.9 436.8,467.1 439.9,468.1" class="st1"></polyline>
						<line y2="469.1" x2="440.5" y1="469.5" x1="441.9" class="st1"></line>
						<line y2="470.6" x2="445.6" y1="468" x1="446.6" class="st1"></line>
						<polyline points="445.4,469.3 445.7,469.8 445.6,470.5 445.6,470.6" class="st1"></polyline>
						<polyline points="445.6,469 445.3,468.7 444.9,468.5" class="st1"></polyline>
						<line y2="470.1" x2="446.3" y1="468.1" x1="447" class="st1"></line>
						<line y2="462.6" x2="455.6" y1="463" x1="458.8" class="st1"></line>
						<polyline points="446.3,470.1 446.6,469.6 447.2,469.2 447.8,469.1 448.4,469.1 449.5,469.2 450.6,469.1 
							451.7,469 452.7,468.5 453.7,467.9 454.6,467.2 455.4,466.3 456,465.3 456.2,464.8 456.7,464.4 457,464.1 457.4,463.8 
							457.9,463.6 458.3,463.3 458.9,463.2 459.4,463.2" class="st1"></polyline>
						<line y2="463" x2="458.8" y1="462.9" x1="458.4" class="st1"></line>
						<polyline points="455.7,462 455.6,462.6 455.9,462.8 459.1,463.1 459.4,463.2" class="st1"></polyline>
						<line y2="440.5" x2="461.8" y1="440.6" x1="461.7" class="st1"></line>
						<polyline points="455.4,459.5 455.8,459.6 457.4,459.8" class="st1"></polyline>
						<polyline points="457.5,459.7 455.4,459.5 455.3,458.8" class="st1"></polyline>
						<polyline points="459,457.7 458.6,457.6 458.3,457.3 458.2,456.9 458.1,456.4 458.2,455.9 458.5,455.5 459,455.3 
							459.4,455.3" class="st1"></polyline>
						<polyline points="458.6,458.5 458.9,458.5 459.2,458.5 459.6,458.5 460,458.3 460.4,458.1 460.6,457.9 
							460.9,457.5 461,457.1 461.1,456.7 461.2,456.3 461.1,455.9 461,455.5 460.8,455.1 460.5,454.9 460.2,454.7 459.9,454.5" class="st1"></polyline>
						<polyline points="458.6,458.5 459,458.6 459.3,458.6 459.7,458.5 460.1,458.3 460.5,458.1 460.7,457.8 
							460.9,457.5 461.1,457.1 461.2,456.8 461.2,456.4 461.1,456 461,455.6 460.8,455.2 460.6,454.9 460.2,454.7 459.9,454.5" class="st1"></polyline>
						<polyline points="444.5,472.4 445,472.5 445.7,472.4 446.2,472.1 446.7,471.6 446.9,471 447,470.6 447.2,470.2 
							447.5,469.9 447.7,469.7 448.1,469.5 448.5,469.4 448.9,469.3 449.3,469.4 450.4,469.5 451.5,469.4 452.6,469.2 453.6,468.8 
							454.6,468.2 455.5,467.4 456.2,466.6 456.9,465.6 457.2,465.1 457.6,464.7 457.9,464.4 458.3,464.1 458.8,463.8 459.2,463.6 
							459.8,463.5 460.2,463.5 460.6,463.4 460.7,463.3 460.9,463.3 461.3,463.1 461.5,462.8 461.7,462.5 462,462.2 462.1,461.8 
							462.1,461.5 462.1,461.1 462,460.7 461.8,460.4" class="st1"></polyline>
						<polyline points="460.1,459.5 460.6,459.7 460.9,460.1 461.1,460.5" class="st1"></polyline>
						<polyline points="461.8,440.5 461.4,440.9 461,441.4 460.9,442 460.9,442.7 461.1,443.8 461,444.8 461.1,445.8 
							461,446.9 460.7,448 460.5,449 460.2,450 459.8,450.9 459.7,451.4 459.6,451.7 459.6,452.1 459.7,452.5 459.9,452.9 
							460.1,453.2 460.4,453.5 460.6,453.7 461.2,454.1 461.7,454.6 461.9,455.1 462.1,455.8 462.2,456.5 462.1,457.2 461.8,457.8 
							461.5,458.5 461.2,459 461,459.4 461,460 461.1,460.5" class="st1"></polyline>
						<line y2="441.8" x2="459.3" y1="440.5" x1="461.3" class="st1"></line>
						<line y2="438.5" x2="458.5" y1="438.6" x1="458" class="st1"></line>
						<polyline points="460.2,432.5 460.6,432.6 460.9,433 461.1,433.2 461.3,433.6 461.4,433.9 461.5,434.3 
							461.5,434.7 461.4,435.1 461.2,435.4 461,435.8 460.7,436.1 460.4,436.3 460,436.5 459.7,436.6 459.2,436.6 458.9,436.5" class="st1"></polyline>
						<polyline points="459.4,435.7 459,435.5 458.7,435.2 458.5,434.8 458.4,434.3 458.6,433.9 458.9,433.6 
							459.3,433.4 459.7,433.3" class="st1"></polyline>
						<polyline points="460.2,452.2 460.7,451.3 461.1,450.4 461.4,449.4 461.6,448.4 461.8,447.4 461.9,446.2 
							462,445.2 461.9,444.1 461.8,443 461.7,442.7 461.8,442.3 461.9,441.8 462.1,441.4 462.4,441 462.7,440.7 463,440.6 
							463.2,440.3 463.4,439.9 463.6,439.7 463.6,439.3 463.6,438.9 463.6,438.5 463.4,438.3 463.3,438 463,437.6" class="st1"></polyline>
						<polyline points="461.7,437.1 462.1,437.3 462.4,437.7" class="st1"></polyline>
						<polyline points="460.6,431.5 461.1,431.8 461.5,432 461.9,432.5 462.2,432.9 462.4,433.4 462.6,433.9 
							462.5,434.6 462.5,435.1 462.3,435.7 462.1,436.2 462.1,436.8 462.2,437.2 462.4,437.7" class="st1"></polyline>
						<polyline points="459,436.5 459.3,436.6 459.8,436.6 460,436.5 460.4,436.4 460.8,436.1 461.1,435.8 461.3,435.5 
							461.4,435.2 461.5,434.7 461.5,434.3 461.5,433.9 461.4,433.5 461.2,433.2 461,432.9 460.7,432.7 460.3,432.5" class="st1"></polyline>
						<polyline points="455.3,433.9 454.7,433.7 453.8,433.2" class="st1"></polyline>
						<polyline points="452.8,432.9 453.7,433.3 454.6,433.7 455,433.8" class="st1"></polyline>
						<polyline points="457.8,437.9 457.4,437.3 456.6,436.5 455.8,435.8 454.9,435.2 454,434.6 453.1,434.1 
							452.1,433.8" class="st1"></polyline>
						<polyline points="457.7,438.1 458,438.6 458.4,438.7 458.5,438.7" class="st1"></polyline>
						<line y2="439" x2="458.5" y1="438.7" x1="458.4" class="st1"></line>
						<line y2="440" x2="459" y1="440.9" x1="459.4" class="st1"></line>
						<line y2="441.9" x2="459.7" y1="440.6" x1="461.7" class="st1"></line>
						<polyline points="455.7,458.9 455.7,458.1 455.7,457.4 455.8,456.7 456,455.9 456.3,455.2 456.6,454.5 457,453.8 
							457.4,453.1 458.3,451.9 458.9,450.5 459.5,449.2 459.8,447.7 460.1,446.3 460.1,444.8 460,443.3 459.7,441.9 459.3,441.8 
							459.1,441.1" class="st1"></polyline>
						<polyline points="456,462 456,461.1 455.9,460 455.8,459.6" class="st1"></polyline>
						<polyline points="445.9,468 446.6,468 447,468.1 449.7,468.1 450.8,468.1 451.8,467.8 452.8,467.3 453.7,466.6 
							454.4,465.8 455.1,464.9 455.6,463.9 455.9,462.8" class="st1"></polyline>
						<polyline points="441.8,468 442.5,468 442.8,468.1 445.8,468.1" class="st1"></polyline>
						<line y2="468" x2="442.5" y1="468.6" x1="442.6" class="st1"></line>
						<line y2="468.4" x2="442.8" y1="468.1" x1="442.8" class="st1"></line>
						<polyline points="441.8,468.1 439.9,468.1 439,467.9" class="st1"></polyline>
						<polyline points="441.2,469.2 440.8,469.1 440.5,469.1 439.8,469.1 439,469 438.4,468.9" class="st1"></polyline>
						<polyline points="441.6,469.4 441.3,469.4 440.7,469.4 440,469.3 439.4,469.2" class="st1"></polyline>
						<line y2="449.8" x2="426.2" y1="450.2" x1="431" class="st1"></line>
						<line y2="455.1" x2="425.6" y1="455.5" x1="430.4" class="st1"></line>
						<line y2="455.5" x2="425.7" y1="455.9" x1="430.5" class="st1"></line>
						<line y2="455.9" x2="430.7" y1="455.7" x1="425.9" class="st1"></line>
						<line y2="450.3" x2="431.1" y1="450.5" x1="431.5" class="st1"></line>
						<line y2="444" x2="433.1" y1="444" x1="432.9" class="st1"></line>
						<polyline points="431.3,449.9 431.8,445.7 431.8,445.2 432,444.7 432.1,444.3 432.2,443.9 432.5,443.7 
							432.6,443.5 432.8,443.4 433,443.4" class="st1"></polyline>
						<polyline points="431.2,463.9 430.7,463.7 430.6,463.5 430.7,463.3 430.7,462.9 430.5,462.7 430.4,462.4 
							430.4,462.1 430.3,461.8 430.2,461.5 430.2,461.1 430.2,460.6 430.3,460.2 430.7,455.9 430.5,455.9 430.4,455.8 430.4,455.5 
							431,450.2 431,449.9 431.1,449.8" class="st1"></polyline>
						<polyline points="430.9,462.5 431.3,462.6 431.5,462.6 431.6,462.5 431.7,462.4" class="st1"></polyline>
						<line y2="462.6" x2="431.3" y1="463.2" x1="431.3" class="st1"></line>
						<line y2="462.5" x2="425.9" y1="462.9" x1="430.7" class="st1"></line>
						<line y2="462.9" x2="425.9" y1="463.3" x1="430.7" class="st1"></line>
						<line y2="463.3" x2="426" y1="463.7" x1="430.7" class="st1"></line>
						<line y2="446.4" x2="433.6" y1="446.1" x1="433.6" class="st1"></line>
						<line y2="444" x2="424" y1="444.3" x1="423.7" class="st1"></line>
						<polyline points="422.1,461.5 422,461.4 421.9,461.1 421.8,460.8 421.9,460.5 421.8,460.1 423.5,445.3 427,445.4" class="st1"></polyline>
						<line y2="445.7" x2="431.8" y1="445.3" x1="427.1" class="st1"></line>
						<polyline points="431.9,446.2 433.6,446.4 433.9,443.8 434.2,442.4 434.5,440.9 435,439.7 435.7,438.4 
							436.5,437.2 437.4,436.1 438.5,435.2 439.6,434.3 440.8,433.7 442.1,433.1 443.3,432.7 444.6,432.5 446,432.4 447.3,432.6 
							448.6,432.8 449.8,433.2 451,433.8 452.1,434.5 453.1,435.4 454.1,436.3 454.9,437.4 455.6,438.7 456.1,439.9 456.5,441.3 
							456.7,442.7 456.8,444.1 456.6,445.5 456.4,446.9 456.1,448.3 455.5,449.6 454.9,450.9 453.5,452.8 453.1,453.7 452.8,454.5 
							452.5,455.4 452.4,456.2 452.3,457.2 452.4,458.1 452.7,459.7 452.7,460.4 452.7,461.2 452.6,461.9 452.4,462.7 452.1,463.3 
							451.7,464 451.3,464.6 450.8,465.1 450.3,465.6 449.7,466.1 449.1,466.4 448.5,466.7 447.8,466.9 447.1,467.1 446.4,467.1 
							436.7,467 435.8,466.8 434.7,466.5 434,465.9 433.2,465.3 432.6,464.4 432.3,463.4 432.1,462.4 432.1,461.3 432.2,459.8 
							430.5,459.6" class="st1"></polyline>
						<line y2="459.8" x2="432.2" y1="460.1" x1="432.2" class="st1"></line>
						<polyline points="432.5,461.4 432.6,461.3 432.6,461.3 432.8,461.4" class="st1"></polyline>
						<line y2="461.3" x2="432.1" y1="461.3" x1="432" class="st1"></line>
						<line y2="460.2" x2="430.3" y1="459.8" x1="425.5" class="st1"></line>
						<polyline points="410.3,449.4 410.1,449.6 410,449.7 409.7,450 409.6,450.3 409.5,450.7 409.4,451.2 409.3,451.6 
							409.4,452.1 409.4,452.6 409.4,453.1 409.4,453.5 409.6,453.7 409.7,454 409.8,454.2 421.8,460.1 425.4,460.4" class="st1"></polyline>
						<polyline points="405.9,449.9 403.9,449.7 403.8,449.7 403.7,449.7 403.6,449.9 403.4,450.1 403.4,450.3 
							403.3,450.5 403.2,450.8 403.2,451.2 403.2,451.5 403.1,451.7 403.2,452.1 403.2,452.3 403.3,452.6 403.3,452.8 403.5,452.9 
							403.6,453 405.6,453.1" class="st2"></polyline>
						<polyline points="403.7,449.7 403.7,449.7 403.7,449.8" class="st2"></polyline>
						<polyline points="410.3,449.4 406.6,449.1 406.5,449.1 406.3,449.1 406.1,449.4 405.9,449.6 405.8,450 
							405.7,450.3 405.6,450.8 405.5,451.2 405.4,451.7 405.4,452.2 405.5,452.7 405.6,453 405.7,453.4 405.7,453.6 406,453.9 
							406.1,453.9 409.9,454.3" class="st2"></polyline>
						<line y2="461.4" x2="422" y1="454.7" x1="410.8" class="st2"></line>
						<line y2="461.1" x2="421.9" y1="454.4" x1="410.3" class="st2"></line>
						<line y2="461.1" x2="421.9" y1="454.2" x1="410" class="st2"></line>
						<polyline points="409.9,454.2 409.9,454.3 421.8,460.8" class="st2"></polyline>
						<polyline points="409.9,454.3 410,454.2 410.8,454.7 422.1,461.5 422.3,461.6 425.6,461.9" class="st2"></polyline>
						<line y2="454.2" x2="409.8" y1="454.2" x1="410" class="st2"></line>
						<polyline points="411.3,449.1 424,444 424.1,443.9 427.3,444.2" class="st2"></polyline>
						<polyline points="423.7,444.3 423.5,444.7 423.5,445.3 410.3,449.4" class="st2"></polyline>
						<polyline points="431.3,449.9 431.1,449.8 426.3,449.4 426.3,449.6 426.2,449.8 425.6,455.1 425.7,455.4 
							425.7,455.5 425.9,455.7 425.5,459.8 425.5,460.2 425.5,460.6 425.5,461.1 425.5,461.5 425.6,461.9 425.7,462.1 425.8,462.3 
							425.9,462.5 425.9,462.9 425.9,463.2 426,463.3 426.6,463.5 431.2,463.9 431.3,463.7 431.5,463.5 431.5,463.2 431.6,463 
							431.8,462.9 432,462.6 432,462.5" class="st2"></polyline>
						<polyline points="431.1,450.3 430.6,455.3 431,455.5 430.5,460.2 430.4,460.7 430.4,461 430.5,461.4 430.5,461.7 
							430.5,462 430.7,462.3 430.9,462.4 430.9,462.5 430.8,463.1 431.3,463.2" class="st2"></polyline>
						<line y2="462.4" x2="432" y1="462.4" x1="430.9" class="st2"></line>
						<polyline points="432.9,444 432.8,444 432.7,444 432.5,444.2 432.4,444.4 432.2,444.7 432.1,445 432.1,445.3 
							432,445.8 431.5,450.5 431.1,450.5" class="st2"></polyline>
						<line y2="444.1" x2="433.8" y1="444" x1="432.8" class="st2"></line>
						<polyline points="433.6,445.6 433.8,443.8 434.1,442.4 434.5,440.9 435,439.7 435.7,438.4 436.4,437.2 
							437.4,436.1 438.5,435.1 439.6,434.3 440.7,433.6 442,433 443.3,432.6 444.7,432.4 446,432.4 447.4,432.4 448.7,432.7 
							452.1,433.8" class="st2"></polyline>
						<polyline points="452.8,432.9 453.8,433.2 455.4,433.8 455.7,433.9" class="st2"></polyline>
						<polyline points="447.4,432.4 447.9,432.4 448.9,432.3 449.9,432.4 450.9,432.4 451.9,432.7 452.8,432.9 
							453.7,433.2 454.6,433.6 455.3,433.9" class="st2"></polyline>
						<polyline points="455,433.8 455.3,433.9 455.6,433.9 456,433.8 456.4,433.7 456.6,433.5 457,433.2 457.5,432.4 
							457.9,432.1 458.5,431.7 458.9,431.5 459.5,431.4 460,431.4 460.6,431.5 461.5,431.8 462,432 462.3,432.3 462.7,432.7 
							463.1,433.2 463.3,433.6 463.4,434.2 463.4,434.9 463.4,435.4 463.2,435.9 463,436.5 463,437 463.1,437.5 463.3,438 
							463.4,438.4 463.6,438.6 463.6,438.9 463.6,439.4 463.5,439.8 463.3,440.2 463.1,440.4 462.7,440.7 462.2,441.2 461.9,441.7 
							461.7,442.4 461.8,443 461.9,444.1 461.9,445.1 461.9,446.1 461.9,447.2 461.6,448.3 461.4,449.3 461,450.3 460.7,451.2 
							460.6,451.7 460.5,452.1 460.5,452.4 460.6,452.8 460.7,453.2 461,453.5 461.2,453.8 461.5,454 462,454.4 462.5,454.9 
							462.8,455.4 463,456.1 463.1,456.8 463,457.5 462.7,458.1 462.4,458.7 462.1,459.2 461.9,459.7 461.9,460.3 462,460.8 
							462,461.3 462,461.7 461.9,462.1 461.8,462.4 461.7,462.7 461.4,462.9 461.2,463.1 460.9,463.3 460.5,463.4 460.2,463.5 
							459.8,463.5 459.2,463.6 458.8,463.8 458.3,464.1 457.9,464.4 457.6,464.7 457.2,465.1 456.9,465.6 456.2,466.6 455.5,467.4 
							454.6,468.2 453.6,468.8 452.6,469.2 451.5,469.4 450.4,469.5 449.3,469.4 448.9,469.3 448.5,469.4 448.1,469.5 447.7,469.7 
							447.5,469.9 447.2,470.2 447,470.6 446.9,471 446.7,471.6 446.2,472.1 445.7,472.4 445,472.5 444.5,472.4 443.1,472 
							442.7,471.8 442.4,471.6 442.1,471.2 441.9,470.9 441.8,470.6 441.8,470.3 441.8,469.9 441.9,469.5 442,469.2 442.2,468.9 
							442.5,468.6 442.7,468.5 443,468.4 443.2,468.3 443.6,468.2 443.9,468.2 444.3,468.4 444.9,468.5" class="st2"></polyline>
						<line y2="468" x2="445.9" y1="469.3" x1="445.4" class="st2"></line>
						<polyline points="445.3,433.2 445.7,432.8 446.1,432.6 446.5,432.4 447,432.6" class="st2"></polyline>
						<polygon points="447.1,433.5 447,433.1 446.8,432.9 446.4,432.8 446.3,432.8 446,432.8 445.6,433 445.4,433.3 
							445.3,433.6 445.4,434 445.5,434.4 445.8,434.6 446.1,434.7 446.2,434.7 446.5,434.7 446.8,434.5 447,434.3 447.1,433.8" class="st2"></polygon>
						<polyline points="435.9,466.2 436.8,466.3 446.5,466.5 447.2,466.4 447.7,466.3 448.3,466.1 449,465.9 
							449.5,465.6 450,465.2 450.5,464.7 450.9,464.2 451.3,463.7 451.6,463.1 451.9,462.5 452,461.8 452.2,461.2 452.2,460.5 
							452.1,459.8 451.9,458.2 451.8,457.2 451.9,456.3 452,455.3 452.3,454.3 452.7,453.4 453.2,452.5 453.7,451.8 454.5,450.5 
							455.2,449.2 455.7,447.8 455.9,446.8 456.1,446.4 456.2,445.3 456.3,444.8 456.2,443.4 456,441.9 455.7,440.5 455.2,439.2 
							454.5,438 453.7,436.8 452.7,435.8 451.6,434.9 450.5,434.2 449.2,433.6 447.9,433.2" class="st2"></polyline>
						<polyline points="444,429.1 444.4,429.4 444.9,429.8 445.2,430.2 445.4,430.7 445.7,431.6 445.9,432 446.1,432.3 
							446.2,432.3" class="st2"></polyline>
						<polyline points="446.6,435.2 445.8,434.9 445.4,434.6 445.1,434.2 445.1,433.7" class="st2"></polyline>
						<polyline points="446.4,433.6 446.3,433.5 446.3,433.4 446.3,433.2" class="st2"></polyline>
						<polyline points="445.9,434.2 446.1,434.2 446.2,434.3" class="st2"></polyline>
						<polyline points="446.2,434.3 446.2,434 446.2,433.9 446.3,434 446.5,434 446.7,433.7" class="st2"></polyline>
						<polyline points="446,433.9 445.9,433.9 445.8,433.9 445.7,433.8" class="st2"></polyline>
						<polyline points="442.5,429.8 442.5,429.7 442.1,429.7 441.8,429.7 441.4,429.8 441,429.9 440.6,430.1 
							440.4,430.4 440.2,430.7 440,431.1 439.9,431.5 439.9,431.9 439.9,432.3 440.1,432.7 440.3,433 440.5,433.3 440.8,433.6" class="st2"></polyline>
						<polyline points="437,436.6 436.9,436.5 436.7,436.2 436.6,435.8 436.5,435.5 436.5,435.1 436.6,434.8 
							436.7,434.5 437,434.2 437.2,434 437.5,433.7 437.8,433.6 437.9,433.6 438.3,433.5 438.6,433.5 439,433.6 439.6,433.8" class="st2"></polyline>
						<polyline points="438.5,433.5 438.8,433.2 438.9,432.7 439,432.1 439,431.6 439.1,430.9 439.3,430.5 439.6,429.8 
							439.9,429.4 440.5,429.1 440.9,428.9 441.5,428.7 442,428.6 442.5,428.7" class="st2"></polyline>
						<polyline points="442,430.6 442.4,430.6 442.7,431 442.9,431.3 443,431.8 442.8,432.3 442.5,432.7 442.1,432.9 
							441.6,432.9" class="st2"></polyline>
						<polyline points="442,432.9 441.9,432.8 441.7,432.4 441.7,431.9 441.8,431.4 442.1,431.1 442.5,430.9 
							442.6,430.9" class="st2"></polyline>
						<polyline points="435.4,466.8 435.5,466.9 435.9,467.5 436.5,468 437.1,468.3 437.7,468.7 438.4,468.9 
							439.3,469.2 439.9,469.3 440.7,469.4 441.3,469.4 441.6,469.4" class="st2"></polyline>
						<line y2="468" x2="441.8" y1="469.3" x1="441.9" class="st2"></line>
						<polyline points="441.2,469.2 441.5,469.3 441.8,469.5 441.9,469.5" class="st2"></polyline>
						<polyline points="441.8,469.6 441.6,469.7 441,469.7 440.3,469.4 439.4,469.2 438.7,469" class="st2"></polyline>
						<polyline points="432.1,460.4 432,461.3 432,462.4 432.2,463.5 432.5,464.5 433.2,465.3 433.9,466.1 434.8,466.6 
							435.8,466.9 439,467.9" class="st2"></polyline>
						<polyline points="433.8,444 433.7,443.9 433.5,443.6 433.4,443.5 433,443.4 428.3,443 428.1,443.1 427.9,443.1 
							427.7,443.4 427.6,443.6 427.4,444 427.3,444.3 427.1,444.9 427.1,445.3 426.6,449.5" class="st2"></polyline>
						<polyline points="461.9,460 462.2,460.2 462.4,460.5 462.7,460.7 462.8,461.1 462.9,461.4 463,461.8 462.9,462.1 
							462.8,462.5 462.6,462.8 462.4,463.1 462.1,463.4 461.8,463.6 461.5,463.6 461.1,463.7 460.6,463.8 460.1,463.9 459.7,464 
							459.2,464.3 458.8,464.7 458.4,465 458.1,465.4 457.8,465.9 457.1,466.9 456.3,467.7 455.5,468.5 454.5,469 453.3,469.4 
							452.3,469.7 451.3,469.8 450.1,469.6 449.8,469.6 449.4,469.7 449,469.8 448.6,470 448.4,470.3 448,470.5 447.8,470.9 
							447.7,471.3 447.5,471.8 447.1,472.4 446.6,472.7 446,472.8 445.4,472.7 444.5,472.4" class="st2"></polyline>
						<polyline points="460.1,459.5 459.4,459.2 459.1,459.1 458.7,459.2 458.4,459.2 458.2,459.2 457.9,459.4 
							457.5,459.6 457.3,459.9 457.2,460.1 457,460.5 456.9,460.8 456.9,461.1 456.9,461.5 457.1,461.8 457.3,462.1 457.6,462.5 
							457.9,462.7 458.2,462.9 458.4,462.9" class="st2"></polyline>
						<line y2="462.2" x2="457.3" y1="462" x1="455.7" class="st2"></line>
						<polyline points="458.6,458.5 458.6,458.5 458.2,458.3 457.9,458.1 457.7,457.7 457.4,457.5 457.3,457.1 
							457.3,456.7 457.3,456.3 457.4,455.8 457.6,455.5 457.8,455.2 458,454.9 458.4,454.6 458.8,454.5 459.2,454.4 459.5,454.4 
							459.9,454.5 459.9,454.5" class="st2"></polyline>
						<polyline points="460.9,453.5 461.4,452.7 462,451.5 462.5,450.3 462.8,449.1 463.1,447.8 463.2,446.3 
							463.2,444.8 463,443.3 462.7,442.2" class="st2"></polyline>
						<polyline points="462.6,443.3 462.6,442.9 462.6,442.5 462.7,442.1 463,441.7 463.2,441.3 463.5,441 463.9,440.8 
							464.1,440.6 464.3,440.2 464.5,439.9 464.5,439.5 464.5,439.2 464.4,438.8 464.3,438.5 464.1,438.3 464,438 463.7,437.8 
							463.4,437.7 463.1,437.5" class="st2"></polyline>
						<polyline points="461.7,437.1 461,436.9 460.6,436.7 460.3,436.7 459.9,436.8 459.7,436.9 459.5,437.1 
							459.2,437.2 458.8,437.4 458.7,437.8 458.6,438.1 458.5,438.5 458.5,438.8 458.6,439.1 458.7,439.4 458.7,439.7 459.2,440.1 
							459.4,440.4 459.8,440.5 460.1,440.6" class="st2"></polyline>
						<polyline points="459.1,441.1 459.9,440.6 460.3,440.7 460.6,440.7 460.9,440.6 461.3,440.5 461.7,440.6" class="st2"></polyline>
						<polyline points="459.4,455.3 459.7,455.4 460.1,455.7 460.3,456.2 460.4,456.6 460.2,457.1 459.9,457.4 
							459.5,457.6 459,457.7" class="st2"></polyline>
						<line y2="459.2" x2="458.7" y1="458.8" x1="455.3" class="st2"></line>
						<polyline points="460,455.6 459.9,455.7 459.5,455.9 459.2,456.3 459,456.7 459.1,457.1 459.3,457.6 459.4,457.7" class="st2"></polyline>
						<polyline points="444.6,446.6 444.3,446.5 443.9,446.3 443.7,446.1 443.4,445.8 443.2,445.5 443.1,445.1 
							443,444.7 443.1,444.2 443.2,443.9 443.3,443.6 443.5,443.2 443.8,442.9 444.1,442.7 444.5,442.5 444.9,442.4 445.3,442.4 
							445.6,442.5 446,442.6" class="st2"></polyline>
						<line y2="438.1" x2="457.7" y1="437.5" x1="458.9" class="st2"></line>
						<polyline points="459.7,435.6 459.7,435.5 459.5,435.1 459.5,434.7 459.6,434.2 459.9,433.8 460.3,433.6 
							460.4,433.6" class="st2"></polyline>
						<polyline points="459,436.5 458.9,436.5 458.6,436.4 458.3,436 458,435.8 457.8,435.4 457.7,435 457.6,434.7 
							457.7,434.2 457.7,433.9 457.9,433.5 458.1,433.2 458.5,432.9 458.7,432.7 459.1,432.5 459.5,432.4 459.9,432.4 460.2,432.5 
							460.3,432.5" class="st2"></polyline>
						<polyline points="459.7,433.3 460.2,433.5 460.4,433.7 460.7,434.1 460.7,434.7 460.6,435.1 460.3,435.4 
							459.8,435.6 459.4,435.7" class="st2"></polyline>
					</g>
					<g id="ID_1365">
						<polyline points="577.7,269.1 577.6,269.1 577.3,268.9 577.2,268.8" class="st1"></polyline>
						<polyline points="577.2,263.3 577,263 576.9,262.9 576.7,262.8 576.6,262.7 576.5,262.7 574,263 573.8,263 
							573.6,263.2 573.4,263.5 573.2,263.7 573.1,264 573,264.5 572.9,264.9 572.8,265.4" class="st1"></polyline>
						<line y2="264.9" x2="576.2" y1="265.2" x1="573.1" class="st1"></line>
						<polyline points="576.5,262.7 576.5,262.6 576.4,262.7 576.3,262.6 576.3,262.6 573.8,262.8 573.7,263 
							573.4,263.1 573.1,263.3 573,263.7 572.9,264 572.7,264.5 572.6,264.9 572.6,265.5" class="st1"></polyline>
						<line y2="262.7" x2="575" y1="262.8" x1="574.8" class="st1"></line>
						<line y2="266.4" x2="574.4" y1="270.3" x1="575.3" class="st1"></line>
						<polyline points="574,263.6 573.8,263.6 573.7,263.8 573.5,263.9 573.4,264.2 573.2,264.4 573.2,264.7 
							573.1,265.2 572.8,265.4 572.9,265.5 572.8,265.5 572.7,265.5 572.6,265.5" class="st1"></polyline>
						<line y2="265.5" x2="572.6" y1="265.5" x1="572.8" class="st1"></line>
						<polyline points="577.2,263.3 577,263.3 576.8,263.4 576.6,263.6 576.5,263.9 576.4,264.1 576.3,264.5 
							576.2,264.9 574.4,266.4 571.2,266.7" class="st1"></polyline>
						<line y2="269.6" x2="571.8" y1="269.6" x1="571.7" class="st1"></line>
						<polyline points="574,263 574,263 573.9,262.9 573.9,262.9 573.8,262.8 572.4,263" class="st1"></polyline>
						<line y2="264" x2="571.2" y1="264.1" x1="571.1" class="st1"></line>
						<polyline points="571.6,269.5 571.5,269.6 571.4,269.5 571.2,269.4 571.1,269.3 571,269.2 570.8,269 570.8,268.8 
							570.6,268.6 570.6,268.5 570.5,268.3 570.4,268 570.4,267.7 570.3,267.5 570.2,267.2 570.2,266.9 570.2,266.7 570.2,266.4 
							570.2,266.2 570.2,265.9 570.2,265.6 570.2,265.3 570.3,265.1 570.3,264.9 570.4,264.8 570.5,264.5 570.6,264.4 570.7,264.3 
							570.8,264.2 570.9,264.1 571,264" class="st1"></polyline>
						<polyline points="564.4,265.2 564.2,265.3 564.1,265.4 563.9,265.7 563.8,265.9 563.8,266.3 563.7,266.7 
							563.7,267.1 563.7,267.6 563.8,268 563.8,268.5 564,268.8 564.1,269.1 564.3,269.4 564.6,269.6 564.7,269.7" class="st1"></polyline>
						<polyline points="570.8,269.1 564.9,269.8 564.7,269.7 564.7,269.7 564.4,269.6 564.4,269.6 564.2,269.4 
							564,269.2 564,269.1 563.9,268.8 563.7,268.4 563.6,268 563.6,267.6 563.6,267.2 563.6,266.8 563.6,266.4 563.7,266 
							563.7,266 563.8,265.7 564,265.5 564.1,265.4 564.2,265.3 564.4,265.2 564.4,265.2 570.4,264.7" class="st2"></polyline>
						<polyline points="570.5,268.6 570.4,268.4 570.4,268.2 570.3,267.9 570.3,267.7 570.2,267.4 570.1,267.2 
							570.2,266.9 570.1,266.7 570,266.4 570.1,266.2 570.1,265.9 570.1,265.7 570.2,265.5 570.2,265.2 570.3,265 570.2,264.9 
							570.3,264.8 570.4,264.6 570.5,264.4 570.6,264.3 570.7,264.3 570.7,264.2 570.9,264.1 571,264.1 571,264 571.1,264.1 
							571.5,263.9" class="st2"></polyline>
						<polyline points="571.1,269.3 571,269.3 570.8,269.1 570.7,269 570.7,268.8 570.6,268.7" class="st2"></polyline>
						<polyline points="571.9,269.5 571.7,269.6 571.6,269.5 571.5,269.6 571.4,269.6 571.3,269.5 571.2,269.4" class="st2"></polyline>
						<polyline points="571.7,268.9 571.6,268.6 571.5,268.2 571.4,267.8 571.3,267.4 571.2,267 571.2,266.5 
							571.2,266.1 571.2,265.7 571.2,265.4 571.3,264.9 571.4,264.6 571.4,264.3 571.5,263.9 571.7,263.7 571.8,263.5 572,263.3 
							572.1,263.2 572.2,263 572.4,263 574.8,262.8 576.3,262.6 576.4,262.5 576.5,262.6 576.7,262.7 576.7,262.7 576.8,262.8 
							577,263 577.1,263.2 577.1,263.2 577.2,263.3" class="st2"></polyline>
						<polyline points="577.2,268.8 575.3,270.3 572.2,270.6 571.2,266.7 572.8,265.5" class="st2"></polyline>
						<polyline points="574,263.6 577.2,263.3 577.3,263.2 577.6,263.3 577.7,263.4 578,263.6 578.1,263.8 578.3,264.1 
							578.4,264.5 578.5,264.9 578.6,265.3 578.7,265.6 578.8,266 578.9,266.5 578.9,267 578.8,267.4 578.8,267.7 578.6,268 
							578.5,268.4 578.4,268.6 578.2,268.9 578.1,269 577.9,269.1 577.7,269.1 576.7,269.2" class="st2"></polyline>
					</g>
					<g id="ID_1359">
						<polyline points="593.8,262.1 593.9,262 594,262 594,262 594.1,261.9" class="st1"></polyline>
						<line y2="262.1" x2="594.2" y1="262.1" x1="594" class="st1"></line>
						<line y2="262.1" x2="593.8" y1="262.1" x1="593.8" class="st1"></line>
						<polyline points="594.4,262.5 594.4,262.4 594.4,262.2 594.3,262.1 594.2,262" class="st1"></polyline>
						<polyline points="594.5,262.8 594.6,263 594.5,263.1 594.5,263.3 594.5,263.4" class="st1"></polyline>
						<polyline points="594.4,263.6 594.3,263.6 594.4,263.7 594.3,263.8 594.2,263.8" class="st1"></polyline>
						<line y2="262.5" x2="593.8" y1="262.5" x1="594.4" class="st1"></line>
						<line y2="262.8" x2="593.9" y1="262.8" x1="594.5" class="st1"></line>
						<line y2="263.7" x2="594" y1="263.7" x1="594.1" class="st1"></line>
						<line y2="263.4" x2="593.8" y1="263.3" x1="594.4" class="st1"></line>
						<polyline points="594,263.7 594,263.5 593.9,263.5 593.8,263.4" class="st1"></polyline>
						<polyline points="594.5,262.1 594.5,262 594.5,261.8 594.4,261.9 594.3,261.8 594.3,261.7 594.3,261.6 
							594.2,261.6 594.1,261.5 594.1,261.5 594.1,261.5 594,261.6 593.9,261.6 593.9,261.6 593.8,261.6 593.7,261.7 593.7,261.7 
							593.6,261.9 593.7,262 593.6,262.1 593.6,262.2 593.6,262.3 593.6,262.4 593.5,262.5 593.5,262.6 593.6,262.7 593.6,262.9 
							593.5,263 593.6,263.1 593.6,263.2 593.6,263.4 593.7,263.5 593.7,263.6 593.8,263.7 593.8,263.8 593.9,263.9 593.9,264 
							594,264 594,264.1 594.1,264.1 594.1,264.1 594.2,264.2 594.3,264.2 594.4,264.1 594.4,264.1 594.5,264.1 594.4,264 
							594.5,264 594.5,263.9 594.6,263.9 594.7,263.8 594.6,263.7 594.7,263.5" class="st1"></polyline>
						<line y2="262.6" x2="590.1" y1="262.5" x1="590.2" class="st1"></line>
						<polyline points="590.1,262.8 590.1,262.9 590.1,263.1 590.1,263.3 590.1,263.4 590.2,263.6" class="st1"></polyline>
						<polyline points="587.5,264.1 587.5,264 587.5,263.9 587.4,263.7 587.4,263.6 587.4,263.5 587.3,263.3 
							587.3,263.2 587.3,263.2 587.3,263 587.3,262.9 587.4,262.8" class="st1"></polyline>
						<polyline points="587.4,262.6 587.3,262.6 587.4,262.7 587.3,262.7 587.3,262.7 587.2,262.9 587.2,263 
							587.2,263.1 587.2,263.2 587.2,263.3 587.2,263.4 587.1,263.5 587.2,263.6 587.2,263.7 587.2,263.8 587.3,264 587.3,264.1 
							587.4,264 587.4,264.1 587.5,264.2 587.6,264.3 587.6,264.4 587.6,264.4 587.7,264.4" class="st1"></polyline>
						<polyline points="587.8,264 587.8,263.9 587.7,263.9 587.6,263.7 587.7,263.6 587.7,263.5 587.6,263.4 
							587.6,263.2 587.6,263 587.6,263 587.6,262.9" class="st1"></polyline>
						<polyline points="587.6,262.4 587.6,262.4 587.5,262.5 587.5,262.6 587.4,262.6 587.4,262.7 587.4,262.8 
							587.4,262.9 587.4,263 587.4,263.1 587.4,263.2 587.3,263.3 587.3,263.4 587.4,263.6 587.4,263.7 587.4,263.8 587.5,263.9 
							587.5,264 587.5,264.2 587.7,264.3 587.7,264.4 587.8,264.4 587.8,264.5 587.8,264.5 587.9,264.5 588,264.5" class="st1"></polyline>
						<polyline points="587.7,262.6 587.6,262.6 587.6,262.6 587.5,262.7 587.6,262.8 587.6,262.8 587.5,262.9 
							587.5,263 587.5,263.1 587.5,263.2 587.5,263.3 587.5,263.4 587.6,263.5 587.6,263.7 587.5,263.8 587.7,263.9 587.7,264 
							587.7,264.1 587.7,264.2 587.7,264.2 587.9,264.2 587.9,264.3 588,264.3 588,264.3" class="st1"></polyline>
						<polyline points="587.9,262.8 587.9,262.9 587.9,263 587.9,263.2 587.9,263.3 587.9,263.4 588,263.5 587.9,263.7 
							588,263.8 588.1,263.9 588.1,264" class="st1"></polyline>
						<polyline points="588,262.5 588,262.5 587.9,262.6 588,262.7 587.9,262.7 587.9,262.8 587.8,262.8 587.8,262.9 
							587.7,263 587.8,263.1 587.8,263.2 587.8,263.3 587.8,263.4 587.9,263.6 587.8,263.7 588,263.8 588,263.9 588,264 588,264.1 
							588.1,264.2 588.2,264.3 588.2,264.3 588.3,264.3 588.3,264.3" class="st1"></polyline>
						<polyline points="588.3,262.8 588.2,262.9 588.3,263 588.2,263.1 588.2,263.2 588.2,263.3 588.3,263.5 
							588.3,263.6 588.3,263.7 588.4,263.8 588.4,264" class="st1"></polyline>
						<polyline points="591.1,262.1 591,262.1 591,262.1 590.9,262.2 590.9,262.2 590.9,262.3 590.8,262.5 590.8,262.5 
							590.8,262.6 590.8,262.7 590.8,262.8 590.9,263 590.8,263.2 590.8,263.3 590.9,263.4 590.9,263.5 590.9,263.6 591,263.8 
							591.1,263.9 591.1,264 591.2,264.1 591.2,264.1 591.3,264.2 591.4,264.1" class="st1"></polyline>
						<polyline points="591,262.6 591.1,262.6 591,262.9 591,263 591.1,263.1 591.1,263.2 591.1,263.3 591.2,263.4 
							591.2,263.6" class="st1"></polyline>
						<polyline points="590.9,262.3 590.9,262.3 590.8,262.3 590.7,262.4 590.6,262.6 590.7,262.7 590.6,262.9 
							590.6,263 590.7,263.2 590.6,263.4 590.7,263.5 590.8,263.6 590.9,263.8 591,263.9 591,264 591.1,264.1" class="st1"></polyline>
						<polyline points="589.8,262.3 589.8,262.3 589.7,262.3 589.7,262.3 589.7,262.4 589.7,262.4 589.6,262.5 
							589.6,262.6 589.5,262.7 589.6,262.8 589.6,262.9 589.5,263.1 589.5,263.2 589.6,263.4 589.6,263.5 589.6,263.5 589.7,263.6 
							589.7,263.8 589.8,263.9 589.8,264 589.9,264.1 589.9,264.2 589.9,264.2 590,264.3 590,264.3 590.2,264.3 590.3,264.3" class="st1"></polyline>
						<polyline points="589.9,263.8 589.9,263.7 589.9,263.6 589.8,263.4 589.8,263.3 589.8,263.2 589.8,263.1 
							589.8,262.9 589.8,262.8 589.8,262.7 589.8,262.6" class="st1"></polyline>
						<polyline points="588.6,262.7 588.5,262.8 588.5,262.9 588.6,263 588.5,263.1 588.6,263.3 588.6,263.4 
							588.6,263.5 588.6,263.6 588.7,263.8 588.7,263.9" class="st1"></polyline>
						<polyline points="590.2,262.5 590.1,262.6 590.1,262.8 590.1,263 590.1,263.1 590.2,263.2 590.2,263.3 
							590.1,263.4 590.2,263.6 590.3,263.7" class="st1"></polyline>
						<polyline points="588.3,262.5 588.3,262.5 588.2,262.6 588.2,262.6 588.2,262.7 588.2,262.7 588.1,262.8 
							588.1,262.9 588.1,262.9 588.1,263.1 588.1,263.1 588.1,263.3 588.2,263.4 588.2,263.5 588.1,263.6 588.1,263.7 588.3,263.8 
							588.3,263.9 588.3,264 588.3,264.1 588.5,264.2 588.5,264.2 588.5,264.3 588.6,264.3" class="st1"></polyline>
						<polyline points="590.1,264.1 590.1,264.1 590,264.1 590,264 590,264 589.9,263.9 589.8,263.8 589.8,263.7 
							589.8,263.6 589.7,263.4 589.7,263.3 589.7,263.2 589.6,263.1 589.7,263 589.7,262.9 589.7,262.8 589.7,262.7 589.7,262.6 
							589.8,262.5 589.8,262.5 589.8,262.5 589.8,262.4 589.8,262.4" class="st1"></polyline>
						<polyline points="588.3,262.4 588.2,262.4 588.2,262.4 588.1,262.5 588.1,262.5 588.1,262.6 588.1,262.6 
							588,262.8 588,262.8 587.9,263 588,263.2 588,263.3 588,263.4 588,263.5 588,263.6 588,263.8 588.1,263.9 588.1,264 
							588.2,264 588.2,264.1 588.3,264.2 588.3,264.3 588.4,264.4 588.4,264.4 588.5,264.5 588.5,264.5 588.6,264.4" class="st1"></polyline>
						<polyline points="588.6,262.5 588.6,262.5 588.6,262.6 588.6,262.6 588.5,262.6 588.5,262.7 588.4,262.8 
							588.4,262.9 588.5,263 588.4,263.2 588.4,263.3 588.5,263.3 588.5,263.4 588.5,263.5 588.5,263.6 588.6,263.7 588.6,263.9 
							588.6,263.9 588.7,264.1 588.8,264.1 588.8,264.2 588.9,264.3 588.9,264.3 588.9,264.3" class="st1"></polyline>
						<polyline points="589,263.8 589,263.7 588.9,263.6 588.9,263.4 588.9,263.3 588.8,263.2 588.9,263.1 588.9,262.9 
							588.8,262.8 588.9,262.7 588.9,262.6" class="st1"></polyline>
						<polyline points="589.2,264.2 589.2,264.2 589.1,264.2 589.1,264.1 589,264 589,264 588.9,263.9 588.9,263.9 
							588.9,263.8 588.8,263.7 588.8,263.6 588.8,263.4 588.7,263.3 588.7,263.2 588.8,263.1 588.8,263 588.7,262.9 588.7,262.8 
							588.8,262.7 588.8,262.6 588.9,262.5 588.9,262.5 589,262.5 589,262.5" class="st1"></polyline>
						<polyline points="589.2,262.7 589.2,262.9 589.2,262.9 589.2,263 589.2,263.1 589.2,263.3 589.2,263.5 
							589.2,263.6 589.3,263.7 589.3,263.7 589.3,263.9" class="st1"></polyline>
						<polyline points="589.5,262.7 589.5,262.7 589.5,262.9 589.5,263 589.5,263.1 589.5,263.3 589.5,263.4 
							589.5,263.5 589.6,263.6 589.6,263.8 589.6,263.9" class="st1"></polyline>
						<polyline points="591.2,262.4 591.2,262.4 591.1,262.5 591.2,262.6 591.1,262.7 591.1,262.7 591.1,262.9 
							591.1,263.2 591.1,263.3 591.1,263.4 591.2,263.4 591.2,263.5" class="st1"></polyline>
						<polyline points="589.2,262.4 589.2,262.4 589.2,262.4 589.2,262.5 589.2,262.5 589.1,262.7 589.1,262.7 
							589,262.8 589.1,262.9 589.1,263 589,263.1 589.1,263.3 589.1,263.4 589.1,263.5 589.1,263.6 589.2,263.7 589.2,263.8 
							589.2,263.9 589.2,264 589.4,264 589.4,264.1 589.5,264.1 589.5,264.2 589.5,264.2" class="st1"></polyline>
						<polyline points="588.4,264.5 588.3,264.4 588.2,264.4 588.1,264.5 588.1,264.4 588,264.4 588,264.3 588,264.2 
							587.9,264.1 587.8,264 587.8,263.9 587.8,263.8 587.7,263.7 587.7,263.6 587.8,263.4 587.7,263.2 587.7,263.1 587.6,263 
							587.7,262.9 587.7,262.8 587.7,262.7 587.7,262.6 587.8,262.6 587.8,262.5 587.8,262.5 587.9,262.5 588,262.4" class="st1"></polyline>
						<polyline points="589.6,262.4 589.6,262.4 589.6,262.4 589.5,262.5 589.5,262.6 589.5,262.6 589.4,262.7 
							589.4,262.8 589.4,262.9 589.4,263 589.4,263.1 589.4,263.2 589.4,263.3 589.4,263.4 589.4,263.5 589.5,263.6 589.5,263.7 
							589.5,263.8 589.6,263.9 589.7,264 589.7,264.1 589.7,264.2 589.8,264.1 589.9,264.2" class="st1"></polyline>
						<polyline points="591.3,263.9 591.3,263.9 591.2,263.9 591.1,263.7 591.1,263.6 591.1,263.4 591,263.3 591,263.1 
							590.9,262.9 591,262.7 590.9,262.6 591,262.5 591.1,262.3 591.1,262.2 591.2,262.2" class="st1"></polyline>
						<polyline points="589.5,262.2 589.5,262.2 589.4,262.4 589.4,262.4 589.3,262.4 589.3,262.5 589.3,262.6 
							589.3,262.6 589.2,262.8 589.2,262.8 589.2,263 589.2,263.1 589.3,263.2 589.3,263.4 589.3,263.5 589.4,263.6 589.4,263.7 
							589.4,263.8 589.4,263.9 589.5,264.1 589.6,264.1 589.6,264.2 589.7,264.2 589.7,264.2 589.8,264.3 589.9,264.3" class="st1"></polyline>
						<polyline points="589,264.5 589,264.5 588.8,264.4 588.7,264.4 588.7,264.3 588.7,264.2 588.6,264.1 588.6,264.1 
							588.5,264 588.4,263.9 588.4,263.8 588.3,263.7 588.3,263.6 588.3,263.5 588.3,263.3 588.3,263.2 588.3,263.1 588.3,262.9 
							588.3,262.9 588.3,262.8 588.4,262.6 588.3,262.5 588.4,262.4 588.4,262.4 588.5,262.4 588.6,262.4 588.6,262.4" class="st1"></polyline>
						<polyline points="590.3,262.3 590.2,262.4 590.2,262.4 590.1,262.4 590.1,262.5 590,262.6 590,262.6 590,262.7 
							590,262.8 590,262.9 590,263 590,263.2 590,263.3 590,263.4 590.1,263.5 590.1,263.6 590.1,263.7 590.1,263.8 590.3,263.9 
							590.3,264 590.4,264 590.4,264.1 590.4,264.1 590.5,264.1" class="st1"></polyline>
						<polyline points="590.4,262.6 590.5,262.7 590.4,262.9 590.4,263 590.5,263.1 590.5,263.2 590.4,263.3 
							590.5,263.5 590.6,263.7" class="st1"></polyline>
						<polyline points="590.7,262.1 590.7,262.1 590.7,262.1 590.6,262.2 590.6,262.2 590.6,262.4 590.5,262.5 
							590.5,262.6 590.5,262.7 590.5,262.7 590.5,262.9 590.5,263 590.5,263.2 590.5,263.3 590.5,263.4 590.6,263.5 590.6,263.6 
							590.6,263.8 590.8,264 590.8,264.1 590.8,264.1 590.9,264.1 590.9,264.1 591.1,264.2 591.2,264.2" class="st1"></polyline>
						<polyline points="589.6,264.4 589.5,264.3 589.4,264.3 589.3,264.4 589.3,264.3 589.3,264.2 589.2,264.1 
							589.1,264 589.1,263.9 589.1,263.8 589.1,263.7 589,263.5 589,263.4 589,263.3 588.9,263.2 588.9,263.1 589,262.9 
							588.9,262.8 588.9,262.7 589,262.6 589,262.5 589,262.5 589,262.4 589.1,262.3 589.1,262.3 589.2,262.3" class="st1"></polyline>
						<line y2="264.3" x2="590.2" y1="264.4" x1="590.1" class="st1"></line>
						<polyline points="590.7,262.5 590.8,262.7 590.7,262.9 590.8,263 590.8,263.1 590.8,263.1 590.8,263.3 
							590.9,263.5 590.9,263.7" class="st1"></polyline>
						<line y2="262.3" x2="593.8" y1="262.3" x1="593.8" class="st1"></line>
						<polyline points="593.4,261.7 593.5,261.9 593.5,262.1 593.5,262.3 593.5,262.4 593.4,262.6 593.4,262.9 
							593.4,263 593.4,263.3" class="st1"></polyline>
						<polyline points="593.8,262.1 593.8,262.1 593.8,262.1 593.8,262.2 593.8,262.2" class="st1"></polyline>
						<polyline points="594.2,263.8 594.2,263.8 594.2,263.8 594.2,263.8 594.1,263.7 594.1,263.7 594.1,263.6 
							594.1,263.6 594.2,263.6 594.2,263.6" class="st1"></polyline>
						<polyline points="594.2,261.9 594.2,261.9 594.2,261.9 594.2,261.9 594.2,262 594.2,262 594.2,262.1 594.2,262.1 
							594.2,262.2 594.2,262.3 594.2,262.3 594.3,262.4 594.3,262.4 594.3,262.5 594.4,262.5 594.4,262.5 594.5,262.4 594.6,262.5 
							594.6,262.5 594.6,262.5 594.6,262.6 594.6,262.6 594.5,262.8 594.5,262.8 594.5,262.8 594.4,262.8 594.4,262.9 594.4,263 
							594.4,263 594.3,263.1 594.4,263.2 594.4,263.3 594.4,263.3 594.5,263.4 594.5,263.4 594.5,263.5 594.5,263.5 594.5,263.6 
							594.5,263.6 594.4,263.6 594.4,263.6" class="st1"></polyline>
						<polyline points="592.2,261.8 593.4,261.7 593.6,261.7 593.7,261.6 593.9,261.5 594,261.5 594,261.3 594,261.3" class="st1"></polyline>
						<polyline points="593.8,263.1 593.8,263.1 593.8,262.9 593.8,262.9 593.9,262.8 593.9,262.8 594,262.8 594,262.7 
							594,262.7 593.9,262.6 593.9,262.6 593.9,262.5 593.8,262.5 593.7,262.6" class="st1"></polyline>
						<line y2="263" x2="593.7" y1="262.9" x1="593.7" class="st1"></line>
						<polyline points="592.8,261.5 592.8,261.5 592.7,261.5 592.6,261.6 592.5,261.6 592.5,261.6 592.4,261.8 
							592.3,261.8 592.2,261.8 592.2,262 592.2,262.2 592.2,262.4 592.2,262.7 592.2,262.8 592.2,263 592.1,263.2 592.1,263.4 
							592.2,263.5 592.4,263.6 592.4,263.8 592.5,263.9 592.6,264.1 592.6,264.3 592.7,264.4 592.7,264.5" class="st1"></polyline>
						<polyline points="590.4,262.2 590.4,262.2 590.3,262.2 590.3,262.2 590.4,262.3 590.3,262.3 590.2,262.6 
							590.2,262.6 590.1,262.7 590.2,262.8 590.2,262.9 590.1,263.1 590.2,263.3 590.2,263.4 590.3,263.5 590.3,263.6 590.3,263.7 
							590.4,263.9 590.5,263.9 590.5,264 590.5,264.1 590.6,264.1 590.7,264.2 590.7,264.2 590.9,264.3" class="st1"></polyline>
						<line y2="262.2" x2="589.5" y1="262.3" x1="589.4" class="st1"></line>
						<line y2="262.3" x2="589.1" y1="262.3" x1="589.2" class="st1"></line>
						<polyline points="590.6,264.2 590.5,264.3 590.5,264.3 590.3,264.2 590.2,264.2 590.2,264.1 590.2,264 590.1,264 
							590,263.9 590,263.8 590,263.7 589.9,263.5 589.9,263.4 589.9,263.3 589.9,263.2 589.8,263.1 589.9,262.9 589.9,262.8 
							589.8,262.7 589.9,262.5 589.9,262.5 590,262.4 589.9,262.3 590,262.3 590.1,262.2 590.1,262.2 590.1,262.2" class="st1"></polyline>
						<line y2="265.2" x2="592.3" y1="265.2" x1="592.4" class="st1"></line>
						<polyline points="592.2,260.9 592.1,260.9 592.1,260.9 592.1,260.9 592,261 591.9,261.1 591.8,261.1 591.7,261.2 
							591.7,261.3 591.7,261.5 591.6,261.7 591.6,261.9 591.5,262.1 591.5,262.3 591.4,262.5 591.5,262.8 591.5,263.1 591.5,263.2 
							591.6,263.4 591.6,263.6 591.7,263.8 591.7,263.9 591.8,264.1 591.8,264.3 591.8,264.4 591.9,264.6 592,264.7 592,264.8 
							592.2,264.8 592.2,264.9 592.3,265 592.3,265.1 592.5,265.2 592.6,265.1 592.6,265.2 592.7,265.2" class="st1"></polyline>
						<polyline points="592.1,263.4 593.4,263.3 593.5,263.5 593.6,263.5 593.6,263.7 593.8,263.8 593.8,264 
							593.9,264.2 593.9,264.3 593.9,264.4" class="st1"></polyline>
						<polyline points="590.8,264.1 590.7,264.1 590.7,264 590.6,263.9 590.5,263.7 590.4,263.7 590.3,263.5 
							590.3,263.3 590.3,263 590.3,263 590.3,262.8 590.3,262.6 590.4,262.5 590.4,262.4 590.5,262.3 590.5,262.3" class="st1"></polyline>
						<polyline points="589.2,264.4 589.2,264.4 589.2,264.4 589,264.3 589,264.2 588.9,264.3 588.9,264.2 588.9,264.1 
							588.8,264 588.8,263.9 588.8,263.7 588.6,263.6 588.7,263.5 588.7,263.4 588.6,263.2 588.6,263.1 588.6,263 588.6,262.9 
							588.6,262.8 588.7,262.7 588.7,262.6 588.8,262.5 588.7,262.4 588.8,262.3 588.8,262.3 588.9,262.3 588.9,262.3" class="st1"></polyline>
						<polyline points="587.3,262.5 587.3,262.5 587.2,262.5 587.2,262.5 587.1,262.7 587.2,262.8 587.1,262.8 
							587.1,262.9 587,263 587.1,263.2 587.1,263.3 587,263.4 587.1,263.5 587.1,263.6 587.1,263.8 587.2,263.9 587.2,264 
							587.2,264.1 587.2,264.2 587.4,264.3 587.4,264.4 587.4,264.5 587.5,264.4 587.6,264.5 587.6,264.5 587.7,264.6" class="st1"></polyline>
						<polyline points="587.1,264 587.1,263.9 587,263.8 587,263.7 587,263.5 587,263.4 587,263.3 587,263.2 587,263 
							587,263 587,262.8" class="st1"></polyline>
						<line y2="264.4" x2="588.6" y1="264.5" x1="588.5" class="st1"></line>
						<polyline points="587.4,264.5 587.3,264.4 587.3,264.3 587.2,264.3 587.1,264.2 587.1,264.1 587,264.1 587,264 
							586.9,263.9" class="st1"></polyline>
						<line y2="262.4" x2="587.6" y1="262.4" x1="587.6" class="st1"></line>
						<line y2="262.5" x2="587.9" y1="262.5" x1="587.9" class="st1"></line>
						<polyline points="587.3,264.4 587.2,264.3 587.1,264.2 587,264.1 587,264 586.9,263.8" class="st1"></polyline>
						<line y2="262.5" x2="587.4" y1="262.5" x1="587.5" class="st1"></line>
						<polyline points="587.1,262.6 587.1,262.7 587.1,262.8" class="st1"></polyline>
						<polyline points="587.1,262.8 587,262.8 587,262.9 586.9,262.9 586.9,263 586.9,263.2 586.9,263.3 586.9,263.4 
							587,263.5 586.9,263.7 586.9,263.8 586.9,263.9" class="st1"></polyline>
						<line y2="264.1" x2="587" y1="264.2" x1="587" class="st1"></line>
						<polyline points="587.4,264.5 587.3,264.5 587.3,264.4 587,264.1 587,264.1 586.9,264.1 586.8,263.9 586.8,263.8 
							586.8,263.7 586.7,263.5 586.8,263.4 586.8,263.3 586.9,263.2 586.8,263.1 586.9,262.9 587.1,262.8" class="st2"></polyline>
						<polyline points="588.6,262.7 588.6,262.6 588.7,262.6 588.6,262.5 588.7,262.3 588.7,262.3 588.8,262.3 
							588.8,262.3" class="st2"></polyline>
						<polyline points="590.4,262.6 590.5,262.5 590.5,262.4 590.5,262.4 590.5,262.3 590.6,262.2 590.7,262.1 
							590.7,262.1 590.7,262.1 590.8,262.2 590.9,262.2" class="st2"></polyline>
						<polyline points="589.3,262.4 589.3,262.3 589.2,262.3 589.2,262.3 589.1,262.3 589.1,262.3 589,262.4 589,262.4 
							589,262.5 589,262.6 588.9,262.6" class="st2"></polyline>
						<polyline points="588.1,264.5 588.1,264.5 588,264.5 588,264.5 587.9,264.5 587.8,264.5 587.8,264.5 587.8,264.5 
							587.7,264.4 587.6,264.4 587.6,264.3 587.5,264.2 587.5,264.1" class="st2"></polyline>
						<polyline points="588.3,262.8 588.3,262.7 588.3,262.5 588.3,262.5 588.4,262.4 588.4,262.4 588.5,262.4 
							588.5,262.4 588.6,262.4 588.6,262.4 588.7,262.3 588.7,262.3" class="st2"></polyline>
						<polyline points="590.9,264.1 590.9,264.3 590.9,264.3 590.8,264.3 590.7,264.2 590.7,264.2 590.7,264.2 
							590.5,264.1 590.4,264.1 590.4,264 590.4,263.9 590.4,263.9 590.3,263.7 590.2,263.6" class="st2"></polyline>
						<polyline points="591.1,262.1 591.1,262.1 591.1,262.1 591,262.1 591,262.1 590.9,262.2 590.9,262.3 590.8,262.3 
							590.8,262.4 590.8,262.4 590.7,262.5" class="st2"></polyline>
						<polyline points="590.3,264.3 590.3,264.3 590.4,264.3" class="st2"></polyline>
						<polyline points="589.3,263.9 589.5,264 589.5,264.1 589.5,264.1 589.5,264.2 589.6,264.3 589.7,264.2 
							589.8,264.3 589.9,264.3 590,264.3 590,264.3 590,264.3" class="st2"></polyline>
						<polyline points="591,262.6 591,262.6 591.1,262.4 591.1,262.3 591.2,262.3 591.2,262.2" class="st2"></polyline>
						<polyline points="591.2,263.6 591.2,263.6 591.3,263.7 591.3,263.8" class="st2"></polyline>
						<polyline points="590.6,262.2 590.5,262.2 590.4,262.2 590.4,262.2 590.3,262.2 590.3,262.2 590.2,262.3 
							590.3,262.3 590.2,262.4 590.2,262.5 590.2,262.5 590.1,262.6 590.1,262.8" class="st2"></polyline>
						<polyline points="589.2,264.4 589.3,264.4 589.3,264.4" class="st2"></polyline>
						<polyline points="589.2,264.4 589.2,264.4 589.2,264.4 589,264.3 588.9,264.3 588.9,264.3 588.9,264.2 
							588.8,264.1 588.7,264 588.7,263.9" class="st2"></polyline>
						<polyline points="587.5,262.5 587.4,262.5 587.4,262.5 587.3,262.5 587.3,262.5 587.2,262.5 587.1,262.6 
							587.1,262.7 587.1,262.7 587,262.7 587.1,262.8 587,262.8" class="st2"></polyline>
						<polyline points="588.5,264.5 588.5,264.5 588.4,264.4 588.3,264.4 588.3,264.3 588.3,264.2 588.2,264.2 
							588.1,264.1 588.1,264" class="st2"></polyline>
						<polyline points="589,262.4 589,262.3 588.9,262.3" class="st2"></polyline>
						<polyline points="587.8,264 587.8,264.1 587.9,264.2 588,264.3 588,264.4 588,264.4 588.1,264.5 588.1,264.5 
							588.2,264.4" class="st2"></polyline>
						<polyline points="590.1,264.4 590,264.3 590,264.3 589.9,264.2 589.9,264.2 589.8,264.1 589.8,264 589.7,264 
							589.6,263.9" class="st2"></polyline>
						<polyline points="590.3,262.2 590.2,262.3 590.2,262.2 590.1,262.2 590.1,262.2 590,262.2 590,262.2 589.9,262.3 
							589.9,262.3 589.9,262.5 589.9,262.5 589.8,262.6" class="st2"></polyline>
						<polyline points="588.7,264.4 588.7,264.4 588.6,264.4" class="st2"></polyline>
						<polyline points="588.4,264 588.4,264.1 588.5,264.2 588.6,264.2 588.6,264.3 588.6,264.3 588.7,264.4 
							588.7,264.4 588.9,264.5 589,264.5" class="st2"></polyline>
						<polyline points="590.3,263.7 590.2,263.6 590.2,263.5" class="st2"></polyline>
						<polyline points="587.9,262.8 588,262.8 588,262.7 588,262.5 588,262.5 588.1,262.4 588.2,262.4 588.2,262.4 
							588.3,262.4 588.3,262.4 588.4,262.4 588.4,262.4" class="st2"></polyline>
						<polyline points="589.7,264.2 589.7,264.4 589.7,264.4 589.6,264.4 589.5,264.3 589.4,264.3 589.3,264.4 
							589.3,264.4 589.3,264.3 589.2,264.2 589.2,264.1 589,264 589,263.9 589,263.8 589,263.7" class="st2"></polyline>
						<polyline points="587.8,264.5 587.7,264.6 587.7,264.6" class="st2"></polyline>
						<polyline points="587.7,264.6 587.6,264.5 587.5,264.5 587.4,264.6 587.4,264.5 587.4,264.4 587.3,264.3 
							587.3,264.3 587.2,264.1 587.1,264" class="st2"></polyline>
						<polyline points="588.1,262.5 588,262.4 588,262.4 588,262.4 587.9,262.5 587.8,262.5 587.8,262.5 587.7,262.5 
							587.7,262.6 587.6,262.6 587.7,262.7 587.6,262.9" class="st2"></polyline>
						<polyline points="587.8,262.5 587.7,262.4 587.7,262.4 587.6,262.4 587.6,262.4 587.5,262.5 587.5,262.5 
							587.4,262.6 587.4,262.6 587.4,262.7 587.4,262.8" class="st2"></polyline>
						<line y2="262.9" x2="588.2" y1="262.8" x1="588.2" class="st2"></line>
						<polyline points="588.4,264.5 588.5,264.5 588.4,264.4" class="st2"></polyline>
						<polyline points="589.9,262.2 589.9,262.2 589.9,262.2 589.8,262.3 589.7,262.3 589.7,262.3 589.7,262.3 
							589.6,262.3 589.6,262.4 589.6,262.4 589.5,262.6 589.5,262.7" class="st2"></polyline>
						<polyline points="589.1,264.4 589.1,264.4 589,264.5" class="st2"></polyline>
						<polyline points="589.9,263.8 589.9,263.9 590.1,264 590.1,264 590.2,264.1 590.2,264.2 590.2,264.2 590.4,264.3 
							590.5,264.3 590.5,264.3" class="st2"></polyline>
						<polyline points="590.6,264.2 590.6,264.2 590.7,264.2" class="st2"></polyline>
						<polyline points="590.5,263.6 590.6,263.7 590.6,263.8 590.7,263.9 590.7,264 590.8,264 590.8,264.2 590.9,264.1 
							591,264.2 591.1,264.2 591.1,264.2 591.2,264.2 591.3,264.2 591.3,264.2" class="st2"></polyline>
						<polyline points="592.7,264.5 593.9,264.4 594,264.3 594.2,264.3 594.3,264.3 594.4,264.1 594.5,264.1 
							594.6,264.1 594.5,264 594.5,264 594.7,263.8 594.6,263.7" class="st2"></polyline>
						<polyline points="594.7,263.5 594.7,263.4 594.8,263.3 594.7,263.2 594.7,263.1 594.8,262.9 594.7,262.8 
							594.7,262.7 594.7,262.5 594.6,262.4 594.6,262.3 594.6,262.2 594.5,262.1" class="st2"></polyline>
						<polyline points="592.8,261.5 594,261.3 594.2,261.5 594.3,261.6 594.3,261.8 594.5,261.8" class="st2"></polyline>
						<polyline points="594,263.5 594.2,263.6 594.3,263.5 594.3,263.5 594.4,263.6 594.4,263.6 594.4,263.6" class="st2"></polyline>
						<polyline points="593.7,262.2 593.8,262.2 593.9,262.2 593.9,262.2 594,262.1 594,262.1 594.1,261.9 594.1,261.9 
							594.2,261.9 594.2,261.9 594.2,261.9" class="st2"></polyline>
						<polyline points="594.2,263.8 594.1,263.8 594.1,263.8 594,263.7 594,263.7 594,263.7 594,263.6 594,263.5 
							594,263.4 593.9,263.5 593.8,263.4 593.8,263.2 593.8,263.2 593.8,263.2 593.8,263.2 593.8,263.1 593.8,263.1 593.7,263 
							593.7,263 593.7,263 593.8,262.7 593.7,262.6 593.7,262.5 593.8,262.3 593.7,262.2 593.7,262.2 593.7,262.2 593.8,262.1 
							593.8,262.1 593.8,262.1 593.8,262.1" class="st2"></polyline>
						<polyline points="592.9,261.4 592.9,261.4 592.9,261.2 592.8,261.1 592.7,261.1 592.7,261 592.6,260.9 
							592.5,260.9 592.4,260.8 592.3,260.9 592.2,260.9 591.9,260.9 591.8,260.9 591.7,260.9 591.7,261 591.6,261.1 591.5,261.2 
							591.4,261.3 591.4,261.4 591.3,261.6 591.2,261.7 591.2,261.9 591.2,262.1 591.2,262.3 591.1,262.5 591.2,262.7 591.1,262.9 
							591.2,263.1 591.2,263.3 591.2,263.5 591.3,263.7 591.3,263.9 591.4,264.1 591.4,264.3 591.6,264.5 591.6,264.6 591.6,264.8 
							591.8,264.8 591.9,265 591.9,265.1 592.1,265.2 592.1,265.2 592.3,265.2 592.3,265.2 592.7,265.2 592.8,265.2 592.9,265.2 
							592.9,265.1 592.9,265 593,264.9 593.1,264.9 593.2,264.8 593.3,264.7 593.3,264.4 593.3,264.4" class="st2"></polyline>
						<polyline points="591.4,264.2 591.4,264.2 591.3,264.2 591.3,264.2 591.1,264.1 591,264 591,263.9 591,263.8 
							590.9,263.7 590.9,263.7 590.9,263.5" class="st2"></polyline>
						<polyline points="589.6,262.3 589.6,262.3 589.5,262.2 589.5,262.2 589.4,262.3 589.4,262.3 589.3,262.3 
							589.3,262.4 589.2,262.4 589.3,262.5 589.2,262.6 589.2,262.7" class="st2"></polyline>
					</g>
					<g id="ID_1353">
						<polyline points="556.2,265.7 556.2,265.6 556.3,265.5 556.3,265.5 556.5,265.5 556.5,265.5 556.7,265.4 
							556.7,265.5 556.8,265.5 556.9,265.6 557.1,265.6 557.1,265.6 557.2,265.7 557.2,265.7 557.4,265.9 557.5,266 557.5,266 
							557.6,266.1 557.7,266.3 557.8,266.5 557.9,266.7 557.9,266.9 557.9,266.9 558.1,267.1 558.2,267.3 558.1,267.6 558.2,267.8 
							558.3,268.1 558.2,268.3 558.3,268.5 558.3,268.9 558.2,269.1 558.3,269.4 558.3,269.4 558.2,269.6 558.2,269.8 558.1,270 
							558.1,270.1 558,270.4 557.9,270.4 557.9,270.5 557.8,270.6 557.7,270.7 557.6,270.8 557.6,270.9 557.5,270.9 557.4,271 
							557.4,271 557.2,271 557.2,271 557,271.1 557,271.1 556.9,271 556.8,271 556.6,270.9 556.6,270.9 556.5,270.9 556.5,270.8 
							556.4,270.7 556.2,270.6 556.2,270.5 556.1,270.5 556,270.3 555.9,270.1 555.8,269.9 555.8,269.6 555.8,269.6 555.6,269.5 
							555.5,269.2 555.6,268.9 555.5,268.8 555.5,268.5 555.5,268.1 555.4,268 555.5,267.7 555.4,267.4 555.4,267.2 555.4,267.2 
							555.5,267 555.5,266.8 555.6,266.6 555.6,266.4 555.7,266.2 555.8,266.2 555.8,266 555.9,265.9 556,265.8 556.1,265.7" class="st2"></polyline>
						<polyline points="556.3,269.5 556.3,269.3 556.2,269.1 556.2,268.9 556.2,268.6 556.2,268.4 556.1,268.2 
							556.1,268 556.1,267.8 556.1,267.5 556.2,267.2" class="st2"></polyline>
						<polyline points="557,266.4 557,266.5 557.1,266.7 557.2,266.8 557.2,267 557.3,267.1" class="st2"></polyline>
						<polyline points="556.7,266.3 556.7,266.3 556.8,266.3 557,266.4" class="st2"></polyline>
						<polyline points="556.6,266.2 556.7,266.2 556.7,266.3 556.8,266.2" class="st2"></polyline>
						<polyline points="557.5,269.3 557.6,269 557.6,268.8 557.6,268.6 557.6,268.4 557.6,268.2 557.5,267.9 
							557.4,267.7 557.4,267.5 557.3,267.3 557.3,267.1" class="st2"></polyline>
						<polyline points="556.4,266.3 556.5,266.3 556.6,266.2 556.7,266.2 556.7,266.3" class="st2"></polyline>
						<polyline points="556.4,266.6 556.4,266.3 556.5,266.3" class="st2"></polyline>
						<polyline points="556.2,267.3 556.1,267.1 556.2,266.9 556.3,266.8 556.3,266.6 556.4,266.5" class="st2"></polyline>
						<polyline points="556.7,270.2 556.7,270.1 556.6,269.9 556.5,269.7 556.5,269.6 556.3,269.5" class="st2"></polyline>
						<polyline points="557,270.3 557,270.3 556.9,270.3 556.7,270.2" class="st2"></polyline>
						<polyline points="557,270.3 557,270.3 556.9,270.3" class="st2"></polyline>
						<line y2="270.4" x2="557" y1="270.3" x1="557.1" class="st2"></line>
						<line y2="270.3" x2="557.2" y1="270.3" x1="557.3" class="st2"></line>
						<polyline points="557.3,270 557.3,270.2 557.2,270.3" class="st2"></polyline>
						<polyline points="557.5,269.3 557.6,269.4 557.5,269.6 557.5,269.8 557.4,269.9 557.4,270.1" class="st2"></polyline>
					</g>
				</g>
				<g id="ID_1310">
					<g id="ID_1346">
						<line y2="152.6" x2="556.8" y1="152.9" x1="556.7" class="st1"></line>
						<polyline points="555.4,152.7 556.7,152.9 556.8,152.7 557,152.5 557.3,152.3 557.4,152.1 557.7,152 558,151.9 
							558.3,151.7 558.7,151.8 558.9,151.7 559.4,151.7 559.8,151.7 560.1,151.7 560.5,151.7 560.9,151.8 561.4,151.9 561.7,152 
							562.2,152.1 562.5,152.3 563,152.4 563.3,152.6 563.7,152.8 564.1,153 564.5,153.3 564.7,153.5 565.1,153.8 565.4,154.1 
							565.6,154.4 565.8,154.6 566,154.9 566.2,155.2 566.4,155.5 566.5,155.8 566.5,156.1 566.6,156.4 566.6,156.6 566.6,156.9 
							566.5,157.1 566.4,157.4" class="st1"></polyline>
						<line y2="154.8" x2="557.2" y1="155.2" x1="557.1" class="st1"></line>
						<polyline points="556.4,155.8 556.4,155.9 556.5,155.8 556.6,156 556.7,156 556.8,156.1 556.9,156.1 557,156 
							557,155.9" class="st1"></polyline>
						<polyline points="556.9,153.4 556.8,153.6 556.8,153.9 556.8,154.1" class="st1"></polyline>
						<polyline points="555.7,153.3 555.7,153.3 555.7,153.4 555.8,153.5 555.9,153.5 556,153.6 556.1,153.6 
							556.2,153.5 556.2,153.4" class="st1"></polyline>
						<polyline points="565.4,157 565.3,157.2 565.2,157.5 565,157.6 564.8,157.8 564.6,157.9 564.3,158 564,158.1 
							563.6,158.2 563.3,158.3 562.9,158.3 562.6,158.3 562.2,158.3 561.7,158.2 561.3,158.1 560.9,158 560.5,157.9 560.1,157.7 
							559.7,157.5 559.3,157.3 558.9,157.1 558.7,156.8 558.3,156.6 558,156.3 557.7,156 557.5,155.8 557.3,155.4 557.1,155.2 
							555.8,155.1" class="st1"></polyline>
						<polyline points="565.5,156.9 565.4,156.9 565.3,157.1 565.1,157.3 564.9,157.4 564.7,157.6 564.4,157.8 
							564.1,157.9 563.7,157.9 563.4,157.9 563,157.9 562.7,157.9 562.3,157.9 561.8,157.8 561.4,157.8 561.1,157.6 560.6,157.5 
							560.3,157.3 559.8,157.1 559.5,157 559.2,156.7 558.8,156.5 558.4,156.3 558.1,156 557.9,155.7 557.6,155.5 557.4,155.2 
							557.2,154.8 555.9,154.8 555.8,155.1 556,155.4 556.1,155.8 556.3,156.1 556.6,156.5 557.9,156.5 558.1,156.8 558.5,157.1 
							558.8,157.3 559.2,157.5 559.5,157.7 560,157.9 560.4,158.1 560.7,158.2 561.2,158.4 561.6,158.5 562,158.6 562.4,158.7 
							562.8,158.7 563.2,158.7 563.6,158.8 563.9,158.7 564.3,158.7 564.6,158.6 564.9,158.6 565.2,158.4 565.5,158.3 565.8,158.1 
							565.9,158 566.1,157.8 566.3,157.6 566.4,157.4 566.5,157.1 566.7,156.9 566.7,156.5 566.7,156.3 566.7,156 566.7,155.7 
							566.6,155.4 566.5,155.1 566.3,154.9 566.2,154.6 566,154.3 565.7,154 565.5,153.8 565.2,153.5 564.8,153.2 564.6,153 
							564.2,152.8 563.8,152.5 563.5,152.3 563.1,152.1 562.7,151.9 562.3,151.7 561.8,151.6 561.5,151.5 561.1,151.4 560.6,151.4 
							560.2,151.3 559.9,151.3 559.5,151.3 559.1,151.3 558.8,151.4 558.5,151.5 558.1,151.6 557.8,151.7 557.6,151.8 557.4,152 
							557.1,152.2 556.9,152.3 556.8,152.6 555.5,152.4 555.4,152.7 555.4,153.1 555.4,153.4 555.4,153.7 555.5,153.9 556.8,154.1 
							556.9,153.8 556.9,153.6 556.9,153.4 557,153.1" class="st2"></polyline>
						<polyline points="556.2,153.4 556.2,153.4 556.2,153.3 556,153.2 556,153.2 555.8,153.1 555.8,153.1 555.7,153.2 
							555.7,153.3" class="st2"></polyline>
						<polyline points="556.1,153.3 556,153.2 555.9,153.1" class="st2"></polyline>
						<polyline points="565.4,157 565.6,156.7 565.6,156.5 565.5,156.2 565.6,155.9 565.5,155.6 565.3,155.4 
							565.2,155.1 565.1,154.8 564.8,154.6 564.6,154.2 564.3,154 564.1,153.7 563.7,153.4 563.3,153.2 562.9,153 562.6,152.8 
							562.2,152.6 561.8,152.5 561.4,152.4 561,152.3 560.5,152.2 560.2,152.1 559.8,152.1 559.4,152.1 559.1,152.1 558.7,152.2 
							558.4,152.2 558.1,152.3 557.8,152.4 557.5,152.6 557.3,152.8 557.1,152.9 557,153.1 556.9,153.4" class="st2"></polyline>
						<polyline points="557,155.9 557.1,155.9 557,155.8 556.9,155.7 556.8,155.7 556.7,155.6 556.6,155.6 556.5,155.7 
							556.4,155.8" class="st2"></polyline>
						<polyline points="556.9,155.7 556.8,155.8 556.7,155.7" class="st2"></polyline>
					</g>
					<g id="ID_1323">
						<polyline points="558.4,171 558,170.7 557.6,170.3 557.1,170 556.6,169.7 556.2,169.5 555.7,169.2 555.2,168.9 
							554.6,168.8 553.8,168.5 552.8,168.2 551.9,168.1 551.1,168" class="st1"></polyline>
						<polyline points="548.5,171.4 548.4,171.7 548.3,171.9 548.3,172.2 548.4,172.5 548.5,172.9 548.6,173.3 
							548.8,173.7 549,173.9 549.3,174.3 549.6,174.6 549.9,174.9 550.2,175.2 550.6,175.5 551.1,175.7 551.5,176 552,176.3 
							552.5,176.5 553,176.6 553.5,176.8 553.9,176.8 554.4,176.9 554.9,177 555.4,177 555.8,177 556.2,176.9 556.6,176.8 
							556.9,176.7 557.2,176.5 557.5,176.3 557.7,176.1 558,175.9 558.1,175.6" class="st1"></polyline>
						<polygon points="558.4,174.4 558.5,174.7 558.5,175.1 558.5,175.4 558.5,175.7 558.3,176.1 558.1,176.3 
							558,176.6 557.7,176.8 557.4,177.1 557.1,177.1 556.7,177.3 556.2,177.5 555.8,177.5 555.3,177.5 554.9,177.5 554.4,177.4 
							553.8,177.4 553.3,177.3 552.8,177.1 552.3,177 551.8,176.7 551.3,176.5 550.8,176.2 550.3,175.9 549.9,175.6 549.5,175.3 
							549.2,175 548.8,174.6 548.5,174.2 548.3,173.9 548.1,173.5 548,173.1 548,172.8 547.8,172.5 547.9,172.1 547.9,171.8 
							548,171.5 548.2,171.2 548.4,171 548.6,170.7 549,170.5 549.2,170.3 549.6,170.2 550.1,170.1 550.5,170.1 551,170.1 
							551.4,170 552,170 552.5,170.2 553.1,170.2 553.5,170.4 554.1,170.6 554.5,170.8 555,171.1 555.5,171.2 556,171.5 
							556.4,171.9 556.8,172.2 557.2,172.5 557.5,172.9 557.8,173.2 558,173.7 558.2,174" class="st1"></polygon>
						<polyline points="560.2,176.8 560.3,176.5 560.4,176 560.5,175.6 560.4,175.1 560.2,174.6 560.1,174.1 
							559.8,173.6 559.5,173.1 559.1,172.6 558.6,172.1 558.2,171.7 557.7,171.2 557,170.7 556.4,170.4 555.8,170 555.1,169.7 
							554.4,169.4 553.7,169.1 552.9,168.9 552.2,168.8 551.5,168.7 550.9,168.7 550.1,168.6 549.5,168.7 548.9,168.8 548.3,168.9 
							547.9,169.1 547.4,169.4 547,169.6 546.6,169.9 546.3,170.3 546.1,170.6" class="st1"></polyline>
						<polyline points="568.3,169.9 568.3,169.2 568.2,168.4 568,167.6 567.6,166.7 567.3,165.9 566.7,165.1 566,164.3 
							565.4,163.5 564.6,162.7 563.7,162 562.7,161.3 561.8,160.7 560.7,160 559.5,159.6 558.3,159.1 557.2,158.7 556.1,158.4 
							554.9,158.2 553.8,157.9 552.6,157.8 551.6,157.8 550.5,157.9 549.5,158 548.6,158.3 547.8,158.6 547,159 546.3,159.4 
							545.7,160 545.3,160.5" class="st1"></polyline>
						<polyline points="556,179.8 555.4,179.8 554.7,179.6 554.2,179.6 553.5,179.4 552.9,179.2 552.2,179 551.6,178.7 
							550.9,178.5 550.3,178.2 549.7,177.9 549.1,177.6 548.6,177.2 548,176.9 547.6,176.5 547,176" class="st1"></polyline>
						<polyline points="543.9,169.7 543.7,170.3 543.7,170.8 543.6,171.4 543.7,172 543.9,172.7 544.2,173.3 544.4,174 
							544.9,174.7 545.4,175.3 546,176 546.6,176.5 547.3,177.2 548.1,177.7 548.9,178.3 549.7,178.7 550.7,179.2 551.6,179.5 
							552.5,179.8 553.4,180.1 554.4,180.3 555.4,180.4 556.2,180.5 557.1,180.6 558,180.4 558.8,180.3 559.4,180.1 560.2,179.9 
							560.7,179.6 561.3,179.2 561.8,178.8 562.2,178.4 562.4,177.9" class="st1"></polyline>
						<polyline points="564.8,178.6 565,177.9 565.1,177.1 565.2,176.4 565.1,175.6 564.8,174.8 564.5,174 564.1,173.2 
							563.6,172.4 562.9,171.5 562.3,170.8 561.5,170 560.6,169.3 559.5,168.6 558.5,167.9 557.6,167.4 556.4,166.9 555.2,166.3 
							554.1,165.9 552.9,165.6 551.8,165.4 550.7,165.2 549.5,165.1 548.5,165.1 547.3,165.1 546.3,165.3 545.5,165.5 544.6,165.9 
							543.9,166.3 543.2,166.7 542.7,167.2 542.1,167.8 541.8,168.4" class="st1"></polyline>
						<polygon points="564.6,175.8 564.4,175.1 564.1,174.2 563.7,173.5 563.1,172.7 562.6,171.9 561.9,171.1 
							561.1,170.4 560.2,169.7 559.2,169 558.4,168.4 557.3,167.8 556.2,167.3 555,166.8 553.9,166.5 552.8,166.2 551.7,165.9 
							550.6,165.7 549.5,165.6 548.4,165.7 547.4,165.7 546.5,165.9 545.6,166 544.8,166.4 544,166.8 543.4,167.1 542.8,167.7 
							542.4,168.2 542,168.8 541.8,169.5 541.6,170.2 541.6,170.9 541.7,171.7 542,172.5 542.3,173.2 542.7,174.1 543.2,174.8 
							543.8,175.6 544.4,176.4 545.3,177.1 546.2,177.9 547.1,178.6 548.1,179.1 549.1,179.7 550.1,180.2 551.3,180.7 552.4,181.1 
							553.6,181.4 554.6,181.6 555.7,181.7 556.8,181.9 557.9,181.9 558.9,181.8 559.8,181.7 560.7,181.4 561.6,181.2 562.3,180.8 
							562.9,180.3 563.5,179.9 564,179.3 564.3,178.7 564.6,178 564.7,177.4 564.7,176.6" class="st1"></polygon>
						<polyline points="553.9,178.7 553.8,178.7 553.5,178.8 553.3,178.9 552.9,179 552.6,179.1 552.2,179 551.8,178.8 
							551.6,178.7 551.2,178.5 551,178.3 550.9,178.2 550.6,177.8 550.6,177.5" class="st2"></polyline>
						<polyline points="558.8,179.8 558.8,179.7 558.6,179.6 558.2,179.6 557.9,179.5 557.7,179.4 557.5,179.2 
							557.2,178.9 557.1,178.8" class="st2"></polyline>
						<polyline points="556,179.8 556.7,179.8 557.3,179.9 557.9,179.8 558.4,179.8 559,179.7 559.5,179.6 560,179.5 
							560.4,179.2 560.8,179 561.2,178.8 561.6,178.6 561.9,178.3 562.2,177.9 562.5,177.6 562.5,177.4" class="st2"></polyline>
						<polyline points="543.9,169.7 544.2,169.2 544.6,168.7 545.1,168.3 545.6,167.9 546.1,167.6 546.9,167.3 
							547.6,167.3 548.4,167 549.3,167 550.1,167 551,167.1 551.9,167.2 552.9,167.4 553.8,167.7 554.7,168 555.7,168.4 
							556.6,168.8 557.4,169.3 558.2,169.8 559,170.4 559.8,170.9 560.4,171.6 560.9,172.2 561.5,172.8 561.9,173.6 562.2,174.2 
							562.5,174.9 562.6,175.5 562.7,176.1 562.8,176.7 562.6,177.3 562.4,177.9" class="st2"></polyline>
						<polyline points="560.2,179.3 560.4,179.2 560.6,179.1 560.7,178.8 560.9,178.7 561,178.5 561.1,178.2 561.1,178 
							561.2,177.8 561.2,177.5 561.2,177.2 561.1,176.9 561.1,176.6" class="st2"></polyline>
						<polyline points="560.5,176.1 560.5,176.1 560.8,176.4 561.2,176.7 561.6,177 562,177.1 562.4,177 562.6,177" class="st2"></polyline>
						<polyline points="547,176 546.5,175.6 546.1,175.2 545.7,174.8 545.3,174.3 545,173.8 544.8,173.4 544.5,173 
							544.3,172.5 544.1,172 544,171.6 543.9,171.2 543.9,170.8 543.9,170.4 543.9,170.1 544,169.7 544,169.4" class="st2"></polyline>
						<polyline points="546,170.8 545.9,170.8 545.4,170.8 545,170.7 544.5,170.5 544.2,170.2 543.9,169.9" class="st2"></polyline>
						<polyline points="545.2,174.1 545.2,174 545.1,173.9 545.1,173.6 545,173.4 545,173.2 544.9,173.1 544.9,172.8 
							545,172.5 545.1,172.3 545.1,172 545.3,171.8" class="st2"></polyline>
						<polyline points="547.6,175.3 547.3,175.3 546.9,175.3 546.6,175.3 546.4,175.1 546,175 545.8,174.9 545.8,174.8" class="st2"></polyline>
						<polyline points="561.4,172.8 561,173 560.7,173.3 560.5,173.6 560.4,173.7" class="st2"></polyline>
						<polyline points="561.2,172.6 560.9,172.6 560.6,172.6 560.4,172.5 560,172.4 559.8,172.3 559.6,172.1 559.4,172" class="st2"></polyline>
						<polyline points="552,168 551.1,168 550.3,168 549.6,168.1 548.8,168.3 548.1,168.5 547.6,168.7 547.2,169.1 
							546.8,169.5 546.5,170 546.1,170.6 546,171.1 545.9,171.5 545.9,171.9 546,172.4 546.1,172.9 546.3,173.5 546.6,173.9 
							546.8,174.5 547.3,175 547.7,175.4 548.1,175.9 548.7,176.4 549.3,176.7 549.9,177.2 550.6,177.5 551.3,177.9 551.9,178.1 
							552.7,178.4 553.4,178.5 554.1,178.8 554.8,178.9 555.5,178.9 556.2,178.9 556.8,178.9 557.4,178.8 558,178.6 558.5,178.4 
							558.9,178.2 559.3,177.9 559.7,177.6 560,177.3 560.2,176.8 560.5,176.2 560.6,175.8 560.7,175.3 560.7,174.9 560.7,174.4 
							560.6,173.9 560.4,173.6 560.2,173.2 560.1,172.8 559.8,172.5 559.4,172 559.1,171.7 558.8,171.3 558.4,171 558.3,170.8" class="st2"></polyline>
						<polyline points="559,171.5 559,171.5 558.9,171.3 558.9,171.2 558.7,171 558.7,170.7 558.7,170.5 558.7,170.4 
							558.7,170.1" class="st2"></polyline>
						<polyline points="556.4,168.7 556.3,168.8 556.1,168.8 555.7,168.9 555.4,168.9 555,168.9 554.6,168.8 
							554.3,168.6 554,168.4 553.7,168.2 553.7,168 553.4,167.8 553.4,167.6" class="st2"></polyline>
						<polyline points="550,168.1 550,168 550.1,167.9 550.4,167.8 550.6,167.7 550.8,167.5 550.9,167.3 551.1,167.1 
							551.1,167.1" class="st2"></polyline>
						<polyline points="547.4,167.2 547.4,167.3 547.7,167.6 547.8,167.8 548.2,167.9 548.4,168.1 548.8,168.2 
							549,168.1 549.1,168.2" class="st2"></polyline>
						<polyline points="547.8,167.8 548,168.1 548,168.5 548,168.5" class="st2"></polyline>
						<polygon points="568,167.5 568,167.4 567.7,166.5 567.3,165.7 566.7,164.9 566.1,164.1 565.4,163.3 564.6,162.6 
							563.7,161.8 562.7,161.1 561.7,160.6 560.7,159.9 559.6,159.4 558.5,158.9 557.3,158.5 556.1,158.2 555.1,158 553.9,157.8 
							552.7,157.7 551.7,157.8 550.7,157.8 549.6,157.9 548.8,158.1 547.9,158.5 547.8,158.5 547.1,158.9 546.4,159.4 545.8,159.9 
							545.3,160.4 545.3,160.5 544.9,161.1 541.8,168.4 541.6,169.1 541.4,169.8 541.5,169.9 541.4,170.7 541.5,171.5 541.7,172.2 
							541.7,172.3 542,173.2 542.5,174 543,174.8 543.6,175.6 544.3,176.4 545.2,177.1 546,177.8 547,178.5 548,179.2 549,179.8 
							550.2,180.3 551.2,180.8 552.4,181.2 553.6,181.5 554.7,181.7 555.9,181.9 556.9,182 558.1,181.9 559.1,181.9 560.1,181.8 
							561,181.6 561.8,181.3 561.9,181.2 562.6,180.8 563.3,180.3 563.9,179.9 564.4,179.2 564.4,179.2 564.8,178.6 567.9,171.3 
							568.2,170.6 568.3,169.9 568.3,169.8 568.4,169 568.3,168.2" class="st2"></polygon>
						<line y2="171.4" x2="548.5" y1="171.1" x1="548.6" class="st2"></line>
						<polyline points="549.6,170.4 549.3,170.5 549,170.7 548.8,171 548.6,171.2" class="st2"></polyline>
						<polyline points="558.2,174.3 558,173.9 557.8,173.5 557.6,173.3 557.4,172.8 557,172.5 556.7,172.2 556.3,171.9 
							555.9,171.6 555.4,171.4 555,171.1 554.6,170.9 554,170.6 553.5,170.5 553.1,170.3 552.5,170.3 552.1,170.2 551.6,170.1 
							551.2,170.1 550.7,170.1 550.3,170.3 549.8,170.3 549.5,170.5" class="st2"></polyline>
						<polyline points="558.2,175.2 558.2,174.9 558.2,174.4 558.1,174.2" class="st2"></polyline>
						<polyline points="558.1,175.6 558.1,175.3 558.2,175.1" class="st2"></polyline>
					</g>
					<g id="ID_1317">
						<polyline points="535.8,186.7 535.6,187.3 535.5,187.9 535.5,188.5 535.6,189.2 535.6,189.9 536,190.7 
							536.4,191.4 536.9,192.1 537.3,192.8 537.9,193.4 538.6,194.1 539.4,194.7 540.2,195.3 541.2,195.9 542,196.4 543,196.8 
							544,197.3 544.9,197.6 546,197.9 546.9,198.1 548,198.2 549,198.3 549.9,198.3 550.8,198.3 551.6,198.2 552.4,198 
							553.1,197.6 553.8,197.4 554.4,197 554.9,196.5 555.3,196 555.6,195.4" class="st1"></polyline>
						<polyline points="557,196.1 557.2,195.4 557.3,194.8 557.5,194 557.3,193.2 557.1,192.4 556.8,191.6 556.4,190.8 
							555.9,190 555.2,189.2 554.5,188.4 553.7,187.7 552.9,187 552,186.3 550.9,185.6 549.9,185.1 548.7,184.6 547.7,184.1 
							546.5,183.7 545.4,183.4 544.2,183.1 543.1,182.9 541.9,182.8 540.9,182.8 539.9,182.9 538.9,183 538,183.3 537.2,183.6 
							536.4,183.9 535.7,184.4 535.2,184.9 534.8,185.5 534.4,186.1" class="st1"></polyline>
						<polygon points="557.2,192.3 557.4,193.1 557.5,193.8 557.4,194.6 557.3,195.3 557,196 557,196.1 556.6,196.7 
							556.2,197.4 555.6,197.8 555,198.2 554.2,198.6 553.4,198.9 552.5,199.2 551.5,199.3 550.5,199.4 549.5,199.4 548.3,199.3 
							547.2,199.1 546,198.8 544.9,198.5 543.7,198.1 542.6,197.7 541.5,197.1 540.4,196.6 539.4,195.9 538.5,195.3 537.7,194.5 
							536.9,193.8 536.2,193 535.5,192.2 535,191.4 534.6,190.6 534.3,189.8 534.1,189 533.9,188.2 534,187.5 534.2,186.8 
							534.4,186.1 534.4,186 534.8,185.4 535.2,184.8 535.8,184.3 536.5,183.8 537.2,183.5 538.1,183.2 539,182.9 539.9,182.8 
							541,182.7 542,182.7 543.2,182.8 544.2,183 545.5,183.2 546.6,183.6 547.7,183.9 548.8,184.4 550,184.9 550.9,185.5 
							551.9,186.2 552.9,186.8 553.8,187.5 554.6,188.3 555.3,189.1 555.9,189.9 556.5,190.7 556.9,191.5" class="st2"></polygon>
						<polyline points="555.6,195.4 555.3,195.9 554.9,196.4 554.4,196.8 553.9,197.2 553.2,197.5 552.5,197.8 
							551.7,198 550.8,198.2 550,198.2 549,198.1 548,198.1 547,197.9 546,197.7 545,197.4 544,197.1 543.1,196.7 542.1,196.3 
							541.2,195.8 540.3,195.2 539.5,194.6 538.7,194 538,193.3 537.4,192.6 536.9,192 536.4,191.3 536,190.5 535.8,189.9 
							535.6,189.1 535.5,188.5 535.5,187.8 535.6,187.1 535.8,186.7" class="st2"></polyline>
						<polyline points="555.6,195.4 555.8,194.9 555.9,194.2 555.9,193.6 555.8,192.9 555.6,192.2 555.3,191.6 
							555,190.8 554.5,190.1 554.1,189.4 553.4,188.8 552.7,188.1 552,187.5 551.1,186.9 550.2,186.3 549.4,185.8 548.3,185.4 
							547.4,185 546.4,184.7 545.3,184.3 544.4,184.2 543.4,184 542.4,183.9 541.5,183.9 540.6,183.9 539.8,184 539,184.3 
							538.3,184.6 537.6,184.8 537,185.2 536.5,185.8 536.1,186.2 535.8,186.7" class="st2"></polyline>
					</g>
					<g id="ID_1311">
						<line y2="228.3" x2="538.5" y1="228.9" x1="538.8" class="st1"></line>
						<line y2="214.3" x2="540.8" y1="213.8" x1="540.7" class="st1"></line>
						<line y2="208.9" x2="542.1" y1="209" x1="542" class="st1"></line>
						<polyline points="542.1,209 542.3,208.8 542.5,208.7 542.8,208.7" class="st1"></polyline>
						<polyline points="540.8,214.3 540.8,213.4 540.9,212.4 541.3,211.7 541.6,210.9 542.2,209.5" class="st1"></polyline>
						<polyline points="542,208.8 542,208.5 542.1,208.2 542.2,207.9 542.4,207.8 542.7,207.6 543,207.6 544.9,203.2" class="st1"></polyline>
						<line y2="206.9" x2="542.6" y1="208.5" x1="541.9" class="st1"></line>
						<polyline points="541,207.2 540.9,207.3 540.9,207.3 540.3,208.8 540,209.7" class="st1"></polyline>
						<polyline points="542,200.1 540.2,204.4 540.2,204.9 540.1,205.2 540,205.5 539.9,205.9 538.9,208.2 538.5,209.1 
							538.2,209.9 538.1,210.6 537.9,211.1" class="st1"></polyline>
						<polyline points="542.6,200.6 540.3,206.1 540.1,206.3 540.2,206.6 540.3,206.8 540.4,207 539.9,208.4 
							539.4,209.2 538.8,210 538.6,210.7 538.3,211.4" class="st1"></polyline>
						<polyline points="536.2,210.4 536.6,210 536.9,209.3 537.3,208.6 537.7,207.8 538.7,205.3 538.9,205.1 539,204.8 
							539.3,204.5 539.6,204.3 541.4,199.9" class="st1"></polyline>
						<polyline points="538.3,211.4 538.5,210.8 538.6,210.1 538.9,209.3 539.3,208.4 540.3,206.1 540.4,205.8 
							540.7,205.5 540.9,205.3 541.3,205.1 543.1,200.8" class="st1"></polyline>
						<polyline points="540,212.8 540.1,212 540.2,211.2 540.6,210.4 541.1,209.6 541.7,208.2 541.5,207.9 541.3,207.6 
							541.4,207.4 541.4,207.1 541.6,206.8 541.9,206.6 542.1,206.4 542.4,206.3 544.4,202" class="st1"></polyline>
						<polyline points="540,212.8 539.8,212 539.9,211.2 540.1,210.4 540.5,209.4 543.8,201.5" class="st1"></polyline>
						<polyline points="541.5,206.2 541.6,205.8 541.7,205.5 543.6,201.1" class="st1"></polyline>
						<polyline points="537.9,211.1 538,210.3 538.2,209.6 538.4,208.6 538.8,207.7 539.3,206.3 539.5,206.4 
							539.6,206.2 539.8,206.1 539.9,205.9 542.3,200.3" class="st1"></polyline>
						<polyline points="535.7,210.3 536.1,209.6 536.4,209 536.6,208.1 537,207.2 537.5,205.8 537.8,205.8 538,205.6 
							538.2,205.5 538.3,205.2 540.8,199.7" class="st1"></polyline>
						<polyline points="538.5,199.5 536.6,203.9 536.8,204.2 536.9,204.6 536.9,204.9 536.8,205.1 536.7,205.4 
							536.4,205.5 536.2,205.7" class="st1"></polyline>
						<polyline points="535.4,205.8 535.5,205.8 535.7,205.5 536.1,204.4" class="st1"></polyline>
						<polyline points="537.3,200 535.4,204.5 535.6,204.7 535.8,205 535.7,205.2 535.7,205.5 535.5,205.8" class="st1"></polyline>
						<polyline points="534.8,205.5 535,205.6 535.1,205.8 535.1,206.1" class="st1"></polyline>
						<line y2="205.9" x2="535.4" y1="206.1" x1="535.2" class="st1"></line>
						<polyline points="535.8,205.7 535.2,207.2 534.9,208 534.7,208.9 534.2,209.5 533.6,210.1" class="st1"></polyline>
						<polyline points="539.2,199.6 535.8,207.5 535.3,208.4 534.9,209.2 534.3,209.6 533.6,210.1" class="st1"></polyline>
						<polyline points="535.7,210.3 536.1,209.9 536.5,209.3 536.9,208.5 537.3,207.6 538.3,205.2 538.5,205 
							538.4,204.6 538.5,204.3 538.4,203.9 540.2,199.6" class="st1"></polyline>
						<polyline points="541.2,199.8 538.7,205.3 538.7,205.7 538.6,205.9 538.6,206 538.8,206.2 538.2,207.5 
							537.7,208.4 537.2,209.2 536.7,209.8 536.2,210.4" class="st1"></polyline>
						<polyline points="537.6,204.2 537.7,203.9 539.6,199.4" class="st1"></polyline>
						<polyline points="536.3,207.1 537,205.7 537,205.6" class="st1"></polyline>
						<polyline points="534.6,206.4 534,207.7 533.7,208.6 533.4,209.4 532.6,210 532,210.7" class="st1"></polyline>
						<line y2="210.4" x2="536.2" y1="210.5" x1="536.4" class="st1"></line>
						<line y2="211.9" x2="541.3" y1="212" x1="541.4" class="st1"></line>
						<line y2="207.7" x2="534" y1="207.8" x1="534.5" class="st1"></line>
						<polyline points="535.2,207.2 535.8,207.5 536.2,207.5" class="st1"></polyline>
						<line y2="208" x2="543" y1="207.6" x1="543" class="st1"></line>
						<line y2="206.7" x2="542.7" y1="206.3" x1="542.4" class="st1"></line>
						<line y2="205.1" x2="541.3" y1="205.5" x1="541.7" class="st1"></line>
						<line y2="204.4" x2="540.2" y1="204.3" x1="539.6" class="st1"></line>
						<line y2="203.9" x2="538.4" y1="203.9" x1="537.7" class="st1"></line>
						<line y2="204" x2="536.2" y1="203.9" x1="536.6" class="st1"></line>
						<line y2="204.5" x2="535.4" y1="204.7" x1="535.2" class="st1"></line>
						<line y2="205.7" x2="537" y1="205.8" x1="537.5" class="st1"></line>
						<line y2="206.2" x2="538.8" y1="206.3" x1="539.3" class="st1"></line>
						<polyline points="537,207.2 537.3,207.6 537.7,207.8 538.2,207.5" class="st1"></polyline>
						<polyline points="538.8,207.7 538.9,208.2 539.3,208.4 539.9,208.4" class="st1"></polyline>
						<line y2="207.3" x2="540.9" y1="207" x1="540.4" class="st1"></line>
						<line y2="208.6" x2="541.9" y1="208.2" x1="541.7" class="st1"></line>
						<polyline points="540.2,209.1 540.5,209.4 541.1,209.6" class="st1"></polyline>
						<polyline points="540.7,212 540.4,211.5 540.2,211.2" class="st1"></polyline>
						<line y2="212.8" x2="540" y1="212.9" x1="540.2" class="st1"></line>
						<line y2="215.3" x2="540.9" y1="215.4" x1="540.8" class="st1"></line>
						<polyline points="540.7,213.8 540.8,214.2 540.9,214.5" class="st1"></polyline>
						<polyline points="540.8,214.3 540.9,214.5 540.9,214.9" class="st1"></polyline>
						<line y2="212.8" x2="540.9" y1="212.4" x1="540.9" class="st1"></line>
						<line y2="210.9" x2="541.6" y1="210.6" x1="541.1" class="st1"></line>
						<polyline points="538.8,210 539.3,210.3 539.8,210.7" class="st1"></polyline>
						<line y2="211.4" x2="538.3" y1="211.5" x1="538.5" class="st1"></line>
						<line y2="212.4" x2="539.7" y1="212.3" x1="539.5" class="st1"></line>
						<line y2="211.1" x2="537.9" y1="211" x1="537.7" class="st1"></line>
						<polyline points="537.2,209.2 537.7,209.3 538.2,209.6" class="st1"></polyline>
						<polyline points="535.3,208.8 535.9,208.9 536.4,209" class="st1"></polyline>
						<line y2="210.2" x2="535.5" y1="210.3" x1="535.7" class="st1"></line>
						<polyline points="534.7,208.9 534.2,208.9 533.9,209.1" class="st1"></polyline>
						<line y2="210.1" x2="534" y1="210.2" x1="534.2" class="st1"></line>
						<polyline points="540.8,214 540.7,213.8 540.4,213.4 540.2,212.9 539.9,212.6 539.5,212.3 539.1,211.9 
							538.5,211.5 538.1,211.2 537.7,211 537.1,210.8 536.4,210.5 535.9,210.3 535.5,210.2 534.8,210.1 534.2,210.2 533.8,210.1 
							533.4,210.2 532.8,210.2 532.5,210.4 532.2,210.5 531.8,210.7" class="st1"></polyline>
						<polyline points="538.8,218.9 538.7,218.6 538.4,218 537.9,217.3 537.3,216.7 536.6,216.1 535.7,215.6 
							534.9,215.2 533.9,214.9 533,214.7 532.2,214.8 531.3,214.8 530.6,215 530,215.3 530,215.3" class="st1"></polyline>
						<polyline points="538.9,219.9 539,219.3 538.9,218.7 538.6,217.9 538.1,217.2 537.5,216.5 536.7,216 535.9,215.5 
							534.9,215.1 533.9,214.8 532.9,214.6 532,214.6 531.2,214.6 530.4,214.9 529.9,215.2 529.4,215.7 529.1,216.2" class="st1"></polyline>
						<line y2="223.9" x2="532.2" y1="223.7" x1="532.3" class="st1"></line>
						<polyline points="532,223.8 531.9,223.7 531.8,223.7" class="st1"></polyline>
						<polyline points="531.4,223.5 531.2,223.4 530.9,223.4" class="st1"></polyline>
						<polyline points="531.9,235.1 531.9,235.2 531.9,235.4 532.1,235.7 532.4,236 532.7,236.4 532.9,236.7 533,237.1 
							533.1,237.3 533.2,237.4" class="st1"></polyline>
						<polyline points="530.1,236.7 530.1,236.8 530.2,237.2 530.2,237.6" class="st1"></polyline>
						<polyline points="523.4,221.8 523.3,221.8 523.1,222" class="st1"></polyline>
						<line y2="222.8" x2="526.8" y1="222.8" x1="526.6" class="st1"></line>
						<polyline points="525.7,224.2 526.4,223.3 527.2,222.4 528.2,221.5 528.3,221.5 528.2,221.4" class="st1"></polyline>
						<line y2="226.2" x2="535.3" y1="226.4" x1="535.5" class="st1"></line>
						<polyline points="534.9,225.8 535,225.9 535.1,226" class="st1"></polyline>
						<line y2="225.7" x2="535" y1="225.7" x1="535" class="st1"></line>
						<polyline points="531.2,232.7 531.3,232.9 531.5,233.1 531.6,233.3 531.9,233.5 532.2,233.6 532.6,233.8 
							533,234.1 533.4,234.4 533.6,234.6 533.8,234.5 534.6,234.1 535.3,233.8 535.9,233.5 536.6,233.2 537.2,233 537.7,232.8 
							538.1,232.6 538.5,232.4" class="st1"></polyline>
						<polyline points="538.9,228.9 538.9,228.9 538.8,228.9 538,229 537.2,229.4 536.3,229.6 535.5,229.9 534.7,230.3 
							533.8,230.8 532.9,231.2 532.1,231.8 532,231.9 531.8,231.9 531.8,232.2 531.6,232.5 531.6,232.6" class="st1"></polyline>
						<polyline points="535.5,224.5 535.4,224.5 535.3,224.5 535.1,224.5 534.1,224.9 533.1,225.4 532.2,225.9 
							531.3,226.5 530.3,227.2 529.5,227.9 528.6,228.6 527.8,229.5 527.8,229.5 527.8,229.7 527.9,229.9 528.3,230.3 528.5,230.5 
							528.6,230.7 528.6,230.8 528.8,231 529.1,231.1 529.3,231.3 529.5,231.2 529.8,231.2 530.2,231.2 530.5,231.3 530.8,231.4 
							531.1,231.4 531.4,231.3 532.3,230.8 533.2,230.2 534.1,229.8 535.1,229.4 535.9,229.1 536.8,228.7 537.6,228.5 538.5,228.3 
							538.6,228.3 538.5,228.2" class="st1"></polyline>
						<polyline points="526.4,229.8 526.5,229.6 526.6,229.6 526.9,229.4 527,229.3 527.8,228.3 528.7,227.6 
							529.5,226.9 530.5,226.2 531.4,225.5 532.3,225 533.3,224.5 534.3,224 534.4,224 534.5,223.9 534.5,223.8" class="st1"></polyline>
						<polyline points="529.5,221.7 529.2,221.7 529.1,221.7 528.9,221.9 528,222.5 527.2,223.3 526.4,224.2 
							525.7,225.1 525.1,226.1 524.5,227 523.9,228 523.5,229 523.4,229.2 523.4,229.3 523.7,229.5 524.6,229.7 524.9,229.9 
							525.2,230.1 525.4,230.2 525.8,230.2 525.9,230.2 526.3,230.2" class="st1"></polyline>
						<line y2="236.7" x2="526.8" y1="236.7" x1="526.4" class="st1"></line>
						<polyline points="527.2,235.3 527.1,235.4 527,235.5" class="st1"></polyline>
						<polyline points="526.6,235.4 526.4,235.4 526.2,235.2 526.2,235.1 526.2,235" class="st1"></polyline>
						<polyline points="527,236.8 527.2,236.7 527.4,236.7 527.5,236.5 527.6,236.4 527.7,236.3 527.7,236.1 
							527.7,235.9 527.6,235.7 527.5,235.6" class="st1"></polyline>
						<polyline points="526.2,236.5 526,236.4 525.7,236.3 525.5,236.1 525.3,236 525.2,235.8 525.1,235.6 525.1,235.5 
							525.1,235.3 525.2,235.2 525.3,235 525.5,235 525.6,234.8 525.9,234.9" class="st1"></polyline>
						<polyline points="527.9,237 528,236.9 528.2,236.7 528.4,236.5 528.4,236.3 528.3,236 528.1,235.7 528,235.5 
							527.7,235.2 527.4,235 527.1,234.8 526.7,234.6 526.4,234.4 525.9,234.4 525.6,234.4 525.2,234.4 524.9,234.5 524.8,234.7 
							524.6,234.8 524.5,235.1 524.4,235.3 524.5,235.6" class="st1"></polyline>
						<polyline points="524.5,235.7 524.5,235.8 524.4,236.1 524.5,236.8" class="st1"></polyline>
						<line y2="225.7" x2="520.4" y1="225.5" x1="520.4" class="st1"></line>
						<polyline points="520.8,230.8 520.9,230.9 520.9,231 521.2,231.1 522,231 522.4,231 523,231 523.2,231 523.4,231 
							523.5,230.8 523.6,230.7" class="st1"></polyline>
						<polyline points="522.9,232.9 522.9,233.1 522.7,233.1 522.3,233.3 522,233.5 521.5,234 521.4,234.1 521.3,234" class="st1"></polyline>
						<polyline points="522.1,223.3 522.6,222.3 523.1,222" class="st1"></polyline>
						<polyline points="522.3,224.1 522.7,223 523.1,222" class="st1"></polyline>
						<polyline points="520.4,225.1 520.4,226.2 520.4,227.3" class="st1"></polyline>
						<polyline points="520.5,228.5 520.6,229.7 520.7,230.4" class="st1"></polyline>
						<polyline points="521.8,225.2 521.5,226.3 521.3,227.4 521.1,228.6 520.9,229.7 520.8,230.8 520.7,231.3" class="st1"></polyline>
						<line y2="238.3" x2="530" y1="238.2" x1="528.8" class="st1"></line>
						<line y2="237.1" x2="533" y1="237.6" x1="532.4" class="st1"></line>
						<line y2="229.2" x2="522.8" y1="229" x1="523.5" class="st1"></line>
						<line y2="229.7" x2="522.7" y1="229.5" x1="523.7" class="st1"></line>
						<polyline points="529.8,233.6 529.9,233.6 530.1,233.3 530.2,233.1 530.3,232.9 530.2,232.5 530,232.2" class="st1"></polyline>
						<polyline points="531.9,235.1 531.5,233.1 532.7,232.1 534,231.2 534.9,230.5" class="st1"></polyline>
						<line y2="231.3" x2="531.4" y1="231.8" x1="532.1" class="st1"></line>
						<line y2="230.3" x2="530.1" y1="230.5" x1="530.8" class="st1"></line>
						<line y2="231.2" x2="529.5" y1="232.7" x1="531.4" class="st1"></line>
						<polyline points="529.2,234.8 529.3,234.8 530,234.7 530.4,234.6 530.9,234.4 531,234.1" class="st1"></polyline>
						<line y2="236.8" x2="524.5" y1="237.4" x1="525.6" class="st1"></line>
						<line y2="236.5" x2="526.2" y1="236.7" x1="526.4" class="st1"></line>
						<line y2="236.8" x2="527" y1="236.7" x1="526.8" class="st1"></line>
						<polyline points="527,235.5 526.8,235.4 526.6,235.4" class="st1"></polyline>
						<line y2="236.5" x2="528.6" y1="236.6" x1="530.2" class="st1"></line>
						<line y2="234.9" x2="524.4" y1="232.9" x1="522.9" class="st1"></line>
						<polyline points="528.8,235.9 529,235.9 529.7,235.8 530.2,235.7 530.6,235.4 531,235.1 531.2,234.6 531.3,234.2 
							531.1,233.7 530.9,233.1 530.5,232.6 530,232.1 529.5,231.7 528.7,231.3 528,231 527.3,230.8 526.6,230.6 526,230.6 
							525.2,230.7 524.8,230.9 524.3,231.1 524,231.5 523.8,231.9 523.8,232.4 523.9,232.8 524.1,233.4 524.5,233.9 524.7,234.1" class="st1"></polyline>
						<polyline points="524.2,231.8 524.1,232.2 524.2,232.6 524.4,233.1 524.8,233.6 524.9,233.7" class="st1"></polyline>
						<line y2="230.8" x2="523.5" y1="230.7" x1="523.6" class="st1"></line>
						<polyline points="523.9,234.8 522.7,233.1 522.7,232.5" class="st1"></polyline>
						<line y2="231" x2="523.4" y1="230.7" x1="523.5" class="st1"></line>
						<polyline points="525.1,233 525.1,232.9 524.7,232.5 524.6,232 524.4,231.5 524.5,231.2" class="st1"></polyline>
						<polyline points="526.6,230.6 526.2,230.8 525.9,230.9 525.7,231.2 525.7,231.4 525.6,231.7 525.7,231.8" class="st1"></polyline>
						<polyline points="529.9,233.2 530,232.9 529.9,232.7 529.8,232.4 529.6,232 529.4,231.8 529,231.5 528.6,231.2 
							528.2,231.2 527.8,230.9 527.4,230.9 527,230.9 526.7,230.9 526.3,231 526,231.2 525.8,231.4 525.7,231.6" class="st1"></polyline>
						<polyline points="529,235.5 529,235.5 529.6,235.4 530.2,235.3 530.5,235 530.9,234.7 531.1,234.3" class="st1"></polyline>
						<line y2="234.5" x2="533.8" y1="235.1" x1="534" class="st1"></line>
						<polyline points="530.9,236.6 532.1,235.7 532.6,235.2 532.6,235.2" class="st1"></polyline>
						<polyline points="532.3,235 531.9,233.5 532.6,232.9 533.3,232.4 534,231.9 534.6,231.4 535.8,230.7 536.2,230.3 
							536.8,230" class="st1"></polyline>
						<line y2="234.4" x2="533.4" y1="235.2" x1="533.6" class="st1"></line>
						<polyline points="530.4,236.5 531.9,235.2 532.1,235" class="st1"></polyline>
						<polyline points="528.1,236.9 530.1,236.8 530.2,236.6" class="st1"></polyline>
						<polyline points="524.4,234.8 524.5,234.5 524.7,234.3 524.9,234.2 525.2,234.1 525.6,234 526,234 526.5,234.1 
							526.8,234.2 527.3,234.4 527.6,234.6 528,234.9 528.3,235.2 528.5,235.4 528.6,235.7 528.6,236 528.6,236.3" class="st1"></polyline>
						<polyline points="531.1,233.9 530.8,234.2 530.4,234.5 529.9,234.6 529.4,234.7" class="st1"></polyline>
						<line y2="232.2" x2="531.8" y1="231.4" x1="530.8" class="st1"></line>
						<polyline points="529.1,231.1 531.3,232.9 532,232.3 532.7,231.7" class="st1"></polyline>
						<line y2="229.9" x2="527.9" y1="229.6" x1="526.6" class="st1"></line>
						<polyline points="529.1,231.1 530.4,229.8 531.9,228.6 533.3,227.5 534.8,226.6 535.3,226.2 535.3,226.2" class="st1"></polyline>
						<polyline points="529.5,231.2 530.3,230.5 531,229.9 531.9,229.2 532.7,228.6 533.5,228.1 534.2,227.6 
							535.1,227.1 535.9,226.7" class="st1"></polyline>
						<polyline points="524.7,225.6 525.1,224.7 525.6,223.7 526.2,222.8 526.5,222.7 527,222.6" class="st1"></polyline>
						<polyline points="527.6,221.9 527.4,222 526.8,222 526.3,222.1 525.9,222.3 525.8,222.4" class="st1"></polyline>
						<line y2="221.9" x2="528.9" y1="221.6" x1="528.1" class="st1"></line>
						<polyline points="530.3,222.1 530.9,222.4 531.4,222.5 532,222.8 532.6,223 533.2,223.4 533.6,223.6" class="st1"></polyline>
						<line y2="224" x2="534.3" y1="224.5" x1="535.1" class="st1"></line>
						<polyline points="536.5,226.8 536.5,226.6 536.1,226.1 535.9,225.7 535.6,225.2" class="st1"></polyline>
						<polyline points="525.9,230.2 528.8,231 529.6,230.2 530.3,229.4 531.2,228.8 531.9,228.2 532.7,227.6 
							533.5,226.9 534.3,226.5 535.1,226 535.3,226.2" class="st1"></polyline>
						<polyline points="535.1,225.6 535.2,225.8 535.7,226.3 535.9,226.7" class="st1"></polyline>
						<polyline points="526.2,230.1 528.6,230.7 529.3,229.9 530,229.2 530.8,228.5 531.6,227.8 532.4,227.2 
							533.3,226.7 534.1,226.2" class="st1"></polyline>
						<line y2="229.5" x2="527.8" y1="229.3" x1="527" class="st1"></line>
						<polyline points="525.9,230.2 527.1,228.6 528.3,227 529.6,225.5 531.2,224.1 531.8,223.7 531.8,223.7" class="st1"></polyline>
						<polyline points="530.7,223 531.2,223.1 531.8,223.4 532.4,223.6 532.5,223.7" class="st1"></polyline>
						<polyline points="523.5,230.8 525.8,230.2 526.3,229.3 526.9,228.3 527.6,227.4 528.2,226.6 529,225.8 
							529.7,224.9 530.6,224.2 531.4,223.5 531.8,223.7" class="st1"></polyline>
						<polyline points="523.5,230.6 525.2,230.1 525.8,229.1 526.3,228.1 527,227.2 527.6,226.3 528.3,225.5 
							529.1,224.7 529.9,224 530.8,223.2" class="st1"></polyline>
						<polyline points="525.2,232.9 524.9,232.4 524.6,231.9 524.5,231.5 524.5,231.1" class="st1"></polyline>
						<polyline points="522.5,232.5 523,231 523.1,230.3" class="st1"></polyline>
						<line y2="234.9" x2="522" y1="234" x1="521.5" class="st1"></line>
						<polyline points="521.2,231.1 520.9,231.9 520.9,231.9 521.1,232.9 521.3,233.9" class="st1"></polyline>
						<polyline points="520.9,231.9 520.9,232 521.1,232.9 521.1,233.1 521.3,233.9 521.3,234 521.6,234.5" class="st2"></polyline>
						<polyline points="521.4,234.1 521.8,234.7 522,234.9 522.6,234.9 523,234.9 523.4,234.9 523.9,234.8 524.2,234.7 
							524.4,234.9 524.4,234.9" class="st2"></polyline>
						<polyline points="525.9,234.9 526.1,234.8 526.4,234.9 526.6,235 526.9,235.1 527.1,235.3 527.3,235.4 
							527.5,235.6" class="st2"></polyline>
						<polyline points="528,237 528,237.2 528.2,237.6 528.8,238.2 529,238.4 529.1,238.4 529.2,238.4" class="st2"></polyline>
						<polyline points="530.3,237.2 530.4,236.8 530.3,236.6 530.4,236.5" class="st2"></polyline>
						<polyline points="530.1,236.7 530.2,236.6 530.4,236.5 530.6,236.5 530.9,236.6 531.3,236.9 531.7,237.3 
							532.4,237.6 532.7,237.7 532.8,237.7 532.9,237.6 533.2,237.4 533.7,236.9 534,236.6 534.2,236.3 534.4,236 534.6,235.7 
							534.7,234.9" class="st2"></polyline>
						<polyline points="534.6,235.1 534.6,234.8 534.7,234.7" class="st2"></polyline>
						<polyline points="529,238.4 529.9,238.5 530,238.3 530.1,238 530.2,237.6" class="st2"></polyline>
						<polyline points="526.4,237 526.4,237.1 526,237.3 525.6,237.4 525.4,237.4 524.6,237 524.5,236.8 524.3,236.2" class="st2"></polyline>
						<polyline points="523.9,234.8 524.1,235.3 524.3,236.1 524.5,236.9" class="st2"></polyline>
						<line y2="235.3" x2="527.2" y1="235.3" x1="527.2" class="st2"></line>
						<line y2="235" x2="526.2" y1="234.9" x1="526.3" class="st2"></line>
						<polyline points="522.9,232.9 522.9,232.7 522.7,232.5 522.5,232.5 522.1,232.4 521.6,232.2 521.2,232 
							520.9,231.9 520.7,231.6 520.7,231.3 520.8,230.1 520.9,229 521,227.9 521.2,226.7 521.4,225.6 521.7,224.5 522.1,223.3" class="st2"></polyline>
						<polyline points="522.6,222.3 522.7,222.2 522.7,222.1 523.4,221.8 523.6,221.7 523.8,221.7 524.6,221.9 
							525.4,222.1 525.8,222.4 526.2,222.7 526.2,222.7 526.5,222.8 526.6,222.8" class="st2"></polyline>
						<polyline points="526.7,222 529,216.5 529.3,216 529.7,215.5 530.3,215.3 531.1,215 531.9,214.8 532.8,214.9 
							533.8,215.1 534.7,215.4 535.6,215.8 536.5,216.3 537.3,216.9 538,217.6 538.5,218.2 538.8,218.9 538.8,219.6 538.8,220.2 
							536.3,226.2" class="st2"></polyline>
						<polyline points="535.6,225.1 535.9,225.6 536.2,226 536.4,226.5 536.5,226.8" class="st2"></polyline>
						<polyline points="535.5,226.4 535.6,226.6 535.7,226.7 535.9,226.7 536,226.7 536.5,226.8 537.1,227 537.7,227.5 
							538.4,227.9 538.5,228.1 538.5,228.2 538.9,228.9 538.9,228.9 538.2,229.1 537.3,229.4" class="st2"></polyline>
						<polyline points="531.9,235.1 532.1,235 532.3,235 532.7,235.1 533,235.2 533.6,235.2 533.8,235.1 533.9,235.1 
							534,235.1 534.7,234.7 535.3,234.3 536,234 536.5,233.8 537.1,233.5 537.4,233.3 537.9,233.1 538.2,232.9 538.5,232.4 
							538.5,232.4 538.5,232.3 538.5,232.1 538.4,232 538.2,231.4 537.7,230.7 537.3,230.4 536.9,230 536.8,230 536.6,229.8 
							536.6,229.6" class="st2"></polyline>
						<polyline points="534.4,230.6 535.6,230.1 536.4,229.8 537,229.5 537.5,229.4" class="st2"></polyline>
						<polyline points="531.2,232.7 531.4,232.7 531.6,232.6 532.2,232 532.9,231.7 533.6,231.3 534.3,230.8 
							535.1,230.3" class="st2"></polyline>
						<polyline points="529.9,233.2 528.6,236.3 528.6,236.5 528.4,236.8 528.1,236.9 527.9,237 527.6,237.1 
							527.3,237.2 526.9,237.2 526.5,237.1 526.1,237 525.7,236.8 525.4,236.6 525.1,236.3 524.8,236.1 524.7,235.8 524.5,235.6 
							524.4,235.3 524.3,235 524.4,234.8 525.7,231.6" class="st2"></polyline>
						<polyline points="524.6,231.2 524.4,231.3 524.2,231.8" class="st2"></polyline>
						<polyline points="524.6,231.2 524.9,230.9 525.5,230.7 526.1,230.7 526.7,230.7 527.4,230.9 528,231.1 
							528.7,231.3 529.3,231.7 529.9,232.1 530.4,232.5 530.7,233.1 531,233.5 531.1,234" class="st2"></polyline>
						<line y2="234" x2="531.1" y1="234.3" x1="531.1" class="st2"></line>
						<polyline points="523.6,230.7 523.5,230.6 523.1,230.3 522.9,230.2 522.9,229.9 522.7,229.7 522.8,229.5 
							522.8,229.2 523.2,228.1 523.8,227.2 524.3,226.1 525,225.1 525.7,224.2 525.9,223.9 526.2,223.4 526.5,223.1 527,222.6 
							527.3,222.3 527.9,221.6 528.2,221.4 528.2,221.4 529.5,221.7 529.6,221.8 530.2,222.1 530.6,222.4 530.7,222.8 530.8,223.2 
							530.8,223.2 530.8,223.3 530.9,223.4" class="st2"></polyline>
						<line y2="223.9" x2="532.2" y1="223.8" x1="532" class="st2"></line>
						<polyline points="533.8,223.6 533.2,223.3 532.7,223 532.1,222.6 531.5,222.5 530.9,222.3 530.3,222.1 530.2,222" class="st2"></polyline>
						<polyline points="532.2,223.9 532.2,223.9 531.3,224.4 531.2,224.6" class="st2"></polyline>
						<line y2="231" x2="523.4" y1="232.7" x1="522.9" class="st2"></line>
						<polyline points="526.3,230.2 526.2,230.1 526.2,229.9 526.4,229.8 526.7,229.2 527.2,228.5 527.5,228.2 
							527.7,227.9 528.1,227.4 528.4,227.1 529,226.5 529.5,226 529.6,225.9 530,225.6 530.3,225.3 531,224.7 532.2,223.9 
							532.3,223.7 532.7,223.6 533.1,223.5 533.7,223.6 534.4,223.8 534.5,223.8 535.5,224.5 535.5,224.6 535.6,224.9 535.6,225.2 
							535.4,225.5 535,225.7 534.8,225.8" class="st2"></polyline>
						<polyline points="535,225.7 534.9,225.7 534.9,225.8" class="st2"></polyline>
						<line y2="226.2" x2="534.1" y1="225.7" x1="535" class="st2"></line>
						<polyline points="527.7,221.8 527.3,221.9 526.8,222 526.4,222.1 526,222.2 525.8,222.4" class="st2"></polyline>
						<line y2="224.1" x2="522.3" y1="225.2" x1="521.8" class="st2"></line>
						<polyline points="520.4,225.7 520.4,225.1 520.5,224.9 520.5,224.7 520.7,224.6 520.8,224.5 521.6,224.2 
							521.8,224.2" class="st2"></polyline>
						<line y2="228.5" x2="520.5" y1="227.3" x1="520.4" class="st2"></line>
						<polyline points="531.8,210.7 531.5,211 531.3,211.4 531.2,211.6 529.1,216.2 529.2,216.3" class="st2"></polyline>
						<polyline points="533,209.7 533.4,208.9 533.8,208 534.3,206.6 534.6,206.4 534.9,206.2 535.2,206.1" class="st2"></polyline>
						<polyline points="535.6,205.8 535.6,205.8 535.7,205.6 535.9,205.4 536,205.1 536.1,204.7 536.1,204.4 536.2,204 
							538,199.6 538.5,199.5 539.2,199.6 539.6,199.6" class="st2"></polyline>
						<polyline points="534,210.1 534.8,209.5 535.3,208.8 535.9,208 536.3,207.1 537,205.6 537,205.6 537.1,205.4 
							537.1,205.1 537.3,204.9 537.4,204.6 537.6,204.2 539.6,199.4 540.2,199.6 540.8,199.7 541.2,199.8 541.4,199.9 542,200.1 
							542.3,200.3 542.6,200.6 543.1,200.8 543.6,201.1 543.6,201.3 541.5,206.2 541.3,206.5 541.2,206.8 541.1,207.1 541,207.2 
							540.2,209.1" class="st2"></polyline>
						<polyline points="539.7,212.4 539.7,211.5 539.8,210.7 540,209.7" class="st2"></polyline>
						<polyline points="543.6,201.3 543.8,201.5 544.4,202 544.7,202.3 542.7,206.7 542.5,207 542.3,207.3 542.2,207.6 
							541.9,207.9 541.9,208.1 541.8,208.3 541.9,208.4" class="st2"></polyline>
						<polyline points="542,209.1 542.1,209.1 542.5,209 542.8,208.7 544.7,204.3 544.6,204.3" class="st2"></polyline>
						<polyline points="542,210.5 542,210.6 541.4,212 541,212.8 540.8,213.1" class="st2"></polyline>
						<polyline points="540.9,212.8 540.9,214.9 540.9,215.3 540.8,215.6 538.9,219.9 538.8,220.2" class="st2"></polyline>
						<polyline points="540.8,213.1 541.2,212.1 541.6,211.2 542.2,209.9 542.2,209.5 542,209.1 542,208.8" class="st2"></polyline>
						<polyline points="541.7,208.2 541.9,208.6 541.3,210 541,211 540.7,212 540.7,212.9 540.8,214" class="st2"></polyline>
						<polyline points="542,209 542.1,209 542.2,208.7 542.5,208.5 542.7,208.2 543,208 544.9,203.6 544.9,203.2 
							544.5,202.7" class="st2"></polyline>
						<line y2="208.8" x2="542.1" y1="208.9" x1="542" class="st2"></line>
						<line y2="208.8" x2="542.1" y1="208.9" x1="542" class="st2"></line>
						<line y2="209" x2="542.1" y1="209" x1="542" class="st2"></line>
						<line y2="209.1" x2="542.1" y1="209.1" x1="542" class="st2"></line>
						<polyline points="535.1,206.1 535.2,205.8 535.3,205.4 535.2,205.2 535.2,204.7 537.1,200.3 537.3,200 537.9,200" class="st2"></polyline>
						<polyline points="532.3,210.5 533.1,209.8 533.9,209.1 534.3,208.2 534.8,207.3 535.4,205.8 535.8,205.7 
							536.2,205.7" class="st2"></polyline>
						<polyline points="535,206.1 534.9,205.9 534.8,205.5 535.2,204.8" class="st2"></polyline>
						<polyline points="532,210.7 532.2,210.5 532.3,210.4" class="st2"></polyline>
					</g>
				</g>
				<g id="ID_1179">
					<g id="ID_1308">
						<polyline points="105.6,265.5 105.5,265.4 105.6,265.3" class="st1"></polyline>
						<polyline points="105.6,265.1 105.6,265 105.6,264.9" class="st1"></polyline>
						<polyline points="105.6,265.6 105.6,265.7 105.7,265.9" class="st1"></polyline>
						<polyline points="106.5,263.5 106.4,263.5 106.4,263.5 106.3,263.4 106.3,263.5 106.3,263.5 106.2,263.5 
							106.2,263.5 106.1,263.5 106,263.6 106,263.6 105.9,263.8 105.8,263.9 105.8,263.9 105.8,264.1" class="st1"></polyline>
						<polyline points="105.3,264.3 105.4,264 105.4,263.8 105.6,263.5 105.6,263.4" class="st1"></polyline>
						<polyline points="105.7,264.4 105.7,264.3 105.7,264.1" class="st1"></polyline>
						<line y2="264.7" x2="105.6" y1="264.6" x1="105.6" class="st1"></line>
						<polyline points="105.6,265.7 105.6,265.5 105.5,265.3 105.6,265.1 105.6,264.9 105.6,264.7 105.6,264.5 
							105.7,264.2 105.8,264" class="st1"></polyline>
						<polyline points="104.9,263.9 105.1,263.7 105,263.6 105.1,263.5" class="st1"></polyline>
						<polyline points="105.6,265.7 105.6,265.5 105.5,265.4 105.5,265.3 105.5,265.1 105.4,264.9 105.5,264.8 
							105.4,264.6 105.5,264.5 105.5,264.4 105.4,264.2 105.5,264.1 105.5,263.9 105.5,263.8 105.6,263.6 105.6,263.5 105.6,263.4" class="st1"></polyline>
						<polyline points="104.8,265.6 104.7,265.4 104.7,265.3 104.6,265.1 104.6,265 104.7,264.9 104.6,264.7 
							104.7,264.6 104.6,264.4 104.6,264.2 104.7,264.1 104.7,264 104.7,263.8 104.8,263.7 104.8,263.5 104.9,263.3" class="st1"></polyline>
						<polyline points="105.7,266.1 105.7,266.1 105.7,266.2 105.9,266.3" class="st1"></polyline>
						<polyline points="105.9,266.3 106,266.2 106,266.3" class="st1"></polyline>
						<polyline points="106.1,266.3 106.1,266.2 106.2,266.2" class="st1"></polyline>
						<polyline points="104.5,264.6 104.4,264.7 104.4,264.8 104.4,265.1" class="st1"></polyline>
						<polyline points="99.7,265 99.7,264.8 99.6,264.6 99.7,264.4 99.7,264.2 99.8,264 99.8,263.7 99.9,263.6 
							99.9,263.4 100,263.3 100,263.1 100.1,262.9 100.2,262.9 100.3,262.8 100.4,262.8 100.5,262.7" class="st1"></polyline>
						<line y2="261.5" x2="99.4" y1="261.3" x1="99.5" class="st1"></line>
						<polyline points="100.4,260.9 100.3,260.8 100.2,260.9 100,261 99.9,261.1 99.8,261.3 99.6,261.4 99.5,261.5 
							99.4,261.8 99.2,262 99.2,262.2 99.1,262.6 99,262.8 98.9,263.1 98.9,263.5 98.9,263.8 98.8,264.1 98.7,264.4 98.7,264.7 
							98.7,265.1 98.8,265.4 98.8,265.7 98.8,266 98.8,266.2 98.9,266.5 98.9,266.7 99.1,266.8 99.1,267 99.3,267.2 99.3,267.3 
							99.4,267.4 99.6,267.4" class="st1"></polyline>
						<polyline points="99.2,261.8 99.1,262 99,262.2 98.9,262.4 98.9,262.6 98.8,263 98.7,263.2 98.7,263.5 
							98.6,263.8 98.6,264 98.5,264.3 98.6,264.6 98.6,264.9 98.5,265.1 98.6,265.4 98.6,265.6 98.6,265.9 98.7,266.1 98.6,266.3" class="st1"></polyline>
						<line y2="262.3" x2="97" y1="262.2" x1="97.1" class="st1"></line>
						<polyline points="106.1,263.4 106,263.4 106,263.4 105.9,263.4 106,263.5 105.9,263.6 105.8,263.7 105.8,263.8 
							105.7,263.8 105.7,263.9 105.7,264 105.6,264.1 105.6,264.4 105.6,264.5 105.5,264.6 105.5,264.7 105.5,264.9 105.5,265 
							105.5,265.1 105.5,265.3 105.5,265.4 105.6,265.5" class="st1"></polyline>
						<polyline points="99,262.3 98.9,262.4 98.8,262.7 98.7,263 98.6,263.3 98.5,263.7 98.4,264 98.4,264.3 
							98.4,264.6 98.5,264.9 98.4,265.1 98.5,265.3 98.5,265.5" class="st1"></polyline>
						<polyline points="100.2,265.6 100.2,265.5 100,265.3 100,265.2 99.9,265 99.9,264.8 99.9,264.6 99.9,264.4 
							99.8,264.2 99.9,264 99.9,263.8 100,263.6 100,263.4 100.1,263.2 100.1,263 100.2,263 100.3,262.9 100.4,262.8 100.4,262.8" class="st1"></polyline>
						<polyline points="100.3,262.9 100.3,263.1 100.2,263.2 100.1,263.4 100.1,263.7 100.1,264 100,264.2 100,264.4 
							99.9,264.6 100,264.9 100.1,265.1 100.1,265.3" class="st1"></polyline>
						<line y2="262.4" x2="98.9" y1="262.2" x1="97.1" class="st1"></line>
						<polyline points="100.5,265.2 100.5,265 100.4,264.8 100.4,264.6 100.4,264.4 100.4,264.1 100.4,264 100.4,263.8 
							100.5,263.6 100.5,263.3 100.6,263.2 100.7,263.1" class="st1"></polyline>
						<polyline points="100.6,265.5 100.5,265.3 100.5,265 100.4,264.8 100.4,264.6 100.4,264.3 100.4,264.1 
							100.5,263.9 100.5,263.6 100.6,263.4 100.6,263.2 100.7,263 100.8,262.8" class="st1"></polyline>
						<polyline points="100.8,262.8 100.7,262.9 100.6,263 100.6,263.1 100.5,263.2 100.4,263.4 100.4,263.6 
							100.3,263.8 100.4,264 100.3,264.1 100.3,264.3 100.4,264.6 100.3,264.8 100.4,265 100.4,265.1 100.4,265.3 100.5,265.5 
							100.6,265.6" class="st1"></polyline>
						<polyline points="101.8,265.7 101.8,265.7 101.7,265.6 101.6,265.4 101.6,265.2 101.5,265.1 101.5,264.9 
							101.5,264.7 101.5,264.4 101.5,264.2 101.5,264 101.6,263.8 101.6,263.7 101.7,263.4 101.8,263.3 101.8,263.2 101.9,263.1 
							102,262.9 102,262.9" class="st1"></polyline>
						<polyline points="102.2,265.8 102.1,265.7 102.1,265.6 102,265.4 102,265.2 101.9,265 101.9,264.8 101.9,264.6 
							101.9,264.4 101.9,264.2 101.9,264 102,263.8 102,263.6 102.1,263.4 102.2,263.3 102.2,263.2 102.3,263.1 102.4,263 
							102.4,263" class="st1"></polyline>
						<polyline points="102.2,265.6 102.1,265.4 102.1,265.2 102,265 102,264.7 102.1,264.5 102,264.3 102.1,264.1 
							102.1,263.7 102.1,263.5 102.2,263.4 102.3,263.2 102.4,263" class="st1"></polyline>
						<polyline points="102.2,266.1 102.2,266.1 102.1,266 102,266 101.9,265.9 101.8,265.7 101.8,265.6 101.7,265.4 
							101.7,265.1 101.7,264.9 101.7,264.7 101.6,264.4 101.7,264.2 101.7,263.9 101.8,263.7 101.8,263.5 101.9,263.3 101.9,263.2 
							102.1,262.9 102.2,262.9 102.2,262.8 102.3,262.7 102.4,262.7" class="st1"></polyline>
						<polyline points="102.8,265.4 102.8,265.2 102.8,265 102.8,264.8 102.8,264.5 102.8,264.3 102.8,264.1 
							102.8,263.9 102.9,263.7 103,263.5 103,263.4" class="st1"></polyline>
						<polyline points="103.3,265.5 103.2,265.3 103.2,265.1 103.2,264.9 103.2,264.7 103.2,264.5 103.3,264.3 
							103.2,264.1 103.3,263.8 103.3,263.7 103.4,263.5 103.4,263.4" class="st1"></polyline>
						<polyline points="103.8,266 103.7,265.9 103.7,265.8 103.6,265.6 103.6,265.5 103.5,265.3 103.5,265.1 
							103.5,264.9 103.5,264.7 103.5,264.5 103.6,264.3 103.6,264.1 103.7,263.8 103.7,263.6 103.8,263.5 103.8,263.4 103.9,263.3 
							104,263.2 104,263.2" class="st1"></polyline>
						<polyline points="104.1,265.9 104.1,265.7 104.1,265.5 104.1,265.3 104,265.1 104,264.8 104.1,264.6 104.1,264.3 
							104.2,264.1 104.2,263.9 104.2,263.7 104.3,263.5 104.4,263.3" class="st1"></polyline>
						<polyline points="104.2,266.4 104.1,266.4 104.1,266.3 104,266.2 104,266.1 103.8,266 103.8,265.8 103.7,265.6 
							103.7,265.4 103.7,265.2 103.7,265 103.7,264.7 103.7,264.4 103.8,264.2 103.8,264 103.9,263.8 103.9,263.6 103.9,263.3 
							104,263.2 104.1,263.1 104.2,263.1 104.3,263 104.4,262.9 104.5,263" class="st1"></polyline>
						<polyline points="104.2,266 104.1,265.9 104.1,265.8 104,265.6 104,265.4 104,265.3 103.9,265 103.9,264.8 
							103.9,264.6 103.9,264.4 104,264.2 104,264 104.1,263.8 104.1,263.6 104.2,263.5 104.3,263.4 104.3,263.2 104.4,263.2" class="st1"></polyline>
						<polyline points="105,266.1 105,266.1 104.9,266 104.8,265.9 104.8,265.8 104.8,265.7 104.8,265.6 104.7,265.4 
							104.8,265.2 104.7,265 104.7,264.8 104.8,264.6 104.8,264.4 104.8,264.2 104.8,263.9 104.9,263.7 104.9,263.6 105,263.5 
							105.1,263.5 105.2,263.3 105.2,263.3" class="st1"></polyline>
						<polyline points="105.3,265.7 105.3,265.6 105.2,265.5 105.2,265.3 105.2,265.2 105.2,265.1 105.2,264.9 
							105.2,264.8 105.2,264.7 105.3,264.4 105.2,264.3 105.3,264.2 105.3,264.1 105.4,264 105.4,263.9 105.4,263.8 105.5,263.7" class="st1"></polyline>
						<polyline points="103.4,266.3 103.3,266.2 103.1,266.2 103.1,266.1 103.1,265.9 103,265.8 103,265.6 102.9,265.4 
							102.9,265.1 102.9,264.9 102.9,264.7 102.9,264.4 102.9,264.1 103,263.9 103,263.7 103.1,263.5 103.2,263.3 103.3,263.1 
							103.3,263 103.4,263 103.5,262.8 103.6,262.8 103.6,262.9" class="st1"></polyline>
						<polyline points="104.9,265.9 104.9,265.7 104.9,265.6 104.8,265.4 104.9,265.3 104.8,265.1 104.8,265 
							104.8,264.8 104.9,264.5 104.9,264.4 104.9,264.3 105,264.1 105,264 105,263.8 105.1,263.7 105.1,263.5 105.2,263.4" class="st1"></polyline>
						<polyline points="104.4,265.6 104.4,265.4 104.4,265.2 104.4,265 104.4,264.8 104.4,264.6 104.4,264.4 
							104.5,264.1 104.5,263.9 104.6,263.8 104.6,263.6" class="st1"></polyline>
						<line y2="264.7" x2="105.6" y1="264.9" x1="105.6" class="st1"></line>
						<polyline points="104.8,263 104.8,263 104.7,263 104.6,263.1 104.5,263.2 104.4,263.3 104.3,263.6 104.2,263.7 
							104.2,263.9 104.2,264.1 104.1,264.3 104.1,264.7 104,264.9 104.1,265.1 104.1,265.4 104.1,265.6 104.2,265.8 104.2,266 
							104.3,266.1 104.3,266.3 104.4,266.3 104.6,266.4 104.7,266.4" class="st1"></polyline>
						<polyline points="103.3,263.1 103.2,263.1 103.1,263.2 103,263.3 103,263.4 102.9,263.5 102.8,263.8 102.7,263.9 
							102.8,264.1 102.7,264.3 102.7,264.5 102.7,264.7 102.7,265 102.7,265.2 102.7,265.3 102.8,265.5 102.8,265.7 102.9,265.8 
							103,265.9" class="st1"></polyline>
						<polyline points="101.7,265.5 101.7,265.3 101.6,265 101.6,264.8 101.6,264.6 101.6,264.4 101.7,264.1 
							101.7,263.8 101.7,263.6 101.8,263.4 101.8,263.2 101.9,263.1" class="st1"></polyline>
						<polyline points="101.7,265.3 101.6,265.1 101.6,264.9 101.6,264.7 101.5,264.4 101.6,264.2 101.6,264 
							101.7,263.8 101.7,263.6 101.8,263.4 101.9,263.3" class="st1"></polyline>
						<polyline points="103.6,263.1 103.5,263.2 103.5,263.3 103.3,263.4 103.4,263.5 103.3,263.7 103.3,263.8 
							103.2,264.1 103.2,264.3 103.1,264.5 103.1,264.7 103.1,264.9 103.1,265.1 103.1,265.3 103.2,265.5 103.2,265.7 103.3,265.8 
							103.4,265.9" class="st1"></polyline>
						<polyline points="101.8,266.1 101.7,266 101.6,265.9 101.5,265.9 101.5,265.8 101.4,265.6 101.4,265.4 
							101.3,265.2 101.3,265 101.2,264.7 101.2,264.5 101.3,264.3 101.3,264 101.4,263.7 101.4,263.5 101.4,263.3 101.5,263.2 
							101.6,263 101.6,262.8 101.8,262.8 101.8,262.7 101.9,262.7 102,262.7" class="st1"></polyline>
						<polyline points="103.3,265.6 103.3,265.4 103.2,265.2 103.2,265 103.2,264.8 103.2,264.5 103.3,264.3 103.3,264 
							103.3,263.8 103.4,263.6 103.5,263.4 103.6,263.2" class="st1"></polyline>
						<line y2="266.2" x2="103.3" y1="266.3" x1="103.4" class="st1"></line>
						<polyline points="105.2,263 105.2,263 105.1,263 105,263.1 104.9,263.2 104.9,263.3 104.8,263.4 104.7,263.6 
							104.7,263.7 104.7,263.8 104.6,263.9 104.6,264.1 104.6,264.2 104.5,264.4 104.5,264.6 104.5,264.7 104.5,264.9 104.5,265.1 
							104.4,265.2 104.5,265.4 104.5,265.6 104.6,265.7 104.6,265.8 104.6,266 104.7,266.1 104.7,266.1 104.7,266.2 104.7,266.3 
							104.9,266.4 104.9,266.4 105,266.5 105.1,266.5" class="st1"></polyline>
						<polyline points="104.6,266.1 104.5,266 104.5,265.9 104.4,265.8 104.3,265.6 104.3,265.4 104.3,265.2 104.3,265 
							104.3,264.8 104.3,264.6 104.3,264.4 104.4,264.2 104.4,263.9 104.5,263.8 104.5,263.6 104.6,263.5 104.7,263.4 104.8,263.3 
							104.9,263.3" class="st1"></polyline>
						<polyline points="103.8,266.3 103.7,266.3 103.7,266.2 103.6,266.1 103.5,266 103.4,265.9 103.3,265.7 
							103.3,265.5 103.3,265.3 103.3,265.1 103.3,264.8 103.3,264.5 103.3,264.4 103.3,264 103.3,263.8 103.4,263.6 103.6,263.5 
							103.6,263.2 103.7,263.1 103.8,263.1 103.8,263 103.9,262.9 104,262.9" class="st1"></polyline>
						<polyline points="105.4,266.2 105.3,266.1 105.3,266 105.3,266 105.2,265.8 105.2,265.7 105.2,265.6 105.1,265.5 
							105.1,265.4 105.1,265.2 105.1,265.1 105.1,265 105.2,264.8 105.1,264.7 105.1,264.6 105.2,264.5 105.2,264.2 105.2,264.2 
							105.3,264 105.3,263.9 105.3,263.8 105.4,263.7 105.4,263.6 105.5,263.6 105.5,263.4 105.5,263.4 105.6,263.4 105.6,263.4" class="st1"></polyline>
						<line y2="265.1" x2="105.6" y1="265.3" x1="105.6" class="st1"></line>
						<line y2="266.3" x2="106" y1="266.3" x1="106.1" class="st1"></line>
						<polyline points="106.1,266.3 106,266.3 106,266.3" class="st1"></polyline>
						<polyline points="105.6,263.1 105.5,263.1 105.4,263.2 105.4,263.2 105.3,263.2 105.3,263.3 105.3,263.4 
							105.2,263.4 105.1,263.5 105.1,263.7 105.1,263.9 105,264 105,264.1 104.9,264.3 105,264.4 104.9,264.6 104.8,264.8 
							104.9,265 104.8,265.1 104.9,265.3 104.9,265.5 105,265.6 104.9,265.8 104.9,265.9 105,266 105.1,266 105.1,266.2 
							105.2,266.3 105.2,266.4 105.3,266.4 105.3,266.5 105.4,266.5 105.4,266.5" class="st1"></polyline>
						<line y2="263.5" x2="106.4" y1="263.5" x1="106.5" class="st1"></line>
						<polyline points="105.4,266 105.3,265.8 105.3,265.6 105.2,265.4 105.3,265.2 105.2,265 105.3,264.8 105.3,264.5 
							105.3,264.3 105.3,264.2 105.4,264 105.4,263.9 105.4,263.8 105.5,263.7 105.6,263.5" class="st1"></polyline>
						<polyline points="103.8,263.5 103.8,263.6 103.7,263.8 103.7,264 103.7,264.3 103.6,264.5 103.6,264.7 
							103.6,264.9 103.6,265.1 103.6,265.3 103.7,265.5" class="st1"></polyline>
						<polyline points="102.1,265.4 102.1,265.2 102,265 102,264.8 102,264.6 102,264.4 102,264.2 102,264 102.1,263.7 
							102.2,263.6 102.2,263.4 102.3,263.3" class="st1"></polyline>
						<polyline points="103.9,263.3 103.9,263.5 103.8,263.7 103.7,263.9 103.6,264.2 103.6,264.4 103.7,264.7 
							103.6,264.9 103.6,265.1 103.7,265.4 103.7,265.6 103.8,265.8" class="st1"></polyline>
						<line y2="264.4" x2="105.7" y1="264.6" x1="105.6" class="st1"></line>
						<polyline points="104,265.6 104,265.5 104.1,265.3 104,265.1 103.9,264.8 104,264.6 104,264.4 104.1,264.1 
							104.1,264 104.2,263.8 104.2,263.7 104.3,263.5" class="st1"></polyline>
						<line y2="266.3" x2="105.9" y1="266.3" x1="105.9" class="st1"></line>
						<polyline points="105.7,265.9 105.7,265.9 105.7,266.1" class="st1"></polyline>
						<polyline points="104.9,263.9 105,264 104.9,264.1 104.8,264.4 104.9,264.4 104.8,264.6 104.8,264.8 104.8,264.9 
							104.8,265 104.8,265.1 104.8,265.3 104.8,265.4 104.8,265.5 104.9,265.7" class="st1"></polyline>
						<polyline points="102.9,265.7 102.9,265.5 102.8,265.3 102.9,265.1 102.8,264.8 102.8,264.6 102.8,264.3 
							102.9,264 102.9,263.8 103,263.6 103,263.4 103.1,263.3 103.2,263.1" class="st1"></polyline>
						<line y2="262.9" x2="104.7" y1="263" x1="104.8" class="st1"></line>
						<line y2="264.1" x2="105.8" y1="264.1" x1="105.7" class="st1"></line>
						<polyline points="105.8,264 105.8,263.9 105.8,263.8 105.9,263.7 106,263.6" class="st1"></polyline>
						<polyline points="105.6,263.4 105.7,263.3 105.8,263.3 105.9,263.1 105.9,263.1 106,263.1 106,263.1" class="st1"></polyline>
						<polyline points="104.5,266 104.5,265.8 104.5,265.7 104.4,265.5 104.5,265.4 104.4,265.2 104.4,265.1 
							104.5,264.9 104.4,264.8 104.5,264.6 104.4,264.5" class="st1"></polyline>
						<polyline points="102.4,265.4 102.4,265.2 102.4,265 102.4,264.8 102.4,264.6 102.4,264.4 102.4,264.2 102.5,264 
							102.5,263.7 102.5,263.5 102.6,263.4" class="st1"></polyline>
						<polyline points="102.5,265.5 102.5,265.4 102.4,265.1 102.4,264.9 102.4,264.7 102.5,264.4 102.4,264.2 
							102.5,263.9 102.6,263.7 102.6,263.5 102.7,263.3 102.8,263.2" class="st1"></polyline>
						<polyline points="102.5,265.8 102.5,265.8 102.5,265.7 102.5,265.5 102.3,265.4 102.4,265.2 102.3,265 
							102.3,264.8 102.3,264.6 102.3,264.4 102.3,264.2 102.4,264 102.4,263.8 102.4,263.5 102.5,263.4 102.6,263.3 102.7,263.2 
							102.8,263.2 102.8,263" class="st1"></polyline>
						<polyline points="101,266 100.9,265.9 100.8,265.9 100.7,265.8 100.6,265.7 100.6,265.5 100.5,265.3 100.5,265.1 
							100.4,264.9 100.5,264.7 100.5,264.4 100.4,264.2 100.5,264 100.5,263.7 100.6,263.5 100.6,263.3 100.8,263.1 100.8,262.9 
							100.9,262.8 101,262.7 101,262.6 101.1,262.5 101.2,262.5" class="st1"></polyline>
						<polyline points="100.6,266 100.5,265.9 100.5,265.9 100.3,265.8 100.2,265.7 100.2,265.6 100.1,265.4 
							100.1,265.2 100,265 100.1,264.7 100,264.5 100.1,264.3 100.1,264.1 100.1,263.8 100.2,263.5 100.2,263.3 100.3,263.1 
							100.3,263 100.5,262.7 100.6,262.7 100.6,262.6 100.7,262.6 100.8,262.5" class="st1"></polyline>
						<polyline points="100.7,260.9 100.6,260.9 100.4,261 100.3,261 100.1,261.2 100.1,261.3 99.9,261.4 99.8,261.6 
							99.7,261.8 99.6,262 99.5,262.3 99.4,262.6 99.4,262.8 99.2,263.2 99.2,263.5 99.2,263.8 99.1,264.1 99.1,264.4 99,264.8 
							99,265.1 99,265.4 99.1,265.7 99.2,266 99.1,266.3 99.2,266.5 99.2,266.7 99.4,266.8 99.4,267 99.5,267.2 99.6,267.3 
							99.7,267.4 99.9,267.4 100,267.5" class="st1"></polyline>
						<polyline points="101.2,262.8 101.1,262.9 101.1,263 101,263.1 101,263.2 100.8,263.4 100.9,263.4 100.7,263.7 
							100.8,263.9 100.7,264.1 100.7,264.3 100.7,264.5 100.7,264.7 100.7,264.9 100.7,265.1 100.8,265.3 100.9,265.4 100.9,265.6 
							100.9,265.6" class="st1"></polyline>
						<polyline points="100.9,265.4 100.8,265.2 100.9,265 100.8,264.7 100.8,264.5 100.9,264.3 100.8,264 100.8,263.8 
							100.9,263.5 101,263.3 101.1,263.2 101.1,263" class="st1"></polyline>
						<polyline points="100.8,265.1 100.8,264.9 100.8,264.7 100.7,264.5 100.8,264.3 100.8,264.1 100.8,263.9 
							100.8,263.7 100.9,263.5 100.9,263.3 101,263.2" class="st1"></polyline>
						<polyline points="101.6,262.6 101.5,262.7 101.4,262.7 101.3,262.8 101.2,262.9 101.2,263.1 101.1,263.2 
							101.1,263.4 100.9,263.6 101,263.8 100.8,264.1 100.9,264.4 100.9,264.6 100.8,264.8 100.9,265 100.9,265.3 101,265.5 
							101,265.6 101.1,265.8 101.1,265.9 101.2,265.9 101.3,266 101.4,266" class="st1"></polyline>
						<polyline points="99.9,265.8 99.9,265.7 99.8,265.5 99.7,265.3 99.7,265" class="st1"></polyline>
						<polyline points="100.2,265.9 100.1,265.8 100.1,265.8 99.9,265.7 99.9,265.6 99.8,265.4 99.7,265.2 99.7,265" class="st1"></polyline>
						<polyline points="101.7,262.9 101.5,263 101.5,263.1 101.4,263.2 101.3,263.3 101.3,263.4 101.2,263.7 
							101.2,263.9 101.1,264.1 101.1,264.3 101.2,264.5 101.1,264.7 101.2,264.9 101.1,265.1 101.2,265.3 101.2,265.4 101.3,265.6 
							101.4,265.7" class="st1"></polyline>
						<polyline points="101.3,265.5 101.3,265.3 101.2,265.1 101.3,264.9 101.2,264.7 101.2,264.4 101.3,264.2 
							101.3,264 101.4,263.7 101.4,263.5 101.4,263.3 101.5,263.1 101.6,263" class="st1"></polyline>
						<polyline points="101.3,265.3 101.2,265.1 101.2,264.9 101.2,264.7 101.2,264.5 101.2,264.3 101.2,264.1 
							101.3,263.9 101.3,263.6 101.3,263.5 101.4,263.3 101.5,263.2" class="st1"></polyline>
						<polyline points="103.2,262.8 103.1,262.9 103.1,262.9 102.9,262.9 102.8,263 102.8,263.2 102.7,263.4 
							102.6,263.5 102.6,263.7 102.5,263.9 102.5,264.2 102.5,264.5 102.5,264.8 102.4,265 102.5,265.2 102.5,265.4 102.6,265.6 
							102.6,265.8 102.7,266 102.7,266.1 102.8,266.1 103,266.2 103,266.2" class="st1"></polyline>
						<polyline points="104.5,264.2 104.5,264 104.6,263.8 104.6,263.6 104.8,263.4" class="st1"></polyline>
						<line y2="265.5" x2="105.6" y1="265.6" x1="105.6" class="st1"></line>
						<line y2="266.4" x2="104.2" y1="266.3" x1="104.1" class="st1"></line>
						<polyline points="102.8,262.7 102.7,262.7 102.7,262.8 102.6,262.9 102.5,262.9 102.4,263 102.4,263.3 
							102.3,263.4 102.3,263.6 102.1,263.8 102.1,264.1 102,264.3 102.1,264.6 102.1,264.8 102,265.1 102.1,265.3 102.1,265.5 
							102.2,265.7 102.2,265.8 102.3,266 102.4,266 102.5,266.1 102.5,266.2" class="st1"></polyline>
						<line y2="262.5" x2="101.2" y1="262.5" x1="101.1" class="st1"></line>
						<polyline points="100.1,265.2 100,265 100,264.8 99.9,264.6 100,264.4 99.9,264.2 100,264 100,263.8 100.1,263.6 
							100.1,263.3 100.2,263.2 100.3,263.1" class="st1"></polyline>
						<line y2="264.9" x2="98.5" y1="264.8" x1="96.7" class="st1"></line>
						<polyline points="97.2,262.1 97.1,262.2 97,262.5 96.9,262.8 96.7,263.1 96.7,263.4 96.6,263.8 96.6,264.1 
							96.6,264.4 96.7,264.8 96.6,265 96.6,265.1 96.7,265.4 96.8,265.6" class="st1"></polyline>
						<polyline points="99.4,261.5 98.1,261.3 97.9,261.4 97.7,261.5 97.6,261.6 97.4,261.8 97.3,261.8 97.2,262 
							97.2,262.1 97,262.3 97,262.4 96.9,262.6 96.9,262.8 96.8,263 96.8,263.2 96.7,263.3 96.6,263.5 96.6,263.8 96.6,264 
							96.6,264.2 96.6,264.5 96.6,264.7 96.6,264.8 96.6,265 96.7,265.2 96.7,265.4" class="st2"></polyline>
						<polyline points="96.8,265.6 96.8,265.8 97,266 97.1,266.2 97.2,266.4 98.8,266.6" class="st2"></polyline>
						<polyline points="99.9,265.8 100.1,265.8 100.2,265.9 100.2,265.9 100.3,265.9 100.4,265.9" class="st2"></polyline>
						<polyline points="101.7,265.3 101.7,265.5 101.8,265.7 101.8,265.8 102,266 102,266.1 102.1,266.1 102.2,266.1 
							102.2,266.1 102.3,266.2 102.4,266" class="st2"></polyline>
						<polyline points="103.7,265.5 103.8,265.8 103.8,266 103.8,266.1 104,266.2 104,266.3 104.1,266.3 104.1,266.4" class="st2"></polyline>
						<polyline points="102.1,265.4 102.2,265.6 102.2,265.8 102.3,266 102.3,266.1 102.4,266.1 102.5,266.1 
							102.5,266.2 102.7,266.2 102.8,266.1" class="st2"></polyline>
						<polyline points="104.2,266.4 104.3,266.4 104.4,266.3" class="st2"></polyline>
						<polyline points="104,265.6 104.1,265.9 104.3,266.1 104.3,266.2 104.3,266.4 104.5,266.4 104.6,266.4 
							104.7,266.4 104.7,266.3 104.7,266.3" class="st2"></polyline>
						<polyline points="103.1,266.2 103.1,266.2 103,266.2 103,266.2 102.9,266.2 102.7,266.2 102.7,266.1 102.7,265.9 
							102.5,265.7 102.5,265.5 102.4,265.4" class="st2"></polyline>
						<polyline points="100.8,265.1 100.9,265.4 100.9,265.6 101.1,265.8 101.1,265.9 101.2,265.9 101.3,266 101.3,266" class="st2"></polyline>
						<polyline points="100.5,265.2 100.6,265.5 100.6,265.6 100.7,265.8 100.7,265.9 100.8,265.9 100.9,265.9 101,266 
							101.1,266 101.2,265.9" class="st2"></polyline>
						<polyline points="98.5,265.5 98.6,266.3 98.8,266.5 98.8,266.7 98.9,266.8 98.9,266.9 99,267 99.1,267.1 
							99.2,267.2 99.3,267.3 99.3,267.4 99.5,267.5 99.6,267.4 99.7,267.5 100,267.5 100.1,267.5 100.2,267.5 100.3,267.3 
							100.4,267.3 100.6,267.1 100.7,267 100.8,266.8 101,266.5 101,266.3 101.2,266.1 101.2,265.9" class="st2"></polyline>
						<polyline points="100.1,265.2 100.1,265.3 100.2,265.5 100.2,265.7 100.3,265.8 100.4,265.9 100.5,265.9 
							100.6,265.9" class="st2"></polyline>
						<polyline points="100.8,265.9 100.7,266 100.6,266" class="st2"></polyline>
						<polyline points="101.3,265.3 101.3,265.5 101.4,265.7 101.5,265.8 101.5,266 101.7,266 101.8,266.1 101.8,266.1 
							101.9,266.1 102,266.1" class="st2"></polyline>
						<polyline points="103.3,265.5 103.3,265.6 103.4,265.8 103.4,266 103.5,266 103.6,266.2 103.7,266.3 103.8,266.3 
							103.8,266.3 103.9,266.4 104,266.2" class="st2"></polyline>
						<polyline points="105.3,265.7 105.4,266 105.4,266.1 105.4,266.2 105.5,266.4 105.6,266.4 105.7,266.4 
							105.7,266.5 105.8,266.5 105.9,266.4 106,266.3 106.2,266.2 106.2,266.1 106.2,266.1 106.3,266 106.4,265.9 106.5,265.8 
							106.4,265.7 106.5,265.6 106.6,265.4 106.6,265.3 106.6,265.2 106.6,265 106.6,264.9 106.7,264.8 106.7,264.6 106.6,264.5 
							106.7,264.4 106.7,264.3 106.6,264.1 106.6,264 106.6,263.9 106.5,263.8 106.5,263.7 106.5,263.6 106.5,263.5 106.4,263.5 
							106.3,263.4 106.3,263.4 106.2,263.4 106.2,263.4 106.1,263.4 106.1,263.4 106,263.4 106,263.5 106,263.6 105.9,263.7 
							105.9,263.7 105.9,263.7 105.8,263.8" class="st2"></polyline>
						<polyline points="104.9,265.7 104.9,265.9 105,266 105,266.1 105,266.2 105.1,266.2 105.2,266.3 105.2,266.4 
							105.3,266.4 105.3,266.5 105.4,266.5" class="st2"></polyline>
						<polyline points="105.1,266.5 105.1,266.5 105.2,266.4 105.2,266.4" class="st2"></polyline>
						<line y2="265.9" x2="104.5" y1="265.6" x1="104.4" class="st2"></line>
						<line y2="265.9" x2="104.5" y1="265.8" x1="104.5" class="st2"></line>
						<line y2="265.8" x2="104.5" y1="265.6" x1="104.4" class="st2"></line>
						<polyline points="105,266.5 105,266.5 104.9,266.4 104.7,266.3 104.7,266.3 104.7,266.2 104.6,266.2 104.6,266.1 
							104.5,266" class="st2"></polyline>
						<polyline points="102.8,265.4 102.9,265.7 103,265.9 103.1,266 103.1,266.2 103.3,266.2 103.3,266.2 103.4,266.3 
							103.5,266.3 103.6,266.2" class="st2"></polyline>
						<polyline points="104.5,264.2 104.4,264.5 104.5,264.6" class="st2"></polyline>
						<polyline points="102.6,263.4 102.8,263.2 102.8,263 102.9,262.9 103,262.9 103.1,262.9 103.2,262.8" class="st2"></polyline>
						<polyline points="105.2,263 105.1,263 105,263.1 104.9,263.2 104.9,263.3 104.8,263.4 104.6,263.6" class="st2"></polyline>
						<polyline points="102.8,262.7 102.9,262.8 103,262.9" class="st2"></polyline>
						<polyline points="103.4,262.9 103.3,262.9 103.3,262.8 103.2,262.8" class="st2"></polyline>
						<polyline points="101.6,262.6 101.5,262.4 101.5,262.2 101.4,262 101.3,261.7 101.3,261.5 101.2,261.3 
							101.1,261.2 101,261 100.9,260.9 100.8,260.9 100.7,260.9 100.4,260.9 100.3,260.8 100.2,260.8 100.1,260.9 100,260.9 
							99.8,261 99.8,261 99.6,261.2 99.6,261.3 99.4,261.5 99.3,261.6 99.2,261.8 99,262.3" class="st2"></polyline>
						<polyline points="100.7,263.1 100.8,262.8 100.9,262.7 100.9,262.6 101,262.6 101.1,262.5 101.2,262.5 
							101.3,262.6 101.4,262.7" class="st2"></polyline>
						<line y2="263.3" x2="103.1" y1="263.4" x1="103" class="st2"></line>
						<polyline points="104.3,263.5 104.4,263.3 104.5,263.2 104.5,263.1 104.7,262.9 104.7,262.9 104.8,263 104.9,263 
							105,263.1" class="st2"></polyline>
						<polyline points="103.5,262.8 103.4,262.9 103.4,262.9 103.2,263 103.2,263.1" class="st2"></polyline>
						<polyline points="101.8,262.7 101.7,262.7 101.7,262.6 101.6,262.6 101.6,262.6 101.5,262.7 101.4,262.7 
							101.3,262.7 101.2,262.8 101.1,263 101,263.2" class="st2"></polyline>
						<polyline points="102.4,262.7 102.4,262.7 102.6,262.8 102.6,262.8" class="st2"></polyline>
						<polyline points="102.4,263 102.5,262.9 102.6,262.8 102.7,262.8 102.7,262.7" class="st2"></polyline>
						<polyline points="104.2,263 104.2,263 104,262.9 104,262.9" class="st2"></polyline>
						<polyline points="101.9,263.3 101.9,263.1 102.1,262.9 102.1,262.8 102.2,262.8 102.3,262.6 102.3,262.7" class="st2"></polyline>
						<polyline points="103.7,263 103.7,262.9 103.6,262.9" class="st2"></polyline>
						<polyline points="103.8,263.5 103.9,263.3 104,263.2 104.1,263.1 104.2,263 104.3,263 104.4,262.9" class="st2"></polyline>
						<polyline points="103.4,263.4 103.6,263.2 103.7,263.1 103.7,263 103.8,263 103.9,262.8 104,262.9" class="st2"></polyline>
						<polyline points="105.3,263.2 105.3,263.1 105.2,263" class="st2"></polyline>
						<polyline points="106.2,263.4 106.2,263.4 106.2,263.3 106.2,263.2 106.1,263.2 106.1,263.1 106,263.1 106,263.1 
							105.9,263.1 105.9,263.1 105.8,263.2 105.7,263.3 105.7,263.3 105.6,263.4 105.6,263.5 105.5,263.7" class="st2"></polyline>
						<polyline points="104.6,263.1 104.5,263 104.5,263" class="st2"></polyline>
						<polyline points="105,263.8 105.1,263.7 105.1,263.7 105.2,263.4 105.2,263.3 105.3,263.3 105.3,263.2 
							105.3,263.2 105.4,263.2 105.5,263 105.5,263.1 105.6,263.1 105.6,263.1 105.6,263.1 105.8,263.2 105.8,263.2" class="st2"></polyline>
						<polyline points="101.5,263.2 101.6,263 101.6,262.8 101.7,262.7 101.8,262.7 101.9,262.7 102,262.7 102.1,262.7 
							102.1,262.8" class="st2"></polyline>
						<polyline points="100.3,263.1 100.3,262.9 100.4,262.8 100.4,262.6 100.6,262.6 100.6,262.5 100.7,262.6 
							100.8,262.5 100.8,262.5 100.9,262.6 100.9,262.6" class="st2"></polyline>
						<polyline points="101.5,266 101.5,266 101.4,266" class="st2"></polyline>
						<polyline points="105.6,266.4 105.6,266.4 105.5,266.5 105.4,266.5" class="st2"></polyline>
					</g>
					<g id="ID_1306">
						<polyline points="109.2,276.7 109.1,276.6 109,276.6 109,276.4 109,276.3 108.9,276.1 108.9,275.9 108.9,275.7 
							108.9,275.5" class="st1"></polyline>
						<line y2="276.1" x2="108.9" y1="276" x1="108.9" class="st1"></line>
						<polyline points="108.9,276.2 109,276.4 109,276.4" class="st1"></polyline>
						<polyline points="109.6,273.9 109.5,273.9 109.4,273.9 109.4,274 109.3,274 109.2,274.2 109.2,274.2 109.2,274.4 
							109.1,274.4 109.1,274.6 109.1,274.7 109,274.8 109,274.9 108.9,275.1 108.9,275.2 108.9,275.4 109,275.5" class="st1"></polyline>
						<polyline points="109.2,276.7 109.2,276.7 109,276.6 109,276.6 108.9,276.5 108.9,276.4 108.8,276.3 108.7,276.2 
							108.7,276.1 108.7,276 108.6,275.9 108.6,275.7 108.6,275.4 108.6,275.4 108.6,275.3 108.6,275 108.6,274.9" class="st1"></polyline>
						<polyline points="109.3,276.6 109.3,276.6 109.2,276.7" class="st1"></polyline>
						<polyline points="109,276.5 109.1,276.6 109.1,276.6" class="st1"></polyline>
						<polyline points="108.6,274.9 108.6,275.2 108.5,275.5 108.5,275.7 108.6,276" class="st1"></polyline>
						<polyline points="108.9,275.6 108.9,275.8 108.9,275.9" class="st1"></polyline>
						<line y2="273.8" x2="109.7" y1="273.8" x1="109.7" class="st1"></line>
						<line y2="274" x2="109.8" y1="273.9" x1="109.8" class="st1"></line>
						<polyline points="108.1,275.4 108.1,275.1 108.1,275 108.2,274.8 108.2,274.6 108.2,274.5 108.3,274.4 
							108.2,274.3 108.3,274.2 108.4,274.1 108.3,274 108.4,273.8" class="st1"></polyline>
						<polyline points="109.4,276.6 109.5,276.6 109.6,276.5" class="st1"></polyline>
						<polyline points="107.8,274.7 107.8,275.1 107.9,275.2 107.8,275.5 107.8,275.6 107.9,275.7 107.9,275.8 
							107.9,275.9 108,276 108,276.2 108,276.3 108.2,276.4 108.2,276.5 108.3,276.5 108.3,276.6" class="st1"></polyline>
						<line y2="276.3" x2="107.8" y1="276.4" x1="107.9" class="st1"></line>
						<polyline points="103.4,276.2 103.2,276.2 103.2,276.1 103.2,275.9 103.1,275.8 103.1,275.6 103,275.4 
							103.1,275.2 103,275 103.1,274.8 103.1,274.5 103.2,274.3 103.2,274.1 103.3,274 103.3,273.8 103.4,273.6 103.5,273.5" class="st1"></polyline>
						<polyline points="103,277.8 102.7,277.8 102.7,277.7 102.6,277.6 102.4,277.4 102.4,277.2 102.3,277 102.3,276.8 
							102.2,276.5 102.2,276.4 102.1,276.1 102.1,275.8 102.1,275.4 102.1,275.1 102.1,274.8 102.2,274.5 102.2,274.2 102.2,273.9 
							102.3,273.5 102.3,273.2 102.5,273 102.5,272.6 102.6,272.4 102.8,272.1 102.8,271.9 103,271.8 103.1,271.7 103.2,271.5 
							103.4,271.4 103.5,271.3 103.6,271.3 103.7,271.3" class="st1"></polyline>
						<polyline points="102.6,272.1 102.4,272.3 102.4,272.6 102.3,272.8 102.2,273 102.1,273.3 102.1,273.5 
							102.1,273.8 102,274.1 101.9,274.3 101.9,274.7 101.9,274.9 101.8,275.2 101.9,275.5 101.9,275.7 102,276 101.9,276.2 
							102,276.4 102,276.7" class="st1"></polyline>
						<line y2="272.7" x2="100.3" y1="272.6" x1="100.4" class="st1"></line>
						<polyline points="103.5,275.9 103.4,275.9 103.3,275.7 103.3,275.6 103.3,275.4 103.2,275.2 103.1,275.1 
							103.2,274.8 103.2,274.6 103.2,274.4 103.2,274.2 103.3,274 103.3,273.8 103.4,273.6 103.5,273.5 103.5,273.3 103.6,273.3 
							103.7,273.2" class="st1"></polyline>
						<polyline points="108.8,274.1 108.7,274.2 108.6,274.3 108.6,274.3 108.6,274.5 108.5,274.6 108.6,274.7 
							108.5,274.9 108.5,275 108.5,275.2 108.5,275.3 108.5,275.4 108.5,275.6 108.5,275.7 108.5,275.8 108.6,276 108.6,276.1" class="st1"></polyline>
						<polyline points="108.3,274 108.3,274.2 108.2,274.3 108.2,274.5 108.1,274.8 108.1,275 108.1,275.2" class="st1"></polyline>
						<polyline points="108.1,273.7 108,273.9 108,274.1 107.9,274.3 107.9,274.5 107.8,274.7 107.8,275 107.7,275.2 
							107.7,275.5 107.8,275.7 107.7,275.9" class="st1"></polyline>
						<polyline points="107.4,276.2 107.3,276 107.4,275.8 107.3,275.5 107.3,275.3 107.3,275.1 107.3,274.9 
							107.4,274.5 107.4,274.3 107.5,274.1 107.6,274 107.7,273.7" class="st1"></polyline>
						<polyline points="107.6,273.9 107.5,274 107.5,274.2 107.4,274.4 107.4,274.6 107.3,274.9 107.3,275.1 
							107.3,275.3 107.3,275.5 107.3,275.7 107.3,275.9 107.3,276" class="st1"></polyline>
						<polyline points="106.8,273.7 106.8,273.9 106.7,274 106.7,274.2 106.6,274.4 106.6,274.8 106.5,275 106.5,275.2 
							106.6,275.5 106.5,275.7 106.6,275.9 106.6,276.1" class="st1"></polyline>
						<polyline points="106.9,273.2 106.8,273.2 106.7,273.3 106.6,273.4 106.6,273.5 106.5,273.6 106.4,273.8 
							106.4,274 106.2,274.1 106.3,274.4 106.2,274.6 106.2,274.9 106.2,275.2 106.1,275.4 106.2,275.6 106.2,275.8 106.2,276 
							106.2,276.2 106.4,276.4 106.4,276.5 106.5,276.5 106.6,276.6 106.8,276.7" class="st1"></polyline>
						<polyline points="105.3,273.3 105.3,273.3 105.2,273.5 105.1,273.6 105.1,273.7 105,273.8 104.9,274.1 
							104.9,274.3 104.9,274.5 104.8,274.7 104.8,274.9 104.8,275.1 104.8,275.3 104.8,275.5 104.9,275.7 104.9,275.8 105,276 
							105.1,276.1 105.1,276.1" class="st1"></polyline>
						<polyline points="104.4,272.9 104.4,273 104.3,273 104.2,273.1 104.1,273.2 104,273.4 104,273.6 103.9,273.7 
							103.9,273.9 103.8,274.1 103.8,274.4 103.8,274.7 103.7,274.9 103.8,275.1 103.8,275.4 103.8,275.6 103.9,275.8 103.9,276 
							103.9,276.1 104.1,276.3 104.1,276.3 104.2,276.3 104.3,276.4" class="st1"></polyline>
						<polyline points="104.1,272.9 104,273 103.9,273 103.8,273 103.8,273.1 103.7,273.2 103.6,273.4 103.6,273.6 
							103.4,273.8 103.4,274.1 103.4,274.3 103.4,274.5 103.4,274.7 103.3,275 103.4,275.2 103.3,275.4 103.4,275.7 103.5,275.8 
							103.5,276 103.7,276.2 103.7,276.3 103.8,276.3 103.9,276.3" class="st1"></polyline>
						<polyline points="103.3,277.9 103.2,277.8 103,277.8 102.9,277.7 102.9,277.6 102.8,277.4 102.7,277.2 
							102.6,277.1 102.6,276.9 102.5,276.6 102.5,276.4 102.4,276.1 102.4,275.8 102.4,275.5 102.4,275.1 102.4,274.8 102.5,274.5 
							102.5,274.2 102.5,273.9 102.5,273.6 102.7,273.2 102.8,273 102.8,272.8 103,272.4 103,272.2 103.2,272 103.3,271.8 
							103.4,271.7 103.5,271.5 103.6,271.4 103.8,271.4 103.9,271.3 104,271.3" class="st1"></polyline>
						<polyline points="104.5,273.2 104.4,273.3 104.4,273.4 104.3,273.5 104.2,273.6 104.1,273.8 104.1,274 104,274.1 
							104,274.3 104,274.5 104,274.7 103.9,274.9 104,275.1 104.1,275.3 104.1,275.5 104.2,275.7 104.2,275.9 104.2,276 104.2,276" class="st1"></polyline>
						<polyline points="104.2,275.9 104.2,275.7 104.1,275.5 104.1,275.2 104.1,275 104.1,274.7 104.1,274.5 
							104.2,274.3 104.2,274 104.3,273.8 104.3,273.6 104.4,273.5 104.4,273.3" class="st1"></polyline>
						<polyline points="104.3,273.6 104.2,273.7 104.2,273.9 104.2,274.2 104.1,274.3 104,274.5 104.1,274.7 104,274.9 
							104.1,275.1 104.1,275.3 104.1,275.5" class="st1"></polyline>
						<polyline points="106.1,273.1 106,273.2 106,273.2 105.9,273.3 105.7,273.4 105.6,273.6 105.6,273.7 105.5,273.9 
							105.5,274.1 105.4,274.3 105.4,274.6 105.4,274.8 105.3,275.1 105.4,275.3 105.3,275.5 105.4,275.8 105.4,275.9 105.5,276.1 
							105.5,276.3 105.7,276.3 105.7,276.4 105.8,276.5 105.9,276.6" class="st1"></polyline>
						<polyline points="105.8,276.2 105.8,276.1 105.8,275.9 105.7,275.8 105.7,275.6 105.6,275.4 105.6,275.2 
							105.6,275 105.6,274.8 105.6,274.6 105.7,274.4 105.7,274.2 105.7,273.9 105.8,273.8 105.9,273.7 106,273.6 106,273.5 
							106.1,273.4" class="st1"></polyline>
						<polyline points="106.5,273.5 106.4,273.7 106.4,273.9 106.2,274.1 106.2,274.3 106.1,274.6 106.1,274.8 
							106.2,275.1 106.1,275.3 106.1,275.5 106.1,275.7 106.2,276" class="st1"></polyline>
						<polyline points="106.3,276.3 106.2,276.2 106.2,276.1 106.1,275.9 106,275.7 106.1,275.6 106,275.4 106,275.2 
							106,275 106.1,274.8 106,274.6 106.1,274.4 106.1,274.2 106.2,273.9 106.2,273.8 106.3,273.7 106.4,273.6 106.5,273.5 
							106.5,273.5" class="st1"></polyline>
						<polyline points="104.7,276.4 104.5,276.3 104.5,276.3 104.4,276.2 104.4,276.1 104.3,275.9 104.3,275.7 
							104.2,275.5 104.1,275.3 104.2,275.1 104.1,274.8 104.2,274.6 104.2,274.4 104.2,274.1 104.3,273.9 104.3,273.7 104.4,273.5 
							104.5,273.4 104.6,273.2 104.7,273.1 104.8,273 104.9,272.9 104.9,273" class="st1"></polyline>
						<polyline points="106.1,275.8 106.1,275.6 106,275.4 106.1,275.2 106.1,275 106.1,274.8 106.1,274.6 106.2,274.3 
							106.2,274.1 106.3,273.9 106.3,273.8" class="st1"></polyline>
						<polyline points="104.9,273.4 104.9,273.4 104.8,273.4 104.7,273.5 104.6,273.6 104.6,273.7 104.5,273.9 
							104.4,274.1 104.5,274.3 104.4,274.5 104.4,274.7 104.4,274.9 104.4,275.1 104.5,275.3 104.4,275.5 104.5,275.7 104.6,275.8 
							104.6,276 104.7,276.1" class="st1"></polyline>
						<polyline points="104.6,275.8 104.5,275.6 104.5,275.4 104.5,275.1 104.6,274.9 104.5,274.7 104.5,274.4 
							104.6,274.2 104.6,273.9 104.7,273.7 104.7,273.6 104.9,273.4" class="st1"></polyline>
						<polyline points="104.6,275.7 104.5,275.5 104.5,275.3 104.5,275.1 104.5,274.9 104.5,274.7 104.4,274.5 
							104.5,274.3 104.5,274.1 104.6,273.8 104.7,273.7 104.7,273.6" class="st1"></polyline>
						<polyline points="106.6,273.2 106.5,273.1 106.4,273.2 106.3,273.3 106.2,273.4 106.2,273.5 106.1,273.6 
							106,273.8 105.9,274 105.8,274.2 105.8,274.5 105.7,274.7 105.7,275 105.8,275.2 105.8,275.5 105.8,275.7 105.9,275.9 
							105.9,276.1 106,276.3 106,276.4 106.1,276.4 106.1,276.5 106.3,276.6 106.4,276.6" class="st1"></polyline>
						<polyline points="105,275.9 105,275.7 104.9,275.5 104.9,275.3 104.9,275.1 104.9,274.8 105,274.6 104.9,274.4 
							105,274 105,273.9 105.2,273.7 105.2,273.5" class="st1"></polyline>
						<polyline points="105,275.7 104.9,275.5 104.9,275.3 104.9,275.1 104.9,274.9 104.9,274.7 105,274.5 104.9,274.3 
							105,274.1 105,273.8 105.2,273.7 105.1,273.6" class="st1"></polyline>
						<polyline points="106.9,273.5 106.8,273.6 106.7,273.7 106.6,273.8 106.6,273.9 106.5,274.1 106.5,274.3 
							106.4,274.5 106.4,274.7 106.4,274.9 106.4,275.1 106.4,275.3 106.4,275.5 106.4,275.7 106.5,275.9 106.5,276.1 106.7,276.2 
							106.7,276.3" class="st1"></polyline>
						<polyline points="107.1,276.3 107,276.3 107,276.2 107,276.1 106.9,275.9 106.8,275.7 106.8,275.5 106.8,275.3 
							106.8,275.1 106.8,274.9 106.9,274.7 106.9,274.5 106.9,274.3 107,274.1 107,273.9 107.2,273.8 107.1,273.7 107.3,273.6 
							107.3,273.5" class="st1"></polyline>
						<polyline points="105.6,273.5 105.6,273.7 105.5,273.8 105.5,274 105.4,274.2 105.4,274.5 105.4,274.8 105.3,275 
							105.4,275.2 105.3,275.5 105.4,275.7 105.3,275.9" class="st1"></polyline>
						<polyline points="105.7,273.3 105.7,273.4 105.6,273.5 105.5,273.6 105.5,273.7 105.4,273.8 105.3,273.9 
							105.3,274.2 105.2,274.4 105.2,274.6 105.2,274.8 105.2,275 105.2,275.2 105.2,275.4 105.3,275.6 105.3,275.8 105.3,275.9 
							105.4,276.1 105.5,276.2" class="st1"></polyline>
						<polyline points="107.3,273.3 107.2,273.3 107.2,273.3 107,273.4 107,273.4 106.9,273.5 106.8,273.8 106.8,273.9 
							106.7,274.1 106.7,274.3 106.6,274.5 106.6,274.8 106.6,275.1 106.5,275.3 106.6,275.5 106.6,275.8 106.6,276 106.7,276.2 
							106.7,276.4 106.8,276.4 106.9,276.5 107,276.6 107.1,276.7 107.1,276.7" class="st1"></polyline>
						<polyline points="107.3,273.6 107.2,273.8 107.1,274 107.1,274.2 107,274.4 107,274.7 106.9,274.9 106.9,275.2 
							107,275.4 106.9,275.6 107,275.8 107,276.1 107,276.2" class="st1"></polyline>
						<polyline points="105.6,273.7 105.5,273.8 105.5,274 105.4,274.1 105.3,274.4 105.3,274.6 105.3,274.8 105.3,275 
							105.3,275.2 105.3,275.4 105.3,275.6" class="st1"></polyline>
						<polyline points="103.7,275.7 103.8,275.5 103.7,275.3 103.7,275.1 103.7,274.8 103.7,274.6 103.8,274.4 
							103.8,274 103.9,273.8 103.9,273.6 104,273.5 104,273.4" class="st1"></polyline>
						<polyline points="103.7,275.6 103.7,275.4 103.7,275.2 103.7,275 103.7,274.8 103.7,274.6 103.7,274.4 
							103.7,274.2 103.8,274 103.8,273.7 103.9,273.6 104,273.5" class="st1"></polyline>
						<polyline points="103.9,276 103.8,275.9 103.7,275.7 103.7,275.6 103.7,275.4 103.6,275.2 103.6,275 103.6,274.8 
							103.7,274.6 103.6,274.4 103.6,274.2 103.7,274 103.7,273.8 103.8,273.6 103.8,273.4 103.9,273.4 104,273.3 104.1,273.1" class="st1"></polyline>
						<polyline points="105.7,273.1 105.6,273.1 105.5,273.2 105.4,273.2 105.4,273.3 105.3,273.4 105.2,273.6 
							105.2,273.8 105.1,273.9 105.1,274.1 105,274.5 105,274.7 105,274.9 104.9,275.1 105,275.4 105,275.6 105,275.8 105.1,276 
							105.1,276.2 105.2,276.3 105.3,276.4 105.4,276.4 105.5,276.5" class="st1"></polyline>
						<polyline points="106.9,275.9 106.9,275.7 106.9,275.5 106.8,275.3 106.9,275.1 106.9,274.9 107,274.7 
							106.9,274.5 107,274.2 107,274.1 107.1,273.9" class="st1"></polyline>
						<polyline points="108.8,273.8 108.8,274 108.8,274.1 108.7,274.3 108.7,274.4 108.6,274.5 108.6,274.7 
							108.6,274.8 108.5,275.1 108.6,275.2 108.5,275.4 108.5,275.5 108.5,275.7 108.5,275.9 108.6,276 108.6,276.2 108.7,276.4" class="st1"></polyline>
						<polyline points="108.7,276.6 108.7,276.5 108.6,276.4 108.6,276.3 108.5,276.2 108.5,276.1 108.5,276 
							108.5,275.9 108.4,275.7 108.5,275.6 108.4,275.5 108.4,275.3 108.4,275.2 108.4,275.1 108.4,275 108.5,274.8 108.5,274.6 
							108.5,274.6 108.6,274.4 108.5,274.3 108.6,274.2 108.7,274.1 108.7,274 108.7,273.9 108.8,273.8 108.8,273.8 108.9,273.8 
							108.9,273.7" class="st1"></polyline>
						<line y2="275.6" x2="108.9" y1="275.5" x1="109" class="st1"></line>
						<polyline points="108.2,276 108.1,275.9 108.1,275.8 108.1,275.7 108,275.5 108.1,275.4" class="st1"></polyline>
						<polyline points="108.8,273.4 108.8,273.4 108.7,273.5 108.8,273.6 108.7,273.6 108.6,273.7 108.5,273.7 
							108.5,273.8 108.4,273.9 108.4,274.1 108.3,274.2 108.3,274.4 108.3,274.5 108.2,274.6 108.3,274.8 108.2,275 108.1,275.2 
							108.2,275.4 108.1,275.5 108.2,275.7 108.2,275.8 108.2,276 108.2,276.1 108.2,276.3 108.3,276.4 108.3,276.5 108.4,276.5 
							108.4,276.6 108.5,276.7 108.6,276.8 108.6,276.8 108.7,276.9 108.7,276.9" class="st1"></polyline>
						<polyline points="107.9,276.5 107.9,276.4 107.8,276.3 107.8,276.2 107.7,276 107.7,275.8 107.6,275.6 
							107.6,275.4 107.6,275.2 107.6,275 107.6,274.8 107.7,274.6 107.7,274.3 107.8,274.2 107.8,274 107.9,273.9 108,273.8 
							108.1,273.7 108,273.6" class="st1"></polyline>
						<line y2="276.5" x2="109" y1="276.4" x1="109" class="st1"></line>
						<line y2="276.7" x2="109.4" y1="276.8" x1="109.3" class="st1"></line>
						<polyline points="109.3,276.6 109.4,276.6 109.4,276.6" class="st1"></polyline>
						<polyline points="109.2,274 109.2,274.1 109.1,274.2 109.1,274.3 109,274.4 109,274.6 109,274.7 108.9,274.9 
							108.9,275 108.9,275.2 108.9,275.3 108.9,275.5" class="st1"></polyline>
						<polyline points="107.4,276.4 107.4,276.3 107.4,276.2 107.3,276 107.3,275.8 107.3,275.7 107.2,275.5 
							107.3,275.3 107.2,275.1 107.2,274.9 107.3,274.7 107.3,274.4 107.4,274.2 107.4,274 107.5,273.9 107.6,273.8 107.6,273.6 
							107.7,273.6 107.7,273.6" class="st1"></polyline>
						<line y2="276.6" x2="109.1" y1="276.7" x1="109.2" class="st1"></line>
						<polyline points="109.4,273.8 109.3,273.8 109.3,273.8 109.2,273.8 109.2,274 109.2,274 109.1,274.1 109,274.1 
							109,274.2 109,274.3 108.9,274.4 108.9,274.5 108.8,274.7 108.9,274.9 108.8,275 108.8,275.1 108.8,275.2 108.8,275.4 
							108.8,275.5 108.8,275.7 108.8,275.8 108.9,275.9 108.9,276 108.9,276.2 109,276.3 109,276.4 109,276.5 109,276.6 109,276.6 
							109.2,276.7" class="st1"></polyline>
						<line y2="273.3" x2="107.7" y1="273.3" x1="107.7" class="st1"></line>
						<polyline points="105.8,276 105.7,275.8 105.8,275.6 105.7,275.4 105.7,275.1 105.7,274.9 105.7,274.7 
							105.8,274.5 105.8,274.1 105.9,274 105.9,273.8 106,273.6 106.1,273.4" class="st1"></polyline>
						<polyline points="105.7,275.8 105.7,275.6 105.7,275.4 105.7,275.2 105.7,275 105.7,274.8 105.7,274.6 
							105.8,274.4 105.8,274.1 105.9,274 105.9,273.8 106,273.7" class="st1"></polyline>
						<polyline points="107.8,273.3 107.7,273.3 107.6,273.4 107.5,273.4 107.4,273.5 107.3,273.6 107.2,273.9 
							107.1,274.1 107.1,274.2 107,274.5 107,274.7 107,275 106.9,275.2 107,275.5 106.9,275.7 107,275.9 107,276.1 107.1,276.3 
							107.2,276.5 107.3,276.5 107.3,276.6 107.4,276.7 107.5,276.8" class="st1"></polyline>
						<line y2="276" x2="108.9" y1="275.9" x1="108.9" class="st1"></line>
						<line y2="276.2" x2="108.9" y1="276.1" x1="108.9" class="st1"></line>
						<polyline points="107.9,276.5 107.8,276.3 107.8,276.2 107.8,276.1" class="st1"></polyline>
						<polyline points="108.5,273.7 108.5,273.7 108.4,273.8 108.3,273.9 108.2,274 108.2,274.2 108.1,274.3 
							108.1,274.6 108,274.8 108.1,275 108.1,275.2 108,275.4 108.1,275.6 108,275.8 108.1,276 108.1,276.2 108.1,276.3 
							108.3,276.4 108.3,276.5" class="st1"></polyline>
						<polyline points="109.7,273.8 109.7,273.8 109.8,273.9" class="st1"></polyline>
						<polyline points="108.2,276.2 108.2,276.1 108.2,276 108.1,275.8 108.2,275.7 108.1,275.5 108.2,275.3 
							108.1,275.2 108.1,275 108.2,274.8 108.2,274.6 108.2,274.5 108.3,274.4 108.3,274.2 108.4,274.1 108.3,274 108.4,273.8" class="st1"></polyline>
						<line y2="276.8" x2="107.8" y1="276.8" x1="107.9" class="st1"></line>
						<line y2="276.7" x2="107" y1="276.7" x1="107.1" class="st1"></line>
						<polyline points="106.7,273.8 106.7,273.9 106.6,274.1 106.6,274.2 106.5,274.5 106.5,274.7 106.4,274.9 
							106.5,275.1 106.4,275.3 106.5,275.5 106.5,275.7 106.6,275.9" class="st1"></polyline>
						<polyline points="109.3,273.5 109.3,273.5 109.2,273.5 109.1,273.6 109.1,273.6 109,273.7 108.9,273.8 109,273.9 
							108.9,274 108.8,274.2 108.7,274.3 108.7,274.4 108.7,274.5 108.6,274.7 108.6,274.9" class="st1"></polyline>
						<polyline points="108.4,276.9 108.3,276.8 108.2,276.8 108.1,276.7 108.1,276.7 108,276.6 108,276.5 108,276.5 
							107.8,276.3 107.8,276.2 107.8,276.1 107.8,275.9 107.8,275.8 107.7,275.6 107.8,275.5 107.8,275.3 107.8,275.1 107.8,275 
							107.8,274.7 107.9,274.5 107.9,274.3 108,274.1 108,274 108.1,273.7 108.1,273.6 108.2,273.6 108.3,273.5 108.4,273.4 
							108.5,273.4" class="st1"></polyline>
						<line y2="273.2" x2="106.9" y1="273.2" x1="106.8" class="st1"></line>
						<polyline points="108,276.8 107.9,276.8 107.7,276.7 107.7,276.6 107.6,276.6 107.5,276.4 107.5,276.2 
							107.5,276.1 107.4,275.8 107.3,275.6 107.4,275.4 107.4,275.1 107.4,274.8 107.4,274.6 107.5,274.4 107.6,274.2 107.6,274 
							107.7,273.7 107.7,273.6 107.8,273.5 107.9,273.5 108,273.3 108.1,273.3" class="st1"></polyline>
						<line y2="273.4" x2="108.5" y1="273.4" x1="108.4" class="st1"></line>
						<polyline points="109.6,273.9 109.6,273.9 109.7,273.8" class="st1"></polyline>
						<polyline points="107.7,276 107.7,275.8 107.6,275.6 107.7,275.4 107.7,275.2 107.7,275 107.7,274.8 107.8,274.5 
							107.8,274.3 107.9,274.2 108,274.1 108,273.9" class="st1"></polyline>
						<line y2="276.6" x2="106.4" y1="276.6" x1="106.2" class="st1"></line>
						<polyline points="105.3,273 105.2,273.1 105.1,273.1 105,273.2 105,273.3 104.9,273.4 104.7,273.6 104.7,273.8 
							104.6,274 104.6,274.3 104.5,274.5 104.5,274.8 104.6,275 104.5,275.2 104.6,275.4 104.6,275.7 104.6,275.9 104.7,276.1 
							104.8,276.2 104.8,276.3 105,276.4 105.1,276.4 105.1,276.5" class="st1"></polyline>
						<polyline points="103.7,273.2 103.6,273.4 103.6,273.5 103.4,273.7 103.4,274 103.3,274.2 103.3,274.4 
							103.3,274.7 103.3,274.9 103.3,275.1 103.3,275.4 103.4,275.6 103.5,275.8" class="st1"></polyline>
						<polyline points="103.5,276.3 103.5,276.3 103.4,276.2" class="st1"></polyline>
						<polyline points="102.3,272.6 102.2,272.9 102,273.2 102,273.5 101.9,273.7 101.8,274.1 101.8,274.4 101.8,274.7 
							101.8,274.9 101.7,275.2 101.8,275.4 101.8,275.7 101.9,276" class="st1"></polyline>
						<line y2="272.1" x2="100.6" y1="272.3" x1="102.4" class="st1"></line>
						<polyline points="103.3,275.4 103.3,275.2 103.2,275 103.3,274.8 103.2,274.6 103.3,274.4 103.3,274.2 103.4,274 
							103.4,273.7 103.5,273.6 103.6,273.5" class="st1"></polyline>
						<line y2="274.7" x2="101.8" y1="274.5" x1="100" class="st1"></line>
						<polyline points="100.5,272.4 100.3,272.7 100.2,273 100.2,273.3 100.1,273.6 100,273.8 100,274.1 100,274.5 
							100,274.8 99.9,275 100,275.3 100,275.5 100,275.8" class="st1"></polyline>
						<polyline points="102.6,272 101.7,271.9 101.5,271.9 101.3,271.9 101.1,272 101,272 100.9,272 100.8,272.1 
							100.7,272.1 100.6,272.1 100.5,272.4 100.3,272.7 100.3,272.8 100.2,273 100.2,273.2 100.1,273.4 100.1,273.6 100,273.8 
							100,274 100,274.2 100,274.5 99.9,274.7 100,274.9 99.9,275.1 100,275.3 99.9,275.4 100,275.6 100,275.8 100,275.8 
							100.1,276.1 100.2,276.4 100.4,276.6 102.1,276.8" class="st2"></polyline>
						<polyline points="103.5,276.3 103.5,276.3 103.7,276.3 103.7,276.3" class="st2"></polyline>
						<polyline points="105,275.7 105,275.9 105.1,276.1 105.1,276.3 105.3,276.4 105.3,276.4 105.4,276.5 105.5,276.5 
							105.6,276.5 105.7,276.4" class="st2"></polyline>
						<polyline points="107.1,276.7 107.3,276.6 107.3,276.6" class="st2"></polyline>
						<polyline points="106.9,275.9 107,276.2 107.1,276.4 107.2,276.6 107.3,276.6 107.3,276.7 107.4,276.7 
							107.5,276.8 107.6,276.7 107.7,276.7" class="st2"></polyline>
						<polyline points="105.3,275.6 105.3,275.9 105.4,276.1 105.5,276.2 105.6,276.4 105.7,276.4 105.7,276.5 
							105.8,276.6 105.9,276.6 106,276.6 106.1,276.5" class="st2"></polyline>
						<polyline points="107.9,276.8 107.8,276.8 107.7,276.7 107.6,276.7 107.6,276.5 107.4,276.4 107.4,276.2 
							107.3,276" class="st2"></polyline>
						<polyline points="105.7,275.8 105.8,276 105.8,276.2 106,276.4 106,276.5 106.1,276.5 106.2,276.6 106.3,276.6" class="st2"></polyline>
						<polyline points="106.9,276.6 106.8,276.7 106.8,276.7 106.7,276.6 106.6,276.6 106.4,276.6 106.4,276.5 
							106.3,276.3 106.2,276.1 106.2,276 106.1,275.8" class="st2"></polyline>
						<polyline points="107.1,273.9 107.3,273.6 107.4,273.5 107.5,273.4 107.6,273.4 107.7,273.3 107.8,273.3 
							107.8,273.3 107.9,273.4" class="st2"></polyline>
						<polyline points="108.6,276.1 108.7,276.4 108.7,276.5 108.8,276.7 108.8,276.8 108.9,276.8 108.9,276.8 
							109,276.9 109.1,276.9 109.2,276.8 109.3,276.8 109.6,276.5 109.6,276.5 109.6,276.4 109.7,276.4 109.7,276.3 109.8,276.2 
							109.8,276.1 109.9,275.9 109.9,275.8 110,275.7 110,275.5 110,275.4 109.9,275.3 110,275.1 110.1,275 110,274.9 110,274.7 
							110,274.6 110,274.5 110,274.4 110,274.3 109.9,274.2 109.9,274.1 109.8,274 109.8,274 109.8,273.9 109.7,273.8 109.6,273.7 
							109.5,273.8 109.5,273.8 109.4,273.8 109.3,273.8 109.3,273.8 109.3,273.9 109.2,274" class="st2"></polyline>
						<polyline points="108.8,274.1 108.8,273.8 108.9,273.8 109,273.7 109,273.6 109.1,273.6 109.2,273.5 109.2,273.5 
							109.3,273.5 109.3,273.5 109.4,273.5 109.4,273.5 109.5,273.6 109.5,273.7 109.5,273.7 109.5,273.8" class="st2"></polyline>
						<polyline points="108.3,274 108.3,274 108.4,273.8 108.5,273.7 108.6,273.7 108.7,273.6 108.6,273.5 108.7,273.5 
							108.8,273.4 108.8,273.4 108.8,273.4 108.9,273.5 109,273.5 109.1,273.6 109.1,273.6" class="st2"></polyline>
						<polyline points="108,273.9 108.1,273.7 108.1,273.6 108.2,273.5 108.3,273.5 108.4,273.4 108.5,273.4 
							108.6,273.5 108.6,273.5" class="st2"></polyline>
						<polyline points="107.6,273.9 107.7,273.7 107.7,273.6 107.8,273.5 107.9,273.4 108,273.3 108.1,273.3 
							108.2,273.4 108.2,273.4 108.2,273.5" class="st2"></polyline>
						<polyline points="107.5,273.4 107.4,273.3 107.3,273.3" class="st2"></polyline>
						<polyline points="106.3,273.8 106.5,273.5 106.5,273.4 106.6,273.3 106.7,273.3 106.8,273.2 106.9,273.2 
							107,273.3 107,273.4 107,273.4" class="st2"></polyline>
						<polyline points="107.2,273.3 107.1,273.3 107,273.4 107,273.4 106.9,273.5 106.8,273.7 106.7,273.8" class="st2"></polyline>
						<polyline points="105.3,273 105.2,273.1 105.1,273.1 105,273.1 104.9,273.2 104.9,273.4 104.7,273.6" class="st2"></polyline>
						<polyline points="105,273.1 105,273 104.9,273 104.9,272.8 104.9,272.5 104.8,272.3 104.7,272 104.7,271.9 
							104.5,271.7 104.5,271.6 104.3,271.4 104.2,271.3 104.1,271.3 104,271.3 103.7,271.3 103.7,271.3 103.5,271.2 103.4,271.3 
							103.3,271.3 103.2,271.4 103.1,271.4 103,271.6 102.9,271.7 102.8,271.8 102.6,272 102.6,272.1 102.3,272.6" class="st2"></polyline>
						<polyline points="103.6,273.5 103.7,273.2 103.7,273 103.8,273 103.9,272.9 104,272.9 104.1,272.9 104.1,272.9 
							104.3,273" class="st2"></polyline>
						<polyline points="105.7,273.1 105.8,273.1 105.9,273.2" class="st2"></polyline>
						<polyline points="105.6,273.7 105.6,273.5 105.7,273.3 105.9,273.2 105.9,273.2 106,273.2 106.1,273.1" class="st2"></polyline>
						<polyline points="105.3,273 105.4,273 105.4,273.1 105.4,273.2" class="st2"></polyline>
						<polyline points="104.7,273.1 104.6,273 104.6,273 104.4,272.9 104.4,272.9 104.4,273 104.3,273 104.2,273.1 
							104.1,273.1 104,273.4 104,273.5" class="st2"></polyline>
						<polyline points="104.1,275.5 104.2,275.9 104.2,276 104.4,276.2 104.4,276.3 104.5,276.3 104.7,276.4 
							104.7,276.4 104.7,276.4 104.8,276.4" class="st2"></polyline>
						<line y2="276.6" x2="106.4" y1="276.6" x1="106.4" class="st2"></line>
						<polyline points="105.6,273 105.5,273.1 105.4,273.2 105.3,273.2 105.3,273.3 105.2,273.5 105.2,273.7" class="st2"></polyline>
						<polyline points="104.3,273.6 104.4,273.3 104.6,273.1 104.6,273.1 104.8,273 104.8,273" class="st2"></polyline>
						<polyline points="106.4,273.2 106.4,273.2 106.3,273.3 106.2,273.3 106.1,273.4" class="st2"></polyline>
						<polyline points="106.3,273.3 106.3,273.2 106.2,273.2 106.1,273.1" class="st2"></polyline>
						<polyline points="106.6,273.2 106.6,273.3 106.6,273.3" class="st2"></polyline>
						<polyline points="103.3,275.4 103.5,275.8 103.5,275.9 103.5,276.1 103.7,276.2 103.7,276.3 103.8,276.3 
							103.9,276.3 104,276.3 104.1,276.3" class="st2"></polyline>
						<polyline points="105.3,276.4 105.3,276.4 105.1,276.5 105.1,276.4 105,276.4 104.8,276.4 104.8,276.3 
							104.7,276.1 104.6,276 104.6,275.8 104.6,275.7" class="st2"></polyline>
						<polyline points="103.7,275.6 103.7,275.7 103.8,275.9 103.9,276.1 104,276.2 104.1,276.3 104.1,276.3 
							104.2,276.4 104.3,276.4 104.4,276.4 104.5,276.3" class="st2"></polyline>
						<polyline points="104.5,276.3 104.5,276.5 104.4,276.7 104.3,276.9 104.1,277.2 104.1,277.3 103.9,277.5 
							103.8,277.7 103.7,277.8 103.6,277.8 103.5,277.9 103.3,277.9 103,277.8 103,277.8 102.9,277.8 102.7,277.8 102.6,277.7 
							102.5,277.6 102.5,277.5 102.3,277.4 102.3,277.3 102.2,277.2 102.1,277 102.1,276.8 102,276.7 101.9,276" class="st2"></polyline>
						<polyline points="107.1,276.7 107,276.7 106.9,276.6 106.9,276.5 106.7,276.4 106.7,276.3 106.6,276.1 
							106.6,275.9" class="st2"></polyline>
						<polyline points="108.3,276.8 108.2,276.8 108.2,276.8 108.1,276.7 108,276.6 108,276.6 107.9,276.6 107.9,276.5 
							107.9,276.4 107.8,276.3 107.8,276.3 107.8,276.2 107.8,276.2 107.8,276.1 107.7,275.9" class="st2"></polyline>
						<polyline points="108,276.8 108.1,276.7 108.1,276.7" class="st2"></polyline>
						<polyline points="108.5,276.8 108.5,276.8 108.4,276.9 108.4,276.9" class="st2"></polyline>
						<polyline points="108.2,276 108.2,276.2 108.3,276.4 108.3,276.5 108.3,276.6 108.3,276.7 108.5,276.7 
							108.5,276.8 108.6,276.8 108.6,276.9 108.7,276.9" class="st2"></polyline>
						<polyline points="108.7,276.9 108.8,276.9 108.9,276.8 108.9,276.8" class="st2"></polyline>
					</g>
					<g id="ID_1304">
						<line y2="273.2" x2="115.2" y1="273.3" x1="115.1" class="st1"></line>
						<polyline points="115.8,273 115.7,272.9 115.6,273" class="st1"></polyline>
						<polyline points="115.5,272.9 115.5,272.9 115.4,272.9" class="st1"></polyline>
						<polyline points="115.4,272.9 115.3,273 115.2,273.1" class="st1"></polyline>
						<polyline points="115,275.5 114.9,275.4 114.9,275.3 114.9,275.2 114.9,275.1 114.8,274.9 114.9,274.8 
							114.9,274.7 114.8,274.6 114.9,274.4 114.9,274.3 114.9,274.2 114.9,274 114.9,273.9 115,273.7 115,273.6 115.1,273.5" class="st1"></polyline>
						<polyline points="114.5,275.2 114.5,275.4 114.6,275.6 114.7,275.8 114.8,275.9" class="st1"></polyline>
						<polyline points="114.5,275.2 114.6,275.3 114.6,275.4 114.7,275.6 114.7,275.6 114.7,275.7 114.8,275.8 
							115,275.8 115,275.8 115,275.8 115.2,275.9 115.2,275.9 115.2,275.7 115.3,275.7 115.4,275.7" class="st1"></polyline>
						<polyline points="115,275.5 115,275.6 115.1,275.7 115.1,275.7 115.2,275.7" class="st1"></polyline>
						<polyline points="115,275.5 115.1,275.6 115.1,275.7" class="st1"></polyline>
						<line y2="275.7" x2="115.2" y1="275.7" x1="115.1" class="st1"></line>
						<polyline points="115.2,275.7 115.3,275.7 115.3,275.7" class="st1"></polyline>
						<line y2="275.6" x2="115.5" y1="275.7" x1="115.4" class="st1"></line>
						<polyline points="114.4,272.9 114.3,273 114.2,273.1 114.3,273.2 114.2,273.3 114.1,273.5 114,273.6 114.1,273.7 
							114,273.8 114,274 114,274.1 114,274.2 114,274.4 114,274.5 114,274.7 114,274.8 114,274.9 114,275" class="st1"></polyline>
						<line y2="275.8" x2="114" y1="275.8" x1="114.1" class="st1"></line>
						<polyline points="114.3,275.7 114.2,275.7 114.2,275.7 114.1,275.7 114.1,275.6 114,275.6 113.9,275.5 
							113.8,275.4 113.8,275.3 113.7,275.1" class="st1"></polyline>
						<polyline points="109.6,270.3 109.5,270.3 109.4,270.4 109.3,270.4 109.2,270.5 109,270.7 108.9,270.8 
							108.8,271.1 108.6,271.2 108.6,271.4 108.5,271.8 108.4,272 108.3,272.3 108.2,272.6 108.2,272.9 108.1,273.2 108.1,273.4" class="st1"></polyline>
						<line y2="273.5" x2="109" y1="273.6" x1="109.1" class="st1"></line>
						<polyline points="108.4,271.3 108.4,271.4 108.3,271.6 108.3,271.8 108.1,272.1 108.1,272.3 108.1,272.5 
							108,272.7 107.9,273.1 107.8,273.3 107.9,273.5" class="st1"></polyline>
						<line y2="271.7" x2="106.3" y1="271.6" x1="106.4" class="st1"></line>
						<polyline points="115.1,275.8 115.1,275.7 115,275.7 115,275.6 114.9,275.5 114.9,275.5 114.8,275.4 114.8,275.3 
							114.8,275.2 114.8,275.1 114.7,275 114.7,274.9 114.7,274.8 114.7,274.6 114.7,274.4 114.8,274.3 114.7,274.1 114.7,274 
							114.7,273.9 114.8,273.8 114.8,273.6 114.8,273.5 114.9,273.4 114.9,273.3 115,273.2 115,273.1 115,273 115.1,273 
							115.1,272.9 115.2,272.9 115.2,272.9 115.3,272.8" class="st1"></polyline>
						<polyline points="114.8,272.9 114.8,272.9 114.8,272.9 114.7,272.9 114.6,273 114.6,273 114.5,273.1 114.5,273.3 
							114.5,273.4 114.4,273.5 114.4,273.6 114.4,273.7 114.3,273.8 114.3,273.9 114.3,274.1 114.3,274.2 114.3,274.5 114.3,274.6 
							114.3,274.6 114.3,274.9 114.3,275 114.3,275.1 114.4,275.2 114.4,275.3 114.4,275.3 114.4,275.4 114.6,275.5 114.6,275.6" class="st1"></polyline>
						<polyline points="114.5,275.3 114.5,275.2 114.4,275 114.4,274.9 114.4,274.7 114.4,274.6 114.4,274.4 
							114.4,274.3 114.5,274.1 114.4,273.9 114.5,273.8 114.5,273.6 114.5,273.5 114.6,273.3 114.7,273.2 114.7,273.1 114.7,273" class="st1"></polyline>
						<polyline points="109.5,272.3 109.5,272.4 109.4,272.5 109.2,272.7 109.2,272.9 109.2,273.1 109.1,273.3 
							109,273.5 109.1,273.6" class="st1"></polyline>
						<polyline points="109.5,273.8 109.5,273.7 109.5,273.4 109.6,273.2 109.6,273 109.7,272.8 109.8,272.7 
							109.8,272.5" class="st1"></polyline>
						<polyline points="111.2,272.1 111.2,272.1 111.1,272.1 111,272.2 110.9,272.3 110.8,272.4 110.7,272.5 
							110.6,272.7 110.6,273 110.5,273.2 110.5,273.4 110.4,273.6 110.4,273.9 110.5,274.1 110.4,274.4 110.5,274.5 110.5,274.8 
							110.6,275 110.6,275.1 110.7,275.3 110.8,275.4 110.8,275.5 110.9,275.6" class="st1"></polyline>
						<polyline points="111.1,272.4 111.1,272.4 111.1,272.5 111,272.6 110.9,272.8 110.8,272.9 110.8,273.1 
							110.8,273.3 110.7,273.5 110.7,273.8 110.7,274 110.7,274.2 110.6,274.4 110.7,274.6 110.7,274.8 110.8,275 110.9,275 
							110.9,275.1" class="st1"></polyline>
						<polyline points="111.6,272.2 111.5,272.2 111.4,272.2 111.3,272.2 111.2,272.4 111.2,272.5 111.1,272.7 
							111,272.8 110.9,273.1 111,273.3 110.8,273.6 110.9,273.8 110.8,274 110.8,274.3 110.9,274.5 110.9,274.7 110.9,274.9 
							111,275.1 111.1,275.3 111.1,275.4 111.2,275.5 111.4,275.5 111.4,275.5" class="st1"></polyline>
						<polyline points="112.1,275.3 112.1,275.3 112.1,275.1 112.1,275 112,274.9 111.9,274.7 111.9,274.5 111.8,274.3 
							111.9,274.1 111.8,273.9 111.9,273.6 111.9,273.4 112,273.2 112,273.1 112.1,272.9 112.2,272.7 112.2,272.6 112.3,272.6 
							112.4,272.6" class="st1"></polyline>
						<polyline points="112.8,272.7 112.7,272.8 112.6,273 112.6,273.1 112.5,273.4 112.4,273.7 112.5,273.9 
							112.4,274.1 112.4,274.3 112.5,274.6 112.4,274.8 112.5,275 112.5,275.2" class="st1"></polyline>
						<polyline points="112.8,272.6 112.7,272.6 112.7,272.6 112.6,272.7 112.6,272.8 112.5,273.1 112.5,273.2 
							112.3,273.4 112.4,273.6 112.3,273.8 112.3,274.1 112.3,274.3 112.3,274.5 112.3,274.7 112.3,274.9 112.4,275.1 112.4,275.2 
							112.5,275.2 112.5,275.3" class="st1"></polyline>
						<polyline points="113.2,272.4 113.1,272.3 113,272.4 112.9,272.4 112.8,272.6 112.8,272.7 112.7,272.8 112.6,273 
							112.6,273.2 112.6,273.5 112.5,273.7 112.5,274 112.4,274.2 112.4,274.4 112.5,274.6 112.5,274.9 112.6,275.1 112.6,275.3 
							112.7,275.4 112.7,275.6 112.8,275.7 113,275.7 113,275.7" class="st1"></polyline>
						<polyline points="112.9,275.1 112.8,274.9 112.8,274.7 112.8,274.5 112.8,274.3 112.8,274 112.9,273.8 
							112.9,273.6 112.9,273.4 113,273.1 113,272.9 113.1,272.8" class="st1"></polyline>
						<polyline points="112.8,274.9 112.8,274.7 112.7,274.6 112.8,274.3 112.7,274.1 112.8,273.9 112.8,273.7 
							112.8,273.5 112.9,273.4 112.9,273.2 113.1,273 113,272.9" class="st1"></polyline>
						<polyline points="114.1,275.3 114,275.1 114,275 114.1,274.8 114,274.7 114,274.5 114.1,274.4 114,274.2 114,274 
							114,273.9 114.1,273.7 114.1,273.6 114.1,273.5 114.2,273.2 114.2,273.1 114.3,273 114.4,272.9" class="st1"></polyline>
						<polyline points="112.6,272.8 112.6,273.1 112.5,273.2 112.4,273.4 112.4,273.6 112.4,273.8 112.4,274 
							112.4,274.2 112.4,274.4 112.4,274.7 112.4,274.8 112.5,275" class="st1"></polyline>
						<polyline points="114.4,272.8 114.3,272.8 114.3,272.9 114.2,273 114.1,273.1 114.1,273.3 114,273.5 113.9,273.6 
							113.9,273.8 113.9,274 113.9,274.2 113.9,274.5 113.9,274.7 113.9,274.9 113.9,275.1 114,275.3 114.1,275.3 114.1,275.5 
							114.1,275.5" class="st1"></polyline>
						<polyline points="115.1,273 115.1,273.2 115,273.3 114.9,273.4 114.9,273.6 114.9,273.7 114.8,273.9 114.9,274 
							114.8,274.2 114.8,274.3 114.8,274.4 114.8,274.6 114.8,274.7 114.8,274.9 114.8,275 114.9,275.1 114.9,275.3 114.9,275.4" class="st1"></polyline>
						<polyline points="113.5,273 113.4,273.1 113.3,273.3 113.3,273.5 113.2,273.7 113.2,273.9 113.2,274.1 
							113.2,274.3 113.2,274.5 113.2,274.7 113.3,274.9 113.3,275.1" class="st1"></polyline>
						<polyline points="113.6,272.8 113.5,272.9 113.4,273 113.3,273.3 113.3,273.5 113.2,273.7 113.2,274 113.2,274.2 
							113.2,274.4 113.2,274.6 113.3,274.9 113.3,275.1 113.4,275.3" class="st1"></polyline>
						<polyline points="111.8,272.7 111.8,272.8 111.7,273.1 111.7,273.3 111.6,273.5 111.6,273.6 111.5,273.9 
							111.6,274.1 111.5,274.3 111.6,274.5 111.6,274.6 111.7,274.8" class="st1"></polyline>
						<polyline points="113.6,272.4 113.5,272.4 113.4,272.4 113.2,272.6 113.3,272.7 113.2,272.8 113.1,273 113,273.1 
							112.9,273.4 112.9,273.7 112.9,273.9 112.8,274.1 112.8,274.3 112.9,274.6 112.9,274.8 112.9,275 112.9,275.2 113,275.4 
							113.1,275.6 113.2,275.7 113.3,275.8 113.4,275.7 113.5,275.8" class="st1"></polyline>
						<polyline points="114.5,275.2 114.5,275.1 114.5,274.9 114.4,274.7 114.4,274.6 114.5,274.4 114.4,274.3 
							114.5,274.1 114.4,273.9 114.5,273.8 114.6,273.6 114.6,273.4 114.7,273.3 114.7,273.2 114.7,273.1 114.8,273 114.9,272.8 
							114.8,272.7 114.9,272.7 115,272.6 115.1,272.6 115.1,272.6 115.2,272.5" class="st1"></polyline>
						<polyline points="113.2,272.7 113.2,272.7 113.1,272.7 113,272.8 112.9,272.9 112.9,273.2 112.8,273.4 
							112.8,273.5 112.7,273.7 112.7,273.9 112.6,274.2 112.7,274.4 112.6,274.6 112.7,274.8 112.8,275 112.8,275.2 112.8,275.3 
							113,275.4 113,275.4" class="st1"></polyline>
						<polyline points="114.5,275.1 114.4,275 114.4,274.9 114.3,274.7 114.4,274.6 114.4,274.5 114.3,274.3 
							114.4,274.2 114.4,274.1 114.4,273.9 114.4,273.8 114.5,273.7 114.5,273.5 114.5,273.5 114.6,273.3 114.7,273.2 114.6,273.1" class="st1"></polyline>
						<polyline points="112.6,275.7 112.5,275.7 112.4,275.7 112.4,275.6 112.3,275.5 112.2,275.3 112.2,275.1 
							112.1,274.9 112.1,274.7 112,274.5 112.1,274.3 112.1,274 112,273.8 112.1,273.6 112.1,273.4 112.3,273.1 112.3,272.9 
							112.4,272.7 112.4,272.6 112.5,272.4 112.6,272.3 112.7,272.3 112.8,272.3 112.9,272.2" class="st1"></polyline>
						<polyline points="111.1,272.6 111,272.7 111,273 110.9,273.1 110.9,273.3 110.8,273.5 110.8,273.7 110.7,274 
							110.8,274.1 110.7,274.4 110.8,274.6 110.8,274.8" class="st1"></polyline>
						<polyline points="112,272.2 111.9,272.2 111.8,272.2 111.8,272.2 111.6,272.4 111.6,272.5 111.5,272.6 
							111.5,272.8 111.4,273 111.4,273.3 111.3,273.5 111.3,273.7 111.3,274 111.2,274.2 111.3,274.4 111.3,274.6 111.3,274.9 
							111.3,275.1 111.4,275.2 111.5,275.4 111.5,275.5 111.7,275.6 111.8,275.6 111.9,275.6" class="st1"></polyline>
						<polyline points="110.2,272.5 110.2,272.7 110.1,272.8 110.1,273 110,273.2 110,273.4 110,273.6 110,273.8 
							109.9,274.1 110,274.3 110,274.5 110.1,274.6" class="st1"></polyline>
						<polyline points="110.1,274.8 110.1,274.6 110,274.4 109.9,274.2 110,273.9 110,273.6 110.1,273.4 110.1,273.2 
							110.1,273 110.2,272.8 110.2,272.5 110.3,272.4" class="st1"></polyline>
						<line y2="275.6" x2="111.7" y1="275.6" x1="111.8" class="st1"></line>
						<polyline points="110.8,272.4 110.7,272.4 110.7,272.4 110.6,272.6 110.6,272.6 110.4,272.8 110.5,273 
							110.3,273.2 110.3,273.3 110.3,273.6 110.3,273.9 110.3,274.1 110.3,274.3 110.3,274.5 110.3,274.6 110.3,274.8 110.5,275 
							110.5,275.1 110.5,275.1" class="st1"></polyline>
						<polyline points="109.2,273.5 109.2,273.5 109.2,273.2 109.3,273.1 109.3,272.9 109.3,272.7 109.4,272.5" class="st1"></polyline>
						<polyline points="110.6,275.4 110.5,275.5 110.4,275.4 110.4,275.3 110.2,275.2 110.2,275 110.1,274.8 
							110.1,274.6 110,274.5 110.1,274.2 110,273.9 110,273.7 110.1,273.5 110.1,273.3 110.2,273.1 110.2,272.8 110.3,272.6 
							110.3,272.5 110.4,272.3 110.5,272.3 110.6,272.1 110.6,272.1 110.7,272.1" class="st1"></polyline>
						<polyline points="109.3,273.5 109.2,273.3 109.3,273.1 109.3,272.9 109.3,272.7 109.4,272.5 109.5,272.3" class="st1"></polyline>
						<polyline points="110,272.3 110,272.3 109.9,272.3 109.8,272.4 109.7,272.6 109.7,272.7 109.6,272.8 109.5,273 
							109.5,273.2 109.5,273.5 109.5,273.7" class="st1"></polyline>
						<polyline points="110.9,274.9 110.8,274.7 110.9,274.4 110.8,274.2 110.8,273.9 110.8,273.7 110.8,273.5 
							110.9,273.3 110.9,273.1 111,272.8 111.1,272.6 111.2,272.5" class="st1"></polyline>
						<polyline points="110.2,275.4 110.1,275.4 109.9,275.3" class="st1"></polyline>
						<polyline points="109,276.9 109.1,276.9 109.2,276.9" class="st1"></polyline>
						<polyline points="110,274.9 110.1,275 110.2,275 110.2,275" class="st1"></polyline>
						<polyline points="110.4,272.1 110.3,272 110.2,272 110.1,272.1 110,272.2 110,272.4 109.9,272.5 109.9,272.6 
							109.8,272.9 109.7,273.1 109.7,273.3 109.7,273.6 109.6,273.7" class="st1"></polyline>
						<polyline points="111.8,275.1 111.7,274.9 111.7,274.7 111.6,274.5 111.7,274.3 111.6,274 111.6,273.8 
							111.7,273.6 111.7,273.3 111.7,273.1 111.8,272.9 111.8,272.7 111.9,272.6" class="st1"></polyline>
						<polyline points="113.6,272.7 113.6,272.7 113.5,272.8 113.4,272.8 113.4,273 113.3,273.2 113.2,273.3 
							113.2,273.5 113.1,273.7 113.1,273.9 113.1,274.2 113.1,274.4 113.1,274.6 113.1,274.8 113.2,275 113.2,275.2 113.2,275.2 
							113.3,275.4 113.4,275.4" class="st1"></polyline>
						<polyline points="114,274.8 114,274.6 114,274.4 114,274.2 113.9,274 114,273.8 114,273.6 114.1,273.5 
							114.2,273.2 114.2,273.1" class="st1"></polyline>
						<polyline points="112.2,275.6 112.1,275.7 112,275.6 112,275.5 111.8,275.4 111.8,275.2 111.7,275 111.7,274.8 
							111.6,274.6 111.7,274.3 111.6,274.1 111.6,273.9 111.7,273.7 111.7,273.4 111.8,273.2 111.8,272.9 111.9,272.8 111.9,272.6 
							112.1,272.5 112.2,272.3 112.2,272.3 112.3,272.3 112.4,272.3" class="st1"></polyline>
						<polyline points="114,272.9 113.9,273 113.8,273.2 113.7,273.5 113.7,273.7 113.6,273.9 113.7,274.1 113.6,274.3 
							113.6,274.6 113.6,274.8 113.6,275 113.7,275.2" class="st1"></polyline>
						<polyline points="113.6,275.1 113.6,275 113.6,274.7 113.6,274.5 113.6,274.3 113.6,274.1 113.6,273.9 
							113.7,273.7 113.7,273.5 113.7,273.3 113.8,273.1 113.9,273" class="st1"></polyline>
						<polyline points="112.2,272.9 112.1,273.1 112.1,273.2 112,273.4 112,273.6 111.9,273.8 112,274 111.9,274.3 
							112,274.4 111.9,274.7 112,274.9" class="st1"></polyline>
						<polyline points="110.4,274.6 110.3,274.5 110.4,274.3 110.3,274.1 110.4,273.8 110.4,273.5 110.4,273.4 
							110.4,273.2 110.5,273 110.5,272.8 110.6,272.6" class="st1"></polyline>
						<polyline points="112.4,272.7 112.2,272.8 112.1,273.1 112.1,273.3 112,273.5 112,273.7 112,274 112,274.2 
							112,274.4 112.1,274.7 112,275 112.1,275.1" class="st1"></polyline>
						<polyline points="114,272.4 113.9,272.5 113.9,272.5 113.8,272.5 113.7,272.6 113.6,272.8 113.5,272.9 
							113.4,273.1 113.4,273.4 113.3,273.6 113.3,273.8 113.3,274 113.3,274.3 113.3,274.5 113.3,274.7 113.3,275 113.3,275.2 
							113.4,275.4 113.4,275.5 113.6,275.7 113.6,275.8 113.7,275.8 113.8,275.8" class="st1"></polyline>
						<line y2="272.4" x2="114" y1="272.4" x1="113.9" class="st1"></line>
						<polyline points="115.1,273.5 115.1,273.4 115.1,273.3" class="st1"></polyline>
						<polyline points="115.2,273.2 115.3,273.2 115.2,273.1" class="st1"></polyline>
						<line y2="272.9" x2="115.4" y1="272.9" x1="115.4" class="st1"></line>
						<polyline points="115.5,272.9 115.6,272.9 115.6,273" class="st1"></polyline>
						<line y2="272.9" x2="115.7" y1="272.9" x1="115.6" class="st1"></line>
						<polyline points="114.2,275.9 114.2,275.9 114.1,275.8 114,275.8 114,275.8 113.9,275.7 113.9,275.6 113.8,275.5 
							113.8,275.4 113.8,275.3 113.7,275.1 113.7,274.9 113.7,274.7 113.6,274.4 113.7,274.2 113.6,273.9 113.7,273.7 113.7,273.5 
							113.8,273.2 113.9,273.1 114,272.9 114,272.8 114.1,272.6 114.2,272.5 114.3,272.5 114.4,272.5" class="st1"></polyline>
						<line y2="275.7" x2="112.5" y1="275.6" x1="112.5" class="st1"></line>
						<polyline points="111.6,272.5 111.6,272.5 111.5,272.5 111.4,272.6 111.3,272.8 111.3,273 111.2,273.1 
							111.2,273.3 111.1,273.5 111.1,273.8 111.1,273.9 111.1,274.2 111,274.4 111.1,274.6 111.1,274.8 111.2,275 111.2,275.1 
							111.3,275.1 111.4,275.2" class="st1"></polyline>
						<polyline points="109.6,273.7 109.7,273.5 109.6,273.2 109.6,273 109.8,272.8 109.9,272.6 109.9,272.4 110,272.3" class="st1"></polyline>
						<polyline points="111.3,275 111.3,274.8 111.2,274.7 111.2,274.3 111.2,274.1 111.2,273.9 111.3,273.6 
							111.3,273.4 111.3,273.2 111.4,273 111.4,272.7 111.5,272.6" class="st1"></polyline>
						<polyline points="111.2,274.7 111.2,274.6 111.1,274.4 111.2,274.1 111.1,273.9 111.2,273.7 111.2,273.5 
							111.3,273.3 111.3,273.1 111.4,273 111.4,272.7" class="st1"></polyline>
						<polyline points="109.3,273.5 109.2,273.4 109.3,273.2 109.3,273 109.5,272.7 109.5,272.5 109.6,272.4 
							109.6,272.2 109.7,272.1 109.8,272 109.9,272 110,272" class="st1"></polyline>
						<polyline points="110.5,275 110.4,274.8 110.5,274.5 110.4,274.3 110.3,274.1 110.4,273.8 110.4,273.6 
							110.4,273.3 110.5,273.1 110.5,272.9 110.6,272.7 110.7,272.5 110.8,272.4" class="st1"></polyline>
						<line y2="272.2" x2="112.2" y1="272.3" x1="112.3" class="st1"></line>
						<polyline points="113.7,275.5 113.7,275.4 113.7,275.2 113.6,275.1 113.6,275 113.5,274.8 113.5,274.6 
							113.5,274.3 113.6,274.1 113.5,273.9 113.6,273.7 113.6,273.5 113.6,273.3 113.7,273.2 113.8,272.9 113.9,272.9 113.9,272.8 
							114,272.8" class="st1"></polyline>
						<line y2="275.5" x2="115" y1="275.5" x1="115" class="st1"></line>
						<line y2="275.7" x2="115.1" y1="275.7" x1="115.1" class="st1"></line>
						<line y2="275.7" x2="115.3" y1="275.9" x1="115.2" class="st1"></line>
						<line y2="275.7" x2="115.2" y1="275.7" x1="115.2" class="st1"></line>
						<line y2="275.7" x2="115.4" y1="275.7" x1="115.3" class="st1"></line>
						<polyline points="114.8,272.6 114.7,272.5 114.7,272.6 114.6,272.6 114.5,272.6 114.5,272.7 114.4,272.8 
							114.4,272.9 114.3,273 114.2,273.1 114.3,273.2 114.2,273.4 114.1,273.6 114.1,273.8 114.1,273.9 114.1,274.1 114.1,274.2 
							114.1,274.4 114.1,274.5 114,274.7 114.1,274.9 114.1,275 114.2,275.2 114.2,275.3 114.2,275.4 114.2,275.5 114.3,275.6 
							114.3,275.7 114.3,275.8 114.4,275.9 114.4,275.9 114.6,275.9 114.6,275.9" class="st1"></polyline>
						<line y2="272.4" x2="113.2" y1="272.3" x1="113.1" class="st1"></line>
						<polyline points="111.8,275.2 111.7,275.2 111.6,275.1 111.6,274.9 111.5,274.7 111.5,274.5 111.4,274.3 
							111.5,274.2 111.5,273.8 111.5,273.7 111.5,273.4 111.6,273.3 111.6,273.1 111.7,272.9 111.7,272.8 111.8,272.6 111.9,272.6 
							112,272.5" class="st1"></polyline>
						<polyline points="109.9,274.1 109.9,273.9 109.9,273.7 110,273.4 109.9,273.2 110,273 110,272.8 110.1,272.7 
							110.1,272.6 110.2,272.4 110.3,272.3 110.4,272.3" class="st1"></polyline>
						<polyline points="110,270.3 109.9,270.4 109.7,270.4 109.6,270.5 109.4,270.6 109.3,270.7 109.2,270.9 
							109.1,271.1 109,271.2 108.9,271.4 108.8,271.8 108.7,272 108.6,272.3 108.5,272.6 108.5,272.9 108.5,273.2 108.4,273.4" class="st1"></polyline>
						<polyline points="108.2,271.8 108,272.1 108,272.3 107.9,272.5 107.8,272.9 107.8,273.1 107.8,273.3" class="st1"></polyline>
						<line y2="272.8" x2="106" y1="273.1" x1="107.8" class="st1"></line>
						<polyline points="106.4,271.6 106.2,271.8 106.2,272.1 106.1,272.4 106,272.6 106,272.8 106,273.2" class="st1"></polyline>
						<polyline points="108.6,271.1 106.9,270.8 106.6,271.1 106.5,271.4 106.4,271.6 106.3,271.7 106.2,271.8 
							106.2,272.1 106.1,272.2 106.1,272.4 106,272.6 106,272.8 105.9,273.1 106,273.2" class="st2"></polyline>
						<polyline points="110.4,272.1 110.5,272 110.5,272.1" class="st2"></polyline>
						<polyline points="109.8,272.5 110,272.3 110,272.2 110.1,272.1 110.2,272 110.3,272" class="st2"></polyline>
						<polyline points="111.8,272.7 111.9,272.6 112.1,272.5 112.2,272.3 112.2,272.3 112.2,272.2 112.4,272.3 
							112.4,272.3 112.6,272.3 112.6,272.3" class="st2"></polyline>
						<polyline points="114.2,273.1 114.3,273 114.4,272.9 114.3,272.8 114.4,272.8 114.5,272.6 114.6,272.6 
							114.6,272.5 114.7,272.5 114.7,272.5 114.8,272.6 114.8,272.6 114.9,272.5 114.9,272.6 114.9,272.6" class="st2"></polyline>
						<polyline points="113.9,273 114,272.9 114,272.7 114.1,272.6 114.2,272.5 114.3,272.5 114.4,272.5 114.4,272.5 
							114.5,272.5 114.5,272.5 114.6,272.6" class="st2"></polyline>
						<polyline points="113.3,272.4 113.3,272.3 113.2,272.4 113.1,272.3 113,272.3 112.9,272.4 112.8,272.6 
							112.8,272.7 112.6,272.8" class="st2"></polyline>
						<polyline points="110.8,272.1 110.8,271.9 110.8,271.6 110.8,271.4 110.7,271.2 110.6,271 110.5,270.8 
							110.4,270.6 110.3,270.5 110.2,270.4 110.1,270.4 110,270.3 109.6,270.3 109.5,270.3 109.4,270.4 109.4,270.4 109.3,270.4 
							109.2,270.4 109.1,270.5 108.9,270.6 108.8,270.7 108.7,270.8 108.7,270.9 108.6,271 108.5,271.1 108.4,271.3 108.2,271.8" class="st2"></polyline>
						<polyline points="110.1,272.1 110.1,272.1 110,272 110,272 110,272 109.9,272 109.8,272 109.7,272.1 109.6,272.2 
							109.5,272.3 109.4,272.5" class="st2"></polyline>
						<polyline points="110.7,272.1 110.6,272 110.6,272.1 110.4,272.2 110.4,272.3 110.3,272.4 110.2,272.5" class="st2"></polyline>
						<line y2="272.6" x2="110.6" y1="272.5" x1="110.6" class="st2"></line>
						<polyline points="111.2,272.1 111.1,272.1 111,272.1 110.9,272.3 110.8,272.4" class="st2"></polyline>
						<polyline points="111,272.1 111,272.1 110.8,272.1 110.7,272.1" class="st2"></polyline>
						<polyline points="111.6,272.2 111.5,272.2 111.4,272.2 111.3,272.2 111.2,272.4 111.2,272.5 111.1,272.6" class="st2"></polyline>
						<polyline points="113.8,272.5 113.7,272.4 113.6,272.4 113.6,272.4 113.5,272.4 113.4,272.4 113.4,272.4 
							113.2,272.6 113.2,272.7 113.1,272.8 113,272.9" class="st2"></polyline>
						<polyline points="111.9,272.2 111.8,272.2 111.7,272.2 111.6,272.4 111.6,272.5 111.5,272.6 111.4,272.7" class="st2"></polyline>
						<polyline points="110.4,274.6 110.5,275 110.5,275.1 110.6,275.2 110.7,275.4 110.8,275.5 110.9,275.5 
							110.9,275.6 111,275.5 111.1,275.5" class="st2"></polyline>
						<polyline points="112.6,275.7 112.7,275.7 112.7,275.7" class="st2"></polyline>
						<polyline points="112.5,275 112.5,275.2 112.6,275.4 112.7,275.5 112.7,275.6 112.8,275.7 113,275.7 113,275.7 
							113.1,275.7 113.2,275.7" class="st2"></polyline>
						<polyline points="114.5,275.1 114.5,275.3 114.5,275.4 114.6,275.6 114.6,275.7 114.7,275.8 114.7,275.8 
							114.8,275.9 114.9,275.9 115,275.9 115,275.9 115.2,275.9 115.2,275.9 115.4,275.7" class="st2"></polyline>
						<polyline points="114.6,275.9 114.7,275.9 114.8,275.9 114.8,275.9" class="st2"></polyline>
						<polyline points="114,275.8 113.9,275.8 113.8,275.8 113.7,275.8 113.6,275.8 113.6,275.7 113.4,275.6 
							113.4,275.5 113.4,275.3" class="st2"></polyline>
						<polyline points="111.9,275.6 112,275.6 112,275.6" class="st2"></polyline>
						<polyline points="113.5,275.8 113.6,275.8 113.6,275.8" class="st2"></polyline>
						<polyline points="115.1,273 115.2,273 115.3,272.8 115.4,272.8 115.5,272.7 115.5,272.8 115.6,272.8 115.6,272.9 
							115.8,273 115.8,273.1 115.8,273.1 115.8,273.2 115.8,273.3 115.9,273.4 115.9,273.5 115.9,273.7 116,273.8 116,273.9 
							115.9,274.1 116,274.2 115.9,274.3 115.9,274.5 115.9,274.6 115.8,274.8 115.8,274.9 115.8,275 115.8,275.1 115.7,275.2 
							115.6,275.3 115.7,275.4 115.6,275.5 115.5,275.6 115.5,275.6 115.4,275.7 115.3,275.7 115.2,275.7 115.1,275.8" class="st2"></polyline>
						<polyline points="115,275.5 114.9,275.4 114.9,275.3 114.9,275.1 114.8,275" class="st2"></polyline>
						<polyline points="114.6,275.9 114.6,275.9 114.4,275.9 114.3,275.9 114.3,275.8 114.3,275.7 114.2,275.6 
							114.1,275.5 114.1,275.4 114.1,275.3 114,275" class="st2"></polyline>
						<polyline points="114.2,275.9 114.3,275.9 114.3,275.9 114.3,275.9" class="st2"></polyline>
						<polyline points="113.6,275.1 113.7,275.2 113.7,275.4 113.9,275.6 113.9,275.7 114,275.8 114,275.9 114.1,275.8 
							114.2,275.9" class="st2"></polyline>
						<polyline points="114,274.8 114,275 114.1,275.2 114.1,275.2" class="st2"></polyline>
						<polyline points="112.8,274.9 112.9,275.1 113,275.3 113,275.5 113.1,275.6 113.2,275.7 113.3,275.8 113.4,275.8" class="st2"></polyline>
						<polyline points="112,274.9 112.1,275.1 112.1,275.3 112.3,275.4 112.3,275.5 112.4,275.7 112.5,275.6 
							112.5,275.7" class="st2"></polyline>
						<polyline points="111.8,275.1 111.8,275.3 111.8,275.4 112,275.6 112,275.6 112.1,275.7 112.2,275.6 112.3,275.7 
							112.4,275.6" class="st2"></polyline>
						<polyline points="111.8,275.6 111.7,275.6 111.6,275.6 111.5,275.5 111.4,275.3 111.4,275.2 111.3,275 
							111.2,274.7" class="st2"></polyline>
						<polyline points="112.2,272.9 112.4,272.7 112.4,272.6 112.5,272.4 112.6,272.3 112.7,272.3 112.8,272.3" class="st2"></polyline>
						<polyline points="114.2,272.5 114,272.4 114,272.4 113.9,272.4 113.9,272.5 113.8,272.5 113.7,272.5 113.6,272.8 
							113.5,273" class="st2"></polyline>
						<polyline points="112.2,272.3 112.1,272.2 112,272.2" class="st2"></polyline>
						<polyline points="111.6,272.2 111.6,272.2 111.7,272.2 111.7,272.2" class="st2"></polyline>
						<polyline points="113,272.4 112.9,272.3 112.9,272.2" class="st2"></polyline>
						<polyline points="111.3,272.2 111.3,272.2 111.2,272.1" class="st2"></polyline>
						<polyline points="115.4,272.8 115.4,272.7 115.3,272.6 115.2,272.6 115.2,272.5 115.2,272.5 115.1,272.6 
							115.1,272.6 115,272.6 114.9,272.6 114.9,272.7 114.8,272.7 114.8,272.9 114.7,273 114.6,273.1" class="st2"></polyline>
						<polyline points="110.8,274.8 110.9,274.9 110.9,275 111,275.2 111.1,275.4 111.1,275.5 111.3,275.6 111.4,275.5 
							111.4,275.5 111.5,275.5 111.5,275.5" class="st2"></polyline>
						<polyline points="110.1,274.6 110.1,274.8 110.2,275 110.2,275.1 110.3,275.3 110.4,275.4 110.4,275.5 
							110.5,275.5 110.6,275.4 110.7,275.5 110.8,275.4" class="st2"></polyline>
						<polyline points="109.9,275.3 110,275.4 110.1,275.5 110.2,275.4 110.3,275.4 110.4,275.4" class="st2"></polyline>
						<polyline points="108.8,276.9 108.9,276.9 109.2,276.9 109.3,276.9 109.5,276.9 109.6,276.8 109.7,276.7 
							109.9,276.6 110,276.4 110.1,276.2 110.2,276.1 110.3,275.8 110.4,275.5 110.5,275.5" class="st2"></polyline>
					</g>
					<g id="ID_1302">
						<polyline points="119.9,264.2 119.9,264.2 120,264.2 120.1,264.2 120.2,264.2 120.3,264.1 120.3,264.1" class="st1"></polyline>
						<line y2="264.2" x2="120" y1="264.2" x1="119.9" class="st1"></line>
						<line y2="262.6" x2="119.9" y1="262.5" x1="120" class="st1"></line>
						<polyline points="120,262.2 120.1,262 120,261.9" class="st1"></polyline>
						<polyline points="120.1,261.8 120.2,261.7 120.1,261.6" class="st1"></polyline>
						<polyline points="120.8,261.2 120.7,261.2 120.6,261.2" class="st1"></polyline>
						<polyline points="120.5,261.2 120.5,261.2 120.5,261.2" class="st1"></polyline>
						<polyline points="120.4,261.3 120.3,261.4 120.3,261.4" class="st1"></polyline>
						<polyline points="120.4,264 120.4,264 120.3,264 120.3,264 120.2,264 120.2,264 120.1,263.9 120,263.8 120,263.8 
							120,263.7 120,263.6 119.9,263.5 119.9,263.4 119.9,263.2 119.9,263.1 119.9,263 119.9,262.8" class="st1"></polyline>
						<line y2="263.9" x2="120.5" y1="264" x1="120.5" class="st1"></line>
						<polyline points="119.3,261.2 119.3,261.3 119.3,261.4 119.2,261.4 119.2,261.6 119.2,261.8 119.1,261.9 
							119.1,262 119,262.1 119,262.3 119,262.4 118.9,262.5 119,262.7 118.9,262.9 119,263 119,263.1 119,263.2 119.1,263.3 
							119.1,263.4" class="st1"></polyline>
						<polyline points="119.4,264.1 119.3,264.1 119.3,264.1 119.1,264.2" class="st1"></polyline>
						<polyline points="114.2,261.2 114.3,261 114.4,260.9 114.4,260.7" class="st1"></polyline>
						<polyline points="114.7,258.6 114.6,258.6 114.5,258.7 114.3,258.7 114.2,258.8 114.1,259 114,259.1 113.8,259.3 
							113.7,259.5 113.6,259.7 113.5,260.1 113.5,260.3 113.4,260.6 113.3,260.8 113.2,261.2 113.2,261.5 113.2,261.8 113,262.2 
							113.1,262.4 113.1,262.8 113.1,263.1 113.1,263.4 113.1,263.7 113.2,264 113.2,264.2 113.3,264.4 113.4,264.5 113.4,264.7 
							113.6,264.9 113.6,265 113.7,265.1 113.8,265.1" class="st1"></polyline>
						<polyline points="114.4,263.4 114.4,263.4 114.4,263.3 114.3,263.3 114.3,263.2 114.2,263 114.2,262.9" class="st1"></polyline>
						<polyline points="113.6,259.4 113.5,259.6 113.4,259.8 113.3,260 113.3,260.2 113.1,260.6 113.1,260.7 113,260.9 
							113,261.1 113,261.3 113,261.5 112.9,261.7 112.9,261.9 112.8,262.1 112.9,262.4 112.9,262.6 112.8,262.9 112.9,263.1 
							112.9,263.4 113,263.7 113,263.9 113.1,264.1" class="st1"></polyline>
						<polyline points="114.3,263.1 114.3,262.9 114.2,262.7 114.2,262.5 114.2,262.3 114.1,262 114.2,261.7 
							114.2,261.5 114.3,261.3 114.3,261.1 114.5,260.8 114.5,260.6 114.6,260.5" class="st1"></polyline>
						<polyline points="115,260.6 115,260.6 114.9,260.6 114.8,260.7 114.8,260.9 114.7,261 114.7,261.2 114.6,261.3 
							114.5,261.5 114.5,261.8 114.5,262 114.4,262.2 114.5,262.4 114.5,262.7 114.6,262.8 114.6,263 114.7,263.2 114.7,263.3 
							114.7,263.4" class="st1"></polyline>
						<polyline points="115.4,260.6 115.3,260.6 115.3,260.7 115.2,260.9 115.1,261 115.1,261.2 115,261.3 115,261.5 
							114.9,261.8 114.9,262 114.8,262.2 114.9,262.4 114.9,262.6 114.9,262.8 114.9,263 115.1,263.2 115.1,263.3 115.1,263.4" class="st1"></polyline>
						<polyline points="115.4,260.6 115.3,260.7 115.2,261 115.2,261.2 115.1,261.4 115.1,261.6 115,261.8 115,262 
							115,262.4 115,262.6 115,262.8 115,263 115.1,263.2" class="st1"></polyline>
						<polyline points="119.8,263.4 119.8,263.3 119.9,263.2 119.8,263 119.8,262.9 119.8,262.8 119.8,262.6 
							119.8,262.5 119.8,262.4 119.8,262.3 119.9,262.1 119.8,262 119.9,261.9 120,261.7 120,261.6 120,261.5 120.1,261.4" class="st1"></polyline>
						<polyline points="119.7,261.4 119.6,261.5 119.6,261.5 119.5,261.7 119.5,261.8 119.5,262 119.4,262.1 
							119.4,262.2 119.4,262.3 119.4,262.5 119.4,262.6 119.3,262.8 119.4,262.9 119.4,263 119.4,263.1 119.5,263.3 119.5,263.4" class="st1"></polyline>
						<polyline points="119.5,263.6 119.5,263.5 119.5,263.3 119.4,263.2 119.4,263 119.5,262.9 119.4,262.7 
							119.5,262.5 119.4,262.4 119.5,262.2 119.5,262.1 119.5,261.9 119.6,261.8 119.6,261.5 119.6,261.4 119.7,261.3 119.7,261.2" class="st1"></polyline>
						<polyline points="118.2,261 118.1,261.1 118,261.3 117.9,261.5 117.9,261.7 117.9,262 117.8,262.2 117.8,262.4 
							117.8,262.6 117.8,262.9 117.9,263.1 117.9,263.3 118,263.5" class="st1"></polyline>
						<polyline points="117.8,260.9 117.8,260.9 117.7,260.9 117.6,261 117.5,261.2 117.5,261.4 117.4,261.5 
							117.4,261.7 117.3,261.9 117.3,262.2 117.2,262.4 117.3,262.6 117.4,262.8 117.3,263 117.4,263.2 117.4,263.3 117.4,263.5 
							117.6,263.5 117.6,263.6" class="st1"></polyline>
						<polyline points="117.4,260.8 117.4,260.9 117.3,260.9 117.2,261 117.1,261.2 117.1,261.4 117,261.5 117,261.7 
							116.9,261.9 116.9,262.2 116.8,262.4 116.9,262.6 116.9,262.8 116.9,263 116.9,263.2 117,263.4 117.1,263.4 117.1,263.5 
							117.1,263.5" class="st1"></polyline>
						<polyline points="117.5,260.5 117.4,260.6 117.3,260.5 117.2,260.6 117.1,260.7 117,260.8 117,261 116.9,261.1 
							116.8,261.4 116.7,261.6 116.7,261.8 116.6,262 116.6,262.3 116.7,262.5 116.6,262.7 116.7,262.9 116.8,263.2 116.8,263.4 
							116.8,263.5 116.9,263.7 117,263.8 117,263.9 117.2,264 117.2,263.9" class="st1"></polyline>
						<polyline points="115.8,260.7 115.7,260.8 115.6,261.1 115.5,261.3 115.5,261.5 115.4,261.7 115.4,261.9 
							115.4,262.2 115.4,262.5 115.4,262.7 115.4,263 115.5,263.2" class="st1"></polyline>
						<polyline points="115.6,263.4 115.5,263.3 115.4,263.3 115.4,263.1 115.3,263 115.3,262.8 115.3,262.6 
							115.3,262.4 115.3,262.1 115.3,262 115.3,261.8 115.4,261.5 115.4,261.3 115.5,261.1 115.5,261 115.6,260.8 115.7,260.7 
							115.8,260.7 115.7,260.6" class="st1"></polyline>
						<polyline points="115.9,263.2 115.9,263.1 115.8,262.9 115.8,262.7 115.8,262.3 115.8,262.1 115.9,261.9 
							115.9,261.6 115.9,261.4 116,261.2 116.1,261 116.1,260.8" class="st1"></polyline>
						<polyline points="115.8,260.4 115.7,260.3 115.7,260.4 115.6,260.4 115.5,260.5 115.4,260.7 115.3,260.8 
							115.2,261 115.2,261.2 115.1,261.4 115.1,261.6 115.1,261.9 115,262.1 115.1,262.3 115,262.7 115.1,262.8 115.1,263.1 
							115.1,263.3 115.3,263.4 115.3,263.5 115.4,263.7 115.4,263.7 115.5,263.8" class="st1"></polyline>
						<polyline points="117.1,263.4 117.1,263.2 117,263.1 117,262.9 117,262.6 117,262.3 117,262.1 117,261.9 
							117,261.6 117.2,261.5 117.3,261.2 117.3,261 117.4,260.9" class="st1"></polyline>
						<polyline points="118.2,261 118.1,261 118,261 118,261.1 117.9,261.4 117.8,261.5 117.8,261.6 117.7,261.8 
							117.7,262.1 117.7,262.2 117.7,262.5 117.7,262.8 117.7,263 117.8,263.2 117.8,263.3 117.8,263.5 117.9,263.6 118,263.7" class="st1"></polyline>
						<polyline points="118.1,260.6 118.1,260.6 117.9,260.7 117.9,260.7 117.8,260.9 117.7,261.1 117.7,261.2 
							117.6,261.4 117.6,261.7 117.5,261.9 117.5,262.1 117.4,262.3 117.4,262.6 117.5,262.8 117.4,263 117.5,263.2 117.5,263.4 
							117.6,263.6 117.7,263.8 117.8,263.9 117.9,264 117.9,264.1 118.1,264" class="st1"></polyline>
						<polyline points="116.5,260.8 116.4,260.9 116.4,261.2 116.4,261.4 116.3,261.6 116.3,261.8 116.2,262 
							116.2,262.2 116.2,262.6 116.2,262.8 116.3,263 116.3,263.2 116.4,263.4" class="st1"></polyline>
						<polyline points="116.8,261 116.7,261.3 116.7,261.4 116.6,261.6 116.7,261.7 116.6,261.9 116.6,262.1 
							116.5,262.5 116.6,262.7 116.6,262.9 116.6,263.1" class="st1"></polyline>
						<polyline points="116.7,263.4 116.6,263.2 116.6,263 116.6,262.7 116.6,262.4 116.6,262.2 116.6,261.9 
							116.7,261.7 116.7,261.5 116.7,261.3 116.8,261.1 116.9,260.9" class="st1"></polyline>
						<polyline points="115.3,260.8 115.2,261 115.2,261.2 115.1,261.3 115,261.5 115,261.7 115,262 114.9,262.2 
							115,262.4 114.9,262.6 115,262.8 115,263" class="st1"></polyline>
						<polyline points="117,260.8 116.9,260.8 116.8,260.8 116.9,260.9 116.7,261.1 116.7,261.2 116.6,261.4 
							116.6,261.6 116.6,261.7 116.5,261.9 116.5,262.2 116.4,262.5 116.5,262.7 116.6,262.9 116.5,263.1 116.5,263.2 116.7,263.4 
							116.7,263.4 116.7,263.5" class="st1"></polyline>
						<polyline points="116.8,263.8 116.7,263.9 116.6,263.8 116.6,263.7 116.4,263.6 116.4,263.4 116.3,263.2 
							116.3,263 116.2,262.9 116.3,262.6 116.2,262.3 116.2,262.1 116.3,261.9 116.3,261.7 116.4,261.5 116.4,261.2 116.5,261 
							116.5,260.8 116.6,260.7 116.8,260.6 116.9,260.5 116.9,260.5 116.9,260.5" class="st1"></polyline>
						<polyline points="115.4,263 115.4,262.8 115.3,262.6 115.4,262.4 115.3,262.2 115.4,261.9 115.4,261.7 
							115.5,261.5 115.5,261.3 115.6,261.1 115.6,260.9" class="st1"></polyline>
						<polyline points="117.3,261 117.3,261.2 117.2,261.4 117.1,261.5 117.1,261.7 117,261.9 117,262.1 116.9,262.4 
							117,262.5 117,262.9 117,263.1 117,263.2" class="st1"></polyline>
						<polyline points="119,261 118.9,261 118.9,261.1 118.9,261.1 118.7,261.3 118.8,261.5 118.6,261.6 118.6,261.8 
							118.5,262 118.6,262.2 118.5,262.4 118.5,262.7 118.5,262.9 118.6,263.1 118.5,263.3 118.6,263.5 118.6,263.6 118.7,263.7 
							118.7,263.7" class="st1"></polyline>
						<polyline points="118.3,263.5 118.2,263.3 118.2,263.1 118.2,262.8 118.2,262.6 118.2,262.3 118.2,262.1 
							118.3,261.9 118.3,261.7 118.3,261.5 118.5,261.2 118.6,261.1" class="st1"></polyline>
						<polyline points="120.1,261.4 120,261.5 120,261.6 119.9,261.9 119.9,262.1 119.8,262.3 119.8,262.5 119.8,262.7 
							119.8,262.8 119.8,263 119.8,263.1 119.9,263.2 119.8,263.4 119.8,263.5" class="st1"></polyline>
						<polyline points="118.4,261.2 118.3,261.5 118.3,261.7 118.2,261.8 118.2,262 118.1,262.2 118.2,262.4 
							118.1,262.6 118.2,262.9 118.2,263.1 118.2,263.3" class="st1"></polyline>
						<polyline points="116.5,263.8 116.4,263.8 116.3,263.8 116.2,263.7 116.1,263.6 116,263.5 116,263.3 115.9,263.1 
							115.8,263 115.9,262.7 115.8,262.4 115.9,262.2 115.9,261.9 115.9,261.7 116,261.5 116,261.3 116.1,261 116.1,260.9 
							116.2,260.7 116.3,260.7 116.3,260.5 116.4,260.4 116.5,260.4 116.6,260.5" class="st1"></polyline>
						<polyline points="116.6,260.8 116.5,260.8 116.4,260.8 116.3,261 116.3,261.1 116.2,261.3 116.2,261.4 
							116.1,261.6 116.1,261.9 116.1,262.1 116.1,262.3 116.1,262.5 116.1,262.7 116.1,262.9 116.2,263.1 116.2,263.3 116.3,263.4 
							116.4,263.4 116.4,263.5" class="st1"></polyline>
						<polyline points="117.6,264 117.5,264 117.4,263.9 117.3,263.8 117.3,263.7 117.1,263.5 117.1,263.3 117,263.2 
							117.1,262.9 117,262.6 117.1,262.4 117.1,262.2 117.1,262 117.1,261.7 117.2,261.5 117.3,261.2 117.3,261.1 117.4,261 
							117.4,260.8 117.5,260.7 117.6,260.6 117.7,260.6 117.8,260.6" class="st1"></polyline>
						<line y2="264" x2="117.1" y1="264" x1="117.2" class="st1"></line>
						<polyline points="116.2,260.7 116.1,260.7 116,260.8 115.9,261 115.9,261.1 115.8,261.3 115.8,261.4 115.7,261.6 
							115.8,261.8 115.7,262.1 115.7,262.3 115.7,262.5 115.7,262.7 115.7,262.9 115.8,263.1 115.8,263.3 115.9,263.4 116,263.4" class="st1"></polyline>
						<polyline points="116,263.8 115.9,263.8 115.8,263.7 115.7,263.6 115.7,263.5 115.5,263.3 115.5,263.3 115.4,263 
							115.5,262.7 115.4,262.5 115.4,262.2 115.4,262 115.4,261.8 115.5,261.6 115.6,261.4 115.6,261.2 115.7,260.9 115.8,260.8 
							115.8,260.6 115.9,260.6 116,260.4 116.1,260.4 116.2,260.4" class="st1"></polyline>
						<polyline points="115,260.3 114.9,260.2 114.8,260.2 114.7,260.4 114.7,260.5 114.6,260.6 114.5,260.7 
							114.5,260.9 114.3,261.1 114.3,261.3 114.3,261.6 114.3,261.8 114.3,262 114.2,262.4 114.3,262.5 114.2,262.8 114.3,263 
							114.3,263.1 114.4,263.3 114.5,263.4 114.6,263.6 114.7,263.7 114.8,263.7" class="st1"></polyline>
						<polyline points="116.3,263 116.2,262.9 116.2,262.7 116.1,262.5 116.2,262.2 116.1,262.1 116.2,261.8 
							116.2,261.6 116.3,261.4 116.3,261.3 116.4,261.1" class="st1"></polyline>
						<polyline points="118.1,261.2 118,261.3 117.9,261.5 117.9,261.7 117.8,261.8 117.8,262 117.7,262.2 117.8,262.5 
							117.8,262.8 117.8,262.9 117.9,263.1 117.9,263.3" class="st1"></polyline>
						<polyline points="119.8,261.1 119.8,261.1 119.7,261.2 119.6,261.2 119.7,261.3 119.6,261.3 119.6,261.4 
							119.5,261.6 119.4,261.7 119.5,261.8 119.4,261.9 119.3,262 119.4,262.1 119.3,262.2 119.3,262.4 119.3,262.6 119.3,262.7 
							119.3,262.8 119.3,263 119.3,263.1 119.3,263.3 119.4,263.4 119.4,263.5 119.4,263.5 119.5,263.6 119.5,263.7 119.5,263.8 
							119.6,263.9" class="st1"></polyline>
						<polyline points="120.2,261.2 120.2,261.2 120.1,261.2 120,261.2 120.1,261.3 120,261.4 119.9,261.5 119.9,261.6 
							119.9,261.7 119.8,261.8 119.8,261.9 119.7,262 119.8,262.2 119.7,262.3 119.7,262.4 119.7,262.6 119.7,262.7 119.7,262.9 
							119.7,263.1 119.7,263.2 119.8,263.3 119.8,263.3 119.8,263.4 119.9,263.6 119.9,263.7 119.9,263.8 119.9,263.8 120,263.9 
							120.1,264 120.1,264 120.2,264" class="st1"></polyline>
						<polyline points="119.2,261.4 119.2,261.5 119.1,261.8 119.1,261.9 119,262.1 119,262.3 119,262.6 119,262.8 
							119,263 119,263.2 119.1,263.4" class="st1"></polyline>
						<line y2="261.3" x2="120.8" y1="261.2" x1="120.8" class="st1"></line>
						<polyline points="119.1,263.6 119.1,263.4 119.1,263.3 119,263.1 119,263 119,262.8 119,262.7 119,262.5 
							119,262.3 119.1,262.2 119.1,262 119.1,261.9 119.1,261.7 119.2,261.5 119.3,261.4 119.3,261.3 119.3,261.2" class="st1"></polyline>
						<polyline points="117.6,261.1 117.6,261.3 117.5,261.5 117.5,261.7 117.4,261.9 117.4,262.1 117.3,262.3 
							117.4,262.5 117.4,262.8 117.4,263 117.5,263.1" class="st1"></polyline>
						<polyline points="115.9,263.1 115.8,263 115.8,262.8 115.7,262.5 115.8,262.3 115.8,262 115.8,261.8 115.8,261.6 
							115.8,261.4 115.9,261.3 116,261.1 116,260.9" class="st1"></polyline>
						<line y2="263.8" x2="116.3" y1="263.8" x1="116.4" class="st1"></line>
						<polyline points="117.7,261 117.6,261.1 117.6,261.3 117.5,261.6 117.5,261.8 117.5,262 117.4,262.3 117.4,262.5 
							117.4,262.8 117.4,263 117.5,263.2 117.5,263.4" class="st1"></polyline>
						<polyline points="119.4,261.1 119.4,261.1 119.3,261.2 119.2,261.2 119.2,261.4 119.1,261.6 119.1,261.8 
							119,261.9 118.9,262.1 118.9,262.3 118.9,262.6 118.9,262.9 118.9,263.1 118.9,263.3 119,263.4 119,263.6 119,263.7 
							119.2,263.8 119.2,263.8" class="st1"></polyline>
						<line y2="261.2" x2="120.6" y1="261.2" x1="120.8" class="st1"></line>
						<polyline points="118.9,264.1 118.8,264.1 118.6,264.1 118.6,264 118.5,263.9 118.4,263.7 118.4,263.5 
							118.3,263.3 118.3,263.1 118.2,262.9 118.3,262.7 118.3,262.4 118.3,262.2 118.3,262 118.4,261.7 118.3,261.5 118.5,261.3 
							118.6,261.1 118.6,261 118.7,260.8 118.8,260.8 118.9,260.7 119,260.8" class="st1"></polyline>
						<line y2="261.8" x2="120.1" y1="261.9" x1="120" class="st1"></line>
						<polyline points="120.1,261.6 120.2,261.5 120.3,261.4" class="st1"></polyline>
						<polyline points="118.7,263.4 118.6,263.2 118.6,263.1 118.5,262.9 118.6,262.6 118.6,262.4 118.6,262.2 
							118.6,262 118.6,261.8 118.7,261.6 118.8,261.5 118.8,261.3" class="st1"></polyline>
						<line y2="264" x2="120.4" y1="264" x1="120.5" class="st1"></line>
						<polyline points="120.4,264 120.3,264 120.3,264" class="st1"></polyline>
						<line y2="264.1" x2="120.3" y1="264.2" x1="120.2" class="st1"></line>
						<polyline points="119.9,262.6 119.9,262.7 119.9,262.8" class="st1"></polyline>
						<polyline points="119.4,260.8 119.3,260.8 119.2,260.8 119.2,260.8 119,261 119,261.1 118.9,261.3 118.9,261.4 
							118.8,261.6 118.8,261.9 118.7,262.1 118.7,262.4 118.7,262.6 118.6,262.8 118.7,263 118.6,263.3 118.7,263.5 118.7,263.7 
							118.9,263.8 118.9,264 119,264.1 119.1,264.2 119.2,264.1 119.3,264.2" class="st1"></polyline>
						<line y2="260.6" x2="117.8" y1="260.6" x1="117.7" class="st1"></line>
						<polyline points="118.7,263.6 118.7,263.4 118.6,263.2 118.6,262.9 118.6,262.7 118.6,262.5 118.7,262.3 
							118.7,262 118.7,261.8 118.8,261.5 118.8,261.3 118.9,261.2 119,261.1" class="st1"></polyline>
						<polyline points="120.6,261.2 120.6,261.2 120.5,261.2" class="st1"></polyline>
						<line y2="261.2" x2="120.5" y1="261.3" x1="120.4" class="st1"></line>
						<polyline points="119.9,264.2 119.8,264.2 119.8,264.2 119.7,264.1 119.7,264 119.6,263.9 119.6,263.7 
							119.5,263.6 119.5,263.5 119.5,263.3 119.4,263.2 119.5,263 119.5,262.9 119.5,262.7 119.5,262.6 119.5,262.4 119.5,262.2 
							119.5,262.1 119.6,261.9 119.6,261.8 119.6,261.6 119.7,261.5 119.7,261.3 119.8,261.3 119.8,261.2 119.9,261 120,261 
							120,260.9 120.1,260.9 120.2,260.9 120.2,260.9" class="st1"></polyline>
						<line y2="260.7" x2="118.6" y1="260.7" x1="118.6" class="st1"></line>
						<polyline points="119.6,264.2 119.6,264.2 119.5,264.2 119.5,264.2 119.4,264.1 119.3,264 119.2,263.9 
							119.2,263.8 119.2,263.7 119.1,263.6 119.1,263.4 119.1,263.3 119.1,263.1 119.1,263 119,262.8 119.1,262.7 119,262.5 
							119.1,262.3 119.1,262.2 119.1,262 119.2,261.9 119.2,261.6 119.2,261.5 119.3,261.4 119.3,261.3 119.4,261.2 119.5,261 
							119.5,261 119.6,260.9 119.6,260.9 119.6,260.8 119.7,260.8 119.7,260.8" class="st1"></polyline>
						<polyline points="120,262.5 119.9,262.3 120,262.2" class="st1"></polyline>
						<polyline points="118.3,263.7 118.3,263.6 118.3,263.5 118.3,263.4 118.1,263.3 118.2,263.1 118.1,262.9 
							118.1,262.7 118.1,262.5 118.1,262.2 118.1,262 118.1,261.8 118.2,261.6 118.3,261.5 118.3,261.3 118.4,261.1 118.5,261.1 
							118.5,261 118.6,261" class="st1"></polyline>
						<line y2="264.2" x2="119.9" y1="264.2" x1="119.9" class="st1"></line>
						<polyline points="118.6,260.7 118.6,260.7 118.5,260.7 118.4,260.7 118.3,260.9 118.2,261 118.1,261.2 118,261.3 
							118,261.6 117.9,261.8 117.9,262 117.9,262.3 117.9,262.5 117.9,262.7 117.8,263 117.9,263.2 117.9,263.4 118,263.6 
							118,263.7 118.2,263.9 118.2,264 118.3,264.1 118.4,264" class="st1"></polyline>
						<line y2="260.5" x2="116.9" y1="260.5" x1="116.9" class="st1"></line>
						<polyline points="115.2,263.7 115.1,263.7 115,263.6 115,263.6 114.8,263.4 114.8,263.2 114.8,263.1 114.7,262.9 
							114.6,262.7 114.7,262.4 114.6,262.2 114.6,261.9 114.7,261.7 114.7,261.5 114.8,261.3 114.8,261.1 114.9,260.8 114.9,260.7 
							115,260.6 115.2,260.4 115.2,260.3 115.3,260.3 115.3,260.3" class="st1"></polyline>
						<polyline points="115,258.6 114.9,258.7 114.8,258.7 114.6,258.7 114.5,258.9 114.4,259 114.2,259.1 114.2,259.4 
							114,259.5 114,259.7 113.8,260.1 113.7,260.3 113.7,260.6 113.5,260.9 113.5,261.2 113.5,261.5 113.4,261.9 113.4,262.2 
							113.3,262.5 113.4,262.8 113.4,263.1 113.4,263.4 113.5,263.7 113.5,264 113.6,264.2 113.7,264.5 113.7,264.7 113.8,264.9 
							113.9,264.9 113.9,265 114.1,265.2 114.2,265.2 114.3,265.2" class="st1"></polyline>
						<line y2="263.8" x2="115.5" y1="263.8" x1="115.5" class="st1"></line>
						<polyline points="114.2,261.2 114.2,261.4 114.2,261.6 114.1,261.9 114.2,262.1 114.1,262.3 114.2,262.5 
							114.1,262.7 114.2,262.9 114.2,263 114.3,263.2 114.4,263.2 114.4,263.2" class="st1"></polyline>
						<polyline points="114.6,263.1 114.6,262.9 114.6,262.7 114.6,262.4 114.6,262.2 114.6,261.9 114.7,261.6 
							114.6,261.4 114.8,261.2 114.8,261 114.9,260.8 114.9,260.6" class="st1"></polyline>
						<polyline points="114.6,262.8 114.5,262.7 114.6,262.5 114.5,262.2 114.5,262 114.6,261.7 114.6,261.5 
							114.6,261.3 114.7,261.2 114.7,261 114.9,260.8" class="st1"></polyline>
						<polyline points="112.9,263.4 112.8,263.3 112.7,263 112.8,262.6 112.8,262.3 112.8,262 112.8,261.7 112.8,261.4 
							113,261 113.1,260.7 113,260.5 113.2,260.4 113.2,260.1" class="st1"></polyline>
						<line y2="260.5" x2="111.2" y1="260.7" x1="113.1" class="st1"></line>
						<polyline points="114.3,262.9 114.2,262.7 114.2,262.5 114.1,262.3 114.2,262.1 114.1,261.9 114.2,261.6 
							114.2,261.4 114.2,261.2" class="st1"></polyline>
						<line y2="263.3" x2="112.8" y1="263.1" x1="111" class="st1"></line>
						<polyline points="111.5,259.8 111.4,259.9 111.4,260.1 111.2,260.4 111.2,260.5 111.1,260.8 111,261.1 111,261.5 
							111,261.8 111,262.1 110.9,262.4 110.9,262.8 111,263.1 111.1,263.2" class="st1"></polyline>
						<line y2="263.1" x2="111" y1="263.2" x1="111.1" class="st1"></line>
						<polyline points="113.1,264.4 111.8,264.2 111.6,264.1 111.5,263.9 111.3,263.8 111.3,263.7 111.1,263.5 
							111.1,263.4 111.1,263.2 111,263.1 111,262.9 110.9,262.8 110.9,262.6 110.9,262.4 110.9,262.2 110.9,262 111,261.8 
							110.9,261.6 111,261.4 111,261.1 111.1,260.9 111.1,260.7 111.2,260.5 111.2,260.4 111.3,260.1 111.3,260 111.4,259.9" class="st2"></polyline>
						<polyline points="111.5,259.8 111.6,259.5 111.8,259.4 112,259.2 112.2,259.1 113.7,259.2" class="st2"></polyline>
						<polyline points="115.3,260.3 115.4,260.3 115.6,260.3 115.6,260.4" class="st2"></polyline>
						<polyline points="117.3,261 117.4,260.9 117.4,260.8 117.5,260.6 117.6,260.6 117.7,260.6 117.8,260.6 
							117.9,260.6 117.9,260.6" class="st2"></polyline>
						<polyline points="119.7,261.4 119.7,261.2 119.8,261.1 119.8,261.1 119.9,260.9 120,260.9 120.1,260.9 
							120.1,260.9 120.2,260.9 120.2,260.9 120.3,260.8 120.3,260.9 120.4,260.9 120.4,261 120.4,261" class="st2"></polyline>
						<polyline points="119.2,261.4 119.3,261.3 119.3,261.2 119.4,261.1 119.5,261 119.6,260.9 119.5,260.8 
							119.6,260.8 119.7,260.8 119.7,260.8 119.7,260.8 119.8,260.8 119.8,260.8 119.9,260.8 120,260.9" class="st2"></polyline>
						<polyline points="118.8,260.8 118.7,260.7 118.6,260.7 118.6,260.7 118.5,260.7 118.4,260.7 118.3,260.9 
							118.2,261 118.1,261.2" class="st2"></polyline>
						<polyline points="116.6,260.5 116.7,260.4 116.8,260.5" class="st2"></polyline>
						<polyline points="116.2,260.4 116.3,260.4 116.3,260.4 116.3,260.4" class="st2"></polyline>
						<polyline points="116,260.9 116.1,260.8 116.2,260.7 116.2,260.6 116.3,260.4 116.4,260.4 116.5,260.4" class="st2"></polyline>
						<polyline points="117.6,261.1 117.7,261 117.8,260.9 117.9,260.8 117.9,260.6 118,260.6 118.1,260.6 118.1,260.6 
							118.2,260.7 118.4,260.7 118.4,260.7" class="st2"></polyline>
						<polyline points="120.1,261.4 120.1,261.4 120.1,261.2 120.2,261.2 120.3,261 120.4,261 120.5,261 120.5,261 
							120.6,261.1 120.6,261.2 120.8,261.3 120.8,261.4 120.9,261.4 120.9,261.5 121,261.6 121,261.7 120.9,261.8 121,262 
							121,262.1 121,262.2 121,262.3 121,262.5 120.9,262.6 121,262.7 120.9,262.9 120.9,263 120.9,263.2 120.8,263.3 120.8,263.4 
							120.8,263.5 120.7,263.6 120.7,263.7 120.6,263.8 120.5,263.9 120.5,263.9 120.5,264" class="st2"></polyline>
						<polyline points="119.8,263.5 119.9,263.6 120,263.7 120,263.8 120,263.9 120.1,264 120.2,264 120.2,264.1 
							120.3,264 120.3,264 120.4,264" class="st2"></polyline>
						<polyline points="119.5,263.4 119.5,263.6 119.6,263.7 119.6,263.9 119.6,263.9 119.7,264.1 119.7,264.1 
							119.8,264.2 119.8,264.3 119.9,264.2 120,264.2 120.1,264.3 120.2,264.2 120.3,264.1 120.4,264 120.4,264" class="st2"></polyline>
						<polyline points="119.6,264.2 119.7,264.2 119.8,264.2 119.8,264.2" class="st2"></polyline>
						<polyline points="119.1,263.4 119.1,263.4 119.1,263.6 119.2,263.7 119.2,263.8 119.2,263.9 119.2,264 
							119.4,264.1 119.4,264.2 119.5,264.2 119.5,264.3 119.6,264.2" class="st2"></polyline>
						<polyline points="119.3,264.2 119.3,264.2 119.4,264.2 119.4,264.2" class="st2"></polyline>
						<polyline points="118.7,263.4 118.7,263.6 118.8,263.8 118.8,263.9 118.9,264.1 119,264.1 119.1,264.2" class="st2"></polyline>
						<polyline points="118.9,264.1 118.9,264.1 118.9,264.1" class="st2"></polyline>
						<polyline points="118.1,264 118.1,264 118.2,264" class="st2"></polyline>
						<polyline points="118.8,264.1 118.7,264.2 118.6,264.1 118.5,264 118.4,263.8 118.3,263.6 118.3,263.5 
							118.2,263.3" class="st2"></polyline>
						<polyline points="116.3,263 116.4,263.4 116.4,263.5 116.5,263.7 116.6,263.8 116.6,263.9 116.7,263.9 
							116.8,263.8 116.9,263.9 117,263.9" class="st2"></polyline>
						<polyline points="118.6,264.1 118.4,264.1 118.4,264 118.3,264.1 118.2,264.1 118.1,264 118,263.8 118,263.7 
							118,263.5 117.9,263.3" class="st2"></polyline>
						<polyline points="116.5,263.8 116.6,263.8 116.6,263.8" class="st2"></polyline>
						<polyline points="117.5,263.1 117.5,263.4 117.6,263.6 117.6,263.7 117.7,263.9 117.8,264 117.9,264 118,264" class="st2"></polyline>
						<polyline points="117,263.2 117.1,263.4 117.2,263.6 117.2,263.7 117.3,263.9 117.5,264 117.5,264 117.6,264 
							117.7,264 117.8,264" class="st2"></polyline>
						<polyline points="117.2,263.9 117.3,263.9 117.3,263.9" class="st2"></polyline>
						<polyline points="116.6,263.1 116.7,263.4 116.7,263.5 116.8,263.6 116.9,263.8 117,263.9 117.1,264 117.2,264" class="st2"></polyline>
						<polyline points="116.4,263.8 116.3,263.8 116.2,263.8 116.1,263.7 116,263.6 116,263.4 115.9,263.2 115.9,263.1" class="st2"></polyline>
						<polyline points="116.2,263.8 116.1,263.8 116,263.8 116,263.8 115.9,263.8 115.7,263.7 115.6,263.6 115.6,263.4 
							115.5,263.3 115.5,263.2 115.4,263" class="st2"></polyline>
						<polyline points="117.2,260.6 117.2,260.5 117.1,260.6 116.9,260.5 116.9,260.5 116.8,260.5 116.8,260.5 
							116.6,260.7 116.5,260.8 116.4,261.1" class="st2"></polyline>
						<polyline points="114.9,260.2 114.8,260.2 114.7,260.3 114.6,260.4 114.6,260.5" class="st2"></polyline>
						<polyline points="115.3,260.3 115.2,260.3 115.2,260.3 115.1,260.4 115,260.5 114.9,260.6 114.9,260.8" class="st2"></polyline>
						<polyline points="115.9,260.4 115.8,260.2 115.8,259.8 115.8,259.7 115.7,259.5 115.6,259.3 115.5,259.1 
							115.5,258.9 115.3,258.7 115.2,258.8 115.1,258.7 115,258.6 114.7,258.6 114.6,258.6 114.5,258.6 114.4,258.7 114.3,258.7 
							114.2,258.7 114.1,258.8 113.9,258.9 113.9,259 113.8,259.2 113.7,259.3 113.6,259.4 113.2,260.1" class="st2"></polyline>
						<polyline points="117.5,260.6 117.5,260.5 117.5,260.5" class="st2"></polyline>
						<polyline points="116.8,261 116.9,260.9 117,260.8 117.1,260.7 117.2,260.6 117.3,260.5 117.4,260.5" class="st2"></polyline>
						<polyline points="118.8,261.3 119,261.1 119,261 119.1,260.8 119.2,260.8 119.3,260.8 119.4,260.8 119.5,260.8 
							119.5,260.8" class="st2"></polyline>
						<polyline points="119.2,260.8 119.1,260.8 119.1,260.7 119,260.8 119,260.7 118.9,260.7 118.8,260.7 118.7,260.8 
							118.6,261 118.6,261.1 118.4,261.2" class="st2"></polyline>
						<polyline points="115.8,260.4 115.9,260.4 115.9,260.5" class="st2"></polyline>
						<polyline points="115.6,260.9 115.8,260.7 115.8,260.6 115.9,260.5 116,260.4 116.1,260.4 116.1,260.4" class="st2"></polyline>
						<polyline points="115.7,260.3 115.7,260.3 115.6,260.4 115.5,260.5 115.4,260.6" class="st2"></polyline>
						<polyline points="115,260.3 115.1,260.2 115.2,260.3" class="st2"></polyline>
						<polyline points="115.4,263.7 115.3,263.7 115.2,263.7 115.1,263.8 115,263.7 115,263.6 114.9,263.5 114.7,263.5 
							114.7,263.3 114.6,263.1 114.6,262.8" class="st2"></polyline>
						<polyline points="115.7,263.7 115.6,263.7 115.5,263.8 115.5,263.8 115.4,263.7 115.3,263.6 115.2,263.5 
							115.1,263.4 115.1,263.2 115,263" class="st2"></polyline>
						<polyline points="112.9,263.4 113.1,264.1 113.1,264.3 113.1,264.4 113.2,264.5 113.3,264.7 113.3,264.8 
							113.5,264.9 113.5,264.9 113.6,265.1 113.6,265.1 113.8,265.1 113.8,265.1 114,265.2 114.3,265.2 114.5,265.2 114.6,265.2 
							114.7,265.1 114.8,265 114.9,264.9 115.1,264.7 115.1,264.5 115.3,264.2 115.3,264 115.5,263.8 115.5,263.8" class="st2"></polyline>
						<polyline points="114.3,262.9 114.3,263.1 114.4,263.2 114.4,263.4 114.5,263.5 114.6,263.6 114.7,263.7 
							114.8,263.7 114.8,263.7 115,263.6" class="st2"></polyline>
					</g>
					<g id="ID_1300">
						<line y2="245.6" x2="122" y1="245.7" x1="122" class="st1"></line>
						<polyline points="122,245.6 121.9,245.6 121.8,245.5" class="st1"></polyline>
						<polyline points="121.6,245.7 121.5,245.8 121.4,245.8" class="st1"></polyline>
						<polyline points="121.6,245.7 121.7,245.7 121.7,245.5" class="st1"></polyline>
						<polyline points="120.5,245.6 120.4,245.7 120.4,245.8 120.4,245.9 120.3,246 120.2,246.1 120.3,246.2 
							120.2,246.4" class="st1"></polyline>
						<polyline points="121.2,246.3 121.3,246.2 121.4,246.1" class="st1"></polyline>
						<polyline points="121.1,246.6 121.2,246.5 121.2,246.4" class="st1"></polyline>
						<polyline points="121.2,246.9 121.1,247.1 121.1,247.3" class="st1"></polyline>
						<polyline points="121.1,247.4 121.1,247.5 121.1,247.6" class="st1"></polyline>
						<line y2="248" x2="121.2" y1="247.9" x1="121.1" class="st1"></line>
						<polyline points="121.2,248.2 121.3,248.2 121.3,248.2 121.4,248.3 121.4,248.3 121.5,248.4 121.5,248.4 
							121.6,248.4 121.6,248.4 121.7,248.4 121.7,248.4" class="st1"></polyline>
						<polyline points="120.2,246.6 120.2,246.7 120.1,246.9 120.2,247 120.2,247.1 120.1,247.3 120.2,247.4 
							120.2,247.5 120.1,247.6 120.2,247.8 120.2,247.9" class="st1"></polyline>
						<polyline points="115.6,245.1 115.6,245.2 115.5,245.4 115.4,245.6 115.4,245.8 115.3,246 115.3,246.2 
							115.4,246.4 115.3,246.6" class="st1"></polyline>
						<polyline points="115.9,243 115.8,243 115.7,243 115.5,243.1 115.4,243.2 115.3,243.3 115.2,243.5 115,243.7 
							115,243.9 114.9,244.2 114.7,244.4 114.7,244.6 114.6,245 114.5,245.3 114.4,245.5 114.4,245.9 114.4,246.2 114.3,246.5 
							114.2,246.9 114.3,247.1 114.3,247.4 114.3,247.7 114.3,248 114.4,248.3 114.5,248.5 114.5,248.8 114.6,249 114.6,249.1 
							114.8,249.3 114.9,249.4 114.9,249.5 115.1,249.6" class="st1"></polyline>
						<line y2="249" x2="114.4" y1="248.8" x1="114.3" class="st1"></line>
						<polyline points="114.7,243.9 114.6,244.1 114.6,244.3 114.4,244.6 114.4,244.8 114.3,245.2 114.2,245.4 
							114.2,245.6 114.2,245.9 114.1,246.1 114.1,246.4 114.1,246.8 114.1,247 114,247.3 114.1,247.5 114.1,247.7 114.1,247.9 
							114.1,248 114.2,248.2 114.2,248.3 114.2,248.5" class="st1"></polyline>
						<line y2="244.4" x2="112.5" y1="244.3" x1="112.6" class="st1"></line>
						<polyline points="121.4,245.5 121.3,245.5 121.3,245.5 121.2,245.6 121.2,245.7 121.2,245.8 121.1,245.8 
							121,245.9 121,246 121,246.2 121,246.3 120.9,246.4 120.9,246.6 120.9,246.7 120.8,246.8 120.9,247 120.8,247.1 120.8,247.2 
							120.9,247.4 120.9,247.5 120.9,247.6 120.9,247.7 120.9,247.9 121,248 121,248.1 121.1,248.2 121.1,248.2 121.1,248.3 
							121.2,248.4 121.3,248.4" class="st1"></polyline>
						<polyline points="121.2,245.8 121.1,245.9 121.1,246 121.1,246.1 121.1,246.2 121,246.3 121,246.5 121,246.7 
							120.9,246.8 121,246.9 120.9,247.1 120.9,247.2 121,247.3 120.9,247.4 121,247.6 121,247.7 121,247.8" class="st1"></polyline>
						<polyline points="121.3,245.7 121.2,245.8 121.1,246 121.1,246.1 121,246.3 121,246.6 120.9,246.8 121,247 
							120.9,247.2 121,247.4 121,247.6 121,247.8 121.1,248" class="st1"></polyline>
						<polyline points="120.6,247.8 120.6,247.7 120.5,247.5 120.6,247.4 120.6,247.3 120.5,247.2 120.6,247 
							120.6,246.9 120.5,246.7 120.6,246.6 120.6,246.5 120.6,246.4 120.7,246.1 120.7,246 120.7,245.9 120.8,245.9 120.8,245.8" class="st1"></polyline>
						<polyline points="120.9,245.5 120.8,245.7 120.8,245.8 120.7,246 120.8,246.1 120.7,246.2 120.6,246.5 
							120.7,246.5 120.6,246.8 120.6,246.9 120.6,247.1 120.5,247.2 120.6,247.4 120.6,247.5 120.6,247.7 120.6,247.9 120.6,248" class="st1"></polyline>
						<polyline points="119,247.8 119,247.6 118.9,247.4 119,247.2 119,246.9 118.9,246.7 119,246.4 119,246.2 
							119.1,245.9 119.1,245.8 119.2,245.6 119.3,245.4" class="st1"></polyline>
						<polyline points="120.9,245.5 120.9,245.5 120.9,245.5 120.8,245.6 120.8,245.7 120.8,245.7 120.7,245.8 
							120.7,245.9 120.6,246 120.6,246.2 120.6,246.3 120.5,246.4 120.4,246.5 120.5,246.6 120.5,246.8 120.5,246.9 120.5,247 
							120.4,247.2 120.5,247.3 120.5,247.4 120.5,247.6 120.6,247.7 120.5,247.8 120.6,247.9 120.6,248 120.7,248.1 120.7,248.2 
							120.7,248.3" class="st1"></polyline>
						<polyline points="119.2,245.6 119.1,245.7 119.1,245.8 119,246.1 119,246.3 119,246.5 118.9,246.7 118.9,246.9 
							119,247.1 118.9,247.3 119,247.5 119,247.7" class="st1"></polyline>
						<polyline points="118.5,245.2 118.5,245.3 118.4,245.4 118.3,245.4 118.3,245.6 118.2,245.8 118.1,246 
							118.1,246.2 118,246.4 118.1,246.6 118.1,246.8 118,247.1 118.1,247.2 118.1,247.4 118.2,247.6 118.2,247.7 118.2,247.8 
							118.4,248" class="st1"></polyline>
						<polyline points="118.4,245.4 118.3,245.6 118.3,245.7 118.2,246 118.2,246.2 118.1,246.4 118.1,246.6 
							118.1,246.8 118.1,247 118.2,247.2 118.2,247.4 118.2,247.6" class="st1"></polyline>
						<polyline points="118.2,247.7 118.2,247.5 118.2,247.3 118.1,247.1 118.1,246.8 118.2,246.6 118.2,246.4 
							118.2,246.2 118.3,245.8 118.4,245.7 118.4,245.5 118.5,245.4" class="st1"></polyline>
						<polyline points="118.1,245.3 118.1,245.4 118,245.5 117.9,245.7 117.8,246 117.8,246.2 117.8,246.5 117.7,246.7 
							117.8,246.9 117.7,247.1 117.8,247.4 117.8,247.6" class="st1"></polyline>
						<polyline points="118.1,245.2 118.1,245.2 118.1,245.3 118,245.3 117.9,245.4 117.8,245.7 117.8,245.8 117.7,246 
							117.7,246.2 117.6,246.4 117.7,246.6 117.6,246.8 117.6,247.1 117.6,247.3 117.7,247.4 117.8,247.6 117.8,247.7 117.9,247.9 
							117.9,247.9" class="st1"></polyline>
						<polyline points="116.5,245 116.5,245 116.4,245 116.3,245.1 116.3,245.2 116.2,245.4 116.2,245.6 116.1,245.8 
							116,245.9 116,246.1 116.1,246.3 116,246.7 116,246.9 116,247 116.1,247.2 116.1,247.4 116.2,247.5 116.2,247.6 116.3,247.7" class="st1"></polyline>
						<polyline points="116.2,247.3 116.2,247.1 116.1,246.9 116.1,246.8 116.1,246.6 116.1,246.3 116.1,246.1 
							116.1,245.9 116.2,245.8 116.3,245.6 116.3,245.3 116.4,245.2" class="st1"></polyline>
						<polyline points="116.3,247.6 116.2,247.4 116.2,247.2 116.1,247 116.2,246.8 116.1,246.5 116.2,246.3 
							116.2,246.1 116.2,245.8 116.3,245.6 116.3,245.3 116.4,245.2 116.5,245.1" class="st1"></polyline>
						<polyline points="117,244.7 116.9,244.7 116.8,244.8 116.7,244.8 116.6,244.9 116.5,245.1 116.4,245.3 
							116.3,245.4 116.3,245.7 116.2,245.9 116.2,246.1 116.2,246.4 116.2,246.6 116.2,246.8 116.3,247.1 116.2,247.3 116.3,247.5 
							116.3,247.7 116.5,247.9 116.5,248 116.5,248.1 116.6,248.1 116.7,248.1" class="st1"></polyline>
						<polyline points="117,247.7 117,247.5 116.9,247.3 117,247.1 116.9,246.8 117,246.6 117,246.4 117,246.2 
							117.1,245.9 117.1,245.6 117.2,245.5 117.2,245.3 117.3,245.1" class="st1"></polyline>
						<polyline points="116,248 115.9,248 115.8,248 115.7,247.9 115.6,247.7 115.6,247.6 115.5,247.4 115.5,247.2 
							115.4,247 115.5,246.8 115.4,246.5 115.4,246.3 115.5,246.1 115.5,245.8 115.5,245.5 115.6,245.3 115.6,245.2 115.7,245 
							115.8,244.9 115.8,244.7 115.9,244.7 116,244.7 116.1,244.7" class="st1"></polyline>
						<polyline points="116.2,243.1 116.1,243 116,243 115.8,243.2 115.7,243.2 115.6,243.4 115.5,243.6 115.4,243.7 
							115.2,244 115.2,244.2 115,244.4 115,244.7 114.9,245 114.8,245.3 114.7,245.6 114.7,246 114.7,246.2 114.6,246.6 
							114.7,246.9 114.5,247.3 114.6,247.5 114.6,247.8 114.7,248.1 114.7,248.3 114.7,248.6 114.8,248.9 114.9,249 115,249.2 
							115.1,249.3 115.1,249.5 115.3,249.6 115.4,249.6 115.5,249.6" class="st1"></polyline>
						<polyline points="116.5,244.7 116.4,244.7 116.4,244.7 116.4,244.8 116.3,244.8 116.1,245 116,245.1 116,245.3 
							115.9,245.5 115.9,245.8 115.9,246 115.8,246.2 115.8,246.5 115.7,246.7 115.8,246.9 115.8,247.1 115.8,247.4 115.9,247.6 
							116,247.7 116.1,247.9 116.1,248 116.2,248.1 116.3,248.1" class="st1"></polyline>
						<polyline points="118,248.3 117.9,248.2 117.8,248.2 117.8,248.1 117.6,248 117.6,247.9 117.5,247.7 117.4,247.5 
							117.5,247.3 117.4,247.1 117.4,246.8 117.4,246.6 117.4,246.4 117.4,246.1 117.5,245.9 117.5,245.6 117.6,245.5 117.7,245.3 
							117.8,245.1 117.9,245 117.9,244.9 118,244.9 118.1,244.8 118.2,244.8" class="st1"></polyline>
						<polyline points="116.9,245 116.9,245.1 116.8,245.1 116.8,245.2 116.6,245.4 116.7,245.5 116.5,245.7 
							116.6,245.9 116.5,246.1 116.5,246.3 116.4,246.5 116.4,246.8 116.4,247 116.5,247.2 116.5,247.3 116.6,247.5 116.6,247.6 
							116.6,247.7 116.8,247.8" class="st1"></polyline>
						<polyline points="116.6,247.6 116.7,247.4 116.6,247.1 116.5,246.9 116.6,246.7 116.5,246.5 116.5,246.2 
							116.6,246 116.7,245.7 116.7,245.5 116.8,245.3 116.9,245.2" class="st1"></polyline>
						<polyline points="116.5,247.3 116.6,247.1 116.5,246.9 116.5,246.7 116.5,246.5 116.6,246.3 116.6,246.1 
							116.6,245.9 116.6,245.7 116.7,245.5 116.7,245.3" class="st1"></polyline>
						<polyline points="118.6,244.9 118.5,244.9 118.4,245 118.3,245 118.2,245.1 118.1,245.3 118.1,245.4 118,245.6 
							117.9,245.8 117.8,246.1 117.8,246.3 117.9,246.5 117.8,246.8 117.8,247 117.8,247.2 117.8,247.5 117.9,247.7 117.9,247.9 
							118,248 118.1,248.2 118.1,248.3 118.2,248.3 118.3,248.3" class="st1"></polyline>
						<polyline points="117.7,245.2 117.7,245.2 117.6,245.2 117.5,245.3 117.5,245.4 117.4,245.7 117.4,245.9 
							117.3,246 117.3,246.2 117.2,246.4 117.3,246.6 117.2,246.8 117.3,247 117.2,247.3 117.3,247.5 117.4,247.6 117.5,247.7 
							117.5,247.8" class="st1"></polyline>
						<polyline points="118.8,248.4 118.7,248.3 118.6,248.4 118.5,248.3 118.4,248.1 118.4,248 118.3,247.8 
							118.3,247.6 118.2,247.4 118.3,247.2 118.2,246.9 118.2,246.7 118.2,246.4 118.3,246.2 118.3,245.9 118.4,245.7 118.4,245.6 
							118.5,245.4 118.6,245.2 118.7,245.1 118.7,245 118.9,245 118.9,245" class="st1"></polyline>
						<polyline points="118.7,248 118.7,248 118.7,247.9 118.6,247.7 118.5,247.5 118.5,247.3 118.4,247.1 118.4,247 
							118.4,246.7 118.5,246.5 118.4,246.3 118.5,246.1 118.5,246 118.6,245.8 118.7,245.6 118.8,245.5 118.8,245.4 118.9,245.3 
							119,245.2" class="st1"></polyline>
						<polyline points="119,245.2 118.8,245.5 118.8,245.6 118.7,245.8 118.7,246 118.6,246.3 118.6,246.5 118.6,246.8 
							118.6,247 118.6,247.2 118.5,247.5 118.6,247.7 118.7,247.9" class="st1"></polyline>
						<polyline points="117.1,245.3 117.1,245.5 117.1,245.6 117,245.9 117,246.1 117,246.3 116.9,246.5 116.9,246.7 
							116.9,246.9 116.9,247.1 116.9,247.3 117,247.5" class="st1"></polyline>
						<polyline points="115.4,247.2 115.3,247.1 115.4,246.8 115.3,246.6" class="st1"></polyline>
						<polyline points="115.4,247.5 115.4,247.5 115.4,247.4 115.4,247.2 115.3,247.1 115.3,246.9 115.3,246.6" class="st1"></polyline>
						<polyline points="117.4,244.7 117.3,244.8 117.2,244.8 117.1,244.8 117,244.9 117,245.1 116.9,245.2 116.8,245.4 
							116.8,245.6 116.8,245.8 116.6,246.1 116.7,246.3 116.6,246.5 116.6,246.8 116.6,247 116.6,247.2 116.7,247.4 116.7,247.6 
							116.8,247.8 116.8,248 116.9,248.1 117.1,248.1 117.1,248.1 117.2,248.2" class="st1"></polyline>
						<polyline points="117.4,247.4 117.3,247.2 117.3,247 117.3,246.8 117.3,246.6 117.3,246.4 117.4,246.2 117.4,246 
							117.5,245.9 117.5,245.6 117.6,245.4 117.6,245.3" class="st1"></polyline>
						<polyline points="116.1,245 116.1,245 116,245 115.9,245.1 115.9,245.2 115.8,245.4 115.8,245.6 115.7,245.8 
							115.7,246 115.6,246.2 115.7,246.4 115.6,246.7 115.7,246.9 115.7,247 115.7,247.3 115.7,247.4 115.9,247.5 115.9,247.6 
							115.9,247.7" class="st1"></polyline>
						<polyline points="115.9,247.5 115.8,247.3 115.8,247.1 115.8,246.8 115.7,246.6 115.8,246.4 115.8,246.1 
							115.8,245.9 115.9,245.7 115.9,245.4 116,245.2 116,245.1" class="st1"></polyline>
						<polyline points="117.7,244.8 117.6,244.8 117.6,244.8 117.4,244.9 117.4,245.1 117.3,245.2 117.2,245.3 
							117.2,245.5 117.1,245.7 117.1,246 117,246.2 117,246.5 117,246.7 117,246.9 117,247.1 117.1,247.4 117.1,247.6 117.2,247.8 
							117.2,247.9 117.2,248.1 117.4,248.2 117.5,248.2 117.6,248.2" class="st1"></polyline>
						<line y2="244.8" x2="117.6" y1="244.8" x1="117.7" class="st1"></line>
						<polyline points="119.1,248.1 119.1,248 119,247.8 118.9,247.7 119,247.5 118.9,247.3 118.9,247.1 118.8,246.9 
							118.9,246.7 118.9,246.5 118.9,246.3 119,246.1 119,245.8 119.1,245.7 119.2,245.6 119.1,245.5 119.2,245.4 119.3,245.4 
							119.3,245.4" class="st1"></polyline>
						<polyline points="117.6,245.3 117.6,245.4 117.5,245.6 117.5,245.9 117.4,246.1 117.4,246.3 117.3,246.5 
							117.4,246.8 117.4,247 117.3,247.2 117.4,247.4 117.4,247.6" class="st1"></polyline>
						<polyline points="119.3,245 119.3,244.9 119.2,245 119.1,245.1 119.1,245.2 119,245.3 118.8,245.5 118.8,245.7 
							118.7,245.9 118.7,246.1 118.7,246.4 118.6,246.6 118.6,246.9 118.6,247.1 118.6,247.3 118.6,247.5 118.7,247.7 118.7,247.9 
							118.8,248.1 118.8,248.2 119,248.3 119.1,248.3 119.2,248.4" class="st1"></polyline>
						<polyline points="119.7,245.4 119.7,245.4 119.7,245.5 119.6,245.6 119.5,245.7 119.4,245.8 119.4,246.1 
							119.4,246.3 119.3,246.4 119.3,246.7 119.2,246.9 119.3,247.1 119.3,247.3 119.3,247.5 119.3,247.7 119.4,247.8 119.5,248 
							119.5,248.1 119.5,248.1" class="st1"></polyline>
						<polyline points="120,245.7 120,245.8 119.9,246 119.8,246.2 119.8,246.4 119.7,246.6 119.7,246.8 119.8,247 
							119.7,247.2 119.8,247.4 119.8,247.6" class="st1"></polyline>
						<polyline points="120.2,247.8 120.1,247.6 120.2,247.4 120.1,247.2 120.2,247 120.1,246.8 120.2,246.6 
							120.2,246.4 120.2,246.1 120.3,245.9 120.4,245.8 120.4,245.7" class="st1"></polyline>
						<polyline points="120.8,248.6 120.7,248.6 120.7,248.5 120.6,248.5 120.6,248.4 120.4,248.4 120.4,248.3 
							120.4,248.2 120.4,248.1 120.3,248 120.3,247.8 120.3,247.7 120.2,247.5 120.3,247.4 120.2,247.2 120.2,247.1 120.2,246.9 
							120.2,246.7 120.3,246.6 120.3,246.3 120.3,246.2 120.3,246.1 120.4,245.9 120.5,245.8 120.4,245.7 120.5,245.6 120.6,245.4 
							120.7,245.4 120.7,245.3 120.7,245.3 120.8,245.2 120.8,245.2 120.9,245.1" class="st1"></polyline>
						<line y2="245" x2="119.3" y1="245" x1="119.2" class="st1"></line>
						<polyline points="120.4,248.6 120.3,248.5 120.1,248.4 120.1,248.4 120,248.3 119.9,248.1 119.9,248 119.8,247.7 
							119.8,247.6 119.8,247.3 119.8,247.1 119.8,246.8 119.8,246.6 119.9,246.3 119.9,246.1 120,245.9 120,245.7 120.1,245.6 
							120.2,245.4 120.3,245.3 120.4,245.2 120.5,245.1 120.5,245.1" class="st1"></polyline>
						<polyline points="118.8,245.6 118.7,245.7 118.6,246 118.6,246.1 118.5,246.3 118.5,246.5 118.5,246.7 
							118.5,246.9 118.5,247.1 118.5,247.3 118.5,247.5" class="st1"></polyline>
						<polyline points="120.5,245.6 120.4,245.7 120.4,245.8 120.3,245.9 120.3,246 120.3,246.2 120.2,246.4 
							120.3,246.6 120.2,246.7 120.1,246.9 120.2,247.1 120.2,247.2 120.2,247.4 120.2,247.5 120.3,247.7 120.2,247.8 120.2,248" class="st1"></polyline>
						<line y2="247.3" x2="121.1" y1="247.4" x1="121.1" class="st1"></line>
						<polyline points="121.1,247.6 121.2,247.8 121.1,247.9" class="st1"></polyline>
						<polyline points="121.2,248.2 121.2,248.1 121.2,248" class="st1"></polyline>
						<polyline points="120.6,245.4 120.5,245.5 120.4,245.6 120.3,245.7 120.3,245.8 120.2,245.9 120.2,246.2 
							120.1,246.4 120.1,246.6 120.1,246.8 120.1,247 120,247.2 120.1,247.4 120.1,247.6 120.2,247.8 120.2,247.9 120.3,248.1 
							120.3,248.2" class="st1"></polyline>
						<polyline points="121.4,246.1 121.4,245.9 121.4,245.8" class="st1"></polyline>
						<line y2="245.6" x2="122" y1="245.6" x1="122" class="st1"></line>
						<line y2="245.5" x2="121.8" y1="245.6" x1="122" class="st1"></line>
						<polyline points="119.9,248.5 119.8,248.4 119.8,248.3 119.7,248.3 119.6,248.2 119.5,248 119.5,247.8 
							119.4,247.6 119.4,247.4 119.4,247.2 119.4,246.9 119.5,246.7 119.4,246.5 119.5,246.1 119.6,245.9 119.6,245.8 119.7,245.6 
							119.8,245.4 119.8,245.3 119.9,245.2 120,245.2 120.1,245.1 120.2,245.1" class="st1"></polyline>
						<line y2="244.9" x2="118.6" y1="244.9" x1="118.5" class="st1"></line>
						<polyline points="119.8,247.9 119.8,247.7 119.8,247.5 119.8,247.2 119.8,247 119.8,246.8 119.8,246.5 
							119.9,246.2 119.9,246 120,245.8 120,245.7 120.1,245.5" class="st1"></polyline>
						<polyline points="121.8,245.5 121.7,245.5 121.7,245.5" class="st1"></polyline>
						<line y2="245.7" x2="121.6" y1="245.7" x1="121.6" class="st1"></line>
						<polyline points="119.9,248.1 119.8,248.1 119.8,247.9 119.8,247.8 119.7,247.6 119.7,247.4 119.6,247.2 
							119.7,247 119.6,246.8 119.6,246.6 119.7,246.4 119.7,246.2 119.8,246 119.9,245.8 119.9,245.7 120,245.6 120.1,245.5 
							120.1,245.3 120.1,245.3" class="st1"></polyline>
						<polyline points="119.7,245.4 119.7,245.5 119.6,245.7 119.5,245.9 119.5,246.1 119.4,246.4 119.4,246.6 
							119.4,246.9 119.4,247.1 119.3,247.3 119.4,247.5 119.5,247.8 119.5,248" class="st1"></polyline>
						<polyline points="121.3,245.2 121.3,245.3 121.3,245.3 121.2,245.3 121.1,245.4 121.1,245.4 121,245.5 
							120.9,245.6 120.8,245.7 120.9,245.9 120.8,246 120.8,246.1 120.7,246.3 120.6,246.5 120.7,246.5 120.6,246.8 120.7,247 
							120.6,247.1 120.7,247.3 120.6,247.4 120.6,247.6 120.7,247.7 120.7,247.9 120.7,248 120.8,248.1 120.8,248.3 120.8,248.4 
							120.9,248.5 121,248.5 121,248.5 121,248.6 121.1,248.6 121.2,248.7" class="st1"></polyline>
						<polyline points="121.2,246.9 121.2,246.8 121.1,246.6" class="st1"></polyline>
						<line y2="246.3" x2="121.2" y1="246.4" x1="121.2" class="st1"></line>
						<polyline points="119.4,247.7 119.4,247.5 119.3,247.3 119.4,247.1 119.3,246.9 119.4,246.7 119.4,246.5 
							119.4,246.3 119.5,246 119.4,245.8 119.6,245.7 119.6,245.6" class="st1"></polyline>
						<polyline points="118,245.5 117.9,245.6 117.9,245.7 117.8,246 117.8,246.2 117.7,246.4 117.7,246.6 117.7,246.8 
							117.7,247 117.7,247.2 117.8,247.4" class="st1"></polyline>
						<polyline points="119.7,245 119.6,245.1 119.6,245.1 119.5,245.2 119.4,245.3 119.3,245.5 119.2,245.6 
							119.1,245.8 119.1,246 119,246.3 119.1,246.5 119,246.8 119,247 119,247.2 119.1,247.5 119.1,247.7 119.1,247.9 119.2,248.1 
							119.2,248.2 119.3,248.3 119.4,248.4 119.5,248.4 119.6,248.5" class="st1"></polyline>
						<line y2="248.2" x2="117.9" y1="248.2" x1="117.8" class="st1"></line>
						<polyline points="117.4,245.1 117.3,245.1 117.3,245.1 117.1,245.2 117.1,245.3 117.1,245.5 117,245.7 117,245.9 
							116.9,246.1 116.9,246.3 116.8,246.5 116.8,246.8 116.8,247 116.9,247.1 116.9,247.3 117,247.5 117,247.6 117,247.7 
							117.1,247.8" class="st1"></polyline>
						<line y2="248.1" x2="117.1" y1="248.2" x1="117.2" class="st1"></line>
						<line y2="248.1" x2="116.2" y1="248.1" x1="116.3" class="st1"></line>
						<polyline points="115.7,245 115.6,245.1 115.6,245.3 115.4,245.6 115.4,245.8 115.4,246 115.4,246.2 115.4,246.4 
							115.3,246.7 115.4,246.9 115.3,247.1 115.4,247.3" class="st1"></polyline>
						<line y2="246.9" x2="112.2" y1="247.1" x1="114" class="st1"></line>
						<polyline points="114.5,244.4 114.4,244.5 114.3,244.8 114.2,245.2 114.1,245.4 114,245.7 114,246.1 114,246.4 
							114,246.8 114,247.1 114,247.3 114,247.5 114,247.7" class="st1"></polyline>
						<polyline points="115.8,247.2 115.7,247 115.7,246.9 115.7,246.6 115.7,246.4 115.7,246.2 115.8,246 115.8,245.8 
							115.8,245.6 115.9,245.4 116,245.2" class="st1"></polyline>
						<line y2="244.5" x2="114.4" y1="244.4" x1="112.6" class="st1"></line>
						<polyline points="112.3,247.7 112.2,247.5 112.2,247.3 112.2,247.1 112.2,246.9 112.2,246.5 112.2,246.2 
							112.2,245.9 112.2,245.6 112.3,245.3 112.4,244.9 112.5,244.6 112.6,244.4 112.7,244.1" class="st1"></polyline>
						<polyline points="114.9,243.5 113.6,243.5 113.4,243.5 113.3,243.7 113.1,243.7 112.9,243.9 112.8,244 
							112.8,244.1 112.7,244.1 112.5,244.4 112.5,244.6 112.4,244.7 112.4,244.9 112.3,245.1 112.3,245.3 112.2,245.5 112.2,245.7 
							112.1,245.9 112.2,246.1 112.1,246.4 112.1,246.6 112.1,246.8 112.1,247 112.1,247.2 112.2,247.4 112.2,247.5" class="st2"></polyline>
						<polyline points="112.3,247.7 112.3,247.9 112.5,248.1 112.6,248.3 112.7,248.6 114.3,248.8" class="st2"></polyline>
						<polyline points="115.4,247.2 115.4,247.3 115.4,247.5 115.5,247.7 115.6,247.8 115.8,248 115.8,248.1 115.9,248 
							116,248 116.1,248 116.1,248" class="st2"></polyline>
						<polyline points="117.4,247.4 117.4,247.6 117.5,247.8 117.5,248 117.7,248.1 117.8,248.1 117.8,248.2 
							117.9,248.2" class="st2"></polyline>
						<polyline points="114,247.7 114.2,248.5 114.3,248.7 114.3,248.8 114.4,248.9 114.5,249 114.5,249.1 114.7,249.3 
							114.7,249.3 114.8,249.5 114.9,249.4 115,249.5 115.1,249.6 115.2,249.6 115.5,249.6 115.6,249.6 115.8,249.5 115.9,249.5 
							116,249.3 116.1,249.2 116.3,249.1 116.3,248.9 116.5,248.7 116.6,248.5 116.7,248.2 116.7,248.1" class="st2"></polyline>
						<polyline points="118.4,245.4 118.5,245.4 118.5,245.2 118.6,245.1 118.7,245 118.8,245 118.9,245 118.9,245 
							119,244.9 119,245 119.1,245.1" class="st2"></polyline>
						<polyline points="120.8,245.8 120.9,245.5 120.9,245.5 121,245.4 121.1,245.3 121.1,245.3 121.2,245.3 
							121.3,245.3 121.3,245.3 121.3,245.2 121.3,245.2 121.5,245.3 121.5,245.3 121.5,245.4 121.5,245.4" class="st2"></polyline>
						<polyline points="120.5,245.1 120.6,245.2 120.7,245.2 120.7,245.3" class="st2"></polyline>
						<polyline points="120.4,245.7 120.5,245.6 120.6,245.4 120.6,245.4 120.6,245.3 120.7,245.3 120.7,245.2 
							120.8,245.2 120.9,245.1 120.9,245.1 121,245.2 121,245.2 121.1,245.3 121.1,245.3" class="st2"></polyline>
						<polyline points="119.9,245.2 119.9,245.1 119.8,245 119.7,245 119.7,245 119.6,245.1 119.6,245.1 119.5,245.1 
							119.4,245.2 119.3,245.4 119.2,245.6" class="st2"></polyline>
						<polyline points="117.6,245.3 117.6,245.3 117.7,245.1 117.9,244.9 117.9,244.9 118,244.9 118,244.9" class="st2"></polyline>
						<polyline points="119.7,245.4 119.8,245.2 119.9,245.2 120,245.1 120.1,245.1 120.2,245.1 120.3,245.1 
							120.3,245.2" class="st2"></polyline>
						<polyline points="118.8,245.6 119,245.2 119,245.1 119,245.1 119.2,245 119.2,245 119.3,245 119.4,245 
							119.5,245.1" class="st2"></polyline>
						<polyline points="121.2,245.8 121.3,245.7 121.3,245.5 121.4,245.4 121.5,245.4 121.6,245.4 121.7,245.3 
							121.7,245.3 121.8,245.4 121.8,245.5 122,245.7 122,245.8 122,245.8 122.2,245.9 122.2,245.9 122.2,246.1 122.1,246.3 
							122.2,246.4 122.2,246.5 122.2,246.5 122.2,246.8 122.2,246.9 122.1,247 122.2,247.2 122.1,247.3 122.1,247.4 122.1,247.5 
							122,247.7 122,247.7 122,248 121.9,248 121.9,248.1 121.8,248.2 121.7,248.2 121.7,248.4" class="st2"></polyline>
						<polyline points="121,247.8 121.1,248 121.1,248.1 121.1,248.2 121.1,248.3 121.3,248.4 121.3,248.4 121.4,248.4 
							121.4,248.4 121.5,248.5 121.5,248.5 121.6,248.4 121.7,248.4" class="st2"></polyline>
						<polyline points="121.2,248.7 121.2,248.7 121.3,248.6 121.4,248.5 121.5,248.5 121.6,248.5 121.6,248.5" class="st2"></polyline>
						<polyline points="120.6,247.8 120.6,248 120.7,248.1 120.7,248.3 120.7,248.4 120.9,248.5 120.9,248.5 121,248.5 
							121,248.6 121,248.6 121.1,248.6" class="st2"></polyline>
						<polyline points="120.8,248.6 120.8,248.6 120.9,248.6 121,248.5" class="st2"></polyline>
						<line y2="247.9" x2="120.2" y1="247.8" x1="120.2" class="st2"></line>
						<polyline points="120.2,248 120.3,248.1 120.3,248.2 120.4,248.3 120.4,248.4 120.5,248.5 120.6,248.5 
							120.6,248.5 120.7,248.6 120.7,248.6" class="st2"></polyline>
						<polyline points="120.6,248.5 120.5,248.6 120.4,248.6 120.4,248.5 120.3,248.5 120.1,248.4 120,248.4 120,248.3 
							119.9,248.1 119.8,247.9 119.8,247.6" class="st2"></polyline>
						<polyline points="118.2,247.6 118.2,247.7 118.3,247.9 118.4,248.1 118.4,248.2 118.5,248.3 118.7,248.3 
							118.8,248.4" class="st2"></polyline>
						<polyline points="117.8,247.4 117.8,247.6 117.9,247.8 118,248 118,248.1 118.1,248.2 118.1,248.3 118.2,248.3 
							118.3,248.3 118.4,248.3 118.5,248.3" class="st2"></polyline>
						<polyline points="119.4,247.7 119.5,248 119.5,248.1 119.6,248.3 119.7,248.4 119.8,248.4 119.9,248.5 
							119.9,248.5 120,248.5 120.1,248.4" class="st2"></polyline>
						<polyline points="119,247.7 119,247.8 119.1,248 119.1,248.2 119.3,248.3 119.4,248.3 119.4,248.4 119.5,248.4" class="st2"></polyline>
						<polyline points="119.7,248.5 119.7,248.5 119.6,248.5" class="st2"></polyline>
						<polyline points="119.4,248.3 119.2,248.4 119.2,248.4 119.1,248.4 119,248.3 118.9,248.3 118.8,248.2 118.7,248 
							118.7,247.9 118.5,247.5" class="st2"></polyline>
						<polyline points="117.4,248.2 117.4,248.2 117.2,248.2" class="st2"></polyline>
						<polyline points="118.8,248.4 118.9,248.4 119,248.3" class="st2"></polyline>
						<polyline points="118.1,248.3 118.1,248.3 118,248.3" class="st2"></polyline>
						<polyline points="117.8,248.1 117.7,248.2 117.6,248.2 117.5,248.2 117.4,248.2 117.2,248.1 117.2,248 
							117.1,247.9 117,247.7 117,247.5" class="st2"></polyline>
						<polyline points="116.5,247.3 116.6,247.6 116.8,247.8 116.8,247.9 116.8,248 117,248.2 117.1,248.1 117.1,248.1" class="st2"></polyline>
						<polyline points="116.9,248.1 116.8,248.1 116.7,248.1 116.7,248.1 116.6,248 116.5,248.1 116.4,247.9 
							116.3,247.8 116.3,247.6" class="st2"></polyline>
						<polyline points="116.5,248.1 116.4,248.1 116.3,248.1 116.2,248.1 116.1,248 116.1,248 115.9,247.8 115.9,247.7 
							115.9,247.5 115.8,247.2" class="st2"></polyline>
						<polyline points="117.3,244.8 117.2,244.8 117.1,244.8 117,244.9 116.9,245 116.9,245.2 116.7,245.3" class="st2"></polyline>
						<polyline points="118,245.5 118.1,245.3 118.2,245 118.3,245 118.4,244.9 118.5,244.9 118.6,244.9 118.7,244.9 
							118.7,245" class="st2"></polyline>
						<polyline points="120.5,245.1 120.5,245.1 120.3,245.2 120.3,245.2 120.1,245.3 120.1,245.5 120,245.7" class="st2"></polyline>
						<polyline points="118.3,245 118.3,244.9 118.2,244.8" class="st2"></polyline>
						<polyline points="117.4,244.7 117.4,244.8 117.5,244.9" class="st2"></polyline>
						<polyline points="117.1,245.3 117.3,245.1 117.4,245.1 117.4,244.9 117.5,244.8 117.6,244.8 117.7,244.8 
							117.8,244.8 117.9,244.9" class="st2"></polyline>
						<polyline points="114.5,244.4 114.7,243.9 114.8,243.8 114.9,243.6 115.1,243.5 115.1,243.4 115.2,243.2 
							115.3,243.2 115.4,243.1 115.5,243.1 115.6,243 115.7,243 115.8,243 115.9,243 116.2,243.1 116.3,243.1 116.4,243.1 
							116.6,243.2 116.7,243.3 116.7,243.5 116.9,243.6 116.9,243.8 117,244 117.1,244.3 117.1,244.5 117.1,244.8" class="st2"></polyline>
						<polyline points="116.4,245.2 116.5,245.1 116.6,244.8 116.7,244.8 116.8,244.7 116.9,244.7 116.9,244.8" class="st2"></polyline>
						<polyline points="116.7,244.8 116.7,244.7 116.5,244.7" class="st2"></polyline>
						<polyline points="117,244.7 117,244.7 117.1,244.8 117.1,244.8" class="st2"></polyline>
						<polyline points="116.1,244.7 116.2,244.6 116.2,244.7 116.2,244.7" class="st2"></polyline>
						<polyline points="116.4,244.7 116.4,244.7 116.2,244.7 116.3,244.8 116.1,245 116,245.1 116,245.2" class="st2"></polyline>
						<polyline points="115.6,245.1 115.7,245 115.8,244.9 115.8,244.7 115.9,244.7 116,244.6 116.1,244.7" class="st2"></polyline>
					</g>
					<g id="ID_1298">
						<polyline points="118.2,235.3 118.3,235.3 118.2,235.2 118.3,235.2" class="st1"></polyline>
						<polyline points="118.6,235.2 118.6,235.2 118.4,235.1" class="st1"></polyline>
						<polyline points="117.9,237.8 117.9,237.7 117.8,237.6" class="st1"></polyline>
						<polyline points="118,235.8 117.9,235.9 117.8,236" class="st1"></polyline>
						<polyline points="117.9,236.1 117.8,236.3 117.8,236.5" class="st1"></polyline>
						<polyline points="118.7,235.4 118.7,235.3 118.6,235.2 118.6,235.2" class="st1"></polyline>
						<polyline points="118.1,235.4 118.1,235.4 118,235.6" class="st1"></polyline>
						<polyline points="117.8,237.4 117.8,237.3 117.7,237.1" class="st1"></polyline>
						<polyline points="117.9,237.9 117.9,237.9 118,237.9" class="st1"></polyline>
						<polyline points="117.8,237 117.8,236.9 117.8,236.7" class="st1"></polyline>
						<line y2="238" x2="118.2" y1="238" x1="118.1" class="st1"></line>
						<polyline points="118.3,238 118.4,238 118.4,238" class="st1"></polyline>
						<polyline points="117.1,235.2 117,235.4 116.9,235.6 116.9,235.6 116.8,235.8 116.8,236 116.8,236.1 116.8,236.2 
							116.8,236.4 116.7,236.5 116.8,236.6 116.7,236.8 116.7,236.9 116.8,237 116.8,237.2" class="st1"></polyline>
						<polyline points="116.8,237.3 116.9,237.4 116.9,237.5" class="st1"></polyline>
						<line y2="234.4" x2="112.8" y1="234.3" x1="112.8" class="st1"></line>
						<polyline points="112,235.7 112,235.5 112,235.3 112.1,235.1 112.1,235 112.2,234.7 112.3,234.6" class="st1"></polyline>
						<polyline points="112.6,232.6 112.5,232.6 112.3,232.6 112.2,232.8 112,232.8 111.9,232.9 111.8,233.1 
							111.7,233.3 111.6,233.6 111.6,233.8 111.4,234 111.3,234.3 111.2,234.6 111.1,234.9 111.1,235.1 111,235.5 111,235.7" class="st1"></polyline>
						<polyline points="111.4,233.5 111.3,233.7 111.2,234 111.1,234.2 111.1,234.4 111,234.7 110.9,234.9 110.9,235.2 
							110.9,235.4 110.8,235.7" class="st1"></polyline>
						<line y2="234" x2="109.2" y1="233.9" x1="109.3" class="st1"></line>
						<polyline points="112.2,239.2 112.1,239.2 112,239.2" class="st1"></polyline>
						<polyline points="116.1,237.4 116,237.2 115.9,237 116,236.8 116,236.5 116,236.3 116,236.1 116,235.8 
							116.1,235.7 116.1,235.4 116.3,235.2 116.4,235.1" class="st1"></polyline>
						<polyline points="117.6,237.4 117.6,237.3 117.6,237.2 117.5,237 117.6,236.9 117.5,236.8 117.5,236.6 
							117.6,236.5 117.5,236.4 117.6,236.2 117.7,236.1 117.6,236 117.7,235.9 117.7,235.8 117.7,235.6 117.8,235.5 117.8,235.4" class="st1"></polyline>
						<polyline points="117.3,237.8 117.3,237.8 117.3,237.7 117.2,237.6 117.2,237.5 117.2,237.4 117.2,237.3 
							117.1,237.2 117.1,237.1 117.1,237 117,236.9 117.1,236.6 117.1,236.5 117.1,236.4 117.1,236.2 117.1,236.1 117.1,236 
							117.2,235.9 117.1,235.7 117.2,235.6 117.3,235.4 117.3,235.4 117.3,235.3 117.4,235.3 117.4,235.2 117.5,235.2 117.6,235.1 
							117.6,235.1" class="st1"></polyline>
						<polyline points="117.2,237.6 117.2,237.4 117.2,237.3 117.2,237.1 117.2,237 117.1,236.8 117.2,236.7 
							117.2,236.5 117.2,236.4 117.3,236.2 117.2,236.1 117.3,235.9 117.4,235.7 117.3,235.5 117.4,235.4 117.4,235.3 117.5,235.2" class="st1"></polyline>
						<polyline points="117.5,235.4 117.4,235.4 117.3,235.5 117.3,235.6 117.3,235.8 117.2,235.9 117.2,236.1 
							117.2,236.2 117.1,236.3 117.2,236.5 117.2,236.6 117.1,236.7 117.2,236.9 117.2,237 117.1,237.1 117.1,237.2 117.2,237.4" class="st1"></polyline>
						<polyline points="116.8,235.1 116.7,235.2 116.6,235.3 116.5,235.6 116.4,235.8 116.5,236 116.3,236.2 
							116.4,236.5 116.4,236.7 116.3,236.9 116.4,237.2 116.5,237.4 116.5,237.6" class="st1"></polyline>
						<polyline points="116.5,237.7 116.5,237.7 116.4,237.6 116.4,237.5 116.3,237.4 116.3,237.2 116.3,236.9 
							116.3,236.7 116.2,236.5 116.2,236.2 116.3,236 116.3,235.8 116.4,235.7 116.5,235.5 116.5,235.3 116.6,235.2 116.7,235.1 
							116.8,235.1 116.7,235" class="st1"></polyline>
						<polyline points="116.6,235.3 116.6,235.4 116.5,235.7 116.5,235.9 116.4,236 116.3,236.2 116.3,236.5 
							116.4,236.7 116.3,236.9 116.4,237.1 116.4,237.3" class="st1"></polyline>
						<polyline points="117.8,238.3 117.7,238.2 117.6,238.3 117.6,238.2 117.6,238.2 117.5,238.1 117.4,238 
							117.4,237.8 117.4,237.7 117.3,237.6 117.3,237.5 117.3,237.3 117.2,237.2 117.2,237 117.3,236.9 117.2,236.7 117.2,236.5 
							117.2,236.4 117.3,236.2 117.2,236.1 117.3,235.9 117.4,235.7 117.4,235.6 117.5,235.4 117.4,235.3 117.5,235.3 117.6,235.2 
							117.7,235 117.8,235 117.8,234.9 117.9,234.9 117.9,234.9 117.9,234.9" class="st1"></polyline>
						<polyline points="118,235.3 117.9,235.4 117.8,235.5 117.8,235.7 117.7,235.9 117.7,236.1 117.6,236.3 
							117.6,236.5 117.5,236.7 117.6,237 117.5,237.1 117.6,237.3 117.6,237.5" class="st1"></polyline>
						<polyline points="118,237.9 118.1,238 118.1,238" class="st1"></polyline>
						<polyline points="118,235.1 117.9,235.2 117.9,235.2 117.8,235.2 117.9,235.3 117.8,235.3 117.7,235.4 
							117.7,235.5 117.6,235.7 117.6,235.8 117.6,235.9 117.5,236 117.5,236.2 117.5,236.3 117.4,236.4 117.5,236.6 117.4,236.8 
							117.4,236.9 117.5,237 117.5,237.1 117.5,237.3 117.5,237.4 117.5,237.5 117.5,237.6 117.6,237.7 117.7,237.7 117.7,237.8 
							117.7,237.9 117.7,237.9" class="st1"></polyline>
						<polyline points="116.3,235.2 116.1,235.3 116.1,235.4 116,235.7 116,235.9 116,236.1 116,236.3 115.9,236.5 
							116,236.7 115.9,236.9 116,237.1 116,237.3" class="st1"></polyline>
						<polyline points="116,234.9 115.9,234.9 115.8,235 115.8,235.1 115.7,235.3 115.7,235.4 115.6,235.6 115.6,235.7 
							115.5,235.9 115.5,236.1 115.5,236.4 115.4,236.6 115.5,236.8 115.5,237 115.6,237.1 115.6,237.3 115.7,237.5 115.7,237.6 
							115.7,237.6" class="st1"></polyline>
						<polyline points="116,235 115.8,235.1 115.8,235.2 115.7,235.4 115.7,235.7 115.6,235.9 115.6,236.1 115.6,236.4 
							115.5,236.6 115.6,236.9 115.6,237.1 115.6,237.3 115.7,237.5" class="st1"></polyline>
						<polyline points="115.9,234.6 115.8,234.6 115.7,234.7 115.6,234.7 115.6,234.9 115.5,235 115.5,235.2 
							115.4,235.4 115.3,235.6 115.3,235.9 115.3,236.1 115.2,236.3 115.2,236.5 115.3,236.8 115.2,237 115.3,237.2 115.3,237.4 
							115.4,237.6 115.4,237.7 115.5,237.9 115.6,238 115.7,238 115.8,238" class="st1"></polyline>
						<polyline points="115.6,237.1 115.5,237 115.6,236.7 115.5,236.5 115.5,236.3 115.5,236.1 115.6,235.9 
							115.6,235.7 115.7,235.6 115.7,235.4 115.8,235.2" class="st1"></polyline>
						<polyline points="115.4,235.1 115.4,235.2 115.3,235.4 115.2,235.6 115.2,235.8 115.1,235.9 115.1,236.1 
							115.2,236.4 115.1,236.6 115.2,236.8 115.1,237.1 115.2,237.3" class="st1"></polyline>
						<polyline points="114.9,237.2 114.8,237 114.8,236.8 114.7,236.7 114.7,236.4 114.7,236.2 114.7,236 114.8,235.8 
							114.8,235.6 114.9,235.4 114.9,235.2 115,235.1" class="st1"></polyline>
						<polyline points="114,237.2 114,237 113.9,236.8 113.9,236.5 113.9,236.4 113.9,236.1 114,235.8 114,235.6 
							114.1,235.5 114.1,235.3 114.2,235.1 114.2,234.9" class="st1"></polyline>
						<polyline points="113.5,234.6 113.5,234.7 113.4,234.7 113.3,234.9 113.2,235 113.2,235.2 113.1,235.3 
							113.1,235.5 113,235.8 113.1,236 113,236.2 113,236.4 113,236.6 113.1,236.8 113.1,237 113.2,237.2 113.2,237.3 113.3,237.3" class="st1"></polyline>
						<polyline points="113.3,237.2 113.3,237 113.2,236.8 113.2,236.7 113.2,236.4 113.1,236.1 113.2,235.9 
							113.2,235.7 113.3,235.5 113.3,235.3 113.3,235.1 113.4,234.8 113.6,234.7" class="st1"></polyline>
						<polyline points="115.2,234.9 115.1,235 115,235.1 114.9,235.4 114.8,235.6 114.8,235.8 114.8,236.1 114.7,236.3 
							114.8,236.5 114.8,236.8 114.8,237 114.9,237.2 114.9,237.4" class="st1"></polyline>
						<polyline points="113.4,234.8 113.3,235 113.3,235.2 113.2,235.4 113.2,235.5 113.1,235.7 113.1,236 113.1,236.1 
							113.1,236.5 113.1,236.6 113.2,236.8 113.2,236.9" class="st1"></polyline>
						<polyline points="112.8,236.3 112.7,236.3 112.8,236 112.8,235.7 112.8,235.5 112.9,235.3 112.9,235.1 113,234.8 
							113,234.7" class="st1"></polyline>
						<polyline points="112.8,234.3 112.7,234.2 112.6,234.2 112.5,234.3 112.5,234.5 112.4,234.5 112.3,234.7 
							112.2,234.8 112.1,235.1 112.1,235.3 112,235.5 112,235.7" class="st1"></polyline>
						<polyline points="114.1,237.5 114.1,237.3 114,237.2 113.9,237.1 114,237 113.9,236.8 113.9,236.6 113.8,236.4 
							113.8,236.1 113.9,235.8 113.9,235.6 114,235.5 114,235.3 114.1,235.2 114.1,234.9 114.2,234.8 114.3,234.8 114.3,234.7" class="st1"></polyline>
						<polyline points="112.6,236.2 112.7,236.1 112.7,235.7 112.6,235.5 112.7,235.4 112.8,235.2 112.8,235 
							112.9,234.9 112.9,234.7 113,234.6 113.1,234.6 113.1,234.6" class="st1"></polyline>
						<polyline points="114.2,237.8 114.1,237.9 114,237.8 113.9,237.7 113.8,237.6 113.8,237.4 113.7,237.2 113.7,237 
							113.6,236.8 113.7,236.6 113.6,236.4 113.6,236.1 113.7,235.9 113.6,235.7 113.8,235.5 113.8,235.2 113.9,235 113.9,234.8 
							114,234.7 114,234.6 114.1,234.5 114.2,234.4 114.3,234.4" class="st1"></polyline>
						<polyline points="112.3,235.8 112.3,235.7 112.3,235.4 112.4,235.2 112.4,235 112.5,234.9 112.5,234.8 
							112.6,234.6 112.7,234.6 112.7,234.6" class="st1"></polyline>
						<polyline points="112.7,234.6 112.6,234.7 112.6,234.9 112.5,235.2 112.4,235.4 112.5,235.6 112.4,235.8" class="st1"></polyline>
						<polyline points="113.6,237.3 113.6,237.1 113.6,236.8 113.5,236.6 113.6,236.3 113.5,236.1 113.5,235.8 
							113.6,235.6 113.6,235.4 113.7,235.2 113.8,234.9 113.9,234.8" class="st1"></polyline>
						<polyline points="112.4,235.8 112.5,235.7 112.5,235.4 112.5,235.2 112.6,234.9 112.7,234.8 112.7,234.6 
							112.8,234.6 112.9,234.5 112.9,234.3 113,234.3 113.1,234.3" class="st1"></polyline>
						<polyline points="114.4,237 114.3,236.9 114.3,236.7 114.3,236.4 114.3,236.2 114.3,236 114.4,235.8 114.4,235.6 
							114.5,235.5 114.5,235.3 114.6,235.1" class="st1"></polyline>
						<polyline points="116.3,235 116.3,235 116.3,235.1 116.2,235.2 116.1,235.3 116,235.5 116,235.7 116,235.9 
							115.9,236.1 115.9,236.3 115.8,236.6 115.9,236.8 115.9,236.9 115.9,237.2 115.9,237.4 116,237.5 116.1,237.6 116.1,237.7" class="st1"></polyline>
						<polyline points="116.9,237.5 116.9,237.4 116.8,237.3 116.8,237.1 116.8,237 116.8,236.8 116.8,236.6 
							116.7,236.5 116.8,236.3 116.9,236.2 116.8,236 116.9,235.9 116.9,235.6 117,235.5 117,235.4 117,235.3 117.1,235.2" class="st1"></polyline>
						<polyline points="116.9,237.4 116.8,237.2 116.8,237 116.7,236.8 116.8,236.6 116.7,236.4 116.8,236.2 116.8,236 
							116.8,235.8 116.9,235.6 117,235.4 117,235.3" class="st1"></polyline>
						<polyline points="115.4,237.9 115.3,238 115.1,237.9 115.1,237.8 115,237.6 114.9,237.5 114.9,237.3 114.8,237.1 
							114.9,236.8 114.8,236.6 114.8,236.4 114.9,236.1 114.8,235.9 114.9,235.7 114.9,235.5 115,235.2 115.1,235.1 115.2,234.9 
							115.2,234.8 115.3,234.6 115.4,234.6 115.5,234.6 115.6,234.6" class="st1"></polyline>
						<polyline points="114,234.7 114,234.7 113.8,234.7 113.8,234.8 113.7,234.9 113.7,235.2 113.5,235.3 113.6,235.5 
							113.5,235.7 113.5,235.9 113.4,236.2 113.4,236.4 113.4,236.6 113.5,236.8 113.5,237 113.6,237.2 113.6,237.3 113.7,237.4 
							113.7,237.4" class="st1"></polyline>
						<polyline points="115.3,237.6 115.3,237.6 115.3,237.5 115.2,237.4 115.2,237.3 115.1,237.1 115.1,236.9 
							115,236.7 115.1,236.5 115.1,236.1 115,235.9 115.1,235.7 115.1,235.6 115.2,235.4 115.3,235.3 115.3,235 115.4,235 
							115.5,234.9 115.6,234.9" class="st1"></polyline>
						<polyline points="113.8,237.8 113.7,237.8 113.5,237.7 113.5,237.6 113.4,237.5 113.3,237.3 113.3,237.1 
							113.2,236.9 113.2,236.8 113.2,236.5 113.1,236.2 113.2,236 113.2,235.8 113.3,235.5 113.3,235.3 113.3,235.1 113.4,234.9 
							113.6,234.7 113.6,234.6 113.7,234.4 113.8,234.4 113.9,234.4 114,234.4" class="st1"></polyline>
						<polyline points="112.3,235.8 112.4,235.6 112.4,235.4 112.4,235.2 112.5,235.1 112.6,234.8" class="st1"></polyline>
						<polyline points="111.2,234 111,234.2 110.9,234.6 110.8,234.8 110.8,235.1 110.7,235.5 110.7,235.7" class="st1"></polyline>
						<polyline points="112.9,232.6 112.8,232.6 112.6,232.7 112.5,232.8 112.3,232.8 112.3,233 112.1,233.1 
							112.1,233.3 111.9,233.6 111.8,233.8 111.7,234 111.6,234.3 111.6,234.6 111.4,234.9 111.4,235.3 111.3,235.5 111.2,235.7" class="st1"></polyline>
						<polyline points="113,234.8 112.9,235.1 112.9,235.2 112.8,235.4 112.7,235.5 112.7,235.7 112.8,236 112.7,236.3" class="st1"></polyline>
						<polyline points="114.6,234.9 114.6,235 114.5,235.3 114.5,235.5 114.4,235.7 114.4,235.9 114.4,236.1 
							114.3,236.4 114.4,236.6 114.3,236.9 114.4,237.1 114.5,237.3" class="st1"></polyline>
						<polyline points="114.7,234.8 114.7,234.8 114.6,234.8 114.6,234.9 114.5,235.1 114.4,235.3 114.4,235.4 
							114.3,235.6 114.3,235.8 114.2,236.1 114.3,236.2 114.2,236.5 114.3,236.7 114.2,236.9 114.3,237.1 114.4,237.3 114.5,237.3 
							114.5,237.5 114.5,237.5" class="st1"></polyline>
						<polyline points="116.3,234.7 116.2,234.7 116.2,234.7 116.2,234.7 116.1,234.8 116,235 115.8,235.1 115.8,235.3 
							115.8,235.5 115.7,235.8 115.7,236 115.6,236.2 115.6,236.5 115.7,236.7 115.6,236.9 115.7,237.1 115.7,237.4 115.8,237.5 
							115.8,237.7 115.9,237.9 116,238 116,238.1 116.1,238" class="st1"></polyline>
						<line y2="234.5" x2="114.7" y1="234.5" x1="114.6" class="st1"></line>
						<polyline points="114.1,237.3 114,237.2 114,237 114,236.7 113.9,236.5 114,236.2 114,236 114.1,235.8 
							114.1,235.6 114.1,235.4 114.2,235.1 114.2,234.9 114.3,234.8" class="st1"></polyline>
						<polyline points="112.4,234.4 112.5,234.2 112.6,234.2" class="st1"></polyline>
						<polyline points="113.5,237 113.5,236.8 113.5,236.6 113.5,236.4 113.5,236.1 113.6,235.9 113.6,235.7 
							113.6,235.5 113.6,235.3 113.7,235.2 113.8,234.9" class="st1"></polyline>
						<polyline points="115.5,235 115.4,235.1 115.4,235.3 115.3,235.6 115.2,235.8 115.3,236 115.2,236.2 115.2,236.4 
							115.1,236.7 115.2,236.9 115.1,237.2 115.2,237.4" class="st1"></polyline>
						<polyline points="117.2,235.1 117.1,235.1 117,235.2 116.9,235.3 116.9,235.5 116.8,235.6 116.8,235.8 116.7,236 
							116.7,236.2 116.7,236.4 116.7,236.6 116.6,236.9 116.7,237.1 116.7,237.3 116.8,237.4 116.8,237.5 116.9,237.7 117,237.8" class="st1"></polyline>
						<line y2="235.1" x2="118.5" y1="235" x1="118.5" class="st1"></line>
						<line y2="235.3" x2="118.6" y1="235.2" x1="118.6" class="st1"></line>
						<polyline points="117.4,238.2 117.3,238.2 117.3,238.1 117.2,238.2 117.2,238.1 117,238 117,237.9 117,237.8 
							117,237.7 116.9,237.5 116.9,237.4 116.8,237.3 116.8,237.1 116.9,237 116.8,236.8 116.8,236.6 116.8,236.5 116.9,236.3 
							116.9,236.2 116.9,236 117,235.8 116.9,235.6 117,235.5 117.1,235.4 117,235.3 117.1,235.2 117.2,235.1 117.2,234.9 
							117.3,234.9 117.3,234.9 117.4,234.8 117.5,234.8 117.5,234.8" class="st1"></polyline>
						<polyline points="118.2,238 118.2,238 118.3,238" class="st1"></polyline>
						<polyline points="117.8,236.5 117.8,236.6 117.8,236.7" class="st1"></polyline>
						<line y2="237.1" x2="117.7" y1="237" x1="117.8" class="st1"></line>
						<polyline points="117.8,237.6 117.8,237.5 117.8,237.4" class="st1"></polyline>
						<line y2="236.1" x2="117.9" y1="236" x1="117.8" class="st1"></line>
						<line y2="237.8" x2="117.9" y1="237.9" x1="117.9" class="st1"></line>
						<polyline points="117.2,234.7 117.1,234.8 117,234.8 116.9,234.8 116.8,234.9 116.8,235.1 116.7,235.2 
							116.6,235.4 116.6,235.6 116.6,235.8 116.5,236.1 116.5,236.3 116.4,236.5 116.4,236.8 116.5,237 116.4,237.2 116.5,237.4 
							116.5,237.6 116.6,237.8 116.7,238 116.7,238.1 116.9,238.1 117,238.1" class="st1"></polyline>
						<polyline points="118,235.8 118,235.7 118,235.6" class="st1"></polyline>
						<line y2="235.3" x2="118.2" y1="235.4" x1="118.1" class="st1"></line>
						<polyline points="118.3,235.2 118.4,235.1 118.4,235.1" class="st1"></polyline>
						<polyline points="116.6,238.1 116.5,238 116.4,238.1 116.3,238 116.3,237.8 116.1,237.7 116.1,237.5 116,237.3 
							116.1,237.1 116,236.8 116,236.6 116,236.4 116,236.2 116,235.9 116.1,235.7 116.1,235.4 116.3,235.3 116.4,235.1 116.4,235 
							116.5,234.8 116.6,234.7 116.7,234.7 116.8,234.7" class="st1"></polyline>
						<polyline points="115.1,234.8 115.1,234.8 115.1,234.9 115,234.9 114.9,235.1 114.9,235.3 114.8,235.4 
							114.7,235.6 114.7,235.8 114.6,236 114.7,236.2 114.7,236.5 114.7,236.7 114.7,236.9 114.7,237.1 114.8,237.3 114.8,237.4 
							114.9,237.5 114.9,237.5" class="st1"></polyline>
						<polyline points="112.9,237.2 112.9,237.3 113.1,237.5 113.1,237.6 113.2,237.7 113.3,237.7 113.4,237.7" class="st1"></polyline>
						<line y2="237.7" x2="112.9" y1="237.6" x1="113" class="st1"></line>
						<polyline points="113.6,234.4 113.5,234.4 113.5,234.4 113.4,234.4 113.3,234.4 113.1,234.6 113.1,234.8 
							113,234.9 113,235.2 112.9,235.4 112.9,235.6 112.8,235.8 112.8,236.1 112.9,236.3 112.8,236.3" class="st1"></polyline>
						<polyline points="112.4,234.5 112.3,234.6 112.2,234.8 112.1,235 112,235.2 112,235.4 112,235.7 112,235.7" class="st1"></polyline>
						<line y2="234.4" x2="113.9" y1="234.4" x1="113.9" class="st1"></line>
						<polyline points="115,237.9 114.9,237.9 114.8,237.9 114.7,237.8 114.7,237.7 114.5,237.5 114.5,237.3 
							114.4,237.1 114.5,236.9 114.4,236.7 114.4,236.4 114.4,236.2 114.4,236 114.5,235.8 114.5,235.6 114.6,235.3 114.6,235.1 
							114.7,234.9 114.8,234.8 114.9,234.6 115,234.6 115.1,234.5 115.2,234.5" class="st1"></polyline>
						<line y2="237.7" x2="113.3" y1="237.8" x1="113.2" class="st1"></line>
						<polyline points="114.7,234.5 114.6,234.5 114.6,234.5 114.4,234.5 114.4,234.7 114.3,234.8 114.3,235 
							114.2,235.1 114.1,235.4 114.1,235.6 114.1,235.8 114,236.1 114,236.3 114,236.5 114,236.8 114.1,237 114,237.2 114.2,237.4 
							114.2,237.5 114.3,237.7 114.4,237.8 114.4,237.9 114.5,237.8" class="st1"></polyline>
						<line y2="234.3" x2="113.1" y1="234.3" x1="113" class="st1"></line>
						<line y2="233.7" x2="111.3" y1="233.5" x1="109.5" class="st1"></line>
						<polyline points="109.4,233.7 109.3,234.1 109.1,234.3 109,234.7 108.9,234.9 108.8,235.2 108.9,235.4" class="st1"></polyline>
						<polyline points="111.4,233.4 110.5,233.2 110.3,233.3 110.1,233.3 110,233.4 109.8,233.4 109.7,233.4 
							109.6,233.5 109.6,233.5 109.5,233.5 109.4,233.7 109.2,234 109.2,234.2 109.1,234.3 109.1,234.5 109,234.7 108.9,234.9 
							108.9,235.1 108.9,235.3 108.9,235.4" class="st2"></polyline>
						<polyline points="112.6,234.2 112.7,234.2 112.7,234.3 112.8,234.3" class="st2"></polyline>
						<polyline points="116.3,235.2 116.4,235.1 116.4,235 116.5,234.8 116.6,234.7 116.7,234.7 116.7,234.7" class="st2"></polyline>
						<polyline points="114.6,235.1 114.6,234.9 114.7,234.8 114.9,234.6 115,234.5 115.1,234.5 115.1,234.5 
							115.2,234.5 115.2,234.6 115.3,234.5 115.3,234.6" class="st2"></polyline>
						<line y2="235.2" x2="117.1" y1="235.3" x1="117" class="st2"></line>
						<polyline points="116.8,234.7 116.9,234.7 116.9,234.8 116.9,234.8" class="st2"></polyline>
						<polyline points="118.4,238 118.4,237.8 118.5,237.8 118.5,237.7 118.6,237.6 118.6,237.5 118.6,237.5 
							118.7,237.2 118.8,237.1 118.7,237 118.8,236.9 118.8,236.8 118.9,236.7 118.9,236.5 118.9,236.4 118.8,236.3 118.9,236.1 
							118.9,236 118.8,235.9 118.8,235.7 118.8,235.7 118.7,235.5 118.7,235.5 118.7,235.4 118.7,235.3 118.7,235.3 118.6,235.2 
							118.6,235.2" class="st2"></polyline>
						<polyline points="117.8,235.4 118,235.3 118,235.1 118.1,235 118.1,235 118.2,234.9 118.3,235 118.4,234.9 
							118.4,235 118.5,235 118.7,235.3" class="st2"></polyline>
						<polyline points="117.5,235.4 117.5,235.2 117.6,235.1 117.6,235.1 117.7,234.9 117.8,234.9 117.8,234.9 
							117.9,234.9 117.9,234.9 117.9,234.9 117.9,234.9 118.1,234.9 118.1,234.9 118.1,235" class="st2"></polyline>
						<polyline points="117.2,234.7 117.3,234.8 117.3,234.8" class="st2"></polyline>
						<polyline points="117.1,235.2 117.2,235.1 117.1,235 117.2,234.9 117.3,234.8 117.4,234.8 117.4,234.8 
							117.5,234.8 117.5,234.8 117.6,234.8 117.6,234.8 117.7,234.8 117.8,234.9" class="st2"></polyline>
						<polyline points="117.1,234.8 117,234.8 116.9,234.8 116.8,234.8 116.8,235.1" class="st2"></polyline>
						<polyline points="115.8,235.2 116,235 116.1,234.8 116.2,234.7 116.2,234.7 116.2,234.7 116.3,234.7 116.5,234.7 
							116.5,234.7" class="st2"></polyline>
						<line y2="235.3" x2="116.6" y1="235.2" x1="116.7" class="st2"></line>
						<polyline points="116.3,238.1 116.2,238.1 116.1,238 116.1,238 116,238 115.9,237.9 115.8,237.8 115.7,237.6 
							115.7,237.5 115.6,237.1" class="st2"></polyline>
						<polyline points="114.2,237.8 114.3,237.8 114.4,237.8" class="st2"></polyline>
						<polyline points="114.7,237.9 114.6,237.9 114.5,237.8 114.5,237.8 114.4,237.9 114.3,237.8 114.3,237.7 
							114.1,237.5 114.1,237.3 114,237.2" class="st2"></polyline>
						<polyline points="114.4,237 114.5,237.3 114.5,237.4 114.6,237.6 114.7,237.8 114.7,237.9 114.8,237.9 
							114.9,237.9" class="st2"></polyline>
						<polyline points="115.1,237.9 115.1,237.9 115,237.9" class="st2"></polyline>
						<polyline points="111.9,239.2 112.2,239.2 112.3,239.2 112.4,239.1 112.6,239.1 112.6,239 112.8,238.8 
							112.9,238.7 113,238.6 113.2,238.3 113.2,238.1 113.4,237.8 113.3,237.7" class="st2"></polyline>
						<polyline points="113.4,237.7 113.5,237.7 113.5,237.7" class="st2"></polyline>
						<polyline points="113.2,236.9 113.3,237.2 113.4,237.4 113.4,237.5 113.5,237.7 113.6,237.8 113.7,237.8 
							113.8,237.8 113.9,237.8 114,237.8" class="st2"></polyline>
						<polyline points="115.2,237.3 115.2,237.4 115.3,237.5 115.4,237.7 115.4,237.8 115.5,237.9 115.6,238 115.7,238 
							115.8,238 115.9,238 116,238" class="st2"></polyline>
						<polyline points="117.6,238.2 117.5,238.2 117.5,238.2 117.4,238.2" class="st2"></polyline>
						<polyline points="117.2,237.4 117.2,237.6 117.3,237.7 117.3,237.8 117.3,238 117.4,238 117.5,238.1 117.6,238.2 
							117.6,238.3 117.7,238.2 117.7,238.2" class="st2"></polyline>
						<polyline points="116.7,238.1 116.6,238.1 116.6,238.1 116.5,238.1 116.4,238.1 116.3,238 116.3,237.9 
							116.2,237.8 116.1,237.6 116.1,237.4 116,237.3" class="st2"></polyline>
						<polyline points="117.2,238.1 117.1,238.1 117,238.1 116.9,238.1 116.7,238.1 116.7,238 116.6,237.9 116.5,237.7 
							116.5,237.6 116.4,237.3" class="st2"></polyline>
						<polyline points="116.9,237.4 116.9,237.4 116.9,237.5 117,237.7 117,237.8 117,237.9 117,238 117.1,238.1 
							117.2,238.1 117.2,238.2 117.3,238.2 117.4,238.2" class="st2"></polyline>
						<polyline points="118.1,238.1 118.1,238.1 118,238.2 117.9,238.3 117.8,238.3 117.8,238.3" class="st2"></polyline>
						<polyline points="117.6,237.4 117.6,237.5 117.7,237.7 117.7,237.8 117.8,237.9 117.9,238 118,238.1 118,238.2 
							118.1,238.1 118.2,238.1 118.3,238 118.4,238" class="st2"></polyline>
						<polyline points="115.5,237.9 115.5,237.9 115.4,237.9 115.3,238 115.2,238 115.1,237.8 115,237.7 115,237.6 
							114.9,237.4 114.9,237.2" class="st2"></polyline>
						<polyline points="113.5,237 113.6,237.3 113.7,237.4 113.8,237.5 113.8,237.7 114,237.8 114,237.8 114.2,237.8" class="st2"></polyline>
						<polyline points="113.3,237.7 113.2,237.8 113.1,237.7 113.1,237.6 112.9,237.4 112.9,237.3" class="st2"></polyline>
						<polyline points="112.9,237.7 113,237.6 113,237.7 113.1,237.7" class="st2"></polyline>
						<polyline points="116.2,234.7 116.1,234.6 116,234.6 115.9,234.6 115.9,234.6 115.8,234.6 115.7,234.6 
							115.6,234.7 115.6,234.9 115.5,235 115.4,235.1" class="st2"></polyline>
						<polyline points="113.6,234.4 113.7,234.3 113.7,234.4" class="st2"></polyline>
						<polyline points="113.8,234.4 113.7,234.1 113.7,233.9 113.7,233.6 113.6,233.4 113.5,233.3 113.4,233.1 
							113.3,232.9 113.3,232.8 113.1,232.7 113,232.7 112.9,232.6 112.6,232.6 112.5,232.6 112.4,232.6 112.3,232.6 112.2,232.7 
							112,232.8 112,232.8 111.8,232.9 111.8,233 111.6,233.1 111.5,233.4 111.4,233.5 111.2,234" class="st2"></polyline>
						<polyline points="113.5,234.3 113.4,234.3 113.3,234.4 113.2,234.5 113.1,234.6 113,234.7 113,234.8" class="st2"></polyline>
						<polyline points="113.3,234.4 113.3,234.4 113.2,234.3 113.1,234.3 113,234.3 112.9,234.3 112.8,234.4 
							112.8,234.5 112.7,234.6 112.6,234.8" class="st2"></polyline>
						<polyline points="112.3,234.6 112.4,234.5 112.4,234.4" class="st2"></polyline>
						<polyline points="114.4,234.5 114.4,234.5 114.4,234.5 114.3,234.4 114.3,234.4 114.2,234.4 114.1,234.4 
							114,234.6 114,234.7 113.9,234.8 113.8,234.9" class="st2"></polyline>
						<polyline points="113.4,234.8 113.6,234.7 113.6,234.6 113.7,234.4 113.8,234.4 113.9,234.4 114,234.4 114,234.4 
							114.1,234.4" class="st2"></polyline>
						<polyline points="114.9,234.5 114.9,234.5 114.7,234.5 114.6,234.5 114.5,234.5 114.4,234.5 114.4,234.7 
							114.3,234.8 114.2,234.9" class="st2"></polyline>
						<polyline points="115,235.1 115.2,234.9 115.2,234.8 115.3,234.6 115.4,234.6 115.5,234.6 115.6,234.6 
							115.7,234.6 115.7,234.6" class="st2"></polyline>
					</g>
					<g id="ID_1296">
						<line y2="235.8" x2="111.5" y1="235.7" x1="111.6" class="st1"></line>
						<polyline points="111.4,236.3 111.4,236.2 111.4,236.1 111.5,236 111.5,236 111.6,235.9 111.6,235.9 111.7,235.9" class="st1"></polyline>
						<polyline points="112.8,236.3 112.7,236.3 112.7,236.2" class="st1"></polyline>
						<polyline points="112.1,236.3 112.2,236.3 112.4,236.1 112.4,236.1 112.5,236.1" class="st1"></polyline>
						<polyline points="112.1,236.3 112.2,236.3 112.3,236.2 112.3,236.1 112.4,236 112.4,236 112.5,236 112.5,236 
							112.6,236 112.6,236 112.6,236.1" class="st1"></polyline>
						<polyline points="111.9,238.7 111.9,238.6 111.9,238.6" class="st1"></polyline>
						<polyline points="112,236.7 112,236.9 112,237 111.9,237.1" class="st1"></polyline>
						<polyline points="112.2,236.3 112.2,236.4 112.1,236.5" class="st1"></polyline>
						<polyline points="111.9,238.4 111.8,238.4 111.8,238.2" class="st1"></polyline>
						<polyline points="112.1,238.9 112.1,238.9 112.1,238.8" class="st1"></polyline>
						<polyline points="111.9,237.2 111.9,237.3 111.8,237.5" class="st1"></polyline>
						<line y2="236.1" x2="112.6" y1="236.2" x1="112.6" class="st1"></line>
						<line y2="235.9" x2="112.5" y1="236" x1="112.6" class="st1"></line>
						<polyline points="112.6,236.1 112.5,236.1 112.4,236.1" class="st1"></polyline>
						<polyline points="112.4,236.1 112.3,236.3 112.2,236.3" class="st1"></polyline>
						<polyline points="111.9,238 111.8,237.9 111.8,237.7" class="st1"></polyline>
						<polyline points="112.2,239 112.3,239 112.3,239" class="st1"></polyline>
						<line y2="238.8" x2="112.4" y1="238.9" x1="112.4" class="st1"></line>
						<polyline points="111.1,236.2 111,236.4 110.9,236.6 110.9,237 110.8,237.2 110.8,237.5 110.8,237.7 110.8,237.8 
							110.8,237.9 110.8,238.1 110.8,238.2 110.8,238.3 110.8,238.4" class="st1"></polyline>
						<polyline points="106.6,233.5 106.5,233.6 106.4,233.6 106.2,233.6 106.2,233.8 106,233.9 105.9,234 105.8,234.3 
							105.6,234.4 105.6,234.6 105.4,234.9 105.4,235.2 105.3,235.6 105.3,235.8 105.1,236.1 105.1,236.4 105.1,236.7 105,237.1 
							105.1,237.4 105,237.7 105,238 105,238.3 105.1,238.6 105.2,238.9 105.1,239.1 105.3,239.3 105.3,239.5 105.4,239.7 
							105.5,239.8 105.5,239.9 105.7,240 105.8,240.1" class="st1"></polyline>
						<line y2="239.2" x2="105" y1="239.4" x1="105.1" class="st1"></line>
						<polyline points="106.9,235.3 106.9,235.2 106.8,235.3 106.6,235.2 106.6,235.2 106.5,235.3 106.4,235.4" class="st1"></polyline>
						<polyline points="106,237.8 106,237.7 105.9,237.6 106,237.3 105.9,237.1 106,236.9 106,236.7 106,236.5 
							106.1,236.3" class="st1"></polyline>
						<polyline points="105.5,234.4 105.5,234.6 105.3,234.8 105.2,234.9 105.1,235.3 105.1,235.5 105,235.7 
							104.9,236.1 104.9,236.3 104.9,236.6 104.8,236.8 104.8,237.1 104.8,237.5 104.8,237.6 104.8,238 104.9,238.3 104.8,238.5 
							104.9,238.7 104.9,238.9" class="st1"></polyline>
						<line y2="235" x2="103.3" y1="234.8" x1="103.3" class="st1"></line>
						<line y2="238" x2="103" y1="238.1" x1="103" class="st1"></line>
						<polyline points="107.1,235.5 107,235.5 107.1,235.6 107,235.7 106.9,235.8 106.9,236 106.8,236.2 106.7,236.3 
							106.7,236.5 106.7,236.7 106.6,237 106.7,237.2 106.6,237.5 106.7,237.7 106.7,237.8 106.8,238 106.8,238.1 106.8,238.2 
							106.9,238.2" class="st1"></polyline>
						<polyline points="107.8,235.9 107.7,236 107.7,236.3 107.6,236.5 107.6,236.7 107.5,236.9 107.5,237.1 
							107.5,237.3 107.6,237.5 107.5,237.7 107.6,237.9" class="st1"></polyline>
						<polyline points="109.3,238.4 109.2,238.2 109.2,238 109.2,237.7 109.2,237.5 109.2,237.3 109.2,237.1 
							109.2,236.8 109.3,236.6 109.3,236.3 109.4,236.1 109.5,236 109.5,235.8" class="st1"></polyline>
						<polyline points="109.2,238.1 109.2,238 109.1,237.8 109.2,237.6 109.2,237.3 109.1,237.1 109.2,236.9 
							109.2,236.7 109.3,236.5 109.3,236.3 109.4,236.2 109.5,236" class="st1"></polyline>
						<polyline points="110.4,235.5 110.3,235.6 110.2,235.6 110.1,235.7 110,235.8 110,236 109.9,236.1 109.8,236.3 
							109.7,236.5 109.7,236.8 109.6,237 109.7,237.3 109.6,237.5 109.6,237.7 109.7,238 109.6,238.2 109.7,238.4 109.7,238.6 
							109.9,238.7 109.9,238.9 110,238.9 110.2,239 110.2,239" class="st1"></polyline>
						<polyline points="110.2,238.6 110.1,238.6 110,238.4 110,238.2 109.9,238.1 109.9,237.9 109.8,237.8 109.8,237.4 
							109.9,237.3 109.9,237.1 109.9,236.9 109.9,236.7 110,236.5 110,236.2 110.1,236.1 110.2,236 110.3,236 110.3,235.9" class="st1"></polyline>
						<polyline points="110.6,239 110.5,239 110.4,239 110.3,238.9 110.2,238.7 110.1,238.5 110.1,238.3 110,238.1 
							110.1,237.9 110,237.7 110,237.4 110.1,237.2 110.1,237 110.2,236.7 110.2,236.5 110.3,236.3 110.3,236.1 110.4,236 
							110.4,235.8 110.5,235.7 110.6,235.7 110.7,235.7 110.8,235.6" class="st1"></polyline>
						<polyline points="110.1,238.5 110.1,238.3 110,238 109.9,237.8 110,237.6 110,237.4 110.1,237.1 110,236.9 
							110.1,236.6 110.2,236.4 110.2,236.2 110.3,236.1 110.3,235.9" class="st1"></polyline>
						<polyline points="111.7,238.6 111.7,238.4 111.6,238.2 111.6,238.1 111.6,237.8 111.5,237.6 111.6,237.4 
							111.6,237.2 111.7,236.9 111.7,236.8 111.7,236.6 111.8,236.4 111.9,236.3 112,236.1" class="st1"></polyline>
						<polyline points="110.2,236.2 110.2,236.3 110.1,236.4 110,236.7 110,236.9 110,237.1 109.9,237.3 110,237.5 
							109.9,237.7 110,237.9 110,238.1 110.1,238.3" class="st1"></polyline>
						<polyline points="112,236 112,236 112,236.1 111.9,236.2 111.8,236.2 111.8,236.3 111.7,236.4 111.6,236.4 
							111.7,236.6 111.6,236.7 111.6,236.9 111.6,237 111.5,237.1 111.4,237.2 111.5,237.4 111.5,237.5 111.4,237.6 111.5,237.8 
							111.4,237.9 111.5,238 111.5,238.2 111.5,238.3 111.6,238.4 111.6,238.5 111.6,238.6 111.6,238.7 111.7,238.8 111.8,238.8 
							111.8,238.9" class="st1"></polyline>
						<polyline points="111.7,238.4 111.6,238.2 111.6,238.1 111.5,238 111.5,237.9 111.6,237.7 111.5,237.6 
							111.5,237.4 111.6,237.3 111.6,237.2 111.6,237.1 111.7,236.9 111.6,236.8 111.7,236.6 111.8,236.5 111.7,236.4 111.8,236.4" class="st1"></polyline>
						<polyline points="110.6,236.3 110.5,236.4 110.5,236.7 110.4,236.8 110.4,237 110.4,237.2 110.4,237.4 
							110.3,237.6 110.4,237.9 110.4,238.1 110.4,238.2" class="st1"></polyline>
						<polyline points="110.8,235.9 110.7,236 110.6,236.1 110.6,236.1 110.5,236.3 110.5,236.4 110.3,236.6 
							110.4,236.8 110.3,237 110.3,237.2 110.3,237.4 110.2,237.7 110.3,237.8 110.3,238 110.4,238.2 110.4,238.4 110.4,238.5 
							110.5,238.7 110.6,238.7" class="st1"></polyline>
						<line y2="237.2" x2="111.9" y1="237.1" x1="111.9" class="st1"></line>
						<polyline points="111.8,239.2 111.8,239.2 111.6,239.1 111.6,239.1 111.6,239 111.5,239 111.5,238.9 111.4,238.8 
							111.3,238.7 111.3,238.6 111.3,238.4 111.3,238.3 111.3,238.1 111.2,238 111.3,237.8 111.3,237.7 111.3,237.5 111.2,237.3 
							111.3,237.1 111.3,237 111.3,236.8 111.4,236.7 111.5,236.5 111.4,236.4 111.5,236.3 111.6,236.1 111.6,236 111.6,236 
							111.7,235.9 111.8,235.8 111.9,235.8 111.9,235.8 112,235.7" class="st1"></polyline>
						<polyline points="111.8,237.5 111.9,237.6 111.8,237.7" class="st1"></polyline>
						<polyline points="110.7,236.1 110.6,236.2 110.6,236.3 110.5,236.5 110.5,236.8 110.4,237 110.4,237.3 
							110.4,237.5 110.4,237.7 110.4,238 110.5,238.2 110.4,238.4" class="st1"></polyline>
						<polyline points="111,236.3 110.9,236.4 110.9,236.5 110.8,236.8 110.9,237 110.8,237.2 110.8,237.4 110.7,237.6 
							110.8,237.8 110.7,238 110.8,238.2" class="st1"></polyline>
						<polyline points="109.8,236.1 109.7,236.3 109.7,236.4 109.6,236.7 109.6,236.9 109.5,237.1 109.5,237.3 
							109.6,237.5 109.5,237.7 109.6,237.9 109.6,238.1" class="st1"></polyline>
						<polyline points="111.6,235.7 111.5,235.8 111.5,235.8 111.4,235.8 111.3,235.8 111.3,235.9 111.2,236 
							111.2,236.2 111.1,236.2 111,236.4 111,236.5 111,236.6 110.9,236.7 110.9,236.9 110.9,237.1 110.8,237.3 110.9,237.4 
							110.8,237.6 110.9,237.8 110.8,237.9 110.8,238.1 110.9,238.2 110.9,238.4 111,238.5 111,238.6 111,238.8 111.1,238.9 
							111.1,238.9 111.2,239 111.2,239 111.2,239.1 111.3,239.1 111.4,239.1" class="st1"></polyline>
						<polyline points="111.3,238.8 111.3,238.7 111.3,238.7 111.3,238.6 111.2,238.5 111.1,238.3 111.1,238.2 
							111.2,238.1 111.1,238 111.1,237.9 111.1,237.7 111,237.6 111.1,237.4 111.1,237.3 111.1,237.2 111.1,237.1 111.1,236.9 
							111.1,236.8 111.2,236.7 111.3,236.5 111.2,236.4 111.3,236.3 111.4,236.3 111.5,236.2 111.5,236.1 111.5,236.1" class="st1"></polyline>
						<polyline points="111.3,238.5 111.2,238.4 111.2,238.3 111.2,238.1 111.2,237.9 111.2,237.8 111.2,237.6 
							111.2,237.5 111.2,237.3 111.2,237.1 111.3,237 111.3,236.8 111.3,236.6 111.4,236.5 111.4,236.4 111.5,236.3 111.6,236.1" class="st1"></polyline>
						<polyline points="111.2,238.3 111.2,238.2 111.2,238.1 111.1,237.9 111.2,237.8 111.2,237.7 111.2,237.5 
							111.2,237.4 111.1,237.3 111.2,237.1 111.2,237 111.2,236.9 111.3,236.7 111.3,236.6 111.4,236.5 111.4,236.4 111.4,236.3" class="st1"></polyline>
						<polyline points="111.9,238.6 111.9,238.5 111.9,238.4" class="st1"></polyline>
						<line y2="238.8" x2="112.1" y1="238.7" x1="111.9" class="st1"></line>
						<polyline points="112.1,238.9 112.2,239 112.2,239" class="st1"></polyline>
						<line y2="238.9" x2="112.4" y1="239" x1="112.3" class="st1"></line>
						<line y2="238.9" x2="112.4" y1="239" x1="112.3" class="st1"></line>
						<line y2="238.2" x2="111.8" y1="238" x1="111.9" class="st1"></line>
						<polyline points="111.1,236.1 111.1,236.2 111,236.3 110.9,236.4 111,236.6 110.9,236.7 110.9,237 110.9,237.1 
							110.8,237.2 110.8,237.4 110.8,237.6 110.7,237.7 110.8,237.9 110.8,238 110.8,238.2 110.8,238.4 110.9,238.5" class="st1"></polyline>
						<polyline points="110.9,238.7 110.9,238.7 110.9,238.5 110.8,238.4 110.8,238.2 110.7,238 110.7,237.8 
							110.6,237.6 110.7,237.4 110.7,237.2 110.8,237 110.8,236.8 110.8,236.6 110.9,236.4 111,236.2 111,236.2 111.1,236.1 
							111.1,236 111.2,235.9" class="st1"></polyline>
						<polyline points="112,236.7 112.1,236.6 112.1,236.5" class="st1"></polyline>
						<line y2="236.3" x2="112.2" y1="236.3" x1="112.2" class="st1"></line>
						<polyline points="112.2,236.3 112.3,236.2 112.3,236.2 112.4,236.1 112.4,236.1 112.5,236.1" class="st1"></polyline>
						<line y2="236.1" x2="112.4" y1="236.1" x1="112.4" class="st1"></line>
						<line y2="236.1" x2="112.6" y1="236.1" x1="112.6" class="st1"></line>
						<line y2="236.2" x2="112.7" y1="236.2" x1="112.6" class="st1"></line>
						<polyline points="111,239.1 110.9,239.1 110.8,239 110.8,239 110.6,238.8 110.6,238.7 110.5,238.5 110.5,238.3 
							110.4,238.1 110.5,237.8 110.4,237.6 110.4,237.3 110.5,237.1 110.5,236.8 110.6,236.6 110.6,236.4 110.6,236.2 110.8,236 
							110.9,235.9 110.9,235.8 111,235.7 111,235.7 111.1,235.6" class="st1"></polyline>
						<polyline points="109.6,235.7 109.5,235.8 109.4,235.9 109.4,236 109.3,236.1 109.2,236.4 109.2,236.5 
							109.1,236.7 109.1,236.9 109,237.1 109.1,237.3 109,237.6 109.1,237.7 109.1,237.9 109.2,238.1 109.2,238.3 109.3,238.4 
							109.3,238.5" class="st1"></polyline>
						<polyline points="109,238.5 108.9,238.4 108.8,238.3 108.8,238.1 108.8,238 108.7,237.8 108.7,237.7 108.7,237.4 
							108.6,237.2 108.7,237 108.7,236.8 108.8,236.6 108.8,236.4 108.9,236.1 108.9,236 109,235.9 109.1,235.8 109.1,235.8 
							109.2,235.8" class="st1"></polyline>
						<polyline points="108.8,238.2 108.9,238 108.8,237.8 108.8,237.6 108.8,237.4 108.8,237.1 108.9,236.9 
							108.9,236.7 109,236.4 109,236.2 109,236 109.1,235.9" class="st1"></polyline>
						<polyline points="108.8,238 108.8,237.8 108.8,237.6 108.8,237.4 108.7,237.2 108.8,237 108.8,236.8 108.9,236.6 
							108.9,236.3 109,236.1 109,236" class="st1"></polyline>
						<polyline points="109.4,238.9 109.3,238.9 109.2,238.9 109.2,238.8 109,238.7 109,238.5 108.9,238.3 108.9,238.1 
							108.8,237.9 108.9,237.7 108.8,237.4 108.8,237.2 108.9,237 108.9,236.7 109,236.4 109,236.2 109.1,236.1 109.1,235.9 
							109.2,235.8 109.3,235.6 109.3,235.6 109.4,235.5 109.5,235.5" class="st1"></polyline>
						<polyline points="107.9,235.7 107.8,235.8 107.8,236 107.7,236.1 107.7,236.4 107.7,236.7 107.6,236.9 
							107.6,237.1 107.5,237.3 107.6,237.6 107.6,237.8 107.6,238 107.7,238.2" class="st1"></polyline>
						<polyline points="108,235.6 107.9,235.7 107.8,235.7 107.8,235.8 107.7,235.9 107.6,236.1 107.6,236.3 
							107.5,236.5 107.5,236.7 107.4,236.9 107.5,237.1 107.4,237.4 107.5,237.6 107.5,237.7 107.6,237.9 107.6,238 107.7,238.2 
							107.7,238.3 107.7,238.3" class="st1"></polyline>
						<polyline points="107.9,235.3 107.8,235.3 107.7,235.4 107.6,235.4 107.6,235.6 107.5,235.8 107.5,235.9 
							107.4,236.1 107.3,236.4 107.2,236.6 107.3,236.8 107.2,237 107.2,237.3 107.3,237.5 107.2,237.7 107.3,238 107.3,238.1 
							107.4,238.3 107.4,238.5 107.6,238.6 107.6,238.7 107.7,238.7 107.8,238.7" class="st1"></polyline>
						<polyline points="107.2,238.1 107.2,237.9 107.2,237.6 107.1,237.4 107.2,237.2 107.2,237 107.3,236.7 
							107.2,236.5 107.3,236.3 107.4,236 107.4,235.8 107.5,235.7" class="st1"></polyline>
						<polyline points="108.4,235.8 108.2,235.9 108.1,236.1 108.1,236.4 108.1,236.6 108,236.8 108,237 107.9,237.3 
							108,237.5 108,237.7 108,237.9 108.1,238.1" class="st1"></polyline>
						<polyline points="108.5,238.4 108.5,238.4 108.4,238.3 108.4,238.2 108.3,238 108.3,237.9 108.2,237.7 
							108.3,237.4 108.2,237.2 108.3,237 108.3,236.8 108.4,236.6 108.3,236.4 108.5,236.3 108.4,236.1 108.6,235.9 108.6,235.8 
							108.8,235.8 108.7,235.7" class="st1"></polyline>
						<polyline points="108.5,238.3 108.5,238.1 108.4,237.9 108.4,237.7 108.4,237.4 108.3,237.2 108.4,237 
							108.4,236.7 108.4,236.5 108.5,236.3 108.6,236 108.7,235.9 108.8,235.8" class="st1"></polyline>
						<polyline points="108.4,238 108.4,237.8 108.3,237.6 108.4,237.4 108.3,237.2 108.4,237 108.4,236.8 108.4,236.6 
							108.4,236.4 108.5,236.3 108.5,236 108.6,235.9" class="st1"></polyline>
						<polyline points="107,235.8 107,235.9 106.9,236.2 106.8,236.3 106.8,236.5 106.7,236.7 106.7,236.9 106.8,237.1 
							106.7,237.4 106.8,237.6 106.8,237.7" class="st1"></polyline>
						<polyline points="106.9,237.9 106.8,237.7 106.8,237.5 106.8,237.3 106.7,237 106.8,236.8 106.8,236.6 
							106.8,236.3 106.9,236.2 107,235.9 107,235.7 107.1,235.6" class="st1"></polyline>
						<polyline points="108.8,235.3 108.7,235.4 108.6,235.5 108.5,235.5 108.4,235.6 108.4,235.8 108.2,236 
							108.1,236.1 108.1,236.4 108.1,236.7 108,236.9 108,237.1 108.1,237.4 108,237.6 108.1,237.8 108,238 108.1,238.2 
							108.1,238.4 108.3,238.6 108.3,238.7 108.4,238.7 108.6,238.8 108.6,238.8" class="st1"></polyline>
						<polyline points="109.7,238.3 109.6,238.1 109.6,237.9 109.6,237.7 109.5,237.4 109.6,237.2 109.6,237 
							109.7,236.8 109.7,236.5 109.7,236.3 109.8,236.1 109.9,235.9" class="st1"></polyline>
						<polyline points="109.7,238.6 109.7,238.5 109.7,238.4 109.6,238.3 109.5,238.1 109.6,237.9 109.5,237.7 
							109.5,237.5 109.5,237.3 109.4,237.1 109.5,236.9 109.5,236.7 109.6,236.5 109.7,236.4 109.7,236.1 109.8,236 109.8,235.9 
							109.9,235.9 109.9,235.9" class="st1"></polyline>
						<polyline points="108.2,235.9 108.1,236 108.1,236.3 108,236.4 108,236.6 107.9,236.8 108,237 107.9,237.2 
							108,237.5 108,237.7 108,237.9 108,238" class="st1"></polyline>
						<polyline points="110,235.5 110,235.5 109.9,235.6 109.8,235.6 109.7,235.7 109.5,235.9 109.5,236 109.4,236.2 
							109.4,236.4 109.3,236.6 109.3,236.9 109.2,237.1 109.2,237.4 109.3,237.6 109.2,237.8 109.3,238 109.3,238.2 109.4,238.4 
							109.4,238.6 109.5,238.8 109.6,238.9 109.6,238.9 109.7,238.9" class="st1"></polyline>
						<polyline points="108.3,235.7 108.3,235.7 108.2,235.7 108.2,235.8 108.1,235.9 108,236.1 108,236.3 107.9,236.4 
							107.9,236.6 107.8,236.8 107.9,237 107.8,237.3 107.9,237.4 107.9,237.8 107.9,237.9 107.9,238.1 108,238.2 108.1,238.3 
							108.1,238.4" class="st1"></polyline>
						<polyline points="108.4,235.4 108.3,235.4 108.3,235.4 108.1,235.4 108,235.6 107.9,235.7 107.9,235.9 107.8,236 
							107.8,236.2 107.7,236.5 107.7,236.7 107.7,237 107.6,237.2 107.6,237.4 107.6,237.7 107.7,237.9 107.7,238.1 107.8,238.3 
							107.8,238.4 107.9,238.6 108,238.7 108,238.8 108.1,238.7" class="st1"></polyline>
						<polyline points="107.4,238.3 107.3,238.2 107.2,238.1 107.2,237.9 107.1,237.8 107.1,237.6 107,237.4 
							107.1,237.1 107.1,236.9 107.1,236.7 107.1,236.5 107.2,236.3 107.2,236.1 107.3,236 107.3,235.8 107.4,235.7 107.5,235.6 
							107.6,235.6" class="st1"></polyline>
						<polyline points="107.6,235.2 107.5,235.3 107.4,235.3 107.3,235.4 107.2,235.4 107.2,235.6 107.1,235.8 
							107.1,235.9 106.9,236.2 106.9,236.4 106.8,236.7 106.8,236.9 106.9,237.1 106.8,237.3 106.9,237.6 106.8,237.8 106.9,238 
							106.9,238.2 107,238.4 107.1,238.5 107.1,238.6 107.3,238.6 107.4,238.7" class="st1"></polyline>
						<line y2="238.7" x2="106.9" y1="238.6" x1="107" class="st1"></line>
						<polyline points="107.2,235.3 107.1,235.2 107,235.2 107,235.3 106.9,235.3 106.7,235.5 106.7,235.7 106.6,235.8 
							106.6,236 106.5,236.3 106.5,236.5 106.4,236.7 106.4,237 106.4,237.2 106.4,237.4 106.5,237.6 106.5,237.9 106.5,238.1 
							106.6,238.2 106.7,238.4 106.7,238.5 106.8,238.6 107,238.6 107,238.6" class="st1"></polyline>
						<polyline points="106.2,240.2 106.1,240.1 106,240.1 105.9,240 105.8,239.9 105.7,239.8 105.7,239.6 105.6,239.4 
							105.4,239.1 105.5,238.9 105.4,238.6 105.3,238.3 105.3,238 105.4,237.7 105.3,237.4 105.3,237.1 105.3,236.8 105.4,236.4 
							105.5,236.1 105.5,235.8 105.6,235.6 105.6,235.3 105.8,235 105.9,234.7 105.9,234.4 106.1,234.3 106.1,234.1 106.3,233.9 
							106.5,233.8 106.6,233.7 106.6,233.6 106.8,233.6 106.9,233.6" class="st1"></polyline>
						<polyline points="106.4,235.4 106.3,235.5 106.3,235.7 106.2,235.9 106.2,236.1 106.1,236.4 106.1,236.6 
							106,236.8 106,237 106,237.3 106,237.5 106.1,237.7 106.1,237.9 106.2,238.1 106.2,238.3 106.3,238.4 106.4,238.5 
							106.5,238.5 106.5,238.5" class="st1"></polyline>
						<polyline points="106.5,238 106.4,237.8 106.4,237.6 106.4,237.4 106.3,237.1 106.4,236.9 106.4,236.6 
							106.5,236.4 106.5,236.2 106.5,235.9 106.6,235.8 106.7,235.6" class="st1"></polyline>
						<polyline points="106.4,237.8 106.4,237.6 106.3,237.5 106.4,237.2 106.3,237 106.4,236.8 106.4,236.6 
							106.4,236.4 106.5,236.2 106.4,236 106.6,235.8 106.6,235.7" class="st1"></polyline>
						<line y2="236.1" x2="103" y1="236.3" x1="104.8" class="st1"></line>
						<polyline points="105.1,235 105,235.3 105,235.5 104.8,235.8 104.8,236.1 104.8,236.3 104.8,236.6 104.7,236.8 
							104.7,237.2 104.7,237.5 104.7,237.8 104.7,238.1 104.8,238.5" class="st1"></polyline>
						<polyline points="106.5,238.2 106.4,238.2 106.4,238 106.3,237.9 106.3,237.7 106.2,237.5 106.3,237.3 
							106.2,237.1 106.3,236.8 106.3,236.6 106.4,236.4 106.4,236.2 106.4,236 106.5,235.8 106.6,235.7 106.7,235.6 106.7,235.5 
							106.7,235.5" class="st1"></polyline>
						<line y2="235.4" x2="108.3" y1="235.4" x1="108.4" class="st1"></line>
						<polyline points="107.2,237.9 107.1,237.8 107.2,237.5 107.1,237.3 107.2,237.1 107.1,236.9 107.2,236.7 
							107.2,236.5 107.3,236.3 107.3,236.1 107.4,235.9 107.4,235.8" class="st1"></polyline>
						<polyline points="109.2,235.4 109.1,235.5 109,235.5 108.9,235.5 108.8,235.6 108.8,235.8 108.7,235.9 
							108.7,236.1 108.5,236.3 108.6,236.5 108.4,236.8 108.5,237 108.5,237.3 108.4,237.5 108.5,237.7 108.4,238 108.5,238.2 
							108.5,238.4 108.6,238.5 108.7,238.7 108.7,238.8 108.9,238.8 109,238.8" class="st1"></polyline>
						<line y2="235.3" x2="107.5" y1="235.3" x1="107.5" class="st1"></line>
						<polyline points="106.1,238.1 106,237.9 106,237.7 106,237.4 106,237.2 106,236.9 106,236.7 106,236.5 
							106.1,236.3 106.1,236 106.2,235.7 106.3,235.6 106.4,235.4" class="st1"></polyline>
						<line y2="238.8" x2="104.9" y1="238.5" x1="103.1" class="st1"></line>
						<polyline points="103.3,234.8 103.2,235.1 103.2,235.3 103,235.5 103,235.9 103,236.1 102.9,236.4 102.9,236.7 
							102.9,237 102.9,237.2 102.8,237.6 102.9,237.9 103,238.2" class="st1"></polyline>
						<polyline points="105,239.1 103.9,239 103.8,238.9 103.6,238.9 103.5,238.8 103.4,238.8 103.2,238.7 103.2,238.6 
							103.1,238.6 103.1,238.5 103,238.2 103,238 102.9,237.8 102.9,237.8 102.8,237.6 102.9,237.3 102.8,237.1 102.9,236.9 
							102.9,236.7 102.9,236.5 102.9,236.3 103,236.1 103,235.9 103,235.6 103.1,235.4 103.2,235.3 103.2,235.1 103.3,235 
							103.3,234.8 103.5,234.6 103.6,234.3 103.9,234.1 105.6,234.3" class="st2"></polyline>
						<polyline points="107.2,235.3 107.3,235.2 107.3,235.3" class="st2"></polyline>
						<polyline points="106.6,235.7 106.7,235.6 106.7,235.5 106.9,235.3 106.9,235.2 107,235.2 107.1,235.2" class="st2"></polyline>
						<polyline points="108.6,235.9 108.8,235.8 108.8,235.6 108.9,235.5 109,235.5 109.1,235.5 109.2,235.4 
							109.2,235.5 109.3,235.5" class="st2"></polyline>
						<polyline points="110.8,235.6 110.8,235.7 110.9,235.7" class="st2"></polyline>
						<polyline points="112.6,236 112.6,236.1 112.6,236.1 112.6,236.2" class="st2"></polyline>
						<polyline points="110.6,236.3 110.7,236.1 110.8,235.8 110.9,235.8 111,235.7 111,235.7 111.1,235.6" class="st2"></polyline>
						<polyline points="112.5,236.1 112.5,236.1 112.6,236.1 112.7,236.2 112.7,236.3 112.7,236.3 112.8,236.3 
							112.8,236.3 112.9,236.4 112.9,236.5 112.9,236.6 112.9,236.7 112.9,236.8 112.9,237 113,237.1 112.9,237.2 112.9,237.4 
							112.9,237.6 112.9,237.7 112.9,237.9 112.9,238 112.8,238.1 112.7,238.2 112.8,238.3 112.7,238.4 112.6,238.6 112.7,238.7 
							112.6,238.7 112.5,238.8 112.4,238.8 112.3,239 112.2,239 112.1,239 112,239 111.9,239.1 111.9,239 111.8,238.9 111.7,238.7 
							111.7,238.6" class="st2"></polyline>
						<line y2="238.5" x2="111.7" y1="238.4" x1="111.7" class="st2"></line>
						<polyline points="111.8,239.2 111.9,239.2 112,239.2 112.1,239.1 112.1,239" class="st2"></polyline>
						<polyline points="111.2,238.3 111.3,238.5 111.3,238.7 111.3,238.8 111.4,238.9 111.5,239 111.5,239.1 
							111.5,239.2 111.6,239.1 111.6,239.1 111.8,239.2" class="st2"></polyline>
						<polyline points="111.4,239.1 111.4,239.2 111.5,239.2 111.5,239.2" class="st2"></polyline>
						<polyline points="112.6,236 112.5,235.9 112.4,235.8 112.3,235.8 112.3,235.8 112.2,235.9 112.1,235.9 112,236 
							112,236.1 111.8,236.4" class="st2"></polyline>
						<polyline points="110,235.5 110.1,235.6 110.1,235.6" class="st2"></polyline>
						<polyline points="109.8,236.1 109.9,235.9 110,235.8 110.1,235.7 110.2,235.6 110.3,235.6 110.4,235.5" class="st2"></polyline>
						<polyline points="110.7,235.7 110.6,235.7 110.5,235.7 110.4,235.7 110.3,235.9" class="st2"></polyline>
						<polyline points="108.9,235.5 108.9,235.4 108.8,235.4 108.8,235.3 108.7,235.4 108.7,235.4 108.6,235.4 
							108.5,235.5 108.4,235.6 108.4,235.8 108.2,235.9" class="st2"></polyline>
						<polyline points="107.4,235.8 107.5,235.7 107.6,235.6 107.6,235.4 107.7,235.3 107.8,235.3 107.9,235.3 
							107.9,235.3 108,235.3 108.1,235.4 108.2,235.4" class="st2"></polyline>
						<polyline points="108.8,238 108.8,238.2 108.9,238.4 109,238.6 109,238.7 109.2,238.9 109.2,238.9 109.3,238.9 
							109.4,238.9 109.5,238.9 109.6,238.9" class="st2"></polyline>
						<polyline points="110.8,238.2 110.8,238.4 110.9,238.5 110.9,238.6 110.9,238.7 111,238.8 111.1,238.9 111.1,239 
							111.2,239 111.2,239 111.3,239.1 111.3,239.1" class="st2"></polyline>
						<polyline points="110.4,238.2 110.4,238.4 110.5,238.6 110.6,238.8 110.6,238.9 110.8,239 110.8,239 110.9,239.1 
							111,239.1 111.1,239.1 111.2,239" class="st2"></polyline>
						<polyline points="110.8,239 110.7,239 110.6,239 110.5,239 110.4,239 110.3,238.9 110.2,238.8 110.2,238.6 
							110.1,238.5 110.1,238.3" class="st2"></polyline>
						<polyline points="108.6,238.8 108.7,238.8 108.7,238.8" class="st2"></polyline>
						<polyline points="109.6,238.1 109.7,238.3 109.7,238.5 109.8,238.7 109.9,238.8 109.9,238.9 110,238.9 110.2,239 
							110.2,239 110.4,239 110.4,239" class="st2"></polyline>
						<polyline points="109.9,239 109.8,239 109.7,238.9 109.7,238.9 109.6,238.9 109.5,238.8 109.4,238.7 109.3,238.6 
							109.3,238.4 109.2,238.1" class="st2"></polyline>
						<polyline points="107.8,238.7 107.9,238.7 107.9,238.7" class="st2"></polyline>
						<polyline points="109.2,238.9 109.1,238.9 109,238.8 108.9,238.8 108.7,238.8 108.7,238.8 108.6,238.6 
							108.6,238.5 108.5,238.3 108.4,238" class="st2"></polyline>
						<polyline points="109.9,235.6 109.9,235.6 109.8,235.6 109.7,235.7 109.5,235.8 109.5,236" class="st2"></polyline>
						<polyline points="107,235.8 107.1,235.6 107.2,235.4 107.3,235.3 107.4,235.3 107.5,235.3 107.6,235.2 
							107.6,235.3 107.7,235.3" class="st2"></polyline>
						<polyline points="109,236 109.1,235.9 109.2,235.7 109.3,235.6 109.3,235.5 109.4,235.5 109.5,235.5 109.5,235.5 
							109.6,235.5 109.6,235.5 109.8,235.6" class="st2"></polyline>
						<polyline points="111.4,236.3 111.6,236.1 111.5,236.1 111.6,235.9 111.7,235.9 111.7,235.8 111.8,235.8 
							111.9,235.8 111.9,235.8 112,235.7 112,235.7 112.1,235.8 112.1,235.8 112.1,235.9" class="st2"></polyline>
						<polyline points="111.1,235.6 111.2,235.7 111.4,235.8 111.4,235.8" class="st2"></polyline>
						<polyline points="111.1,236.1 111.1,236 111.2,235.9 111.3,235.8 111.4,235.8 111.4,235.8 111.4,235.7 
							111.5,235.8 111.6,235.7 111.7,235.7 111.7,235.7 111.7,235.8 111.7,235.8" class="st2"></polyline>
						<polyline points="108,238 108.1,238.1 108.1,238.3 108.2,238.5 108.3,238.7 108.3,238.7 108.4,238.7 108.6,238.8" class="st2"></polyline>
						<polyline points="108.3,238.7 108.2,238.8 108.1,238.7 108.1,238.7 108,238.8 107.9,238.7 107.8,238.5 
							107.7,238.4 107.7,238.2 107.6,237.9" class="st2"></polyline>
						<polyline points="106.8,237.7 106.9,237.9 106.9,238.1 107,238.3 107,238.4 107.1,238.6 107.2,238.7 107.3,238.6 
							107.4,238.7 107.5,238.7 107.6,238.7" class="st2"></polyline>
						<polyline points="107,238.6 107.1,238.6 107.1,238.6" class="st2"></polyline>
						<polyline points="104.8,238.5 104.9,238.9 105,239.1 105,239.2 105.1,239.4 105.1,239.4 105.2,239.6 105.3,239.7 
							105.4,239.9 105.4,239.9 105.6,240 105.6,240 105.8,240.1 105.8,240.1 105.9,240.2 106.2,240.2 106.3,240.1 106.5,240.1 
							106.6,240.1 106.7,239.9 106.8,239.8 107,239.6 107.1,239.4 107.2,239.2 107.2,239 107.4,238.7 107.5,238.7" class="st2"></polyline>
						<polyline points="107,238.6 106.9,238.7 106.7,238.6 106.7,238.5 106.6,238.3 106.5,238.2 106.5,238 106.4,237.8" class="st2"></polyline>
						<polyline points="107.8,238.7 107.6,238.7 107.6,238.7 107.4,238.5 107.4,238.4 107.3,238.3 107.2,238.1 
							107.2,237.9" class="st2"></polyline>
						<polyline points="106.7,238.5 106.7,238.6 106.5,238.5 106.5,238.5 106.4,238.6 106.3,238.5 106.3,238.4 
							106.1,238.2 106.1,238.1 106,237.8" class="st2"></polyline>
						<polyline points="108.5,235.5 108.5,235.4 108.4,235.4 108.3,235.4 108.2,235.4 108.1,235.4 108,235.6 
							107.9,235.7 107.8,235.9" class="st2"></polyline>
						<polyline points="107.8,235.3 107.8,235.1 107.8,234.8 107.7,234.6 107.7,234.3 107.5,234.2 107.5,234 
							107.4,233.8 107.3,233.7 107.2,233.7 107.1,233.6 106.9,233.6 106.6,233.5 106.5,233.6 106.4,233.5 106.3,233.6 106.2,233.6 
							106.1,233.7 106,233.7 105.9,233.8 105.8,234 105.7,234.1 105.6,234.2 105.5,234.4 105.1,235" class="st2"></polyline>
						<polyline points="110.4,235.5 110.5,235.6 110.5,235.7 110.5,235.7" class="st2"></polyline>
					</g>
					<g id="ID_1290">
						<polyline points="107.7,248.1 107.7,248 107.7,247.9 107.6,247.9 107.5,247.8 107.4,247.8 107.4,247.8 
							107.3,247.8" class="st1"></polyline>
						<line y2="247.8" x2="106" y1="247.6" x1="106.2" class="st1"></line>
						<line y2="247.9" x2="106" y1="248" x1="105.9" class="st1"></line>
						<polyline points="106.9,247.7 107,247.6 107.1,247.5 107.3,247.6" class="st1"></polyline>
						<polyline points="107.3,247.8 107.3,248 107.2,248" class="st1"></polyline>
						<line y2="248.1" x2="107.1" y1="248" x1="107.2" class="st1"></line>
						<polyline points="106.5,247.4 106.4,247.5 106.4,247.5 106.4,247.5 106.3,247.6 106.3,247.6 106.3,247.7 
							106.2,247.8 106.1,247.9 106.2,248.1 106.1,248.2 106,248.3 106,248.4 106,248.6 106,248.7 106,248.9" class="st1"></polyline>
						<polyline points="106.9,248.8 106.9,248.7 106.9,248.6" class="st1"></polyline>
						<polyline points="107.4,247.5 107.4,247.5 107.3,247.6 107.2,247.6 107.2,247.6 107.1,247.7 107.1,247.7 
							107,247.8 107,247.8 107,248 106.9,248.1 106.9,248.3 106.9,248.4 106.8,248.5 106.9,248.7 106.8,248.8 106.8,249" class="st1"></polyline>
						<polyline points="107.3,247.8 107.3,247.9 107.2,248 107.1,248.1 107,248.2 107,248.4 106.9,248.6 106.9,248.8 
							106.8,249" class="st1"></polyline>
						<polyline points="106.8,248.9 106.9,249.1 106.8,249.2" class="st1"></polyline>
						<polyline points="106.7,249.5 106.8,249.6 106.8,249.7 106.8,249.9" class="st1"></polyline>
						<polyline points="107,248.2 107,248.4 107,248.5" class="st1"></polyline>
						<polyline points="106.9,250.2 106.8,250.2 106.8,250.1" class="st1"></polyline>
						<polyline points="106.9,250.4 106.9,250.4 107,250.5" class="st1"></polyline>
						<polyline points="107.1,250.6 107.1,250.6 107.2,250.7" class="st1"></polyline>
						<polyline points="107.3,250.7 107.3,250.7 107.4,250.6" class="st1"></polyline>
						<polyline points="105.8,248.3 105.8,248.5 105.7,248.8 105.7,249 105.7,249.3 105.7,249.6 105.7,249.9 
							105.8,250.1" class="st1"></polyline>
						<polyline points="100.7,251.8 100.6,251.7 100.5,251.6 100.5,251.5 100.3,251.4 100.3,251.2 100.2,251 
							100.1,250.8 100.1,250.5 100,250.3 100,250 100,249.7 100,249.4 99.9,249.1 99.9,248.8 100,248.5 100.1,248.1 100.1,247.8 
							100.1,247.5 100.3,247.3 100.4,246.9 100.4,246.7 100.5,246.4 100.6,246.1 100.7,246 100.8,245.8 101,245.6 101.1,245.5 
							101.2,245.3 101.3,245.3 101.5,245.3 101.6,245.2" class="st1"></polyline>
						<polyline points="101,248.1 101,247.9 101.1,247.8 101.2,247.5 101.2,247.4 101.3,247.3 101.4,247.2 101.5,247.1 
							101.5,247 101.6,247 101.8,247.1 101.8,247.1" class="st1"></polyline>
						<line y2="249.3" x2="100.9" y1="249.5" x1="100.9" class="st1"></line>
						<polyline points="100.4,246.3 100.2,246.4 100.2,246.7 100.2,246.9 100,247.1 100,247.4 99.9,247.6 99.8,248 
							99.8,248.2 99.8,248.5 99.7,248.7 99.7,249.1 99.8,249.3 99.7,249.6 99.7,249.9 99.8,250.1 99.8,250.4 99.9,250.6 99.9,250.8" class="st1"></polyline>
						<line y2="247.4" x2="99.9" y1="247.1" x1="98" class="st1"></line>
						<polyline points="106.4,247.5 106.4,247.5 106.3,247.5 106.3,247.5 106.2,247.5 106.2,247.6 106.1,247.7 
							106.1,247.8 106,247.9 105.9,248 105.9,248.1 105.8,248.4 105.9,248.4 105.8,248.7 105.7,248.8 105.8,249 105.7,249.1 
							105.8,249.3 105.7,249.4 105.8,249.6 105.8,249.7 105.7,249.9 105.8,250.1 105.8,250.2 105.8,250.3 105.9,250.4 105.9,250.5 
							106,250.7 106,250.7 106.1,250.8 106.2,250.8 106.3,250.8 106.3,250.8" class="st1"></polyline>
						<polyline points="106.1,250.2 106.1,250.1 106.1,249.9 106.1,249.8 106.1,249.6 106.1,249.5 106.1,249.3 
							106,249.1 106.1,249 106.2,248.8 106.1,248.7 106.2,248.5 106.2,248.3 106.3,248.2 106.3,248 106.4,248 106.4,247.8" class="st1"></polyline>
						<polyline points="104.9,247.6 104.8,247.6 104.7,247.6 104.6,247.7 104.6,247.9 104.5,248.1 104.4,248.2 
							104.4,248.4 104.4,248.6 104.4,248.8 104.4,249.1 104.3,249.3 104.4,249.5 104.4,249.7 104.5,249.9 104.5,250 104.5,250.1 
							104.6,250.2 104.6,250.3" class="st1"></polyline>
						<polyline points="104.5,247.5 104.5,247.5 104.4,247.6 104.3,247.6 104.2,247.7 104.1,247.9 104.1,248.1 
							104,248.2 104,248.4 103.9,248.6 104,248.8 103.9,249.1 103.9,249.4 104,249.6 104,249.8 104.1,249.9 104.1,250.1 
							104.1,250.1 104.3,250.2" class="st1"></polyline>
						<polyline points="104.3,247.7 104.3,247.9 104.2,248.1 104.2,248.3 104.1,248.4 104,248.6 104,248.8 104.1,249.1 
							104,249.4 104.1,249.5 104.1,249.7 104.2,249.8" class="st1"></polyline>
						<polyline points="104.4,247.6 104.3,247.7 104.3,247.9 104.2,248.2 104.2,248.4 104.1,248.6 104.1,248.8 
							104.1,249.1 104.1,249.3 104.1,249.5 104.2,249.8 104.2,250" class="st1"></polyline>
						<polyline points="104.7,250.6 104.6,250.7 104.5,250.6 104.4,250.5 104.3,250.4 104.3,250.2 104.2,250 
							104.2,249.8 104.1,249.6 104.1,249.4 104.1,249.1 104.1,248.9 104.2,248.7 104.2,248.4 104.2,248.2 104.3,248 104.3,247.8 
							104.5,247.6 104.6,247.5 104.6,247.3 104.7,247.3 104.8,247.3 104.9,247.3" class="st1"></polyline>
						<polyline points="104,247.5 104,247.6 103.9,247.8 103.9,247.9 103.8,248.2 103.7,248.4 103.7,248.7 103.7,248.9 
							103.7,249.1 103.7,249.4 103.7,249.6 103.7,249.8 103.8,250" class="st1"></polyline>
						<polyline points="103.8,250.2 103.8,250.1 103.7,250.1 103.7,250 103.6,249.8 103.6,249.6 103.5,249.4 
							103.6,249.2 103.6,248.9 103.6,248.8 103.6,248.5 103.6,248.3 103.7,248.1 103.8,248 103.8,247.8 103.9,247.6 103.9,247.5 
							104,247.5 104,247.5" class="st1"></polyline>
						<polyline points="101.7,247.2 101.6,247.2 101.5,247.3 101.4,247.5 101.4,247.6 101.3,247.7 101.3,247.9 
							101.2,248.1 101.2,248.4 101.1,248.6 101.2,248.8 101.1,249 101.2,249.2 101.2,249.4 101.3,249.6 101.3,249.7 101.4,249.9 
							101.4,250" class="st1"></polyline>
						<polyline points="102.1,249.6 102.1,249.5 102.1,249.4 102,249.1 102,248.9 102,248.7 102,248.4 102.1,248.2 
							102.1,248 102.2,247.9 102.2,247.7 102.3,247.5" class="st1"></polyline>
						<polyline points="102.5,247 102.4,247 102.3,247 102.2,247.2 102.1,247.2 102.1,247.4 101.9,247.5 101.8,247.8 
							101.8,248 101.8,248.2 101.7,248.4 101.7,248.7 101.7,248.9 101.7,249.1 101.8,249.4 101.8,249.6 101.9,249.8 101.9,250 
							102,250.1 102,250.2 102.1,250.4 102.2,250.4 102.3,250.3" class="st1"></polyline>
						<polyline points="102.2,250 102.2,249.9 102.1,249.9 102,249.7 102,249.5 101.9,249.3 102,249.1 101.9,248.9 
							102,248.7 101.9,248.5 102,248.2 102,248 102.1,247.9 102.1,247.7 102.2,247.6 102.3,247.4 102.3,247.3 102.4,247.3 
							102.4,247.3" class="st1"></polyline>
						<polyline points="101.5,247.4 101.5,247.6 101.4,247.8 101.4,247.9 101.3,248.1 101.3,248.3 101.2,248.5 
							101.3,248.7 101.2,249 101.3,249.2 101.2,249.4 101.3,249.6" class="st1"></polyline>
						<polyline points="103.3,247.4 103.2,247.4 103.2,247.4 103,247.5 103.1,247.6 102.9,247.8 102.9,248 102.9,248.2 
							102.8,248.4 102.8,248.5 102.7,248.8 102.8,249.1 102.8,249.3 102.8,249.5 102.9,249.7 102.9,249.8 102.9,250 103,250 
							103,250.1" class="st1"></polyline>
						<polyline points="102.9,250 102.9,249.8 102.9,249.5 102.9,249.3 102.9,249.1 102.9,248.8 102.9,248.6 
							102.9,248.4 103,248.2 103,248 103.1,247.7 103.1,247.5 103.2,247.4" class="st1"></polyline>
						<polyline points="102.9,249.7 102.9,249.4 102.9,249.2 102.8,249.1 102.8,248.7 102.9,248.5 102.9,248.4 
							102.9,248.2 102.9,248 103,247.8 103.1,247.6" class="st1"></polyline>
						<polyline points="102.7,250 102.7,250 102.5,250 102.5,249.9 102.5,249.7 102.4,249.5 102.4,249.3 102.4,249.1 
							102.3,248.9 102.4,248.7 102.4,248.4 102.5,248.2 102.4,248 102.6,247.9 102.5,247.7 102.7,247.5 102.7,247.4 102.8,247.3 
							102.9,247.3" class="st1"></polyline>
						<polyline points="102.6,249.8 102.6,249.6 102.5,249.4 102.5,249.1 102.5,248.9 102.5,248.7 102.5,248.4 
							102.6,248.2 102.6,248 102.7,247.7 102.7,247.6 102.8,247.4" class="st1"></polyline>
						<polyline points="102.9,247 102.8,247 102.7,247 102.6,247.1 102.5,247.3 102.4,247.3 102.4,247.5 102.3,247.7 
							102.3,247.9 102.3,248.2 102.1,248.4 102.2,248.6 102.1,248.8 102.1,249.1 102.2,249.3 102.1,249.6 102.2,249.7 102.2,249.9 
							102.4,250.1 102.4,250.2 102.4,250.3 102.5,250.4 102.7,250.4" class="st1"></polyline>
						<polyline points="103.9,250.5 103.8,250.5 103.7,250.5 103.6,250.4 103.6,250.3 103.5,250.1 103.5,250 
							103.4,249.7 103.3,249.5 103.3,249.3 103.3,249.1 103.4,248.8 103.3,248.6 103.4,248.4 103.4,248.2 103.5,247.9 103.6,247.7 
							103.7,247.6 103.7,247.4 103.8,247.2 103.9,247.2 104,247.2 104.1,247.2" class="st1"></polyline>
						<polyline points="102.4,247.3 102.4,247.4 102.3,247.6 102.2,247.9 102.1,248.1 102.1,248.3 102,248.5 
							102.1,248.7 102.1,249 102,249.3 102.1,249.5 102.2,249.7 102.2,249.8" class="st1"></polyline>
						<polyline points="101,248.1 101,248.3 100.9,248.6 100.9,248.8 100.9,249 100.9,249.4 101,249.5 101,249.7 
							101.1,249.9 101.2,250 101.3,250.2 101.3,250.2 101.4,250.3 101.5,250.3" class="st1"></polyline>
						<polyline points="101.9,245.3 101.8,245.3 101.6,245.3 101.5,245.4 101.3,245.5 101.3,245.6 101.1,245.8 
							101.1,246 100.9,246.2 100.7,246.4 100.7,246.7 100.6,247 100.6,247.3 100.4,247.5 100.4,247.8 100.3,248.2 100.3,248.5 
							100.3,248.8 100.2,249.1 100.2,249.4 100.3,249.7 100.3,250 100.4,250.3 100.3,250.7 100.4,250.8 100.4,251 100.5,251.3 
							100.7,251.5 100.8,251.6 100.8,251.7 101,251.8 101.1,251.8 101.2,251.9" class="st1"></polyline>
						<polyline points="102,246.9 101.9,246.9 101.9,246.9 101.9,247 101.8,247.1 101.6,247.3 101.5,247.4 101.5,247.6 
							101.4,247.8 101.4,248.1 101.4,248.3 101.3,248.5 101.3,248.8 101.4,249 101.3,249.3 101.4,249.4 101.4,249.6 101.5,249.8 
							101.5,250 101.6,250.1 101.7,250.3 101.8,250.3 101.8,250.4" class="st1"></polyline>
						<polyline points="103.4,250.1 103.4,250 103.4,249.9 103.3,249.8 103.3,249.6 103.2,249.4 103.1,249.2 103.2,249 
							103.1,248.8 103.2,248.5 103.2,248.3 103.3,248.1 103.3,248 103.4,247.8 103.5,247.6 103.5,247.5 103.6,247.4 103.6,247.4" class="st1"></polyline>
						<polyline points="105,250.3 105,250.3 105,250.1 104.9,249.9 104.9,249.8 104.8,249.7 104.8,249.5 104.7,249.3 
							104.8,249 104.8,248.8 104.9,248.6 104.9,248.4 105,248.2 104.9,248 105.1,247.8 105,247.7 105.2,247.7 105.2,247.6 
							105.3,247.6" class="st1"></polyline>
						<polyline points="103.6,247.5 103.5,247.6 103.4,247.9 103.4,248.1 103.3,248.3 103.3,248.5 103.2,248.7 
							103.2,249 103.3,249.2 103.3,249.4 103.3,249.8 103.4,249.9" class="st1"></polyline>
						<polyline points="102,247.2 102,247.2 101.9,247.3 101.9,247.4 101.8,247.6 101.7,247.7 101.7,247.9 101.6,248.1 
							101.6,248.3 101.5,248.6 101.6,248.8 101.5,249 101.6,249.2 101.6,249.4 101.6,249.6 101.6,249.7 101.7,249.9 101.8,249.9 
							101.8,249.9" class="st1"></polyline>
						<line y2="246.9" x2="101.9" y1="246.9" x1="102" class="st1"></line>
						<polyline points="101.8,249.8 101.7,249.6 101.6,249.4 101.7,249.1 101.6,248.9 101.7,248.6 101.7,248.4 
							101.7,248.1 101.8,247.9 101.8,247.7 101.9,247.5 102,247.3" class="st1"></polyline>
						<polyline points="103.7,247.1 103.6,247.1 103.5,247.1 103.5,247.2 103.4,247.3 103.3,247.4 103.1,247.6 
							103.1,247.7 103,248 103,248.2 102.9,248.4 102.9,248.7 102.9,248.9 102.9,249.1 102.9,249.4 103,249.6 103,249.8 103.1,250 
							103.1,250.2 103.1,250.3 103.3,250.4 103.4,250.5 103.5,250.5" class="st1"></polyline>
						<polyline points="101.9,247.5 101.8,247.7 101.8,247.9 101.7,248.1 101.7,248.3 101.6,248.5 101.6,248.8 
							101.6,249 101.7,249.1 101.6,249.4 101.7,249.6" class="st1"></polyline>
						<polyline points="103.6,247.6 103.5,247.7 103.4,248 103.4,248.1 103.3,248.3 103.3,248.5 103.2,248.7 103.2,249 
							103.2,249.1 103.2,249.5 103.3,249.6 103.3,249.8" class="st1"></polyline>
						<polyline points="105.2,247.7 105.2,247.8 105.1,248 105,248.2 104.9,248.4 105,248.7 104.9,248.9 104.9,249.1 
							104.9,249.4 104.9,249.6 104.9,249.8 104.9,250" class="st1"></polyline>
						<polyline points="105.1,247.8 105,248 105,248.2 104.9,248.4 105,248.6 104.9,248.8 104.9,249 104.8,249.2 
							104.9,249.4 104.8,249.7 104.9,249.8 104.9,250" class="st1"></polyline>
						<polyline points="103.9,247.7 103.9,247.9 103.8,248.1 103.7,248.3 103.7,248.5 103.7,248.7 103.6,248.9 
							103.7,249.1 103.6,249.4 103.7,249.6 103.7,249.7" class="st1"></polyline>
						<polyline points="105.5,247.8 105.5,248 105.4,248.2 105.4,248.4 105.2,248.5 105.3,248.7 105.3,248.9 
							105.2,249.1 105.3,249.4 105.2,249.6 105.3,249.8 105.3,249.9" class="st1"></polyline>
						<polyline points="105.9,248 105.9,248.1 105.8,248.4 105.8,248.5 105.7,248.7 105.7,248.9 105.6,249.1 
							105.7,249.3 105.6,249.5 105.7,249.7 105.7,249.9" class="st1"></polyline>
						<polyline points="104.5,250.1 104.5,249.9 104.5,249.7 104.5,249.5 104.5,249.2 104.5,249 104.5,248.7 
							104.5,248.5 104.6,248.3 104.6,248.1 104.8,247.9 104.8,247.7" class="st1"></polyline>
						<polyline points="104.5,249.9 104.4,249.7 104.5,249.4 104.4,249.2 104.5,249 104.4,248.8 104.5,248.6 
							104.5,248.4 104.5,248.2 104.6,248.1 104.7,247.9 104.7,247.7" class="st1"></polyline>
						<polyline points="106.5,247.8 106.4,247.8 106.3,247.8 106.3,248 106.2,248.2 106.1,248.3 106.1,248.5 106,248.7 
							106,248.9 106,249 105.9,249.1 106,249.3 105.9,249.5 105.9,249.6 106,249.8 106,249.9 106,249.9 106.1,250 106.1,250.1 
							106.1,250.2 106.2,250.3 106.2,250.4 106.3,250.5" class="st1"></polyline>
						<line y2="250.6" x2="107.4" y1="250.5" x1="107.3" class="st1"></line>
						<polyline points="106.1,247.7 106.1,247.7 106,247.8 105.9,247.8 105.8,247.9 105.8,248.2 105.7,248.3 
							105.7,248.5 105.6,248.7 105.6,248.9 105.6,249.1 105.6,249.3 105.5,249.6 105.6,249.8 105.6,250 105.7,250.1 105.7,250.2 
							105.8,250.4 105.9,250.4" class="st1"></polyline>
						<polyline points="105.8,250.2 105.8,250 105.7,249.9 105.7,249.7 105.7,249.6 105.7,249.4 105.7,249.3 
							105.7,249.1 105.7,249 105.7,248.8 105.8,248.6 105.8,248.5 105.8,248.4 105.9,248.1 105.9,248 105.9,247.9 106,247.8 
							106.1,247.7" class="st1"></polyline>
						<polyline points="106.1,250 106,249.9 106.1,249.8 106.1,249.6 106,249.5 106.1,249.4 106.1,249.2 106,249.1 
							106.1,249 106.1,248.8 106.1,248.7 106.1,248.6 106.2,248.5 106.2,248.2 106.2,248.2 106.3,248.1 106.4,248" class="st1"></polyline>
						<polyline points="106.9,250.2 106.9,250.3 106.9,250.4" class="st1"></polyline>
						<polyline points="107.2,250.7 107.2,250.7 107.3,250.7" class="st1"></polyline>
						<line y2="250.5" x2="107" y1="250.6" x1="107.1" class="st1"></line>
						<polyline points="105.6,247.8 105.5,247.9 105.5,248.1 105.4,248.4 105.4,248.6 105.3,248.8 105.3,249.1 
							105.3,249.3 105.3,249.5 105.3,249.8 105.3,250 105.4,250.2" class="st1"></polyline>
						<line y2="248.9" x2="106.8" y1="248.8" x1="106.9" class="st1"></line>
						<polyline points="105.5,250.4 105.4,250.2 105.3,250.2 105.2,250 105.2,249.9 105.2,249.6 105.2,249.5 
							105.1,249.2 105.2,248.9 105.2,248.7 105.2,248.5 105.3,248.3 105.4,248.2 105.4,248 105.5,247.8 105.6,247.7 105.6,247.7 
							105.6,247.7" class="st1"></polyline>
						<polyline points="106.8,249.2 106.8,249.3 106.7,249.5" class="st1"></polyline>
						<line y2="250.1" x2="106.8" y1="249.9" x1="106.8" class="st1"></line>
						<polyline points="106.8,247.5 106.7,247.5 106.7,247.5 106.6,247.5 106.6,247.6 106.6,247.6 106.5,247.8 
							106.4,247.9 106.5,248 106.4,248.1 106.3,248.2 106.2,248.3 106.3,248.5 106.2,248.7 106.2,248.9 106.2,249 106.2,249.2 
							106.1,249.3 106.1,249.5 106.2,249.6 106.1,249.8 106.2,250 106.2,250.1 106.2,250.2 106.3,250.4 106.3,250.5 106.3,250.6 
							106.4,250.7 106.5,250.8 106.5,250.8 106.6,250.8 106.6,250.9 106.7,250.9" class="st1"></polyline>
						<polyline points="106,250.8 105.8,250.7 105.7,250.8 105.6,250.7 105.6,250.6 105.5,250.4 105.4,250.2 105.3,250 
							105.4,249.8 105.3,249.6 105.3,249.4 105.3,249.1 105.4,248.9 105.4,248.7 105.4,248.5 105.5,248.2 105.5,248 105.6,247.8 
							105.6,247.7 105.8,247.5 105.9,247.4 106,247.4 106,247.4 106.1,247.4" class="st1"></polyline>
						<line y2="248.6" x2="106.9" y1="248.5" x1="107" class="st1"></line>
						<polyline points="105.5,250.7 105.4,250.7 105.3,250.7 105.2,250.6 105.2,250.5 105.1,250.3 105.1,250.1 
							105,249.9 105,249.7 105,249.5 104.9,249.2 105,249 105,248.8 105,248.5 105.1,248.2 105.1,248 105.2,247.9 105.2,247.7 
							105.3,247.6 105.4,247.4 105.5,247.4 105.6,247.4 105.7,247.4" class="st1"></polyline>
						<polyline points="106.8,248.8 106.9,248.7 106.8,248.6 106.9,248.5 107,248.4 106.9,248.3 107,248.1 107.1,248 
							107.1,248 107.2,247.9 107.3,247.9 107.2,247.8 107.3,247.7 107.3,247.7 107.4,247.8" class="st1"></polyline>
						<polyline points="106.7,250.5 106.6,250.5 106.6,250.5 106.6,250.4 106.6,250.3 106.5,250.2 106.5,250.1 
							106.5,250 106.4,249.8 106.4,249.7 106.4,249.7 106.3,249.5 106.4,249.3 106.4,249.2 106.4,249 106.4,248.9 106.5,248.8 
							106.4,248.7 106.5,248.5 106.5,248.4 106.5,248.3 106.6,248.1 106.6,248.1 106.7,248 106.7,247.9 106.7,247.9 106.8,247.8 
							106.8,247.8 106.9,247.8" class="st1"></polyline>
						<polyline points="105,250.7 105,250.6 104.9,250.6 104.7,250.5 104.7,250.3 104.7,250.2 104.6,250 104.6,249.8 
							104.5,249.5 104.5,249.3 104.6,249.1 104.5,248.8 104.5,248.6 104.6,248.4 104.6,248.2 104.8,247.9 104.8,247.7 104.9,247.6 
							105,247.4 105.1,247.4 105.1,247.3 105.2,247.3 105.4,247.3" class="st1"></polyline>
						<polyline points="106.6,250.3 106.5,250.1 106.5,249.9 106.5,249.7 106.5,249.5 106.5,249.3 106.4,249.1 
							106.5,248.9 106.5,248.7 106.6,248.5 106.7,248.3 106.7,248.1 106.8,248 106.8,247.9" class="st1"></polyline>
						<line y2="247.5" x2="106.4" y1="247.5" x1="106.4" class="st1"></line>
						<line y2="248.1" x2="107.1" y1="248.2" x1="107" class="st1"></line>
						<line y2="248" x2="107.2" y1="248" x1="107.2" class="st1"></line>
						<line y2="247.8" x2="107.3" y1="247.8" x1="107.3" class="st1"></line>
						<line y2="247.8" x2="107.5" y1="247.8" x1="107.4" class="st1"></line>
						<polyline points="106.5,250.1 106.5,249.9 106.4,249.8 106.5,249.7 106.5,249.5 106.4,249.4 106.5,249.3 
							106.4,249.1 106.5,249 106.5,248.9 106.6,248.8 106.5,248.6 106.6,248.5 106.7,248.3 106.6,248.2 106.7,248.1 106.7,248" class="st1"></polyline>
						<line y2="250.7" x2="105.1" y1="250.6" x1="105" class="st1"></line>
						<line y2="250.8" x2="105.9" y1="250.8" x1="105.7" class="st1"></line>
						<polyline points="104.5,247.2 104.4,247.2 104.4,247.2 104.2,247.3 104.1,247.4 104,247.5 104,247.7 103.9,247.8 
							103.9,248 103.8,248.3 103.8,248.5 103.7,248.7 103.7,249 103.7,249.2 103.8,249.5 103.8,249.7 103.8,249.9 103.8,250.1 
							103.9,250.2 104,250.4 104,250.5 104.1,250.6 104.3,250.6" class="st1"></polyline>
						<line y2="247" x2="102.9" y1="247" x1="102.8" class="st1"></line>
						<polyline points="102.6,249.6 102.5,249.4 102.4,249.3 102.4,249.1 102.4,248.8 102.5,248.6 102.5,248.4 
							102.5,248.2 102.5,248 102.6,247.9 102.6,247.7 102.7,247.5" class="st1"></polyline>
						<polyline points="101,248.1 101,248.4 100.9,248.7 100.9,248.9 100.9,249.3 100.9,249.5 100.9,249.7 101.1,249.8" class="st1"></polyline>
						<polyline points="100.1,246.8 100,247 99.9,247.1 99.9,247.4 99.8,247.7 99.7,248 99.7,248.2 99.6,248.7 
							99.6,249 99.7,249.3 99.6,249.6 99.7,250 99.8,250.1" class="st1"></polyline>
						<polyline points="101.3,249.8 101.3,249.7 101.2,249.4 101.3,249.2 101.3,248.9 101.3,248.7 101.3,248.4 
							101.3,248.2 101.4,248 101.4,247.8 101.5,247.6 101.5,247.3 101.6,247.2" class="st1"></polyline>
						<polyline points="103.2,247.1 103.1,247.1 103.1,247.1 102.9,247.2 102.9,247.3 102.8,247.5 102.7,247.6 
							102.7,247.8 102.6,248.1 102.6,248.3 102.6,248.5 102.5,248.7 102.5,249 102.5,249.2 102.5,249.4 102.6,249.6 102.6,249.9 
							102.7,250 102.8,250.2 102.8,250.3 102.9,250.4 103,250.5 103.1,250.4" class="st1"></polyline>
						<line y2="250.2" x2="101.5" y1="250.3" x1="101.4" class="st1"></line>
						<line y2="250" x2="99.7" y1="249.7" x1="97.9" class="st1"></line>
						<polyline points="98.4,246.4 98.3,246.5 98.2,246.8 98.1,246.9 98,247.1 98,247.4 97.9,247.8 97.9,248.1 
							97.8,248.4 97.9,248.7 97.8,249 97.8,249.5 97.9,249.7 97.9,249.8 98,250" class="st1"></polyline>
						<line y2="249.7" x2="97.9" y1="249.8" x1="97.9" class="st1"></line>
						<polyline points="98.3,246.5 98.2,246.7 98.2,246.8 98.1,247 98,247.1 98,247.3 98,247.6 97.9,247.8 97.9,248 
							97.8,248.2 97.8,248.4 97.8,248.6 97.8,248.8 97.8,249 97.8,249.3 97.8,249.5 97.9,249.6 97.9,249.7 98,250 98,250.1 
							98.1,250.3 98.2,250.4 98.3,250.6 98.5,250.7 98.6,250.9 100,251" class="st2"></polyline>
						<polyline points="101.1,249.8 101.1,250 101.1,250.1 101.3,250.2 101.4,250.3 101.4,250.3" class="st2"></polyline>
						<polyline points="100.9,249.7 101,249.6 100.9,249.5" class="st2"></polyline>
						<polyline points="99.8,250.1 99.9,250.8 100,250.9 100.1,251.1 100.1,251.1 100.1,251.3 100.2,251.4 100.4,251.6 
							100.4,251.6 100.5,251.6 100.5,251.7 100.6,251.8 100.7,251.8 100.9,251.9 101.2,251.9 101.3,251.8 101.5,251.8 101.6,251.8 
							101.6,251.6 101.8,251.5 102,251.4 102,251.1 102.2,250.9 102.2,250.7 102.3,250.4 102.4,250.3" class="st2"></polyline>
						<polyline points="103.7,249.7 103.8,250 103.8,250.2 103.9,250.3 104,250.5 104,250.6 104.1,250.6 104.3,250.6 
							104.4,250.6 104.5,250.6" class="st2"></polyline>
						<line y2="250.8" x2="106.1" y1="250.8" x1="106" class="st2"></line>
						<line y2="250.1" x2="105.8" y1="249.9" x1="105.7" class="st2"></line>
						<polyline points="105.8,250.2 105.8,250.3 105.9,250.4 105.9,250.5 105.9,250.6 106,250.7 106.1,250.8 
							106.1,250.8 106.2,250.8 106.3,250.8" class="st2"></polyline>
						<polyline points="104.9,250.6 104.8,250.6 104.7,250.6 104.7,250.6 104.6,250.7 104.5,250.6 104.3,250.5 
							104.3,250.3 104.2,250.1 104.2,250 104.2,249.8" class="st2"></polyline>
						<polyline points="102.9,250.4 102.8,250.4 102.7,250.4 102.6,250.5 102.4,250.4 102.4,250.3 102.3,250.2 
							102.2,250 102.2,249.8" class="st2"></polyline>
						<polyline points="102.6,249.6 102.6,249.8 102.7,250 102.7,250.2 102.7,250.3 102.9,250.4 103,250.5 103.1,250.4" class="st2"></polyline>
						<polyline points="103.3,249.8 103.4,249.9 103.4,250.1 103.4,250.2 103.6,250.4 103.6,250.5 103.7,250.6 
							103.8,250.5 103.9,250.5 104,250.5 104,250.5" class="st2"></polyline>
						<polyline points="105.3,249.9 105.4,250.2 105.5,250.4 105.5,250.5 105.6,250.6 105.7,250.8 105.7,250.8 
							105.8,250.7" class="st2"></polyline>
						<polyline points="105.3,250.7 105.1,250.7 105,250.7 105,250.6 104.9,250.7 104.8,250.6 104.7,250.4 104.6,250.3 
							104.5,250.1 104.5,249.9" class="st2"></polyline>
						<polyline points="103.3,250.4 103.2,250.4 103.1,250.4" class="st2"></polyline>
						<polyline points="102.9,249.7 102.9,250 103,250.1 103.1,250.3 103.2,250.4 103.3,250.5 103.4,250.5 103.5,250.5 
							103.5,250.5 103.6,250.5" class="st2"></polyline>
						<polyline points="105.6,250.7 105.7,250.8 105.5,250.7 105.4,250.7 105.3,250.7 105.2,250.7 105.2,250.5 
							105,250.4 105,250.2 104.9,250 104.9,250" class="st2"></polyline>
						<polyline points="106.1,250 106.1,250.2 106.2,250.4 106.2,250.5 106.3,250.6 106.4,250.7 106.4,250.8 
							106.5,250.8 106.5,250.9 106.6,250.8 106.7,250.9" class="st2"></polyline>
						<polyline points="106.3,250.8 106.4,250.8 106.5,250.8 106.5,250.8" class="st2"></polyline>
						<polyline points="106.5,250.1 106.6,250.3 106.6,250.4 106.7,250.6 106.8,250.7 106.9,250.8 106.9,250.8 
							107,250.8 107.1,250.8 107.2,250.8 107.3,250.7 107.3,250.5 107.4,250.5 107.5,250.5 107.5,250.4 107.6,250.3 107.7,250.1 
							107.6,250 107.7,249.9 107.8,249.8 107.7,249.7 107.8,249.6 107.9,249.4 107.8,249.3 107.9,249.1 107.9,249 107.9,248.8 
							107.9,248.7 107.9,248.6 107.8,248.4 107.8,248.3 107.8,248.2 107.7,248.1 107.7,248.1 107.7,248.1" class="st2"></polyline>
						<polyline points="107.3,247.8 107.4,247.8 107.4,247.8 107.5,247.8 107.6,247.9 107.7,247.9 107.7,248" class="st2"></polyline>
						<polyline points="106.7,248 106.8,247.9 106.9,247.7 107,247.6 107.1,247.6 107.1,247.5 107.1,247.5 107.1,247.5 
							107.3,247.6 107.4,247.5 107.4,247.6 107.4,247.6 107.5,247.7 107.5,247.8" class="st2"></polyline>
						<polyline points="106.4,248 106.4,247.8 106.5,247.8 106.5,247.7 106.5,247.5 106.6,247.5 106.7,247.5 
							106.7,247.5 106.8,247.5 106.8,247.5 106.9,247.4 107,247.5 107,247.5 107.1,247.6" class="st2"></polyline>
						<polyline points="106.1,247.4 106.2,247.4 106.2,247.5" class="st2"></polyline>
						<polyline points="105.9,248 106,247.9 106,247.8 106,247.8 106.1,247.7 106.2,247.6 106.2,247.5 106.3,247.5 
							106.4,247.5 106.4,247.5 106.5,247.4 106.5,247.4 106.6,247.5" class="st2"></polyline>
						<polyline points="105.5,247.8 105.6,247.8 105.6,247.7 105.8,247.5 105.8,247.4 106,247.4 106,247.4" class="st2"></polyline>
						<polyline points="103.6,247.6 103.6,247.5 103.7,247.4 103.8,247.2 103.9,247.2 103.9,247.1 104.1,247.2 
							104.1,247.2 104.2,247.1 104.2,247.2 104.2,247.2" class="st2"></polyline>
						<polyline points="105.5,247.4 105.4,247.3 105.4,247.3" class="st2"></polyline>
						<polyline points="105.8,247.4 105.8,247.4 105.8,247.3 105.7,247.4" class="st2"></polyline>
						<polyline points="105.1,247.8 105.2,247.7 105.3,247.6 105.4,247.4 105.4,247.3 105.5,247.3 105.7,247.4" class="st2"></polyline>
						<polyline points="105.2,247.3 105.1,247.3 105,247.3 105,247.4 104.9,247.6 104.8,247.7 104.7,247.9" class="st2"></polyline>
						<polyline points="102.3,247.5 102.4,247.3 102.5,247.2 102.6,247 102.7,247 102.8,247 102.9,247 102.9,247.1 
							103,247.1" class="st2"></polyline>
						<polyline points="104.5,247.2 104.6,247.2 104.6,247.3" class="st2"></polyline>
						<polyline points="104.3,247.7 104.4,247.6 104.5,247.5 104.6,247.3 104.7,247.3 104.7,247.3 104.8,247.3" class="st2"></polyline>
						<polyline points="103.4,247.1 103.4,247.1 103.3,247.1 103.2,247.1 103.2,247.1 103.1,247.1 103,247.1 
							102.9,247.2 102.9,247.3 102.8,247.4 102.7,247.5" class="st2"></polyline>
						<polyline points="103.9,247.7 104,247.5 104.1,247.4 104.2,247.2 104.3,247.2 104.4,247.2" class="st2"></polyline>
						<polyline points="103.1,247.6 103.2,247.4 103.4,247.3 103.4,247.1 103.5,247.1 103.5,247.1 103.7,247.1 
							103.7,247.1 103.9,247.2" class="st2"></polyline>
						<polyline points="105,247.3 105,247.3 104.9,247.3 104.9,247.3" class="st2"></polyline>
						<polyline points="100.7,245.8 100.8,245.7 100.8,245.5 101,245.4 101.1,245.4 101.2,245.3 101.3,245.2 
							101.4,245.2 101.5,245.3 101.6,245.2 101.9,245.3 102,245.3 102.1,245.3 102.2,245.4 102.3,245.6 102.4,245.7 102.5,245.9 
							102.6,246.1 102.7,246.3 102.7,246.5 102.7,246.8 102.8,247" class="st2"></polyline>
						<polyline points="101.9,247.5 102,247.3 102.1,247.2 102.2,247.1 102.3,247 102.3,246.9 102.4,246.9 102.5,247 
							102.6,247 102.6,247 102.6,247" class="st2"></polyline>
						<polyline points="101.5,247.4 101.6,247.2 101.7,247.1 101.7,247 101.9,246.9 101.9,246.9 102,246.9 102.1,247 
							102.2,247.1" class="st2"></polyline>
						<polyline points="98.4,246.4 98.5,246.2 98.7,246 98.8,245.9 99,245.7 100.6,245.8" class="st2"></polyline>
						<polyline points="100.6,245.9 100.5,246.1 100.4,246.3 100.1,246.8" class="st2"></polyline>
						<polyline points="106.9,250.9 106.9,250.9 106.8,250.9 106.8,250.9 106.7,250.9" class="st2"></polyline>
						<polyline points="102.4,250.3 102.4,250.3 102.3,250.3" class="st2"></polyline>
						<polyline points="102,250.3 102,250.3 101.8,250.4 101.8,250.4 101.7,250.3 101.7,250.2 101.5,250.1 101.4,250 
							101.3,249.8 101.3,249.6" class="st2"></polyline>
						<polyline points="101.7,249.6 101.8,249.8 101.8,249.9 101.8,250 102,250.2 102,250.3 102.1,250.4 102.2,250.4" class="st2"></polyline>
						<polyline points="101.7,250.3 101.7,250.3 101.5,250.3" class="st2"></polyline>
					</g>
					<g id="ID_1284">
						<polyline points="335.3,335.9 335.3,335.8 335.2,335.9 335.2,335.8 335.2,335.8 335.2,335.8 335.1,335.8 
							335.1,335.8 335.1,335.8 335,335.9 335,335.9 334.9,336 334.9,336 334.8,336.1 334.9,336.2 334.8,336.3" class="st1"></polyline>
						<polyline points="335.1,337.5 335.1,337.5 335,337.6 335,337.6 334.9,337.6 334.9,337.6" class="st1"></polyline>
						<polyline points="334.8,336.3 334.8,336.4 334.7,336.5 334.8,336.6 334.8,336.7 334.7,336.7 334.7,336.8 
							334.8,336.9" class="st1"></polyline>
						<line y2="337.1" x2="334.7" y1="337.1" x1="334.7" class="st1"></line>
						<polyline points="334.9,337.6 334.8,337.5 334.8,337.5 334.8,337.4 334.8,337.4 334.8,337.3" class="st1"></polyline>
						<polyline points="334.8,337.8 334.7,337.9 334.7,337.9 334.6,337.8 334.6,337.8 334.5,337.7 334.5,337.7 
							334.5,337.6 334.4,337.5 334.5,337.4 334.4,337.3 334.4,337.2 334.4,337.1 334.4,337 334.4,336.8 334.4,336.7 334.5,336.6" class="st1"></polyline>
						<polyline points="334.8,337.8 334.7,337.9 334.6,337.9 334.6,337.9 334.6,337.9 334.5,337.8 334.5,337.8 
							334.4,337.8 334.4,337.8 334.3,337.7 334.3,337.6 334.2,337.6 334.2,337.5 334.2,337.4 334.1,337.3 334.1,337.2 334.1,337.1" class="st1"></polyline>
						<polyline points="334.3,338 334.3,337.9 334.3,337.8 334.2,337.8 334.1,337.6 334.1,337.5 334.1,337.4 
							334.1,337.3 334.1,337.1" class="st1"></polyline>
						<line y2="337.2" x2="332.1" y1="337.1" x1="332.1" class="st1"></line>
						<line y2="335.5" x2="332.3" y1="335.6" x1="332.3" class="st1"></line>
						<line y2="337.2" x2="332.1" y1="337.3" x1="332.2" class="st1"></line>
						<polyline points="334.7,335.3 334.6,335.3 334.6,335.3 334.6,335.3 334.5,335.3 334.5,335.3 334.5,335.3 
							334.4,335.3 334.5,335.4 334.5,335.4 334.4,335.5 334.4,335.5 334.3,335.6 334.3,335.6 334.3,335.7 334.2,335.7 334.2,335.8 
							334.3,335.9 334.2,335.9 334.2,336 334.1,336.2 334.1,336.2 334.2,336.2 334.1,336.4 334.1,336.5 334.1,336.5 334,336.6 
							334.1,336.7 334.1,336.8 334.1,336.9 334.1,336.9 334,337 334.1,337.1" class="st1"></polyline>
						<polyline points="333.1,335.4 333,335.4 333,335.5 333,335.5 333,335.6 333,335.6 332.9,335.8 332.9,335.9 
							332.9,335.9 332.9,336 332.9,336.1 332.9,336.2 332.8,336.2 332.8,336.3 332.9,336.4 332.9,336.5 332.8,336.6 332.8,336.6 
							332.8,336.7 332.9,336.8 332.8,336.9 332.8,337 332.8,337 332.8,337.1 332.9,337.2 332.9,337.3 332.9,337.3 332.9,337.4" class="st1"></polyline>
						<polyline points="334.2,335.7 334.2,335.7 334.2,335.8 334.2,335.8 334.1,336 334.1,336 334.1,336.1 334,336.2 
							334,336.2 334.1,336.3 334,336.4 334,336.5 334,336.5 333.9,336.6 334,336.7 334,336.8 334,336.9 333.9,336.9 334,337 
							334,337.1 334,337.2 334,337.2 334,337.3 334.1,337.4" class="st1"></polyline>
						<polyline points="333.4,335.6 333.4,335.6 333.4,335.7 333.3,335.8 333.3,335.9 333.3,335.9 333.3,336 
							333.3,336.1 333.2,336.1 333.2,336.2 333.2,336.3 333.2,336.3 333.2,336.4 333.2,336.5 333.2,336.6 333.1,336.7 333.1,336.7 
							333.2,336.8 333.2,336.9 333.2,337 333.3,337.1 333.3,337.1 333.3,337.2 333.3,337.3" class="st1"></polyline>
						<polyline points="334.1,337.5 334.1,337.5 334.1,337.4 334,337.3 334,337.3 334,337.2 334,337.1 334,337 
							334,336.9 334,336.9 334,336.8 334.1,336.7 334,336.6 334,336.5 334,336.5 334.1,336.4 334.1,336.3 334,336.2 334.1,336.1 
							334.1,336.1 334.1,336 334.2,335.8 334.2,335.8 334.2,335.7 334.2,335.7 334.2,335.6 334.3,335.6 334.3,335.5" class="st1"></polyline>
						<polyline points="332.6,335.5 332.6,335.5 332.5,335.6 332.5,335.6 332.5,335.8 332.5,335.8 332.5,335.9 
							332.4,336 332.4,336 332.5,336.1 332.4,336.2 332.4,336.2 332.4,336.3 332.4,336.4 332.4,336.5 332.4,336.6 332.4,336.6 
							332.4,336.7 332.3,336.8 332.4,336.9 332.4,336.9 332.4,337 332.4,337.1 332.5,337.2" class="st1"></polyline>
						<polyline points="334.4,335.5 334.4,335.5 334.3,335.5 334.3,335.5 334.3,335.5 334.2,335.5 334.2,335.5 
							334.2,335.5 334.1,335.6 334.1,335.6 334.1,335.6 334,335.8 334.1,335.9 334.1,335.9 334,336 334,336 333.9,336.1 
							333.9,336.2 333.9,336.2 333.9,336.3 333.9,336.4 333.9,336.5 333.8,336.5 333.8,336.6 333.9,336.7 333.9,336.8 333.9,336.9 
							333.9,336.9 333.9,337.1 333.9,337.2 333.9,337.2 333.9,337.2 333.9,337.3 334,337.4 334,337.4 334,337.5 334,337.6 
							334,337.6 334.1,337.6 334.1,337.7 334.1,337.7 334.2,337.8" class="st1"></polyline>
						<polyline points="332.7,335.3 332.7,335.4 332.6,335.4 332.6,335.5 332.6,335.5 332.5,335.6 332.6,335.7 
							332.5,335.8 332.5,335.9 332.5,336 332.4,336 332.5,336.1 332.5,336.2 332.4,336.3 332.4,336.3 332.4,336.4 332.5,336.5 
							332.4,336.6 332.4,336.7 332.4,336.8 332.4,336.8 332.4,336.9 332.4,337 332.4,337.1 332.4,337.1 332.5,337.2 332.5,337.3" class="st1"></polyline>
						<polyline points="332.6,337.6 332.5,337.5 332.5,337.5 332.5,337.5 332.4,337.4 332.4,337.3 332.4,337.3 
							332.4,337.3 332.4,337.3 332.3,337.2 332.3,337.1 332.3,337 332.3,337 332.3,336.9 332.3,336.7 332.3,336.7 332.3,336.6 
							332.3,336.5 332.2,336.5 332.2,336.4 332.3,336.3 332.3,336.2 332.3,336.1 332.3,336 332.3,336 332.3,335.9 332.4,335.8 
							332.4,335.8 332.5,335.7 332.4,335.6 332.4,335.6 332.5,335.5 332.5,335.5 332.5,335.5 332.6,335.3 332.6,335.3 332.6,335.3 
							332.7,335.3 332.7,335.3 332.7,335.3 332.8,335.3" class="st1"></polyline>
						<polyline points="334.5,336.6 334.4,336.5 334.4,336.4 334.4,336.4 334.5,336.3 334.4,336.2 334.5,336 334.5,336 
							334.5,336 334.6,335.8 334.6,335.8 334.6,335.7 334.6,335.7" class="st1"></polyline>
						<polyline points="332.9,337.2 332.9,337.2 332.8,337.1 332.8,337 332.8,336.9 332.8,336.8 332.8,336.8 
							332.7,336.7 332.8,336.6 332.8,336.5 332.8,336.4 332.9,336.4 332.8,336.3 332.8,336.2 332.8,336.1 332.9,336.1 332.8,336 
							332.9,335.9 332.9,335.9 332.9,335.8 333,335.7 333,335.6 333,335.6 333,335.5" class="st1"></polyline>
						<line y2="336.3" x2="334.8" y1="336.3" x1="334.8" class="st1"></line>
						<polyline points="333.4,337.9 333.3,337.9 333.2,337.8 333.2,337.8 333.2,337.8 333.1,337.9 333.1,337.8 
							333.1,337.8 333.1,337.7 333.1,337.7 333,337.6 333,337.6 332.9,337.5 332.9,337.4 332.9,337.4 332.9,337.3 332.9,337.2 
							332.9,337.1 332.9,337.1 332.9,337 332.9,336.9 332.9,336.8 332.8,336.7 332.9,336.6 332.9,336.6 332.9,336.5 332.9,336.4 
							332.9,336.3 332.9,336.2 332.9,336.2 333,336.1 332.9,336 332.9,336 333,335.8 333,335.7 333.1,335.7 333.1,335.6 
							333.1,335.6 333.1,335.5 333.1,335.4 333.2,335.4 333.2,335.4 333.2,335.3 333.3,335.2 333.3,335.2 333.2,335.1 333.2,335.1 
							333.3,335.1 333.3,335.1 333.4,335.1 333.4,335.1 333.4,335.1" class="st1"></polyline>
						<polyline points="333.8,335.6 333.8,335.7 333.7,335.7 333.7,335.7 333.7,335.8 333.7,336 333.7,336 333.7,336.1 
							333.6,336.2 333.6,336.2 333.6,336.3 333.6,336.4 333.6,336.5 333.6,336.6 333.5,336.6 333.6,336.7 333.6,336.8 333.6,336.9 
							333.6,337 333.6,337 333.7,337.1 333.7,337.2 333.7,337.3 333.7,337.3" class="st1"></polyline>
						<polyline points="333.9,335.5 333.9,335.5 333.9,335.6 333.8,335.6 333.8,335.7 333.8,335.7 333.7,335.8 
							333.8,335.9 333.7,336 333.7,336.1 333.7,336.2 333.6,336.2 333.6,336.3 333.7,336.4 333.6,336.5 333.6,336.6 333.6,336.6 
							333.7,336.7 333.6,336.8 333.6,336.9 333.6,337 333.6,337 333.7,337.1 333.7,337.2 333.7,337.3 333.7,337.4 333.7,337.4 
							333.8,337.5" class="st1"></polyline>
						<polyline points="333.9,335.4 333.9,335.4 333.9,335.4 333.8,335.4 333.8,335.4 333.8,335.4 333.8,335.5 
							333.8,335.5 333.8,335.5 333.7,335.7 333.7,335.7 333.6,335.7 333.6,335.8 333.6,335.8 333.5,335.9 333.6,336 333.6,336 
							333.5,336.1 333.5,336.2 333.5,336.2 333.5,336.3 333.5,336.4 333.5,336.5 333.5,336.6 333.4,336.6 333.5,336.7 333.5,336.8 
							333.5,336.9 333.5,337 333.4,337.1 333.5,337.2 333.5,337.3 333.5,337.4 333.5,337.4 333.5,337.4 333.5,337.4 333.7,337.5 
							333.7,337.6 333.7,337.6 333.7,337.6 333.7,337.7 333.8,337.7" class="st1"></polyline>
						<polyline points="333.8,337.9 333.7,337.9 333.7,337.9 333.7,337.9 333.7,337.9 333.6,337.9 333.6,337.9 
							333.5,337.8 333.5,337.8 333.4,337.8 333.4,337.7 333.4,337.7 333.4,337.6 333.4,337.5 333.4,337.5 333.3,337.4 333.3,337.3 
							333.3,337.3 333.3,337.2 333.3,337.1 333.3,337 333.3,336.9 333.3,336.9 333.3,336.8 333.2,336.7 333.3,336.6 333.3,336.5 
							333.3,336.5 333.3,336.4 333.3,336.3 333.3,336.2 333.4,336 333.4,336 333.4,335.9 333.4,335.8 333.4,335.8 333.4,335.7 
							333.5,335.7 333.5,335.6 333.4,335.5 333.5,335.5 333.5,335.5 333.5,335.4 333.6,335.4 333.6,335.3 333.7,335.2 333.7,335.2 
							333.7,335.2 333.8,335.2 333.8,335.2 333.8,335.2 333.9,335.2 333.9,335.2" class="st1"></polyline>
						<line y2="338" x2="334.7" y1="337.9" x1="334.7" class="st1"></line>
						<polyline points="333.5,335.4 333.4,335.5 333.4,335.5 333.4,335.6 333.4,335.6 333.4,335.7 333.3,335.9 
							333.3,335.9 333.4,335.9 333.3,336.1 333.3,336.1 333.2,336.2 333.2,336.3 333.3,336.4 333.3,336.4 333.2,336.5 333.2,336.6 
							333.2,336.7 333.3,336.8 333.2,336.9 333.2,336.9 333.2,337 333.3,337.1 333.3,337.2 333.3,337.2 333.3,337.3 333.3,337.4 
							333.4,337.5" class="st1"></polyline>
						<polyline points="333,335.1 333,335.1 333,335.1 332.9,335.1 332.9,335.1 332.9,335.1 332.9,335.1 332.8,335.2 
							332.9,335.3 332.8,335.3 332.8,335.3 332.8,335.4 332.7,335.4 332.7,335.5 332.6,335.5 332.6,335.6 332.6,335.6 332.6,335.7 
							332.6,335.7 332.5,335.9 332.5,336 332.6,336.1 332.6,336.1 332.5,336.2 332.5,336.3 332.4,336.4 332.5,336.5 332.5,336.5 
							332.5,336.6 332.5,336.7 332.4,336.8 332.5,336.9 332.5,336.9 332.5,337 332.5,337.1 332.5,337.2 332.5,337.2 332.6,337.3 
							332.6,337.4 332.6,337.5 332.6,337.5 332.7,337.6 332.7,337.6 332.7,337.7 332.7,337.7 332.7,337.8 332.8,337.8 332.8,337.8 
							332.8,337.8 332.8,337.8 332.8,337.8 332.9,337.8" class="st1"></polyline>
						<polyline points="333.2,335.3 333.1,335.3 333.1,335.3 333,335.3 333,335.4 333,335.4 333,335.4 332.9,335.4 
							332.9,335.5 332.8,335.6 332.9,335.7 332.9,335.7 332.8,335.7 332.8,335.8 332.7,335.9 332.7,335.9 332.7,336 332.8,336.1 
							332.7,336.2 332.7,336.2 332.6,336.3 332.7,336.4 332.7,336.5 332.7,336.5 332.7,336.6 332.6,336.8 332.7,336.9 332.7,337 
							332.7,337 332.7,337 332.7,337.1 332.8,337.2 332.8,337.2 332.8,337.3 332.8,337.3 332.8,337.4 332.8,337.4 332.8,337.5 
							332.9,337.5 333,337.6 333,337.6" class="st1"></polyline>
						<polyline points="334.7,337.9 334.7,337.9 334.6,337.8 334.6,337.8 334.6,337.8 334.5,337.7 334.4,337.7 
							334.4,337.7 334.4,337.6 334.4,337.5 334.4,337.5 334.4,337.4 334.4,337.4 334.3,337.3 334.3,337.2 334.3,337.2 334.3,337.1 
							334.3,337 334.2,337 334.3,336.8 334.3,336.8 334.3,336.7 334.3,336.6 334.2,336.5 334.3,336.4 334.3,336.4 334.4,336.3 
							334.4,336.2 334.4,336.2 334.3,336.1 334.4,336 334.4,336 334.5,335.9 334.4,335.8 334.4,335.8 334.5,335.7 334.5,335.6 
							334.6,335.6 334.6,335.6 334.6,335.5 334.6,335.5 334.7,335.5 334.7,335.5 334.7,335.5 334.8,335.5" class="st1"></polyline>
						<polyline points="333.4,337.7 333.4,337.6 333.3,337.6 333.3,337.5 333.3,337.5 333.3,337.5 333.2,337.4 
							333.2,337.3 333.2,337.3 333.2,337.2 333.2,337.1 333.2,337.1 333.1,337 333.1,336.9 333.1,336.8 333.1,336.8 333.1,336.8 
							333.1,336.6 333.1,336.5 333.1,336.4 333,336.3 333.1,336.3 333.1,336.2 333.1,336.1 333.2,336.1 333.2,336 333.1,335.9 
							333.2,335.9 333.2,335.8 333.3,335.8 333.3,335.7 333.2,335.6 333.3,335.5 333.3,335.5 333.3,335.5 333.3,335.4 333.4,335.4 
							333.4,335.4 333.5,335.4 333.5,335.4 333.5,335.4 333.5,335.4" class="st1"></polyline>
						<line y2="335.6" x2="335.1" y1="335.6" x1="335.1" class="st1"></line>
						<polyline points="334.8,337.3 334.7,337.2 334.7,337.1" class="st1"></polyline>
						<polyline points="334.7,337.1 334.8,337 334.8,336.9" class="st1"></polyline>
						<polyline points="334.9,337.6 334.9,337.6 334.9,337.6" class="st1"></polyline>
						<polyline points="334.3,335.2 334.3,335.2 334.2,335.2 334.2,335.2 334.1,335.2 334.1,335.2 334.1,335.3 
							334.1,335.3 334,335.4 334,335.4 334,335.5 334,335.5 334,335.6 333.9,335.6 333.9,335.6 333.8,335.7 333.8,335.7 
							333.8,335.8 333.8,335.9 333.8,335.9 333.7,336.1 333.7,336.2 333.7,336.3 333.7,336.3 333.7,336.4 333.7,336.5 333.7,336.6 
							333.7,336.7 333.7,336.8 333.7,336.8 333.7,336.9 333.7,337 333.7,337.1 333.7,337.2 333.7,337.2 333.7,337.3 333.7,337.4 
							333.7,337.4 333.8,337.5 333.8,337.6 333.8,337.6 333.8,337.7 333.8,337.7 333.8,337.8 333.9,337.9 334,337.9 334,337.9 
							334,338 334,338 334,338 334.1,338 334.1,338 334.1,338" class="st1"></polyline>
						<polyline points="332.4,335.5 332.3,335.5 332.3,335.6 332.2,335.6 332.3,335.7 332.3,335.8 332.2,335.8 
							332.2,335.9 332.1,336.1 332.1,336.1 332.2,336.2 332.1,336.3 332.1,336.4 332.1,336.5 332.1,336.5 332.1,336.6 332.1,336.7 
							332.1,336.8 332.1,336.9 332.1,337 332.1,337 332.1,337.1 332.1,337.2 332.2,337.3 332.2,337.3 332.2,337.4 332.2,337.5 
							332.2,337.5 332.2,337.6 332.2,337.6 332.3,337.7 332.4,337.7 332.4,337.8 332.4,337.8 332.4,337.8 332.4,337.8 332.5,337.8 
							332.5,337.8" class="st1"></polyline>
						<polyline points="332.7,335.2 332.7,335.2 332.7,335.2 332.7,335.2 332.6,335.1 332.6,335.1 332.5,335.2 
							332.5,335.2 332.5,335.2 332.4,335.3 332.5,335.4 332.4,335.4 332.4,335.4 332.4,335.5 332.3,335.6 332.2,335.6 332.3,335.7 
							332.2,335.8 332.1,336 332.1,336.1 332.2,336.2 332.1,336.3 332,336.4 332.1,336.5 332.1,336.6 332.1,336.7 332,336.8 
							332.1,336.9 332.1,337 332.1,337.1 332.1,337.2 332.2,337.4 332.2,337.5 332.2,337.6 332.3,337.7 332.3,337.8 332.4,337.8 
							332.4,337.9 332.5,337.8" class="st2"></polyline>
						<polyline points="334.1,338 334,338 334,338 334,338 334,338 333.9,337.9 333.9,337.9 333.9,337.9 333.8,337.8 
							333.8,337.8 333.8,337.7 333.8,337.7 333.8,337.6 333.8,337.6 333.8,337.5 333.7,337.3" class="st2"></polyline>
						<line y2="335.5" x2="334.8" y1="335.5" x1="334.8" class="st2"></line>
						<polyline points="334.3,335.6 334.2,335.6 334.2,335.7" class="st2"></polyline>
						<polyline points="334.6,335.7 334.6,335.7 334.7,335.6 334.7,335.6 334.8,335.5 334.8,335.5 334.8,335.5 
							334.8,335.5 334.9,335.4 334.9,335.4 335,335.4 335,335.4 335,335.4 335,335.4 335,335.5 335,335.5 335.1,335.6 335.3,335.9 
							335.3,335.9 335.3,335.9 335.3,336 335.4,336.1 335.4,336.1 335.4,336.2 335.4,336.3 335.4,336.4 335.5,336.5 335.4,336.5 
							335.4,336.6 335.4,336.7 335.4,336.9 335.4,337 335.4,337 335.3,337.1 335.3,337.2 335.2,337.2 335.3,337.3 335.3,337.3 
							335.2,337.4 335.2,337.5 335.1,337.5 335.1,337.5 334.7,338 334.6,338 334.6,338 334.5,338 334.5,338 334.4,338 334.4,338 
							334.4,337.9 334.3,338 334.3,338 334.3,337.9 334.3,337.9 334.2,337.8 334.2,337.8 334.1,337.7 334.1,337.7 334.1,337.6 
							334.1,337.5 334.1,337.4" class="st2"></polyline>
						<line y2="337.9" x2="334.7" y1="337.9" x1="334.7" class="st2"></line>
						<line y2="337.9" x2="334.7" y1="337.9" x1="334.7" class="st2"></line>
						<polyline points="334.1,338 334.2,338 334.2,338 334.2,338 334.3,338" class="st2"></polyline>
						<polyline points="333.1,337.9 333,337.9 333,337.9 333,337.9 332.9,337.9 332.9,337.8" class="st2"></polyline>
						<polyline points="332.9,337.2 332.9,337.4 332.9,337.5 332.9,337.5 333,337.6 333,337.6 333,337.7 333,337.8 
							333,337.8 333.1,337.8 333.1,337.9 333.1,337.9 333.2,337.8 333.2,337.8 333.3,337.9" class="st2"></polyline>
						<polyline points="333.5,337.9 333.5,337.9 333.5,337.9 333.4,337.9 333.4,337.9 333.4,337.9" class="st2"></polyline>
						<polyline points="333.9,337.9 333.9,337.9 333.9,337.9 333.8,337.9 333.8,337.9" class="st2"></polyline>
						<polyline points="333.7,337.9 333.7,337.9 333.6,338 333.6,337.9 333.6,337.9 333.5,337.9 333.4,337.8 
							333.4,337.8 333.4,337.7 333.4,337.7 333.4,337.7 333.4,337.6 333.4,337.5 333.4,337.5 333.3,337.3" class="st2"></polyline>
						<polyline points="334.3,335.5 334.4,335.5 334.4,335.5 334.3,335.4 334.4,335.3 334.4,335.3 334.5,335.3 
							334.5,335.2 334.5,335.2 334.5,335.2 334.6,335.2 334.6,335.2" class="st2"></polyline>
						<line y2="335.6" x2="333.8" y1="335.6" x1="333.8" class="st2"></line>
						<polyline points="333.9,335.5 333.9,335.4 333.9,335.4 334,335.4 334,335.4 334,335.3 334.1,335.2 334.1,335.2 
							334.1,335.2 334.2,335.2 334.2,335.2 334.2,335.2 334.3,335.2 334.3,335.2 334.3,335.3 334.3,335.3 334.4,335.3 334.4,335.3 
							334.4,335.3" class="st2"></polyline>
						<line y2="335.5" x2="333.4" y1="335.6" x1="333.4" class="st2"></line>
						<polyline points="334.7,335.3 334.7,335.3 334.7,335.3 334.7,335.3 334.7,335.4 334.7,335.4 334.8,335.3 
							334.9,335.4 334.9,335.4" class="st2"></polyline>
						<polyline points="333.2,335.1 333.2,335.1 333.1,335.2 333.1,335.2 333.1,335.1 333.1,335.1 333.1,335.1 
							333,335.1 333,335 332.9,335 332.9,335 332.9,335 332.9,335 332.8,335.2 332.8,335.2 332.8,335.2 332.7,335.2 332.8,335.3 
							332.8,335.3 332.7,335.3" class="st2"></polyline>
						<polyline points="333.6,335.3 333.6,335.2 333.6,335.2 333.6,335.2 333.4,335.1 333.4,335.1 333.4,335.1 
							333.4,335.1 333.3,335.1 333.3,335.1 333.3,335.1 333.2,335.1 333.2,335.1 333.2,335.1 333.1,335.2 333.2,335.3 333.2,335.3 
							333.1,335.4 333.1,335.4" class="st2"></polyline>
						<polyline points="334,335.3 334,335.3 334,335.2 334,335.2 333.9,335.2 333.9,335.2 333.9,335.2 333.8,335.2 
							333.8,335.2 333.8,335.2 333.7,335.2 333.7,335.2 333.7,335.2 333.7,335.2 333.6,335.3 333.6,335.3 333.5,335.4 333.5,335.4 
							333.5,335.4" class="st2"></polyline>
						<line y2="337.2" x2="332.5" y1="337.2" x1="332.5" class="st2"></line>
						<polyline points="332.8,337.8 332.8,337.8 332.8,337.8 332.8,337.8 332.7,337.8 332.7,337.8 332.7,337.7 
							332.7,337.7 332.6,337.7 332.6,337.6 332.5,337.5 332.5,337.5 332.5,337.4 332.5,337.4 332.5,337.3" class="st2"></polyline>
						<polyline points="332.7,337.8 332.7,337.8 332.6,337.8 332.6,337.8 332.6,337.8 332.5,337.8" class="st2"></polyline>
						<line y2="335.5" x2="333" y1="335.5" x1="333" class="st2"></line>
						<line y2="335.5" x2="332.6" y1="335.4" x1="332.6" class="st2"></line>
					</g>
					<g id="ID_1278">
						<polyline points="367.2,341.1 367.1,341.1 367.1,341.1 367,341.1 367,341.1 367,341 366.9,340.9 366.9,340.8 
							366.9,340.7 366.9,340.6 366.9,340.4 366.9,340.3 366.9,340.2 367,340.1 367,340 367,339.9 367.1,339.8 367.2,339.7 
							367.2,339.7 367.3,339.7 367.3,339.8 367.3,339.8" class="st1"></polyline>
						<polyline points="367.1,339.5 367,339.6 367,339.6 367,339.7 366.9,339.7 366.8,339.8 366.7,339.9 366.8,340.1 
							366.7,340.3 366.7,340.5 366.7,340.6 366.6,340.8 366.7,340.9 366.7,341.1 366.7,341.2 366.9,341.3 366.9,341.3" class="st1"></polyline>
						<polyline points="346.2,338.7 346.1,338.6 346.1,338.5 346.1,338.3 346.1,338.2 346,338 346.1,337.9 346.1,337.7 
							346.2,337.6 346.3,337.5 346.3,337.4 346.3,337.2" class="st1"></polyline>
						<line y2="337.4" x2="346.2" y1="337.4" x1="346.3" class="st1"></line>
						<line y2="338.5" x2="346.1" y1="338.6" x1="346.1" class="st1"></line>
						<polyline points="367.2,341.1 367.2,341 367.3,340.9 367.3,340.7 367.3,340.7 367.4,340.5 367.5,340.4 
							367.4,340.3 367.4,340.1 367.4,340 367.3,339.9 367.3,339.8 367.3,339.6 367.2,339.6 367.1,339.5 346.5,337.2 346.5,337.2 
							346.4,337.2 346.3,337.2 346.2,337.4 346.2,337.5 346.1,337.5 346,337.6 346.1,337.8 346,337.9 346,338 346,338.2 346,338.3 
							346,338.4 346.1,338.5 346.1,338.5 346.2,338.7 346.2,338.8 346.3,338.9 366.9,341.3 366.9,341.3 367,341.2 367.1,341.2" class="st2"></polyline>
					</g>
					<g id="ID_1272">
						<polyline points="391.7,342.4 391.7,342.5 391.7,342.5 391.8,342.6 391.8,342.8 391.8,342.8 391.9,343 
							391.9,343.1 391.9,343.4 391.8,343.5 391.7,343.7 391.7,343.8 391.7,343.9 391.6,344 391.5,344.1 391.4,344.1 391.4,344.1" class="st1"></polyline>
						<line y2="341.1" x2="389.5" y1="341" x1="389.4" class="st1"></line>
						<line y2="341.7" x2="389.3" y1="341.1" x1="387.8" class="st1"></line>
						<line y2="340.7" x2="391.7" y1="340.2" x1="390.1" class="st1"></line>
						<line y2="340.9" x2="391.9" y1="340.3" x1="390.2" class="st1"></line>
						<line y2="341.8" x2="392.5" y1="341.3" x1="390.8" class="st1"></line>
						<line y2="341.6" x2="392.4" y1="341.1" x1="390.7" class="st1"></line>
						<line y2="341.4" x2="389.7" y1="340.8" x1="388.1" class="st1"></line>
						<line y2="340.4" x2="385.4" y1="340.5" x1="386.6" class="st1"></line>
						<line y2="340.4" x2="383.9" y1="340.4" x1="384" class="st1"></line>
						<line y2="340.3" x2="383" y1="340.6" x1="384.2" class="st1"></line>
						<line y2="340.6" x2="382.6" y1="341.1" x1="384.1" class="st1"></line>
						<line y2="346.2" x2="391.5" y1="345.6" x1="389.9" class="st1"></line>
						<line y2="345.9" x2="391.9" y1="345.3" x1="390.2" class="st1"></line>
						<line y2="344.5" x2="389" y1="344" x1="387.3" class="st1"></line>
						<line y2="344.4" x2="386.1" y1="344.2" x1="384.8" class="st1"></line>
						<line y2="343.4" x2="382.1" y1="343.8" x1="383.6" class="st1"></line>
						<line y2="340.7" x2="391.7" y1="340.7" x1="391.7" class="st1"></line>
						<polyline points="383.2,343.2 383.3,343.2 383.3,343.2 383.4,343 383.5,343 383.5,342.9 383.6,342.9 383.6,342.8 
							383.6,342.7 383.7,342.5 383.6,342.5 383.7,342.2 383.6,342 383.7,341.9 383.7,341.7 383.6,341.6 383.6,341.5 383.5,341.5 
							383.5,341.5" class="st1"></polyline>
						<line y2="345" x2="384.5" y1="345.1" x1="384.8" class="st1"></line>
						<line y2="345.2" x2="385.5" y1="345.2" x1="385.7" class="st1"></line>
						<line y2="344.2" x2="384.8" y1="344.1" x1="384.9" class="st1"></line>
						<polyline points="384.1,345.8 384.5,345 384.8,345.1" class="st1"></polyline>
						<polyline points="385.7,345.2 385.5,345.2 385.2,346" class="st1"></polyline>
						<line y2="345.3" x2="386.8" y1="345.3" x1="386.6" class="st1"></line>
						<polyline points="383.9,345.8 384.1,345.8 385.7,346.3" class="st1"></polyline>
						<line y2="344.8" x2="382.5" y1="344.9" x1="382.7" class="st1"></line>
						<polyline points="383.7,346.1 382.1,345.6 381.9,345.5" class="st1"></polyline>
						<line y2="344.9" x2="383.7" y1="345" x1="383.5" class="st1"></line>
						<polyline points="382.7,344.9 382.5,344.8 382.1,345.6" class="st1"></polyline>
						<line y2="344.7" x2="381.7" y1="344.7" x1="381.5" class="st1"></line>
						<polyline points="384.8,346.2 383.2,345.7 382.9,345.7" class="st1"></polyline>
						<polyline points="386.8,345.3 386.6,345.3 386.2,346" class="st1"></polyline>
						<line y2="345.5" x2="387.8" y1="345.4" x1="387.6" class="st1"></line>
						<polyline points="388.6,342.1 388.6,342.1 388.7,342.1 388.8,342.2 388.8,342.3 388.8,342.5 388.8,342.6 
							388.8,342.8 388.8,343 388.7,343.2 388.6,343.3 388.7,343.4 388.6,343.6 388.5,343.6 388.5,343.8 388.4,343.8 388.4,343.8" class="st1"></polyline>
						<polyline points="387.2,346.2 387.6,345.4 387.8,345.5" class="st1"></polyline>
						<polyline points="384.9,345.9 385.2,346 386.8,346.5" class="st1"></polyline>
						<polyline points="389.8,346.8 388.2,346.3 387.9,346.3" class="st1"></polyline>
						<polyline points="385.9,346 386.2,346 387.7,346.5" class="st1"></polyline>
						<polyline points="390.9,346.9 389.2,346.3 388.9,346.3" class="st1"></polyline>
						<polyline points="386.9,346.1 387.2,346.2 388.8,346.7" class="st1"></polyline>
						<line y2="345.5" x2="388.8" y1="345.5" x1="388.6" class="st1"></line>
						<polyline points="390.1,340.2 390.2,340.2 390.2,340.3 390.2,340.3 390.7,341.1 390.8,341 390.9,341.1 
							390.9,341.2 390.8,341.3 390.2,345.3 390.2,345.4 390.2,345.6 390.2,345.6 390.1,345.6 390.1,345.6 390,345.6 390,345.6 
							389.9,345.6 389.6,345.6" class="st1"></polyline>
						<polyline points="389.2,346.3 389.6,345.6 391.2,346.1" class="st1"></polyline>
						<polyline points="388.2,346.3 388.6,345.5 388.8,345.6" class="st1"></polyline>
						<polyline points="389.5,341.1 389.4,341 388.1,340.8 388,340.9 388,340.9 387.9,340.9 387.8,340.9 387.8,341 
							387.7,341 387.8,341.1 387.8,341.1 387.3,344 387.3,344.1 387.3,344.2 387.3,344.2 387.3,344.3 387.5,344.3 387.5,344.3 
							387.6,344.3" class="st1"></polyline>
						<line y2="340.7" x2="386.6" y1="340.5" x1="385.4" class="st1"></line>
						<polyline points="385.9,343.5 386,343.5 386.1,343.5 386.1,343.4 386.2,343.3 386.2,343.2 386.3,343 386.3,342.9 
							386.3,342.7 386.4,342.6 386.4,342.3 386.4,342.2 386.3,342 386.3,341.9 386.3,341.8 386.3,341.8 386.2,341.8" class="st1"></polyline>
						<polyline points="386.7,340.9 385.4,340.5 385.4,340.4" class="st1"></polyline>
						<line y2="340.4" x2="385.4" y1="344.2" x1="384.8" class="st1"></line>
						<polyline points="383.2,345.7 383.5,345 383.7,345" class="st1"></polyline>
						<polyline points="383.9,340.4 383.9,340.4 383,340.3 383,340.3 382.9,340.3 382.8,340.3 382.8,340.3 382.7,340.4 
							382.6,340.5 382.6,340.6 382.6,340.6 382.1,343.4 382.2,343.5 382.2,343.6 382.2,343.6 382.2,343.7 382.3,343.7 382.3,343.7 
							382.4,343.7" class="st1"></polyline>
						<polyline points="381.7,344.7 381.5,344.7 381.3,345.2" class="st1"></polyline>
						<polyline points="381.8,345.2 381.3,345.2 381,345.1" class="st1"></polyline>
						<polyline points="388.8,345.5 388.9,346.3 390.5,346.8 390.9,346.9 391.2,346.1 391.5,346.2 391.6,346.2 
							391.6,346.2 391.7,346.2 391.8,346.2 391.8,346.1 391.9,346 391.8,346 391.9,345.9 392.5,341.8 392.5,341.7 392.4,341.6 
							392.4,341.6 392.4,341.6 391.9,340.9 391.9,340.8 391.8,340.8 391.7,340.7 390.1,340.2 390.1,340.2 382.6,339.3 382.5,339.3 
							382.5,339.3 382.4,339.4 382.3,339.4 381.6,340 381.5,340 381.6,340.1 381.5,340.1 381.5,340.2 380.8,344.9 381,345.1 
							381.8,345.3" class="st2"></polyline>
						<polyline points="382.4,343.7 382.5,343.8 383.4,343.9 383.5,343.8 383.5,343.8 383.6,343.8 383.7,343.8 
							383.7,343.8 383.8,343.8 383.8,343.7 383.7,343.6 384.2,340.7 384.2,340.7 384.2,340.6 384.2,340.6 384.2,340.6 384.1,340.5 
							384,340.4 383.9,340.4" class="st2"></polyline>
						<polyline points="383.2,343.2 383.2,343.1 383.1,343.1 383.1,343.1 383.1,343 383.1,342.9 383,342.8 383,342.7 
							383,342.6 383,342.5 383,342.4 383.1,342.2 383,342.1 383.1,342 383.1,341.9 383.2,341.8 383.1,341.7 383.2,341.5 
							383.3,341.5 383.3,341.5 383.4,341.5 383.4,341.5 383.5,341.5" class="st2"></polyline>
						<line y2="344.3" x2="386.1" y1="344.1" x1="384.9" class="st2"></line>
						<polyline points="388.9,346.5 388.8,346.7 388.5,346.6 386.9,346.1 386.8,345.3" class="st2"></polyline>
						<line y2="340.5" x2="386.6" y1="344.4" x1="386.1" class="st2"></line>
						<polyline points="385.9,343.5 385.9,343.4 385.8,343.3 385.7,343.2 385.7,343.1 385.8,343 385.7,342.8 
							385.7,342.6 385.7,342.5 385.8,342.3 385.8,342.2 385.8,342.1 385.9,342 386,341.8 386.1,341.8 386.1,341.8 386.2,341.8" class="st2"></polyline>
						<polyline points="389.5,341.1 389.5,341.1 389.6,341.1 389.6,341.2 389.6,341.3 389.6,341.3 389.7,341.4 
							389.7,341.4 389.3,344.2 389.3,344.2 389.2,344.4 389.1,344.4 389.2,344.5 389.1,344.5 389.1,344.5 389,344.5 388.9,344.6 
							387.6,344.4 387.6,344.3" class="st2"></polyline>
						<polyline points="387.8,345.5 387.9,346.3 389.6,346.8 389.8,346.8 389.9,346.7" class="st2"></polyline>
						<polyline points="389,344.5 389,344.5 389.3,341.7 389.3,341.7 389.4,341.5 389.4,341.5 389.5,341.4 389.5,341.4 
							389.6,341.4 389.7,341.4 389.7,341.4" class="st2"></polyline>
						<polyline points="388.6,342.1 388.5,342 388.4,342.1 388.4,342.1 388.4,342.2 388.3,342.3 388.2,342.5 
							388.1,342.6 388.1,342.8 388.1,343 388.1,343.1 388.1,343.3 388.2,343.4 388.2,343.5 388.2,343.6 388.2,343.7 388.4,343.8" class="st2"></polyline>
						<polyline points="385.7,345.2 385.9,346 387.5,346.5 387.7,346.5 387.8,346.4" class="st2"></polyline>
						<polyline points="386.8,346.3 386.8,346.5 386.5,346.4 384.9,345.9 384.8,345.1" class="st2"></polyline>
						<polyline points="383.7,344.9 383.9,345.8 385.5,346.3 385.7,346.3 385.9,346.2" class="st2"></polyline>
						<polyline points="382.7,344.9 382.9,345.7 384.5,346.1 384.8,346.2 384.8,346.1" class="st2"></polyline>
						<polyline points="381.7,344.7 381.9,345.5 383.5,346 383.7,346.1 383.9,345.9" class="st2"></polyline>
						<polyline points="391.4,344.1 391.3,344.1 391.3,344 391.3,343.9 391.2,343.7 391.2,343.6 391.2,343.5 
							391.2,343.3 391.2,343.1 391.3,343 391.3,342.8 391.4,342.7 391.4,342.5 391.5,342.5 391.5,342.4 391.6,342.4 391.7,342.4" class="st2"></polyline>
					</g>
					<g id="ID_1266">
						<line y2="340.6" x2="414.6" y1="340.6" x1="415.2" class="st1"></line>
						<polyline points="415.7,340.8 415.2,340.6 414.7,340.5" class="st1"></polyline>
						<line y2="340.6" x2="414.4" y1="340.6" x1="414.4" class="st1"></line>
						<line y2="340.6" x2="410.3" y1="340.8" x1="411.6" class="st1"></line>
						<line y2="343.2" x2="405.5" y1="343.4" x1="406.8" class="st1"></line>
						<polyline points="409.2,343.8 409.3,343.8 409.3,343.6 409.4,343.5 409.6,343.4 409.6,343.3 409.9,343 
							410.1,342.8 410.4,342.5 410.6,342.3 410.9,341.9 411.1,341.5 411.4,341.1 411.6,340.8 412,340 412.3,339.4 412.8,338.9 
							413.2,338.5" class="st1"></polyline>
						<polyline points="407.5,346 407.6,346 407.7,345.7 407.9,345.5 407.9,345.2 407.9,344.9 407.9,344.5 407.9,344.3 
							407.7,344.2" class="st1"></polyline>
						<polyline points="407,343.1 406.9,343.2 406.8,343.2 406.9,343.3 406.8,343.4 406.4,346.2 406.4,346.3 
							406.3,346.4 406.5,346.5 406.5,346.5 408.3,347.1 408.5,347.2 408.6,347.4 408.7,347.4 408.7,347.8 408.7,348.2 408.7,348.8 
							408.7,349.4 408.7,349.9 408.8,350.5 408.8,351.2 408.9,351.9 408.9,353.8 408.9,355.1 409,356.2 409.1,357.3 409.2,358.4 
							409.5,359.2 409.7,360.1 410,360.9 412.6,361.7" class="st1"></polyline>
						<line y2="352.5" x2="407.6" y1="352.6" x1="408.8" class="st1"></line>
						<line y2="349.4" x2="408.7" y1="343.4" x1="409.6" class="st1"></line>
						<line y2="349.9" x2="408.7" y1="343.3" x1="409.6" class="st1"></line>
						<line y2="347.4" x2="408.7" y1="343.8" x1="409.2" class="st1"></line>
						<line y2="347.2" x2="408.5" y1="343.7" x1="408.9" class="st1"></line>
						<line y2="347" x2="407" y1="347.1" x1="408.3" class="st1"></line>
						<line y2="346" x2="405.1" y1="346.2" x1="406.4" class="st1"></line>
						<line y2="346.4" x2="405.2" y1="346.5" x1="406.5" class="st1"></line>
						<line y2="360.7" x2="408.7" y1="360.9" x1="410" class="st1"></line>
						<polyline points="409.2,343.8 409.2,343.8 408.9,343.7 408.9,343.7 407,343.1 405.6,343 405.6,343 405.5,343 
							405.6,343.1 405.5,343.2 405.1,346 405.1,346.1 405.1,346.3 405.1,346.3 405.2,346.4 407,347 407.3,347.1 407.4,347.2 
							407.4,347.5 407.4,347.9 407.4,348.5 407.4,349.1 407.4,349.5 407.4,350.1 407.5,350.6 407.5,351.2 407.6,351.9 407.6,353.6 
							407.6,354.9 407.7,356 407.8,357.1 408,358.2 408.2,359.1 408.4,359.9 408.7,360.7 411.3,361.5 412.6,361.7 412.7,361.7 
							412.8,361.6 412.9,361.4 412.9,361.2 412.9,360.6 413,360.5 413,360.4 413,360.3 412.9,360.2 412.4,360 412,359.9 
							411.6,359.6 411.4,359.4 411.1,358.9 410.9,358.3 410.6,357.8 410.5,357.1 410.3,356.4 410.2,355.6 410,354.7 409.9,353.9 
							410,353 409.9,352.1 410,351.1 410.1,350.2 410.2,349.2 410.4,348.2 410.5,347.4 410.8,346.5 411,345.6 411.3,344.8 
							411.6,344 411.9,343.3 412.2,342.7 412.6,342.2 412.9,341.6 413.2,341.3 413.7,340.9 414,340.7 414.4,340.6 414.7,340.5" class="st2"></polyline>
						<polyline points="408,343.5 408.1,343.4 408.2,343.2 408.3,343.1 408.5,343.1 408.9,342.5 409.4,342 409.9,341.3 
							410.3,340.6 410.7,339.9 411.1,339.3 411.6,338.8 412,338.4 413.2,338.5 415.8,339.3 415.9,339.4 415.9,339.5 415.9,339.7 
							416,339.9 415.8,340.5 415.8,340.7 415.8,340.7 415.7,340.8 415.7,340.8 414.4,340.6 414.3,340.6" class="st2"></polyline>
						<polyline points="407.7,344.2 407.5,344.2 407.5,344.5 407.3,344.7 407.3,345 407.2,345.4 407.3,345.6 
							407.3,345.8 407.5,346" class="st2"></polyline>
					</g>
					<g id="ID_1260">
						<polyline points="411.5,283.8 411.8,283.4 412.1,283.1 412.3,282.8 412.5,282.5 412.8,282.3 413,282.1 413.3,282 
							413.5,282 413.8,281.9 414,281.9 414.2,282 414.5,282.1 414.7,282.3 414.9,282.5 415.1,282.8 415.3,283 415.5,283.4 
							415.7,283.8 415.8,284.3 415.9,284.7 416,285.2 416.1,285.7 416.1,286.2 416.2,286.8 416.2,287.4 416.3,288.1 416.2,288.7 
							416.2,289.4 416.2,290 416.2,290.7 416,291.3 416,292 415.8,292.6 415.7,293.3 415.6,293.8 415.4,294.4 415.2,295 
							415.1,295.5 414.8,296 414.6,296.6 414.4,296.9 414.2,297.5 413.9,297.9 413.5,298.3 413.3,298.6 413,298.9 412.7,299 
							412.3,299.2 412.1,299.1 411.8,299.1 411.5,299.1 411.2,298.8 410.9,298.6 410.8,298.3 410.5,297.9 410.3,297.4 410.2,296.9 
							410,296.6" class="st1"></polyline>
						<line y2="282.4" x2="414.6" y1="282.4" x1="414.2" class="st1"></line>
						<polyline points="412.5,282.9 412.7,282.6 412.9,282.3" class="st1"></polyline>
						<polyline points="412.9,282.7 413.4,282.8 413.7,283" class="st1"></polyline>
						<line y2="294.2" x2="414.5" y1="293.5" x1="414.7" class="st1"></line>
						<line y2="293" x2="415.6" y1="292.3" x1="409.6" class="st1"></line>
						<line y2="292.7" x2="409.6" y1="293.4" x1="415.5" class="st1"></line>
						<line y2="294.5" x2="409.6" y1="295.1" x1="415.1" class="st1"></line>
						<polyline points="413.3,298.4 413.5,298.1 413.3,297.7 413.1,297.2" class="st1"></polyline>
						<line y2="298.1" x2="413.5" y1="298.1" x1="413" class="st1"></line>
						<line y2="298.8" x2="412.3" y1="298.9" x1="412.6" class="st1"></line>
						<polyline points="411.7,299 411.6,298.5 411.5,298.1" class="st1"></polyline>
						<polyline points="412.4,297.9 412.5,298.4 412.6,298.9 412.4,298.9" class="st1"></polyline>
						<line y2="296.8" x2="413.4" y1="296.9" x1="414.3" class="st1"></line>
						<polyline points="410.6,297.7 412.4,297.9 412.7,297.7" class="st1"></polyline>
						<polyline points="411.8,298.1 411.5,298.1 411.1,298" class="st1"></polyline>
						<polyline points="410.9,298.4 410.8,298.1 410.8,297.8" class="st1"></polyline>
						<polyline points="413.4,296.8 413.1,297.2 410.1,296.7" class="st1"></polyline>
						<polyline points="410.3,297.3 410.2,297.1 410.1,296.8" class="st1"></polyline>
						<line y2="295.4" x2="409.8" y1="295.8" x1="413.9" class="st1"></line>
						<polyline points="414.1,295.4 413.9,295.8 414.1,296.4 414.3,296.9 414.2,297.2" class="st1"></polyline>
						<polyline points="409.6,293.7 414.5,294.2 414.8,294.6 415.1,295.1 414.9,295.5" class="st1"></polyline>
						<polyline points="409.6,291.6 415,292.2 415.3,292.7 415.6,293 415.5,293.4 415.2,293.5 414.7,293.5 409.6,292.9" class="st1"></polyline>
						<line y2="290" x2="409.8" y1="290.7" x1="416" class="st1"></line>
						<line y2="291.3" x2="415.9" y1="290.5" x1="409.7" class="st1"></line>
						<line y2="288.9" x2="416.1" y1="288.2" x1="410" class="st1"></line>
						<polyline points="409.7,291 415.2,291.6 415.5,291.4 415.9,291.3 416,290.7 415.7,290.5 415.3,290.2 409.9,289.6" class="st1"></polyline>
						<line y2="291.6" x2="415.2" y1="292.2" x1="415" class="st1"></line>
						<line y2="290.2" x2="415.3" y1="289.5" x1="415.3" class="st1"></line>
						<line y2="288.4" x2="416.1" y1="287.7" x1="410.1" class="st1"></line>
						<line y2="286.1" x2="410.6" y1="286.7" x1="416" class="st1"></line>
						<polyline points="410,288.8 415.3,289.5 415.8,289.2 416.1,288.9 416.1,288.4 415.7,288.3 415.4,288.1 
							410.1,287.5" class="st1"></polyline>
						<line y2="287.5" x2="415.3" y1="286.8" x1="410.4" class="st1"></line>
						<line y2="286.3" x2="415.6" y1="286.3" x1="416" class="st1"></line>
						<polyline points="415.4,288.1 415.3,287.5 415.7,287.1 416,286.7 416,286.3 415.6,286.3" class="st1"></polyline>
						<line y2="285.7" x2="415.1" y1="285.1" x1="410.9" class="st1"></line>
						<polyline points="412,283.2 411.8,283.4 411.8,283.7" class="st1"></polyline>
						<line y2="284.3" x2="411.3" y1="284.8" x1="415.7" class="st1"></line>
						<polyline points="415.2,286.3 415.1,285.7 415.4,285.3 415.7,284.8 415.6,284.5" class="st1"></polyline>
						<line y2="284.2" x2="414.6" y1="283.8" x1="411.5" class="st1"></line>
						<polyline points="414.4,282.2 414.6,282.4 414.3,282.8 414.1,283.3" class="st1"></polyline>
						<polyline points="412.2,283 414.1,283.3 414.3,283.5" class="st1"></polyline>
						<line y2="283.4" x2="415.2" y1="283.3" x1="414.8" class="st1"></line>
						<polyline points="415.2,283.1 415.2,283.4 414.9,283.8 414.6,284.2 414.9,284.7" class="st1"></polyline>
						<polyline points="413.4,282.8 413.5,282.5 413.7,282" class="st1"></polyline>
						<polyline points="412.5,301 412.1,301.1 411.7,301.1 411.4,301 411,300.8 410.6,300.5 410.3,300.1 410.1,299.7 
							409.7,299.1 409.5,298.5 409.3,297.7 409.1,296.9 409,296 408.9,295.1 408.8,294.2 408.8,293.1 408.9,292.2 408.9,291.2 
							409,290.1 409.1,289.1 409.3,288 409.5,287.1 409.7,286.1 410,285.2 410.3,284.4 410.6,283.6 411,282.7 411.4,282.1 
							411.7,281.5 412.1,281.1 412.5,280.7 413,280.3 413.3,280.1 413.7,280 414.1,279.9 414.4,280.1 414.9,280.2" class="st1"></polyline>
						<polyline points="411.1,301.3 410.7,301.2 410.3,301 410,300.8 409.6,300.4 409.3,299.9 409,299.3 408.9,298.6 
							408.7,297.9 408.5,297.1 408.3,296.2 408.2,295.3 408.1,294.3 408.1,293.2 408.2,292.2 408.2,291.1 408.3,290.1 408.5,289 
							408.6,287.9 408.8,286.8 409.1,285.9 409.3,284.9 409.6,284 410,283.2 410.3,282.5 410.8,281.8 411.1,281.2 411.5,280.6 
							411.9,280.2 412.3,279.9 412.8,279.7 413.2,279.6 413.6,279.6" class="st1"></polyline>
						<line y2="299" x2="406.1" y1="298.3" x1="405.9" class="st1"></line>
						<line y2="282.9" x2="407" y1="283.7" x1="406.7" class="st1"></line>
						<polyline points="408.5,283.1 408.2,283.9 408,284.8 407.6,285.7" class="st1"></polyline>
						<line y2="286.7" x2="407.4" y1="287.7" x1="407.2" class="st1"></line>
						<polyline points="405.3,289.7 405.5,288.7 405.7,287.6" class="st1"></polyline>
						<polyline points="406.7,292 406.8,290.9 406.8,289.9" class="st1"></polyline>
						<polyline points="405.3,295.9 405.3,294.8 405.2,293.9 405.2,292.9 405.2,291.9" class="st1"></polyline>
						<polyline points="407.2,297.7 406.9,296.9 406.8,296" class="st1"></polyline>
						<polyline points="408.2,301 407.7,300.9 407.4,300.8" class="st1"></polyline>
						<polyline points="407.4,298.4 407.6,299.2 407.9,299.7 408.1,300.2" class="st1"></polyline>
						<polyline points="410.3,280.2 410.3,280.2 409.9,280.3 409.5,280.5 409.1,280.7 408.8,281 408.4,281.6 
							408.1,282.1 407.7,282.6 407.3,283.3 407,284.1 406.7,284.8 406.5,285.7 406.3,286.6 406.1,287.5 405.9,288.4 405.8,289.4 
							405.6,290.4 405.6,291.3 405.5,292.3 405.6,293.2 405.6,294.1 405.7,295 405.8,295.8 405.9,296.6 406.1,297.3 406.3,297.9 
							406.5,298.4 406.9,299 407.1,299.3 407.5,299.6 407.7,299.9 408,299.9" class="st1"></polyline>
						<polyline points="408.9,282.3 409.3,281.6 409.7,281" class="st1"></polyline>
						<polyline points="407.8,299.6 407.6,299.5 407.4,299.2 407.1,298.8 406.8,298.4 406.6,297.8 406.3,297.1 
							406.1,296.5 406,295.8 405.9,295 405.9,294 405.7,293.2 405.8,292.3 405.8,291.4 405.8,290.4 406,289.5 406.2,288.5 
							406.3,287.5 406.5,286.6 406.8,285.8 407,285 407.3,284.2 407.6,283.4 407.9,282.7 408.2,282.2 408.6,281.7 409,281.3 
							409.3,280.9 409.7,280.7 410,280.5" class="st1"></polyline>
						<polyline points="408.1,280.8 408.6,280.3 409,279.9 409.4,279.5 409.8,279.3" class="st1"></polyline>
						<polyline points="410.6,279.2 411,279.3 411.4,279.5" class="st1"></polyline>
						<polyline points="407.9,301.2 407.6,301.1 407.2,300.8 406.8,300.5 406.5,300.2 406.1,299.7 405.9,299.1 
							405.6,298.4 405.4,297.6 405.3,296.8 405.1,295.9 405,294.9 404.9,294 405,292.9 405,291.8 405,290.8 405.1,289.7 
							405.3,288.6 405.5,287.5 405.6,286.5 405.9,285.5 406.2,284.5 406.5,283.5 406.9,282.7 407.2,282 407.6,281.3 408,280.6 
							408.4,280.1 408.9,279.7 409.2,279.4 409.7,279.2 410,279.1 410.5,279.1" class="st1"></polyline>
						<line y2="293.9" x2="401.3" y1="294.4" x1="401.4" class="st1"></line>
						<line y2="292.5" x2="401.3" y1="292" x1="401.3" class="st1"></line>
						<line y2="290" x2="401.4" y1="290.4" x1="401.3" class="st1"></line>
						<line y2="287.9" x2="401.7" y1="288.4" x1="401.6" class="st1"></line>
						<line y2="285.9" x2="402" y1="286.4" x1="402" class="st1"></line>
						<line y2="284.5" x2="402.5" y1="284.1" x1="402.6" class="st1"></line>
						<line y2="280.4" x2="405" y1="280" x1="405.2" class="st1"></line>
						<line y2="280.5" x2="404.5" y1="280.4" x1="404.8" class="st1"></line>
						<line y2="281.7" x2="404.2" y1="281.2" x1="404.4" class="st1"></line>
						<line y2="282.9" x2="403.1" y1="282.5" x1="403.2" class="st1"></line>
						<line y2="281.2" x2="404" y1="281.6" x1="403.8" class="st1"></line>
						<line y2="282.7" x2="403.7" y1="283.3" x1="403.5" class="st1"></line>
						<line y2="284.7" x2="403.1" y1="285.2" x1="402.9" class="st1"></line>
						<line y2="286.7" x2="402.5" y1="287.3" x1="402.3" class="st1"></line>
						<line y2="288.8" x2="402.1" y1="289.6" x1="402.1" class="st1"></line>
						<line y2="291.2" x2="401.9" y1="291.8" x1="401.9" class="st1"></line>
						<line y2="293.3" x2="402" y1="294" x1="401.9" class="st1"></line>
						<line y2="295.4" x2="402.1" y1="296" x1="402.2" class="st1"></line>
						<line y2="298.9" x2="403.1" y1="298.6" x1="402.9" class="st1"></line>
						<polyline points="402.6,298.5 402.6,298.4 402.5,298.4" class="st1"></polyline>
						<line y2="297.2" x2="402" y1="297.5" x1="402" class="st1"></line>
						<line y2="297.6" x2="402.5" y1="297.2" x1="402.4" class="st1"></line>
						<line y2="296.1" x2="401.7" y1="295.7" x1="401.6" class="st1"></line>
						<polyline points="410.6,279.2 410.2,279.2 409.8,279.3" class="st1"></polyline>
						<polyline points="404.8,280.4 405.3,279.9 405.9,279.4 408.5,279.8" class="st1"></polyline>
						<line y2="280.4" x2="404.8" y1="280.4" x1="404.8" class="st1"></line>
						<line y2="281.2" x2="404" y1="281.3" x1="404.3" class="st1"></line>
						<line y2="284.1" x2="402.6" y1="284.4" x1="405.5" class="st1"></line>
						<polyline points="405.7,284.9 403.1,284.7 402.7,284.5" class="st1"></polyline>
						<polyline points="402,285.9 402.5,285.6 402.9,285.2 405.5,285.6" class="st1"></polyline>
						<polyline points="406.1,283.6 403.5,283.3 403,283.7 402.6,284.1" class="st1"></polyline>
						<line y2="282.3" x2="408.9" y1="283.1" x1="408.5" class="st1"></line>
						<polyline points="403.2,282.5 403.7,282.1 404.2,281.7 406.9,282" class="st1"></polyline>
						<polyline points="407.9,280.4 407.7,280.6 407.3,281.1 407,281.5" class="st1"></polyline>
						<polyline points="404,281.2 404.5,280.8 405,280.4 407.7,280.6" class="st1"></polyline>
						<polyline points="406,283 406.2,282.8 406.5,282.4 406.9,282 407.1,281.5" class="st1"></polyline>
						<line y2="282.8" x2="406.2" y1="282.5" x1="403.2" class="st1"></line>
						<polyline points="405.4,284.9 405.5,284.4 405.8,284 406.1,283.6 406.3,283.1" class="st1"></polyline>
						<line y2="286.2" x2="404.9" y1="285.9" x1="402" class="st1"></line>
						<line y2="287.9" x2="401.7" y1="288.2" x1="404.5" class="st1"></line>
						<polyline points="405,287.7 402.3,287.3 402,287.6 401.7,287.9" class="st1"></polyline>
						<polyline points="405.5,284.8 405.7,284.9 405.5,285.6 405.3,285.9 404.9,286.2 404.9,286.8" class="st1"></polyline>
						<polyline points="402,286.4 402.2,286.5 402.5,286.7 405.1,287" class="st1"></polyline>
						<line y2="288.7" x2="404.5" y1="288.4" x1="401.6" class="st1"></line>
						<polyline points="401.6,288.4 401.8,288.6 402.1,288.8 404.8,289.2" class="st1"></polyline>
						<line y2="290.3" x2="404.3" y1="290" x1="401.4" class="st1"></line>
						<polyline points="401.4,290 401.7,289.8 402.1,289.6 404.7,289.9" class="st1"></polyline>
						<line y2="290.4" x2="401.3" y1="290.8" x1="404.3" class="st1"></line>
						<polyline points="404.6,291.5 401.9,291.2 401.6,290.7 401.3,290.4" class="st1"></polyline>
						<line y2="292.8" x2="404.2" y1="292.5" x1="401.3" class="st1"></line>
						<polyline points="404.5,292.1 401.9,291.8 401.6,291.9 401.3,292" class="st1"></polyline>
						<polyline points="402,286.4 404.9,286.8 405,286.8 405.1,287 405,287.7 404.8,287.9 404.5,288.2 404.5,288.7 
							404.6,288.9 404.8,289.2 404.7,289.9 404.5,290.2 404.3,290.3 404.3,290.8 404.5,291.1 404.6,291.5 404.5,292.1 404.4,292.3 
							404.2,292.3 401.3,292" class="st1"></polyline>
						<polyline points="401.3,292.5 401.6,292.9 402,293.3 404.5,293.7" class="st1"></polyline>
						<polyline points="401.6,294 401.9,294 404.6,294.3" class="st1"></polyline>
						<line y2="299.6" x2="403.5" y1="300" x1="406.1" class="st1"></line>
						<line y2="298.5" x2="402.6" y1="298.5" x1="402.7" class="st1"></line>
						<line y2="298.5" x2="402.6" y1="299.1" x1="403.1" class="st1"></line>
						<line y2="297.5" x2="402" y1="297.6" x1="402.5" class="st1"></line>
						<polyline points="405.5,298.9 402.9,298.6 402.5,298.1 402,297.5" class="st1"></polyline>
						<line y2="297.7" x2="407.2" y1="298.4" x1="407.4" class="st1"></line>
						<polyline points="406.7,292 406.7,293.1 406.7,294 406.8,295.1 406.8,296" class="st1"></polyline>
						<polyline points="405.9,298.3 405.7,297.5 405.5,296.7 405.3,295.9" class="st1"></polyline>
						<line y2="294.7" x2="404.3" y1="294.4" x1="401.4" class="st1"></line>
						<polyline points="405.2,298 405,297.5 404.8,296.9 404.5,296.4 404.5,296.3" class="st1"></polyline>
						<polyline points="404.3,294.3 404.3,294.7 404.5,295.1 404.6,295.6 404.8,296.2" class="st1"></polyline>
						<line y2="296.4" x2="404.5" y1="296.1" x1="401.7" class="st1"></line>
						<polyline points="405.7,299.3 405.5,298.9 405.3,298.4 405,297.9" class="st1"></polyline>
						<line y2="300.6" x2="406.6" y1="300.3" x1="404.2" class="st1"></line>
						<polyline points="408.2,301 408.6,301 408.9,300.9" class="st1"></polyline>
						<polyline points="406.1,299 406.4,299.5 406.7,300.1 407,300.5 407.4,300.8" class="st1"></polyline>
						<polyline points="408.1,280.2 407.8,280.6 407.5,281 407.2,281.6 406.9,282.1 406.6,282.7 406.3,283.4 
							406.1,284.1 405.9,284.7 405.7,285.5 405.4,286.2 405.2,287 405.1,287.8 405,288.7 404.9,289.5 404.8,290.3 404.7,291.2 
							404.7,292 404.7,292.8 404.7,293.5 404.7,294.4 404.7,295.1 404.8,295.8 404.9,296.5 405.1,297.2 405.2,297.8 405.4,298.3 
							405.6,299 405.9,299.6" class="st1"></polyline>
						<line y2="279" x2="406.7" y1="279.3" x1="409.1" class="st1"></line>
						<polyline points="409.7,281 410.1,280.5 410.5,280.1" class="st1"></polyline>
						<polyline points="407,282.9 407.5,282.1 407.8,281.4 408.1,280.8" class="st1"></polyline>
						<polyline points="405.7,287.6 405.9,286.6 406.1,285.6 406.4,284.6 406.7,283.7" class="st1"></polyline>
						<line y2="285.7" x2="407.6" y1="286.7" x1="407.4" class="st1"></line>
						<polyline points="406.8,289.9 407,288.8 407.2,287.7" class="st1"></polyline>
						<polyline points="405.2,291.9 405.2,290.8 405.3,289.7" class="st1"></polyline>
						<polyline points="404.4,294.3 404.6,294.3 404.5,293.7 404.4,293.2 404.2,292.8 404.2,292.3" class="st1"></polyline>
						<polyline points="401.4,294.4 401.7,294.8 402.1,295.4 404.6,295.6" class="st1"></polyline>
						<polyline points="405,297.5 402.4,297.2 402,296.6 401.7,296.1" class="st1"></polyline>
						<polyline points="408.6,279.5 406.2,279.3 405.9,279.4 404.3,280.7 403.9,281 403.6,281.4 403.2,281.9 
							402.9,282.5 402.6,283.1 402.3,283.8 402.1,284.5 401.8,285.4 401.6,286.2 401.4,287.1 401.2,287.9 401.1,288.9 401,289.8 
							400.9,290.7 400.9,291.7 400.9,292.5 400.9,293.4 401.1,294.2 401.2,295 401.3,295.7 401.4,296.4 401.7,296.9 401.8,297.5 
							402.2,297.9 402.4,298.3 403.1,299.1 403.5,299.6 403.7,299.9 406.3,300.2" class="st2"></polyline>
						<polyline points="402.5,298.4 402.8,298.7 403.1,298.9 405.7,299.3 405.9,299.6 406.2,300.1 406.5,300.5 
							406.9,300.8 407.2,301 407.6,301.2 407.9,301.2 408.3,301.2 408.8,301 409,301" class="st2"></polyline>
						<polyline points="405.2,298 402.5,297.6 402.2,297.4 402,297.2" class="st2"></polyline>
						<polyline points="401.6,295.7 401.9,295.8 402.2,296 404.8,296.2" class="st2"></polyline>
						<polyline points="406.7,300.7 404.5,300.4 404.2,300.3 403.9,300" class="st2"></polyline>
						<polyline points="404.5,280.5 405,280.2 405.2,280 407.9,280.4 408.1,280.2 408.4,279.8 408.7,279.5 409,279.3 
							409.3,279.1 409.6,279.1 410,279 410.2,279 410.5,279.1 410.9,279.1 411.3,279.4 411.5,279.5" class="st2"></polyline>
						<polyline points="407.1,281.5 404.4,281.2 404.1,281.4 403.8,281.6" class="st2"></polyline>
						<polyline points="406.3,283.1 403.7,282.7 403.4,282.8 403.1,282.9" class="st2"></polyline>
						<polyline points="405.5,284.8 402.7,284.5 402.5,284.5" class="st2"></polyline>
						<polyline points="409.1,279.2 407,278.9 406.7,279 406.4,279.3" class="st2"></polyline>
						<polyline points="404.4,294.3 401.6,294 401.3,293.9" class="st2"></polyline>
						<polygon points="416.5,283.3 416.3,282.7 416.1,282 415.9,281.4 415.5,280.9 415.2,280.6 414.9,280.2 
							414.4,279.9 413.9,279.7 413.6,279.6 412.1,279.4 411.7,279.4 411.3,279.5 411,279.7 410.5,280.1 410.4,280.2 409.9,280.6 
							409.6,281.2 409.2,281.7 408.8,282.4 408.4,283.1 408.1,283.9 407.8,284.8 407.5,285.8 407.2,286.7 407.1,287.7 406.9,288.8 
							406.7,289.9 406.7,290.9 406.6,292 406.5,293 406.6,294 406.6,295 406.7,295.9 406.9,296.8 407,297.6 407.2,298.3 407.5,299 
							407.8,299.5 408.1,300 408.1,300.2 408.6,300.6 408.9,300.9 409.2,301.1 409.7,301.2 411.1,301.3 411.5,301.4 411.8,301.2 
							412.5,301 413,300.7 413.3,300.4 413.7,300 414.1,299.5 414.4,298.9 414.8,298.3 415.2,297.6 415.5,296.7 415.8,295.8 
							416.1,294.9 416.3,293.9 416.6,292.9 416.7,292 416.8,290.9 416.9,289.9 417,288.9 417,287.9 417,286.8 416.9,285.9 
							416.8,285 416.7,284.1" class="st2"></polygon>
						<polyline points="415.6,284.5 415.2,284.5 414.9,284.7 411.3,284.3" class="st2"></polyline>
						<polyline points="412.3,282.9 412.5,282.9 412.8,282.9 413.2,282.5 413.5,282.1 413.7,282" class="st2"></polyline>
						<polyline points="412.9,282.8 413.7,283 414,282.6 414.4,282.2" class="st2"></polyline>
						<polyline points="411.7,283.6 411.8,283.7 412,283.4 412.3,282.9 412.7,282.5 412.9,282.3" class="st2"></polyline>
						<polyline points="412,283.2 411.8,283.4 411.6,283.9 411.2,284.3" class="st2"></polyline>
						<polyline points="415.6,286.3 415.2,286.3 410.7,285.7" class="st2"></polyline>
						<polyline points="412.1,283.3 414.3,283.5 414.7,283.3 415.2,283.1" class="st2"></polyline>
						<polyline points="411.5,283.8 411.3,284.2 411.1,284.7 410.9,285.1 410.7,285.7 410.5,286.3 410.4,286.8 
							410.2,287.4 410.1,288.1 409.9,288.7 409.8,289.4 409.8,290 409.6,290.7 409.6,291.3 409.6,291.9 409.5,292.6 409.6,293.3 
							409.7,293.9 409.7,294.4 409.8,295 409.8,295.5 409.9,296.1 410,296.6" class="st2"></polyline>
						<polyline points="410.6,297.8 410.8,297.8 411.1,297.9 411.3,298.4 411.5,299 411.7,299" class="st2"></polyline>
						<polyline points="410.1,296.8 410.1,296.8 410.3,297.2 410.6,297.8 410.7,298.2 410.9,298.4" class="st2"></polyline>
						<polyline points="411.1,298 411.8,298.1 412,298.5 412.4,298.9" class="st2"></polyline>
						<polyline points="413.3,298.4 413,298.1 412.7,297.7 410.5,297.5" class="st2"></polyline>
						<polyline points="410.3,297.3 410.2,297 410.1,296.5 410,296.3" class="st2"></polyline>
						<polyline points="409.7,294.8 414.1,295.4 414.5,295.5 414.9,295.5" class="st2"></polyline>
						<polyline points="414.2,297.2 413.8,297 413.4,296.8 410,296.4" class="st2"></polyline>
					</g>
					<g id="ID_1254">
						<line y2="287.6" x2="397.8" y1="287.3" x1="395.5" class="st1"></line>
						<line y2="284.5" x2="396.7" y1="284.1" x1="397.2" class="st1"></line>
						<line y2="285.2" x2="397" y1="284.7" x1="397.5" class="st1"></line>
						<line y2="285.5" x2="397.7" y1="285.3" x1="396.1" class="st1"></line>
						<line y2="285.4" x2="397.7" y1="285.2" x1="396.1" class="st1"></line>
						<line y2="284" x2="397" y1="284.1" x1="397.2" class="st1"></line>
						<line y2="285.5" x2="397.7" y1="285.9" x1="397.1" class="st1"></line>
						<line y2="285.4" x2="397.7" y1="285.2" x1="397" class="st1"></line>
						<line y2="286.4" x2="397.8" y1="286.1" x1="395.8" class="st1"></line>
						<line y2="286.5" x2="397.8" y1="286.2" x1="395.7" class="st1"></line>
						<line y2="284.6" x2="396.8" y1="284.7" x1="397.5" class="st1"></line>
						<line y2="286.1" x2="397.1" y1="286.4" x1="397.8" class="st1"></line>
						<line y2="286.8" x2="397.2" y1="286.5" x1="397.8" class="st1"></line>
						<line y2="287.4" x2="397.9" y1="287.2" x1="395.6" class="st1"></line>
						<line y2="287.6" x2="397.8" y1="287.9" x1="397.2" class="st1"></line>
						<line y2="287.4" x2="397.9" y1="287.2" x1="397.2" class="st1"></line>
						<line y2="289.5" x2="395.3" y1="289.8" x1="397.6" class="st1"></line>
						<line y2="288.7" x2="397.8" y1="289" x1="397.1" class="st1"></line>
						<line y2="290" x2="396.9" y1="289.8" x1="397.6" class="st1"></line>
						<line y2="288.7" x2="397.8" y1="288.4" x1="395.3" class="st1"></line>
						<line y2="288.3" x2="395.3" y1="288.6" x1="397.8" class="st1"></line>
						<line y2="290.3" x2="396.8" y1="290.7" x1="397.4" class="st1"></line>
						<line y2="288.6" x2="397.8" y1="288.2" x1="397.2" class="st1"></line>
						<line y2="289.6" x2="397.7" y1="289.4" x1="395.2" class="st1"></line>
						<line y2="291" x2="396.6" y1="290.8" x1="397.4" class="st1"></line>
						<line y2="290.5" x2="395.2" y1="290.7" x1="397.4" class="st1"></line>
						<line y2="290.6" x2="395.2" y1="290.8" x1="397.4" class="st1"></line>
						<line y2="289.6" x2="397.7" y1="289.2" x1="397" class="st1"></line>
						<line y2="291.2" x2="396.5" y1="291.7" x1="397.1" class="st1"></line>
						<line y2="291.5" x2="395.3" y1="291.7" x1="397.1" class="st1"></line>
						<line y2="291.6" x2="395.3" y1="291.8" x1="397" class="st1"></line>
						<line y2="291.8" x2="396.3" y1="291.8" x1="397" class="st1"></line>
						<line y2="292" x2="396.2" y1="292.5" x1="396.7" class="st1"></line>
						<line y2="292.4" x2="395.4" y1="292.5" x1="396.7" class="st1"></line>
						<line y2="293.5" x2="395.9" y1="293.3" x1="395.6" class="st1"></line>
						<line y2="293.5" x2="395.9" y1="293.4" x1="395.8" class="st1"></line>
						<line y2="293.1" x2="396.3" y1="292.6" x1="395.9" class="st1"></line>
						<line y2="293.1" x2="396.3" y1="293.1" x1="396" class="st1"></line>
						<polyline points="397.6,283.1 397.8,283.1 398,283.1 398.2,283.1 398.4,283.2 398.6,283.4 398.7,283.5 
							398.9,283.8 399.1,284.2 399.2,284.5 399.3,284.8 399.4,285.3 399.5,285.7 399.5,286.2 399.6,286.7 399.6,287.2 399.6,287.9 
							399.5,288.4 399.4,288.9 399.4,289.5 399.3,290 399.2,290.5 399.1,291.1 398.9,291.6 398.8,292 398.6,292.5 398.4,292.8 
							398.2,293.2 398,293.6 397.8,293.8 397.6,294 397.3,294.3 397.2,294.3 397,294.4 396.8,294.4 396.5,294.4 396.3,294.2" class="st1"></polyline>
						<polyline points="397.1,295 396.9,295.1 396.6,295.1 396.4,295 396.2,294.9 396,294.7 395.8,294.6 395.6,294.2 
							395.5,293.9 395.3,293.5 395.2,293.1 395,292.6 395,292.1 394.9,291.5 394.9,291 395,290.4 394.9,289.7 394.9,289.1 
							395,288.5 395.1,287.8 395.2,287.3 395.3,286.6 395.5,286.1 395.6,285.5 395.8,285 396,284.5 396.3,284 396.5,283.6 
							396.7,283.3 396.9,283 397.2,282.7 397.4,282.5 397.6,282.4 397.9,282.3 398.1,282.4 398.3,282.4 398.6,282.6" class="st1"></polyline>
						<line y2="291.8" x2="396.3" y1="291.6" x1="395.3" class="st1"></line>
						<polyline points="395.2,291.8 396.2,292 396.3,291.8" class="st1"></polyline>
						<polyline points="396.6,291 396.5,291.2 395.2,291" class="st1"></polyline>
						<line y2="291.7" x2="397.1" y1="291.8" x1="397" class="st1"></line>
						<polyline points="395.4,292.5 395.9,292.6 395.9,292.5" class="st1"></polyline>
						<line y2="293.1" x2="396.2" y1="293.1" x1="396.3" class="st1"></line>
						<line y2="293.5" x2="395.8" y1="293.5" x1="395.9" class="st1"></line>
						<polyline points="395.2,288.7 397.1,289 397,289.2 395.2,289" class="st1"></polyline>
						<polyline points="395.3,288 397.2,288.2 397.2,287.9 395.4,287.7" class="st1"></polyline>
						<line y2="286.1" x2="397.1" y1="286" x1="395.8" class="st1"></line>
						<line y2="287.2" x2="397.2" y1="286.9" x1="395.5" class="st1"></line>
						<line y2="287.4" x2="397.9" y1="287.6" x1="397.8" class="st1"></line>
						<polyline points="395.9,285.8 397.1,285.9 397.1,286.1" class="st1"></polyline>
						<line y2="285.5" x2="397.7" y1="285.4" x1="397.7" class="st1"></line>
						<line y2="284.6" x2="397.4" y1="284.7" x1="397.5" class="st1"></line>
						<line y2="284.1" x2="397.2" y1="284.1" x1="397.2" class="st1"></line>
						<polyline points="396.2,294 396.5,294.1 396.7,294 396.9,293.9 397.1,293.7 397.2,293.5 397.5,293.2 397.7,292.9 
							397.8,292.6 398,292.2 398.3,291.8 398.3,291.4 398.5,290.9 398.6,290.4 398.8,289.9 398.8,289.4 398.9,288.9 399,288.3 
							398.9,287.8 399,287.3 399,286.8 398.9,286.3 398.9,285.9 398.8,285.4 398.7,285 398.6,284.7 398.5,284.3 398.3,284.1 
							398.2,283.8 398.1,283.6 397.9,283.5 397.7,283.3 397.5,283.3" class="st1"></polyline>
						<polyline points="396.7,284.6 396.7,284.5 396.4,284.5" class="st1"></polyline>
						<polyline points="397,285.2 397,285.2 396.1,285.1" class="st1"></polyline>
						<line y2="286.4" x2="397.8" y1="286.5" x1="397.8" class="st1"></line>
						<line y2="285.2" x2="397" y1="285.2" x1="396.1" class="st1"></line>
						<polyline points="397.2,287.2 397.2,286.8 395.6,286.7" class="st1"></polyline>
						<line y2="288.6" x2="397.8" y1="288.7" x1="397.8" class="st1"></line>
						<line y2="290" x2="396.9" y1="289.8" x1="395.2" class="st1"></line>
						<line y2="290.7" x2="397.4" y1="290.8" x1="397.4" class="st1"></line>
						<polyline points="395.2,290.1 396.8,290.3 396.9,290" class="st1"></polyline>
						<line y2="289.6" x2="397.7" y1="289.8" x1="397.6" class="st1"></line>
						<line y2="291" x2="396.6" y1="290.8" x1="395.2" class="st1"></line>
						<line y2="292.5" x2="396.7" y1="292.6" x1="396.6" class="st1"></line>
						<polyline points="397.3,283.3 397.4,283.4 397.7,283.7 397.9,284.1 398.2,284.5 398.3,285.1 398.4,285.7 
							398.4,286.4 398.6,287.2 398.5,288 398.4,288.8 398.3,289.6 398.2,290.3 397.9,291.1 397.7,291.8 397.5,292.4 397.3,292.7 
							397.1,293 397,293.3 396.7,293.5 396.6,293.6 396.4,293.8 396.1,294 396,294" class="st1"></polyline>
						<polyline points="396.3,295.3 396.1,295.2 395.8,295.1 395.7,294.9 395.4,294.7 395.2,294.4 395.1,294 
							394.9,293.7 394.8,293.2 394.7,292.7 394.6,292.1 394.6,291.6 394.5,291 394.5,290.4 394.5,289.8 394.5,289.1 394.7,288.5 
							394.7,287.8 394.8,287.2 395,286.5 395.1,286 395.3,285.4 395.4,284.8 395.6,284.3 395.8,283.9 396.1,283.4 396.3,283.1 
							396.5,282.8 396.8,282.5 397,282.3 397.3,282.2 397.5,282.1 397.8,282.1" class="st1"></polyline>
						<polyline points="392.7,294.8 392.8,295.1 393,295.1 393.2,295.2 393.5,295.2 393.6,295.2" class="st1"></polyline>
						<polyline points="395.2,281.7 395.1,281.5 394.8,281.5 394.7,281.5 394.5,281.6 394.2,281.7 394,281.8 393.7,282 
							393.6,282.1 393.3,282.4 393.1,282.8 392.9,283.1 392.7,283.5 392.5,283.9 392.4,284.3 392.2,284.8 392.1,285.3 391.9,285.8 
							391.8,286.3 391.6,286.9 391.6,287.4 391.5,288 391.5,288.6 391.4,289.1 391.3,289.7 391.4,290.3 391.4,290.8 391.5,291.3 
							391.5,291.8 391.5,292.3 391.6,292.7 391.7,293.1 391.9,293.6 392,293.7 392.4,294.3" class="st1"></polyline>
						<polyline points="389.8,294.8 389.8,295 389.5,294.9 389.4,294.9 389.2,294.9" class="st1"></polyline>
						<line y2="295" x2="388.5" y1="295.1" x1="388.7" class="st1"></line>
						<polyline points="388.6,294.8 388.8,295 389.1,295.1 389.3,295.2 389.6,295.2 389.9,295.1 390.2,294.9" class="st1"></polyline>
						<polyline points="394.6,281.8 394.4,282 394.1,282.2 393.9,282.5 393.7,282.8 393.4,283.1 393.2,283.6 393,284.1 
							392.8,284.5 392.6,285.1 392.4,285.6 392.3,286.2 392.2,286.9 392,287.5 392,288.1 391.8,288.8 391.8,289.4 391.9,290 
							391.8,290.7 391.9,291.3 391.9,291.8 392.1,292.4 392.2,292.8 392.3,293.3 392.4,293.7 392.6,294.1 392.8,294.3 393,294.6 
							393.1,294.8" class="st1"></polyline>
						<polyline points="393.4,294.8 393.1,294.8 392.9,294.5 392.7,294.3 392.5,294 392.3,293.6 392.2,293.3 
							392.1,292.8 392,292.3 391.9,291.8 391.8,291.2 391.8,290.7 391.8,290.1 391.8,289.4 391.8,288.8 391.9,288.2 392,287.5 
							392.1,286.9 392.2,286.2 392.3,285.7 392.5,285.1 392.7,284.5 393,284.1 393.1,283.6 393.3,283.1 393.5,282.8 393.9,282.5 
							394,282.2 394.4,282 394.5,281.9 394.8,281.8" class="st1"></polyline>
						<polyline points="395.3,281.9 395.2,281.7 395,281.6 394.8,281.6 394.6,281.6 394.3,281.7 394.1,281.8 393.8,282 
							393.6,282.2 393.5,282.5 393.2,282.7 393,283.1 392.8,283.5 392.6,283.9 392.4,284.3 392.2,284.8 392.1,285.3 391.9,285.9 
							391.8,286.4 391.7,287 391.6,287.5 391.6,288.2 391.5,288.7 391.5,289.3 391.4,289.9 391.5,290.5 391.5,291 391.5,291.5 
							391.6,292.1 391.7,292.5 391.7,293 391.8,293.4 392,293.7" class="st1"></polyline>
						<line y2="288.8" x2="386" y1="288.2" x1="386.1" class="st1"></line>
						<line y2="287.7" x2="387.3" y1="287.2" x1="387.3" class="st1"></line>
						<line y2="285.7" x2="387.6" y1="285.3" x1="387.7" class="st1"></line>
						<line y2="285.9" x2="386.4" y1="286.6" x1="386.3" class="st1"></line>
						<line y2="284.4" x2="386.7" y1="283.7" x1="386.9" class="st1"></line>
						<line y2="283.5" x2="388.2" y1="283.9" x1="388.1" class="st1"></line>
						<line y2="279.9" x2="389.1" y1="279.7" x1="389.3" class="st1"></line>
						<line y2="279.5" x2="389.9" y1="279.5" x1="390.2" class="st1"></line>
						<polyline points="389.4,281.7 389.6,281.4 389.8,281.2 390,281" class="st1"></polyline>
						<polyline points="391,281.1 390.8,281.1 390.5,281.2 390.4,281.3 390.1,281.5 390,281.8 389.7,282 389.5,282.3 
							389.3,282.7 389.2,283 389,283.5 388.8,283.9 388.6,284.4 388.5,284.8 388.3,285.3 388.2,285.9 388.1,286.4 388,286.9 
							387.9,287.5 387.8,288.1 387.9,288.6 387.8,289.2 387.8,289.7 387.8,290.2 387.8,290.7 387.8,291.2 388,291.7 388,292.2 
							388.1,292.6 388.2,293" class="st1"></polyline>
						<polyline points="391.1,281 390.9,281 390.6,281.1 390.4,281.2 390.3,281.4 390,281.5 389.7,281.7 389.6,282 
							389.4,282.3 389.2,282.7 389,283.1 388.8,283.4 388.7,283.9 388.5,284.3 388.3,284.9 388.2,285.3 388.1,285.9 388,286.4 
							387.8,287 387.8,287.5 387.7,288 387.7,288.6 387.7,289.2 387.6,289.7 387.7,290.2 387.7,290.7 387.7,291.2 387.7,291.7 
							387.9,292.1 388,292.5 388.1,293" class="st1"></polyline>
						<line y2="281" x2="389.7" y1="281.2" x1="389.5" class="st1"></line>
						<line y2="282.3" x2="388.8" y1="282" x1="388.9" class="st1"></line>
						<line y2="280.5" x2="388.4" y1="280.9" x1="388.2" class="st1"></line>
						<polyline points="389.2,282 389,282.2 388.8,282.6 388.7,282.9 388.5,283.3 388.3,283.7 388.2,284.2 388,284.6 
							387.9,285.1 387.8,285.6 387.7,286.1 387.6,286.6 387.5,287.1 387.5,287.6 387.4,288.1 387.4,288.7 387.4,289.2 387.3,289.7 
							387.4,290.2" class="st1"></polyline>
						<line y2="291" x2="386" y1="290.4" x1="386" class="st1"></line>
						<line y2="289.8" x2="387.1" y1="289.2" x1="387.1" class="st1"></line>
						<line y2="291.2" x2="387.2" y1="291.6" x1="387.2" class="st1"></line>
						<polyline points="391.2,280.8 391,280.9 390.7,280.8 390.5,280.9 390.4,280.9 390.1,281.1 389.9,281.2 
							389.7,281.5 389.5,281.7 389.3,281.9 389.2,282.3 389,282.6 388.7,283 388.6,283.4 388.4,283.8 388.3,284.3 388.2,284.7 
							388,285.2 387.9,285.7 387.8,286.3 387.7,286.8 387.6,287.2 387.5,287.8 387.5,288.4 387.4,288.9 387.5,289.5 387.5,290 
							387.4,290.4 387.4,290.9 387.5,291.4 387.6,291.9 387.7,292.3 387.7,292.7" class="st1"></polyline>
						<polyline points="387.4,290.6 387.4,291.1 387.4,291.5 387.5,292 387.5,292.4" class="st1"></polyline>
						<polyline points="390.8,281.1 390.6,281.2 390.4,281.3 390.2,281.6 390,281.8 389.8,282 389.6,282.4 389.4,282.6 
							389.2,283.1 389.1,283.4 388.9,283.9 388.7,284.4 388.5,284.8 388.4,285.4 388.3,285.8 388.2,286.4 388,286.9 388,287.5 
							387.9,288 387.9,288.6 387.9,289.1 387.8,289.7 387.9,290.2 387.9,290.7 387.9,291.2 388,291.7 388.1,292.1 388.2,292.6 
							388.3,293 388.2,293 388.1,293 388,292.9 388,292.9" class="st1"></polyline>
						<polyline points="390.2,280.8 390.4,280.7 390.6,280.6 390.8,280.6 391,280.6" class="st1"></polyline>
						<line y2="280.5" x2="390.4" y1="280.5" x1="390.2" class="st1"></line>
						<line y2="281" x2="391.2" y1="281.1" x1="391" class="st1"></line>
						<polyline points="391,280.5 391.2,280.7 391.6,280.8 391.7,281.1 391.8,281" class="st1"></polyline>
						<polyline points="391.9,293.6 391.5,293.3 388.3,293 388.2,292.6 388.1,292.1 388,291.7 387.9,291.2 387.9,290.7 
							387.9,290.2 387.8,289.7 387.9,289.1 387.9,288.6 387.9,288.1 388,287.5 388,286.9 388.2,286.4 388.3,285.8 388.4,285.4 
							388.5,284.8 388.7,284.4 388.8,283.9 389,283.5 389.2,283.1 389.4,282.6 389.6,282.4 389.7,282 390,281.8 390.2,281.6 
							390.4,281.3 390.6,281.2" class="st1"></polyline>
						<polyline points="393.8,295 393.7,295 393.5,295.1 393.3,295 393.1,295 392.9,294.9 392.7,294.8 392.4,294.3" class="st1"></polyline>
						<line y2="295.1" x2="392.8" y1="295.1" x1="392.7" class="st1"></line>
						<polyline points="395.1,281.8 394.9,281.8 394.7,281.8 394.5,281.9 394.3,281.9 394,282.1 393.8,282.4 
							393.6,282.6 393.4,282.9 393.2,283.4 392.9,283.8 392.7,284.2 392.5,284.7 392.3,285.3 392.2,285.8 392,286.5 391.9,287 
							391.8,287.7 391.7,288.3 391.7,288.9 391.7,289.5 391.7,290.1 391.6,290.7 391.7,291.3 391.7,291.8 391.9,292.3 392,292.8 
							392.1,293.3 392.2,293.7 392.4,294 392.6,294.3 392.8,294.6 393,294.8 393.3,294.8 393.4,294.9" class="st1"></polyline>
						<polyline points="391.5,293.3 391.4,292.9 391.3,292.5 391.2,292.1 391.1,291.6 391.1,291.1 391.1,290.6 
							391.1,290 391.1,289.5 391.2,289 391.2,288.4 391.3,287.8 391.3,287.3 391.4,286.7 391.5,286.2 391.6,285.7 391.7,285.2 
							391.9,284.8 392.1,284.3 392.3,283.8 392.4,283.5 392.6,283 392.8,282.7 393,282.4 393.3,282.1 393.4,282 393.7,281.7 
							393.8,281.5 394,281.5 394.3,281.4 394.5,281.4" class="st1"></polyline>
						<polyline points="393.2,294.7 393,294.6 392.8,294.3 392.6,294.1 392.4,293.7 392.3,293.3 392.2,292.8 
							392.1,292.4 391.9,291.9 391.9,291.3 391.8,290.7 391.9,290 391.9,289.4 391.9,288.8 392,288.1 392.1,287.5 392.2,286.9 
							392.3,286.2 392.4,285.6 392.6,285.1 392.8,284.5 393,284.1 393.2,283.6 393.4,283.1 393.7,282.8 393.9,282.5 394.2,282.2 
							394.4,282 394.6,281.8" class="st1"></polyline>
						<line y2="295.2" x2="393.6" y1="295.3" x1="393.3" class="st1"></line>
						<line y2="294.9" x2="393.7" y1="294.9" x1="393.4" class="st1"></line>
						<polyline points="389.4,294.7 392.7,295.1 392.8,295.3" class="st1"></polyline>
						<polyline points="389.2,294.7 389.2,294.7 389.2,294.7 389.4,294.7 389.5,294.8" class="st1"></polyline>
						<line y2="294.8" x2="389.3" y1="294.7" x1="389.2" class="st1"></line>
						<line y2="294.8" x2="389.6" y1="294.7" x1="389.4" class="st1"></line>
						<polyline points="387.5,292.4 387.7,293 387.8,293.6" class="st1"></polyline>
						<line y2="293.3" x2="387.6" y1="292.9" x1="387.4" class="st1"></line>
						<line y2="294.4" x2="388.3" y1="294.1" x1="388.1" class="st1"></line>
						<line y2="293" x2="386.3" y1="292.4" x1="386.2" class="st1"></line>
						<line y2="280.1" x2="380.4" y1="279.7" x1="380.6" class="st1"></line>
						<polyline points="378.2,290.9 378.2,290.7 378.2,290.3 378.1,290.1" class="st1"></polyline>
						<polyline points="378.1,289.9 378,289.8 378,289.2 377.9,288.7 378,288.1 378,287.5 378,286.9 378.1,286.4 
							378.2,285.7 378.3,285.2 378.4,284.6 378.6,284.1 378.7,283.5 378.8,283.2" class="st1"></polyline>
						<polyline points="379.3,282.2 379.1,282.6 379,282.8" class="st1"></polyline>
						<line y2="281" x2="379.8" y1="281.5" x1="379.5" class="st1"></line>
						<line y2="282.9" x2="379.2" y1="283.5" x1="378.9" class="st1"></line>
						<line y2="285" x2="378.6" y1="285.7" x1="378.5" class="st1"></line>
						<line y2="287.3" x2="378.3" y1="287.9" x1="378.2" class="st1"></line>
						<line y2="289.4" x2="378.2" y1="290.1" x1="378.3" class="st1"></line>
						<line y2="291.5" x2="378.4" y1="292.1" x1="378.5" class="st1"></line>
						<line y2="293.2" x2="378.8" y1="293.6" x1="378.9" class="st1"></line>
						<line y2="280.8" x2="391.7" y1="281" x1="391.8" class="st1"></line>
						<line y2="283.5" x2="388.2" y1="282.4" x1="379.4" class="st1"></line>
						<polyline points="379.2,281.9 379.5,281.5 387.3,282.5 387.8,283 388.2,283.5" class="st1"></polyline>
						<line y2="281.7" x2="389.4" y1="282" x1="389.2" class="st1"></line>
						<line y2="281" x2="389" y1="281" x1="389.7" class="st1"></line>
						<polyline points="390.4,280.5 390.1,280 389.9,279.5 382.1,278.6" class="st1"></polyline>
						<line y2="280.5" x2="390.1" y1="280.5" x1="390.4" class="st1"></line>
						<polyline points="390.7,279.7 390.9,280 391.2,280.5" class="st1"></polyline>
						<polyline points="381.2,279 389.1,279.9 389.3,280.5 389.7,281" class="st1"></polyline>
						<line y2="281" x2="390" y1="280.8" x1="390.2" class="st1"></line>
						<polyline points="380,280.4 380.4,280.1 388.2,280.9 388.5,281.5 388.9,282" class="st1"></polyline>
						<line y2="281" x2="380" y1="282" x1="388.9" class="st1"></line>
						<line y2="282" x2="387.6" y1="282.5" x1="387.3" class="st1"></line>
						<polyline points="379,282.8 379.2,282.9 386.9,283.7 387.5,283.8" class="st1"></polyline>
						<polyline points="378.7,283.7 378.9,283.5 386.7,284.4 387.2,284.9 387.7,285.3" class="st1"></polyline>
						<line y2="284.2" x2="378.8" y1="285.3" x1="387.7" class="st1"></line>
						<line y2="286.7" x2="378.3" y1="287.7" x1="387.3" class="st1"></line>
						<line y2="287.2" x2="387.3" y1="286.2" x1="378.4" class="st1"></line>
						<polyline points="378.5,284.8 378.6,285 386.4,285.9 387,285.8 387.6,285.7" class="st1"></polyline>
						<line y2="285.7" x2="387.6" y1="284.7" x1="378.6" class="st1"></line>
						<polyline points="378.2,285.9 378.5,285.7 386.3,286.6 386.8,286.9 387.3,287.2" class="st1"></polyline>
						<polyline points="378.1,287 378.3,287.3 386.1,288.2 386.6,287.9 387.3,287.7" class="st1"></polyline>
						<line y2="289.8" x2="387.1" y1="288.7" x1="378.3" class="st1"></line>
						<polyline points="378.1,288 378.2,287.9 386,288.8 386.6,289.1 387.1,289.2" class="st1"></polyline>
						<line y2="289.2" x2="387.1" y1="288.2" x1="378.2" class="st1"></line>
						<polyline points="387.1,289.8 386.6,290 386,290.4 378.2,289.4 378,289.1" class="st1"></polyline>
						<polyline points="378.1,290.1 378.3,290.1 386,291 386.6,291.1" class="st1"></polyline>
						<line y2="292.2" x2="378.7" y1="293.3" x1="387.6" class="st1"></line>
						<line y2="294.3" x2="387.4" y1="294.4" x1="388.1" class="st1"></line>
						<polyline points="387.9,296 388.3,295.6 388.7,295.1" class="st1"></polyline>
						<line y2="295.1" x2="388.7" y1="295.1" x1="388.4" class="st1"></line>
						<line y2="294.8" x2="388.6" y1="294.4" x1="388.3" class="st1"></line>
						<polyline points="380.2,295.1 387.9,296 388.1,296.1" class="st1"></polyline>
						<polyline points="387.9,294.2 388.1,294.4 387.6,294.9 387.2,295.3" class="st1"></polyline>
						<polyline points="388.7,296.1 389,295.7 389.5,295.3" class="st1"></polyline>
						<polyline points="379.4,294.4 387.2,295.3 387.3,295.6" class="st1"></polyline>
						<line y2="294.1" x2="388.1" y1="293.6" x1="387.8" class="st1"></line>
						<polyline points="389.2,294.7 389.1,294.8 389.2,294.9 389.4,295.2" class="st1"></polyline>
						<line y2="294.9" x2="390.2" y1="295.2" x1="389.8" class="st1"></line>
						<line y2="295.2" x2="389.3" y1="292.4" x1="387.5" class="st1"></line>
						<line y2="294.1" x2="386.5" y1="294.5" x1="386.7" class="st1"></line>
						<polyline points="388,292.9 387.9,292.9 387.7,292.7 387.5,292.4 387.5,292.4" class="st1"></polyline>
						<line y2="291.6" x2="387.2" y1="290.6" x1="378.3" class="st1"></line>
						<line y2="290.2" x2="387.4" y1="290.6" x1="387.4" class="st1"></line>
						<polyline points="378.2,291.1 378.4,291.5 386.2,292.4 386.7,291.9 387.2,291.6" class="st1"></polyline>
						<polyline points="387.6,293.3 387,293.6 386.5,294.1 378.8,293.2 378.5,292.8" class="st1"></polyline>
						<line y2="291.7" x2="371.7" y1="291.8" x1="371.9" class="st1"></line>
						<polyline points="373.6,279.8 373.4,280 373.1,280 373,280.2 372.7,280.5 372.5,280.7 372.4,281 372.1,281.3 
							372,281.8 371.7,282.2 371.6,282.6 371.4,283.2 371.3,283.6 371.1,284.2 371,284.8 370.9,285.4 370.9,285.9 370.8,286.5 
							370.8,287.1 370.8,287.6 370.8,288.1 370.9,288.6 370.9,289.1 370.9,289.6 371.1,290.1 371.2,290.4 371.4,291 371.6,291.3 
							371.8,291.6 371.9,291.8 372.2,291.9" class="st1"></polyline>
						<polyline points="378.6,292.7 372.3,292 372.2,291.9 371.7,291.7 371.6,291.5 371.4,291.3 371.2,291 371,290.7 
							370.9,290.4 370.8,289.9 370.7,289.5 370.7,289 370.6,288.5 370.5,288 370.5,287.4 370.5,286.9 370.6,286.2 370.6,285.7 
							370.7,285.1 370.8,284.5 371,283.9 371,283.4 371.2,282.9 371.4,282.4 371.6,281.9 371.8,281.5 372,281.2 372.2,280.8 
							372.4,280.5 372.6,280.3 372.9,280.1 373,280.1 373.3,280 373.6,279.8 373.8,279.9 380,280.6" class="st2"></polyline>
						<polyline points="380.8,279.6 380.8,279.4 381.2,279 381.5,278.8 389.3,279.7 389.7,280.2 390.2,280.5" class="st2"></polyline>
						<polyline points="391.4,280.4 391.4,280.4 391.7,280.8" class="st2"></polyline>
						<polyline points="381.7,278.9 382.1,278.6 382.4,278.6 390.2,279.5 390.6,279.9 391,280.4 391.2,280.5" class="st2"></polyline>
						<polyline points="391,280.5 391,280.6 391.2,280.8 391.3,281" class="st2"></polyline>
						<polyline points="390.2,279.6 390.7,279.7 390.9,279.8 391.3,280.3 391.7,280.9 391.8,281" class="st2"></polyline>
						<polyline points="379.9,281 380,281 380,280.4 380.2,280.1 380.4,279.8 380.6,279.7 388.4,280.5 389,280.9 
							389.5,281.2" class="st2"></polyline>
						<polyline points="390.6,281.2 390.8,281.1 391,281.1 391.2,281 394.6,281.4 394.8,281.5 395.2,281.7 395.4,281.9" class="st2"></polyline>
						<polyline points="394.6,281.8 394.6,281.8 394.9,281.8 395.1,281.8 397.8,282.1 398,282.2 398.3,282.3 
							398.6,282.6 398.8,282.7 399,283 399.1,283.2 399.3,283.6 399.5,284 399.6,284.4 399.7,284.8 399.7,285.3 399.8,286 
							399.8,286.5 399.9,287.1 399.8,287.7 399.8,288.3 399.8,289 399.6,289.6 399.6,290.2 399.4,290.8 399.3,291.4 399.1,291.9 
							398.9,292.5 398.8,293 398.6,293.4 398.4,293.8 398,294.2 397.8,294.5 397.6,294.7 397.4,294.9 397.1,295 396.8,295.1 
							396.6,295.2 396.3,295.3 393.7,294.9 393.5,294.9 393.2,294.7 393.1,294.8" class="st2"></polyline>
						<polyline points="389.3,294.8 389.4,294.7 389.4,294.7 389.6,294.9 393,295.2 393.3,295.3 393.6,295.2 393.8,295 
							393.9,295" class="st2"></polyline>
						<polyline points="389.6,295.5 389.6,295.5 390.3,294.9" class="st2"></polyline>
						<polyline points="389.5,295.3 389.2,295.3 388.7,295.7 388.1,296.1 380.4,295.2 380.2,295.1 379.9,294.7" class="st2"></polyline>
						<polyline points="379.2,293.6 379.1,294 379.4,294.4 379.5,294.7 387.3,295.6 387.9,295.3 388.5,295" class="st2"></polyline>
						<polyline points="390.2,294.9 390,295.1 389.5,295.5 389,296 388.7,296.1 388.3,296" class="st2"></polyline>
						<polyline points="378.6,292 378.7,292.2 378.5,292.8 378.7,293.1 378.8,293.4 378.9,293.6 386.7,294.5 
							387.3,294.4 387.9,294.2" class="st2"></polyline>
						<polyline points="378.3,290.1 378.3,290.6 378.2,291.1 378.3,291.5 378.3,292 378.5,292.1 386.3,293 386.8,292.9 
							387.4,292.9" class="st2"></polyline>
						<polyline points="387.2,291.2 386.6,291.1 378.1,290.1 378.1,289.6 378,289.1 378.3,288.7 378.2,288.2 378.1,288 
							378.1,287.5 378.1,287 378.3,286.7 378.4,286.2 378.2,285.9 378.4,285.4 378.5,284.8 378.6,284.7 378.8,284.2 378.7,283.7 
							378.9,283.3 379,282.8 387.5,283.8 388.1,283.9" class="st2"></polyline>
						<polyline points="388.8,282.3 388.2,282.1 387.6,282 379.8,281 379.6,281.1 379.4,281.5 379.2,281.9 379.4,282.4 
							379.2,282.8" class="st2"></polyline>
						<polyline points="397.6,283.1 397.4,283.3 397.1,283.4 397,283.6 396.7,283.9 396.5,284.2 396.4,284.6 
							396.2,284.9 396,285.4 395.8,285.9 395.7,286.3 395.6,286.9 395.4,287.4 395.3,288 395.3,288.5 395.2,289 395.2,289.7 
							395.2,290.2 395.2,290.7 395.2,291.2 395.3,291.7 395.3,292.2 395.4,292.6 395.6,293 395.6,293.3 395.8,293.6 396,293.9 
							396.2,294.1 396.3,294.2" class="st2"></polyline>
						<polyline points="396,294 396.1,294 396.2,294" class="st2"></polyline>
						<line y2="293.5" x2="395.8" y1="293.5" x1="395.8" class="st2"></line>
						<polyline points="395.4,292.4 395.9,292.5 396.6,292.6" class="st2"></polyline>
						<line y2="293.1" x2="396.2" y1="292.9" x1="395.5" class="st2"></line>
						<polyline points="397.3,283.3 397.3,283.3 397.5,283.3" class="st2"></polyline>
						<line y2="284.1" x2="397.2" y1="284.1" x1="396.6" class="st2"></line>
						<polyline points="396.4,284.6 396.7,284.6 397.4,284.6" class="st2"></polyline>
					</g>
					<g id="ID_1248">
						<line y2="282.4" x2="279.8" y1="282.1" x1="280" class="st1"></line>
						<polyline points="279.5,282.6 279.2,282.6 278.9,282.7" class="st1"></polyline>
						<polyline points="277.1,280.5 277.2,281 277.3,281.4" class="st1"></polyline>
						<polyline points="277,280 276.8,279.5 276.7,278.9" class="st1"></polyline>
						<polyline points="276.7,278.2 276.6,277.6 276.6,276.9" class="st1"></polyline>
						<polyline points="276.7,274.9 276.7,275.6 276.7,276.3" class="st1"></polyline>
						<polyline points="277.1,272.9 277,273.5 276.8,274.2" class="st1"></polyline>
						<polyline points="277.1,276.1 277.4,275.4 277.6,274.6 277.7,273.8 277.8,273.1 277.9,272.4 277.9,271.7 
							278,271.1 278,271.1" class="st1"></polyline>
						<polyline points="277.2,272.2 277.4,271.5 277.6,271" class="st1"></polyline>
						<polyline points="277,277.9 277.3,277.4 277.5,276.7 277.8,275.9 277.9,275.2 278.2,274.4 278.4,273.7 
							278.4,272.9 278.5,272.3 278.5,271.6 278.6,271 278.5,270.4 278.4,270" class="st1"></polyline>
						<polyline points="278.2,269.3 278.1,269.9 277.8,270.4" class="st1"></polyline>
						<polyline points="279.1,268.2 278.8,268.6 278.5,269" class="st1"></polyline>
						<polyline points="280.9,267.6 281.1,267.7 281.4,268" class="st1"></polyline>
						<polyline points="279.3,268 279.6,267.7 279.8,267.6" class="st1"></polyline>
						<polyline points="280.1,267.5 280.3,267.5 280.6,267.5" class="st1"></polyline>
						<polyline points="277.8,281.1 277.9,281 278,281 278.3,280.9 278.5,280.8 278.7,280.7 278.9,280.4 279.1,280.2 
							279.3,279.9 279.4,279.6 279.7,279.3 279.9,278.8 279.9,278.4 280.2,278 280.3,277.5 280.4,277 280.5,276.5 280.7,276 
							280.7,275.5 280.8,275 280.7,274.5 280.8,273.9 280.9,273.4 280.8,272.9 280.8,272.4 280.8,272 280.7,271.5 280.6,271.1 
							280.5,270.7 280.4,270.3 280.3,270 280.1,269.8 280,269.5 279.9,269.2 279.6,269.1 279.5,269 279.3,269 279.2,268.9" class="st1"></polyline>
						<polyline points="278.7,282.7 278.4,282.7 278.1,282.5" class="st1"></polyline>
						<polyline points="278,282.3 277.7,282.1 277.5,281.8" class="st1"></polyline>
						<line y2="283.2" x2="277.6" y1="283.3" x1="277.8" class="st1"></line>
						<line y2="275.8" x2="272.5" y1="275.8" x1="272.6" class="st1"></line>
						<line y2="272.3" x2="273" y1="272.4" x1="273" class="st1"></line>
						<line y2="273.8" x2="272.7" y1="273.8" x1="272.8" class="st1"></line>
						<polyline points="271.4,270.6 271.3,271.5 271.1,272.3 270.9,273.1" class="st1"></polyline>
						<line y2="270.5" x2="269.7" y1="269.7" x1="269.9" class="st1"></line>
						<polyline points="268.9,269.5 268.5,270.5 268.4,271.5 268.1,272.6" class="st1"></polyline>
						<line y2="273.5" x2="268" y1="274.6" x1="267.8" class="st1"></line>
						<line y2="276.7" x2="267.8" y1="275.7" x1="267.8" class="st1"></line>
						<line y2="275.6" x2="267.6" y1="274.7" x1="267.7" class="st1"></line>
						<line y2="274.5" x2="269" y1="275.4" x1="268.9" class="st1"></line>
						<line y2="280" x2="281.2" y1="280" x1="281.2" class="st1"></line>
						<line y2="281.5" x2="280.6" y1="281.4" x1="280.5" class="st1"></line>
						<polyline points="279.7,282.2 279.8,282.4 279.5,282.6 279.3,282.8" class="st1"></polyline>
						<polyline points="276.7,278.2 276.2,278.2 275.7,278.1 272.4,277.6" class="st1"></polyline>
						<line y2="279.5" x2="275.9" y1="280.1" x1="275.9" class="st1"></line>
						<line y2="281.3" x2="276.3" y1="281.6" x1="276.4" class="st1"></line>
						<line y2="282.3" x2="278" y1="282.3" x1="278.2" class="st1"></line>
						<polyline points="269.2,283.9 269.5,284.3 269.9,284.6 270.3,284.8" class="st1"></polyline>
						<line y2="284.9" x2="270.6" y1="284.9" x1="271" class="st1"></line>
						<line y2="285.1" x2="270.4" y1="285" x1="270" class="st1"></line>
						<line y2="284.6" x2="271.9" y1="284.8" x1="271.4" class="st1"></line>
						<line y2="282.9" x2="273.6" y1="282.8" x1="273.9" class="st1"></line>
						<line y2="283" x2="273.2" y1="283" x1="272.9" class="st1"></line>
						<line y2="282.7" x2="274.1" y1="282.5" x1="274.2" class="st1"></line>
						<line y2="283.1" x2="272.8" y1="283" x1="272.5" class="st1"></line>
						<line y2="281.9" x2="270" y1="281.5" x1="269.8" class="st1"></line>
						<line y2="283.1" x2="271.5" y1="282.9" x1="271.6" class="st1"></line>
						<line y2="283.2" x2="270.9" y1="283.2" x1="271.2" class="st1"></line>
						<line y2="283.1" x2="270.7" y1="283.1" x1="271" class="st1"></line>
						<polyline points="269.6,282.2 269.9,282.6 270.1,282.8 270.4,283" class="st1"></polyline>
						<line y2="282.2" x2="271.6" y1="281.8" x1="271.4" class="st1"></line>
						<line y2="283" x2="271.8" y1="283.2" x1="271.5" class="st1"></line>
						<polyline points="269.7,282.3 269.9,282.7 270.2,283 270.5,283.1" class="st1"></polyline>
						<polyline points="272.7,282.9 272.3,282.7 272,282.5 271.8,282.1" class="st1"></polyline>
						<polyline points="278.1,282.2 278.2,282.3 278.1,282.5 277.9,282.9 277.6,283.2 274.2,282.8" class="st1"></polyline>
						<line y2="282.8" x2="277.1" y1="282.5" x1="276.8" class="st1"></line>
						<polyline points="273.5,282.1 276.8,282.5 277.2,282.1 277.5,281.8 277.6,281.6 277.4,281.3" class="st1"></polyline>
						<line y2="271" x2="282.4" y1="271" x1="282.3" class="st1"></line>
						<line y2="269.5" x2="282" y1="269.4" x1="282.1" class="st1"></line>
						<polyline points="279.1,268.4 279.3,268.1 279.3,268 279,267.6 278.8,267.1" class="st1"></polyline>
						<line y2="267.7" x2="280.1" y1="267.7" x1="279.9" class="st1"></line>
						<line y2="268.2" x2="281.6" y1="268.4" x1="281.5" class="st1"></line>
						<polyline points="279.6,266.7 279.9,267 280.1,267.5 280.1,267.7 279.9,267.8" class="st1"></polyline>
						<polyline points="278.3,281.6 278.6,281.8 278.7,281.9 278.9,281.8 279.1,281.8 279.3,281.8 279.5,281.6 
							279.7,281.6 279.9,281.4 280.1,281.2 280.3,280.9 280.4,280.7 280.7,280.4 280.8,280 281,279.7 281.1,279.3 281.3,278.9 
							281.4,278.4 281.6,278 281.7,277.5 281.9,277.1 281.9,276.5 282,276.1 282.1,275.6 282.1,275 282.2,274.5 282.2,274 
							282.2,273.4 282.2,273 282.2,272.5 282.2,272 282.2,271.6 282.1,271.2 281.9,270.8 281.8,270.4 281.7,270.1 281.6,269.7 
							281.6,269.4 281.4,269.1 281.2,269 281.1,268.7 280.9,268.6 280.7,268.5 280.6,268.4 280.4,268.4 280.1,268.3 279.9,268.4 
							279.7,268.4" class="st1"></polyline>
						<polyline points="278.3,283.3 278.7,283 278.9,282.7 279,282.5" class="st1"></polyline>
						<line y2="281.6" x2="277.6" y1="281.6" x1="277.1" class="st1"></line>
						<line y2="280.3" x2="277" y1="279.9" x1="273" class="st1"></line>
						<line y2="278.4" x2="272.7" y1="278.2" x1="272.6" class="st1"></line>
						<line y2="279.9" x2="273" y1="280" x1="273" class="st1"></line>
						<polyline points="276.8,278.2 276.8,278.7 276.7,278.9 276.3,279.2 275.9,279.5 272.5,279.1" class="st1"></polyline>
						<line y2="278" x2="270.7" y1="277.3" x1="270.7" class="st1"></line>
						<polyline points="269,278.6 268.9,277.8 268.9,277 268.9,276.3" class="st1"></polyline>
						<line y2="278.7" x2="267.6" y1="277.8" x1="267.6" class="st1"></line>
						<polyline points="268.9,276.2 268.9,277 268.9,277.8" class="st1"></polyline>
						<polyline points="270.5,276.4 270.5,277.2 270.5,278" class="st1"></polyline>
						<line y2="275.7" x2="270.5" y1="274.8" x1="270.6" class="st1"></line>
						<line y2="273.7" x2="269" y1="272.9" x1="269.2" class="st1"></line>
						<line y2="272.4" x2="267.9" y1="273.5" x1="267.8" class="st1"></line>
						<line y2="274.6" x2="269" y1="275.5" x1="268.9" class="st1"></line>
						<line y2="273.8" x2="269.1" y1="272.9" x1="269.2" class="st1"></line>
						<line y2="273.1" x2="270.9" y1="274" x1="270.7" class="st1"></line>
						<polyline points="272.6,273.2 276,273.7 276.5,274 276.8,274.2 276.9,274.4 276.8,274.8 276.7,274.9 276.3,275 
							275.9,275.2 272.5,274.8" class="st1"></polyline>
						<line y2="276.4" x2="272.6" y1="276.4" x1="272.6" class="st1"></line>
						<line y2="277.8" x2="272.6" y1="277.8" x1="272.6" class="st1"></line>
						<line y2="276.4" x2="272.6" y1="276.8" x1="276.7" class="st1"></line>
						<line y2="275.9" x2="275.8" y1="275.2" x1="275.9" class="st1"></line>
						<line y2="276.4" x2="276.7" y1="275.8" x1="272.5" class="st1"></line>
						<line y2="274.8" x2="270.8" y1="273.9" x1="270.8" class="st1"></line>
						<line y2="275.6" x2="270.7" y1="276.4" x1="270.7" class="st1"></line>
						<polyline points="272.4,275.6 275.8,275.9 276.2,276.1 276.7,276.3 276.7,276.4 276.7,276.8 276.6,276.9 
							276.2,277.1 275.8,277.5 272.3,277" class="st1"></polyline>
						<line y2="274.4" x2="272.8" y1="274.4" x1="272.6" class="st1"></line>
						<line y2="273.8" x2="272.7" y1="274.4" x1="276.9" class="st1"></line>
						<line y2="272.8" x2="277.2" y1="272.3" x1="273" class="st1"></line>
						<line y2="272.3" x2="277.3" y1="271.9" x1="273.1" class="st1"></line>
						<line y2="269.9" x2="273.7" y1="270.1" x1="273.7" class="st1"></line>
						<line y2="270.5" x2="273.6" y1="270.5" x1="273.6" class="st1"></line>
						<line y2="269.2" x2="273.7" y1="269.5" x1="277.1" class="st1"></line>
						<polyline points="277.9,268.1 278.2,268.5 278.5,269 278.5,269.2 278.4,269.4" class="st1"></polyline>
						<line y2="270.6" x2="277.8" y1="270.1" x1="273.7" class="st1"></line>
						<polyline points="272.8,272.6 276.2,272.9 276.6,272.9 277.1,272.9 277.2,272.8 277.3,272.3 277.2,272.2 
							276.8,271.9 276.5,271.5 273.1,271.1" class="st1"></polyline>
						<line y2="263.5" x2="273.3" y1="263.4" x1="272.8" class="st1"></line>
						<line y2="263.3" x2="272.7" y1="263.4" x1="272.3" class="st1"></line>
						<line y2="264.3" x2="271.1" y1="263.9" x1="271.5" class="st1"></line>
						<polyline points="273.3,265.3 273.7,265.5 273.8,265.7" class="st1"></polyline>
						<polyline points="273.3,266.5 273.7,266.2 273.9,266" class="st1"></polyline>
						<line y2="266.7" x2="273.4" y1="266.3" x1="273.7" class="st1"></line>
						<polyline points="273.2,265.4 273.5,265.6 273.6,265.6" class="st1"></polyline>
						<line y2="265.3" x2="272.9" y1="265.3" x1="272.6" class="st1"></line>
						<line y2="265.3" x2="273" y1="265.2" x1="272.7" class="st1"></line>
						<line y2="265.9" x2="274.3" y1="266.1" x1="274.1" class="st1"></line>
						<line y2="265.3" x2="272.3" y1="265.5" x1="271.9" class="st1"></line>
						<line y2="265.4" x2="272" y1="265.3" x1="272.4" class="st1"></line>
						<line y2="266.5" x2="271.6" y1="266.2" x1="271.9" class="st1"></line>
						<polyline points="272,266.1 271.7,266.3 271.3,266.7" class="st1"></polyline>
						<polyline points="271.7,270 271.9,269.3 272.2,268.6 272.5,268.1 272.8,267.5 273.1,267.1" class="st1"></polyline>
						<polyline points="278.2,267.7 277.9,268.1 274.6,267.7" class="st1"></polyline>
						<polyline points="275.5,266.7 278.8,267.1 279,267" class="st1"></polyline>
						<line y2="268.1" x2="279.3" y1="268.1" x1="278.8" class="st1"></line>
						<polyline points="280.8,267.8 280.9,267.6 280.7,267.2 280.5,266.9" class="st1"></polyline>
						<polyline points="276.3,266.3 279.6,266.7 279.9,266.7" class="st1"></polyline>
						<line y2="265.8" x2="274.6" y1="265.8" x1="274.3" class="st1"></line>
						<line y2="265.9" x2="275" y1="265.8" x1="274.7" class="st1"></line>
						<polyline points="275.4,266 275.6,266.2 275.9,266.4 276,266.5" class="st1"></polyline>
						<polyline points="273.6,263.6 274,263.9 274.4,264.2 274.7,264.5" class="st1"></polyline>
						<line y2="263.5" x2="272.4" y1="263.7" x1="272.1" class="st1"></line>
						<polyline points="269.1,268.6 269.4,267.7 269.7,266.9 270,266.2 270.5,265.5 270.8,264.9" class="st1"></polyline>
						<line y2="269.7" x2="269.8" y1="270.5" x1="269.6" class="st1"></line>
						<line y2="270.7" x2="271.3" y1="269.9" x1="271.6" class="st1"></line>
						<line y2="271.7" x2="273.2" y1="271.9" x1="273.1" class="st1"></line>
						<polyline points="277.2,270.9 276.7,270.9 273.3,270.5" class="st1"></polyline>
						<line y2="268.6" x2="274.3" y1="268.5" x1="274.4" class="st1"></line>
						<line y2="268.6" x2="274.3" y1="269.2" x1="278.5" class="st1"></line>
						<polyline points="277.6,271 277.8,270.6 277.8,270.4 277.5,270 277.1,269.5 277.3,269.1" class="st1"></polyline>
						<line y2="270.9" x2="276.7" y1="271.5" x1="276.5" class="st1"></line>
						<line y2="272.9" x2="276.2" y1="273.7" x1="276" class="st1"></line>
						<line y2="274.8" x2="276.8" y1="274.4" x1="272.6" class="st1"></line>
						<line y2="276.1" x2="277.1" y1="276.5" x1="277" class="st1"></line>
						<line y2="277.5" x2="275.8" y1="278.1" x1="275.7" class="st1"></line>
						<line y2="278.7" x2="276.8" y1="278.2" x1="272.6" class="st1"></line>
						<polyline points="272.8,280.8 276.3,281.3 276.7,280.8 277.1,280.5 277,280.3 277.1,280" class="st1"></polyline>
						<polyline points="270.7,278.8 270.9,279.5 271,280.1 271.2,280.8 271.4,281.2 271.5,281.7" class="st1"></polyline>
						<line y2="282" x2="270" y1="281.6" x1="269.8" class="st1"></line>
						<polyline points="268,279.7 268.1,280.6 268.2,281.3 268.4,282.1 268.7,282.8 268.9,283.3" class="st1"></polyline>
						<line y2="274.3" x2="264.1" y1="274.2" x1="264.2" class="st1"></line>
						<line y2="277.3" x2="264.2" y1="277.2" x1="264.3" class="st1"></line>
						<line y2="265.8" x2="274.3" y1="266" x1="273.9" class="st1"></line>
						<polyline points="273.3,265.6 273.2,265.6 272.9,265.5 272.6,265.5 272.3,265.6 271.9,265.7 271.6,265.9 
							271.3,266.2 271,266.6 270.6,267.1 270.3,267.6 270.1,268.2 269.7,268.9 269.5,269.6 269.3,270.4 269.1,271.2 268.9,272 
							268.7,272.8 268.6,273.7 268.5,274.5 268.5,275.4 268.5,276.2 268.5,277 268.5,277.9 268.6,278.6 268.7,279.4 268.9,280 
							269,280.6 269.2,281.2 269.4,281.6 269.6,282 269.9,282.3 270.2,282.7 270.5,282.8 270.8,282.9 271.1,283 271.2,282.9" class="st1"></polyline>
						<line y2="265.8" x2="274.6" y1="265.8" x1="274.9" class="st1"></line>
						<polyline points="275.4,266.9 275.2,266.8 274.9,266.7 274.6,266.7 274.3,266.8 274.1,266.9 273.7,267.1 
							273.5,267.4 273.2,267.8 272.9,268.2 272.7,268.7 272.4,269.2 272.1,269.7 271.9,270.4 271.7,271.1 271.5,271.8 271.4,272.4 
							271.2,273.2 271.1,274 271,274.7 271,275.5 271,276.3 271,277 271.1,277.7 271,278.4 271.2,279 271.3,279.6 271.4,280.1 
							271.6,280.6 271.7,281 272,281.4 272.2,281.7 272.5,282 272.8,282.1 273,282.2 273.3,282.2 273.5,282.1" class="st1"></polyline>
						<polyline points="272.7,273.3 272.6,273.4 272.6,274.2 272.4,274.7" class="st1"></polyline>
						<polyline points="273.1,271.2 273.1,271.3 272.9,272 272.8,272.6" class="st1"></polyline>
						<line y2="271.9" x2="273.1" y1="272.3" x1="273" class="st1"></line>
						<line y2="273.8" x2="272.7" y1="274.4" x1="272.6" class="st1"></line>
						<line y2="273.1" x2="270.9" y1="273.9" x1="270.8" class="st1"></line>
						<polyline points="264.9,279.1 264.9,279.1 264.9,279.2 265.1,279.7 265.1,280.2 265.1,280.3" class="st1"></polyline>
						<polyline points="264.7,276 264.7,276.1 264.8,276.3 264.7,276.4 264.7,276.4 264.3,277.2 264.2,277.2" class="st1"></polyline>
						<polyline points="266.9,279 266.7,278.9 266.2,279 265.8,279 264.9,279.2 264.8,279.2 264.7,279.2 264.8,279.1 
							264.3,277.2" class="st1"></polyline>
						<polyline points="265.3,276.4 265.3,276.4 266.9,278.3" class="st1"></polyline>
						<line y2="277.4" x2="266.8" y1="276.7" x1="266.1" class="st1"></line>
						<polyline points="266.8,278.6 265.1,276.5 265.2,276.4 265.2,276.3" class="st1"></polyline>
						<polyline points="264.7,276.3 264.8,276.3 265.2,276.3" class="st1"></polyline>
						<polyline points="269.6,265 269.3,264.9 268.8,264.8 268,264.5 267.9,264.5 267.8,264.6 267,266.4" class="st1"></polyline>
						<line y2="264" x2="268.4" y1="264" x1="268.6" class="st1"></line>
						<polyline points="268,264.5 268,264.5 268.1,264.5 268.9,264.7 269.4,264.8 269.7,264.9" class="st1"></polyline>
						<line y2="263.7" x2="269.7" y1="263.6" x1="269.6" class="st1"></line>
						<polyline points="269.4,263.9 269.7,263.7 269.7,263.5 269.8,263.5 270.6,263.6 270.8,263.7" class="st1"></polyline>
						<line y2="263.3" x2="272.7" y1="263.3" x1="273.1" class="st1"></line>
						<polyline points="272.3,263.4 271.9,263.6 271.5,263.9" class="st1"></polyline>
						<line y2="263.5" x2="272.4" y1="263.4" x1="272.8" class="st1"></line>
						<polyline points="269.8,263.5 269.8,263.5 269.9,263.4 271,263.6" class="st1"></polyline>
						<polyline points="267.8,264.6 267.8,264.6 268,264.4 268.1,264.5 268.4,264.2 268.6,264 269.7,264" class="st1"></polyline>
						<polyline points="266.4,267.4 266.4,267.3 266.5,267.3 266.7,266.8 266.9,266.4 266.9,266.3" class="st1"></polyline>
						<polyline points="264.6,271.1 264.5,272 264.5,272 264.5,272.1 264.8,272.5 265.4,272.7 267.1,272.3" class="st1"></polyline>
						<polyline points="267.2,272.2 267,272.2 266.5,272.1 266.1,271.9 265.3,271.5 265.2,271.4 265.1,271.4" class="st1"></polyline>
						<line y2="270" x2="266.2" y1="268.2" x1="268.1" class="st1"></line>
						<polyline points="265.4,270.1 265.5,270.1 265.5,270.2" class="st1"></polyline>
						<polyline points="265.6,268.5 265.5,268.5 265.3,269.2 265.3,269.2 265.3,269.2 265.5,270.1 265.6,270.1" class="st1"></polyline>
						<polyline points="268.2,268.1 268.1,268 267.6,267.9 267.2,267.7 266.4,267.4 266.3,267.4 266.3,267.4" class="st1"></polyline>
						<polyline points="269,266.2 268.9,266.2 268.4,266.2 267.9,266.2 266.9,266.4 266.8,266.4 266.6,266.5 
							266.4,266.9 266.3,267.4 265.2,269.1 265.3,269.2" class="st1"></polyline>
						<line y2="266.2" x2="268.9" y1="265.9" x1="269.1" class="st1"></line>
						<polyline points="265.3,269.2 266.3,267.4 266.3,267.4 266.3,267.3 266.5,267.3 267.2,267.6 267.7,267.8 
							268.1,267.9 268.2,268" class="st1"></polyline>
						<line y2="269.6" x2="267.7" y1="269.9" x1="267.3" class="st1"></line>
						<line y2="269.5" x2="268.9" y1="268.6" x1="269.1" class="st1"></line>
						<polyline points="264.5,272.1 264.5,272 265.1,271.4 265.2,270.9 265.3,270.3 265.4,270.3 265.5,270.3 266.5,270 
							267,270 267.5,269.9 267.6,269.9" class="st1"></polyline>
						<line y2="271.4" x2="265.1" y1="271.5" x1="265.1" class="st1"></line>
						<polyline points="264.2,274.2 264.8,274.7 264.8,274.7 264.9,274.7 265.8,274.4 266.2,274.4 266.8,274.4" class="st1"></polyline>
						<polyline points="265.4,272.8 265.4,272.7 265.4,272.7" class="st1"></polyline>
						<polyline points="264.8,272.5 264.8,272.5 264.8,272.6 264.8,272.6 264.8,273.3 264.7,273.8 264.8,273.9 
							264.7,273.9 264.7,273.9" class="st1"></polyline>
						<polyline points="265.5,272.9 265.5,272.8 265.5,272.7" class="st1"></polyline>
						<line y2="273.9" x2="265.2" y1="274.3" x1="266.9" class="st1"></line>
						<polyline points="265.3,273.7 265.4,273.8 265.3,274" class="st1"></polyline>
						<polyline points="266.7,276.9 266.7,276.9 266.7,276.8 266.7,275.7 266.8,274.5 266.8,274.4 266.8,274.4" class="st1"></polyline>
						<polyline points="264.1,274.3 264.7,274.8 264.7,274.8 264.9,274.8 265.8,274.6 266.3,274.5 266.8,274.5 
							266.9,274.5" class="st1"></polyline>
						<polyline points="265.8,273 265.8,273 267.1,273" class="st1"></polyline>
						<polyline points="264.8,272.6 264.8,272.6 265.4,272.8 265.5,272.9 265.6,272.8 265.7,272.9 265.8,273 
							265.6,273.7 265.6,273.7 265.6,273.8 265.3,273.7 265.2,273.8 264.7,273.8 264.6,273.8" class="st1"></polyline>
						<polyline points="265.2,273.8 265.3,273.9 265.2,273.9 264.7,273.9 264.2,274.2 264.2,274.2" class="st1"></polyline>
						<polyline points="266.9,273.8 265.7,273.6 265.6,273.7" class="st1"></polyline>
						<polyline points="264.5,272.1 265.1,271.5 265.1,271.5 265.3,271.6 266.1,272 266.6,272.2 267,272.2" class="st1"></polyline>
						<polyline points="267.5,269.8 267.5,269.9 267.2,271.1 267,272.2 267,272.2 267,272.2" class="st1"></polyline>
						<polyline points="265.4,272.7 265.5,272.7 267.2,272.4" class="st1"></polyline>
						<line y2="274.3" x2="264.1" y1="275.1" x1="264.1" class="st1"></line>
						<line y2="275.2" x2="264.2" y1="275.2" x1="264.2" class="st1"></line>
						<polyline points="265.4,276.4 265.3,276.4 265.1,276.5 264.7,276.4 264.6,276.4" class="st1"></polyline>
						<polyline points="264.9,274.7 264.9,274.8 264.9,274.8 264.9,275.4 264.8,276 264.8,276.1 264.8,276.1" class="st1"></polyline>
						<polyline points="266.9,274.2 265.3,274 265.2,273.9" class="st1"></polyline>
						<polyline points="271.1,264.3 270.7,264.7 270.2,265.4 269.9,266 269.5,266.8 269.2,267.6 268.9,268.4 
							268.6,269.4 268.3,270.5 268.1,271.4 267.9,272.4" class="st1"></polyline>
						<line y2="272.6" x2="268.1" y1="273.5" x1="268" class="st1"></line>
						<polyline points="269.6,270.5 269.4,271.3 269.3,272 269.2,272.9" class="st1"></polyline>
						<polyline points="271.6,266.5 271.3,266.9 270.9,267.3 270.7,267.8 270.4,268.4 270.1,269 269.8,269.7" class="st1"></polyline>
						<polyline points="270.9,273.1 270.9,272.2 271.1,271.5 271.3,270.7" class="st1"></polyline>
						<line y2="270" x2="271.7" y1="270.6" x1="271.4" class="st1"></line>
						<polyline points="273.8,269.5 273.7,269.5 273.5,270.1 273.4,270.4" class="st1"></polyline>
						<line y2="268.6" x2="274.3" y1="268.7" x1="274.3" class="st1"></line>
						<line y2="270.1" x2="273.7" y1="270.5" x1="273.6" class="st1"></line>
						<polyline points="274.5,268.2 274.5,268.2 274.2,268.6 274.1,268.7" class="st1"></polyline>
						<line y2="267.1" x2="273.1" y1="266.7" x1="273.4" class="st1"></line>
						<line y2="265.3" x2="272.3" y1="265.3" x1="272.6" class="st1"></line>
						<line y2="265.4" x2="273.2" y1="265.3" x1="272.9" class="st1"></line>
						<line y2="265.4" x2="272" y1="265.7" x1="271.7" class="st1"></line>
						<line y2="266.3" x2="273.7" y1="266.1" x1="274.1" class="st1"></line>
						<line y2="265.9" x2="275" y1="266" x1="275.4" class="st1"></line>
						<line y2="265.3" x2="273.3" y1="265.3" x1="273" class="st1"></line>
						<line y2="263.6" x2="273.6" y1="263.5" x1="273.3" class="st1"></line>
						<polyline points="270.8,264.9 271.2,264.5 271.6,264.1 272.1,263.7" class="st1"></polyline>
						<line y2="265.7" x2="271.6" y1="265.5" x1="271.9" class="st1"></line>
						<polyline points="269.7,264.9 269.7,264.9 269.8,264.9" class="st1"></polyline>
						<polyline points="268.1,268 268.1,268 268.1,267.9 268.5,267 268.9,266.2 268.9,266.2" class="st1"></polyline>
						<line y2="268.7" x2="268" y1="270" x1="266.4" class="st1"></line>
						<polyline points="265.3,271.6 265.2,271.5 265.3,271.5 265.5,270.8 265.5,270.3 265.5,270.2 265.6,270.1" class="st1"></polyline>
						<polyline points="265.3,274 265.5,273.9 265.6,273.9 265.6,273.8 265.7,273.6 265.8,273 265.7,272.9 265.7,272.8 
							265.6,272.7 265.5,272.7" class="st1"></polyline>
						<polyline points="266.8,276.9 266.7,276.8 266.1,276.6 265.8,276.5 264.8,276 264.7,276 264.6,275.9 264.6,275.4 
							264.7,274.8 264.8,274.7" class="st1"></polyline>
						<line y2="275.7" x2="267.8" y1="274.6" x1="267.8" class="st1"></line>
						<line y2="274.5" x2="269" y1="273.7" x1="269" class="st1"></line>
						<line y2="274.7" x2="267.7" y1="273.5" x1="267.8" class="st1"></line>
						<line y2="275.4" x2="268.9" y1="276.2" x1="268.9" class="st1"></line>
						<line y2="276.4" x2="270.7" y1="277.3" x1="270.7" class="st1"></line>
						<line y2="275.6" x2="270.7" y1="274.8" x1="270.8" class="st1"></line>
						<line y2="276.4" x2="270.5" y1="275.7" x1="270.5" class="st1"></line>
						<line y2="274.8" x2="270.6" y1="274" x1="270.7" class="st1"></line>
						<polyline points="272.4,276.9 272.4,276.3 272.4,275.6 272.4,275.6" class="st1"></polyline>
						<line y2="276.4" x2="272.6" y1="275.8" x1="272.5" class="st1"></line>
						<polyline points="272.6,278.8 272.5,278.3 272.4,277.7" class="st1"></polyline>
						<line y2="278.2" x2="272.6" y1="277.8" x1="272.6" class="st1"></line>
						<line y2="279.7" x2="272.9" y1="279.9" x1="273" class="st1"></line>
						<polyline points="272.7,279.7 272.8,280 272.9,280.4" class="st1"></polyline>
						<polyline points="275.2,267.2 274.9,267.1 274.6,267.1 274.4,267.3 274.1,267.4 273.8,267.7 273.6,268.1 
							273.2,268.5 273,269 272.8,269.5 272.5,270 272.4,270.6 272.1,271.3 272,271.9 271.8,272.6 271.6,273.3 271.6,274 
							271.5,274.8 271.4,275.5 271.4,276.2 271.4,276.9 271.4,277.6 271.5,278.2 271.6,278.9 271.7,279.4 271.9,280 272,280.3 
							272.2,280.8 272.4,281.2 272.7,281.4 272.8,281.7 273.1,281.8 273.4,281.8" class="st1"></polyline>
						<line y2="281.4" x2="273.5" y1="281.3" x1="273.5" class="st1"></line>
						<line y2="282.5" x2="274.2" y1="282.8" x1="273.9" class="st1"></line>
						<line y2="283" x2="272.9" y1="282.9" x1="272.7" class="st1"></line>
						<polyline points="270.5,278 270.6,278.8 270.7,279.5 270.9,280.2 271.1,280.8 271.2,281.4 271.4,281.8" class="st1"></polyline>
						<line y2="278" x2="270.7" y1="278.8" x1="270.7" class="st1"></line>
						<polyline points="269.8,281.5 269.6,281.1 269.3,280.5 269.2,280 269.1,279.2 269,278.5 268.9,277.8" class="st1"></polyline>
						<polyline points="269.8,281.6 269.6,281.2 269.5,280.6 269.3,280 269.1,279.3 269,278.6" class="st1"></polyline>
						<polyline points="267.8,276.7 267.8,277.7 267.8,278.8 268,279.7" class="st1"></polyline>
						<polyline points="264.2,277.3 264.7,279.2 264.8,279.6 265,280 265,280.1 265.1,280.2 266.1,280.6 266.5,280.8 
							267.1,280.9 267.2,280.9" class="st1"></polyline>
						<polyline points="266.8,278.8 266.7,278.9 266.7,278.9 266.9,279.9 267.1,280.9 267.1,280.9" class="st1"></polyline>
						<line y2="283.9" x2="267.1" y1="283.9" x1="267" class="st1"></line>
						<polyline points="267.2,283.4 266.2,283.1 266,283.1" class="st1"></polyline>
						<polyline points="267.5,282.3 267,282.3 266.6,282.3 265.8,282.4 265.7,282.4 265.7,282.3" class="st1"></polyline>
						<polyline points="266.2,283.1 266,282.9 265.8,282.5 265.8,282.5 265.8,282.4" class="st1"></polyline>
						<line y2="281.5" x2="267.3" y1="280.9" x1="266.9" class="st1"></line>
						<polyline points="265,280.2 265.7,282.3 265.6,282.5 265.7,282.5 265.8,282.5 266.6,282.5 267.1,282.5 
							267.6,282.5 267.6,282.5" class="st1"></polyline>
						<polyline points="267.5,282.4 267.5,282.4 267.6,282.5 267.6,282.6" class="st1"></polyline>
						<polyline points="268.5,284.3 268.5,284.3 268,284.2 267.3,284.2 267.3,284.1 267.3,284.1" class="st1"></polyline>
						<polyline points="271.5,263.3 271.2,263.5 270.7,263.8 270.3,264.2 269.9,264.6 269.5,265.3 269.2,266 
							268.8,266.7 268.4,267.5 268.2,268.4 267.9,269.3 267.6,270.3 267.4,271.3 267.2,272.4 267,273.5 266.9,274.6 266.9,275.6 
							266.8,276.6 266.8,277.7 266.9,278.7 267,279.6 267,280.5 267.3,281.4 267.5,282.2 267.7,282.8 268,283.4 268.3,283.9 
							268.6,284.4 269,284.7" class="st1"></polyline>
						<polyline points="266.9,283.4 267.1,283.9 267.2,284 267.3,284.1 268,284.1 268.4,284.1" class="st1"></polyline>
						<polyline points="267.6,278.7 267.7,279.7 267.8,280.6 268,281.4 268.2,282.2 268.4,282.9 268.7,283.5 269,284 
							269.3,284.5 269.7,284.8 270,285" class="st1"></polyline>
						<line y2="283.9" x2="269.2" y1="283.3" x1="268.9" class="st1"></line>
						<line y2="283.1" x2="270.5" y1="283.2" x1="270.9" class="st1"></line>
						<line y2="283.1" x2="271.5" y1="283.1" x1="271" class="st1"></line>
						<line y2="283.1" x2="270.7" y1="283" x1="270.4" class="st1"></line>
						<line y2="283.2" x2="271.5" y1="283.2" x1="271.2" class="st1"></line>
						<line y2="284.9" x2="270.6" y1="284.8" x1="270.3" class="st1"></line>
						<line y2="284.6" x2="271.9" y1="284.4" x1="272.2" class="st1"></line>
						<line y2="284.8" x2="271.4" y1="284.9" x1="271" class="st1"></line>
						<polyline points="271.6,282.2 271.9,282.5 272.2,282.9 272.5,283" class="st1"></polyline>
						<line y2="282.9" x2="273.6" y1="283" x1="273.2" class="st1"></line>
						<line y2="282.1" x2="271.8" y1="281.7" x1="271.5" class="st1"></line>
						<polyline points="272.6,265.7 272.4,265.7 272.1,265.9 271.8,266.1 271.4,266.4 271.1,266.8 270.9,267.3 
							270.5,267.8 270.2,268.4 270,269.1 269.8,269.8 269.5,270.4 269.3,271.2 269.1,272.1 268.9,272.9 268.8,273.7 268.8,274.6 
							268.7,275.4 268.7,276.2 268.7,277 268.7,277.8 268.8,278.5 268.9,279.2 269.1,279.9 269.2,280.5 269.4,281 269.6,281.5 
							269.8,282 270.1,282.2 270.4,282.5 270.6,282.7 270.7,282.6" class="st1"></polyline>
						<polyline points="271.6,269.9 271.8,269.2 272.1,268.5 272.4,267.9 272.6,267.4 272.9,266.9 273.3,266.5" class="st1"></polyline>
						<line y2="265.8" x2="274.7" y1="265.9" x1="274.3" class="st1"></line>
						<line y2="265.2" x2="272.7" y1="265.3" x1="272.4" class="st1"></line>
						<polyline points="269.9,269.7 270.2,269 270.5,268.3 270.8,267.7 271,267.2 271.3,266.7" class="st1"></polyline>
						<polyline points="269.2,272.9 269.3,272 269.5,271.3 269.7,270.5" class="st1"></polyline>
						<line y2="273.8" x2="269.1" y1="274.6" x1="269" class="st1"></line>
						<line y2="275.5" x2="268.9" y1="276.3" x1="268.9" class="st1"></line>
						<polyline points="267.6,277.8 267.6,276.8 267.6,275.6" class="st1"></polyline>
						<polyline points="264.8,279.1 264.9,279.1 264.9,279.1 265.9,278.9 266.3,278.9 266.8,278.8 266.8,278.8" class="st1"></polyline>
						<polyline points="264.2,277.2 264.4,277.9 264.3,278" class="st1"></polyline>
						<polyline points="264.4,278 264.3,278 264.2,277.3 264.2,277.2 264.2,277.2 264.4,276.9 264.6,276.4 264.6,276.4 
							264.7,276.4" class="st2"></polyline>
						<line y2="276" x2="264.7" y1="276.3" x1="264.7" class="st2"></line>
						<polyline points="264.1,275.1 264.6,275.9 264.7,276 264.7,276.1 264.8,276.1 265.2,276.4 265.7,276.5 
							266.1,276.7 266.7,276.9 266.8,276.9" class="st2"></polyline>
						<polyline points="264.6,273.7 264.7,273.2 264.8,272.6 264.8,272.5 264.8,272.5 264.6,272.3 264.5,272 264.5,272 
							264.6,271.1 265.3,270.3 265.4,270.2 265.4,270.2 265.6,270.1 266,270 266.6,270 267,269.9 267.5,269.8" class="st2"></polyline>
						<line y2="269.9" x2="267.7" y1="269.8" x1="267.5" class="st2"></line>
						<polyline points="267.5,270.3 267.8,269.3 268.2,268.4 268.4,267.5 268.7,266.7 269.2,266 269.5,265.3 
							269.8,264.7 270.3,264.2 270.6,263.8 271.1,263.5 271.5,263.3 271.5,263.3 271.9,263.2 272.3,263.2 273.1,263.3 273.5,263.5 
							273.9,263.6 274.2,264 274.5,264.3 274.7,264.5 274.9,265.1 275.3,265.7 275.3,265.9" class="st2"></polyline>
						<polyline points="276.2,266.6 276.3,266.3 276.6,266.4 279.9,266.7 280.3,267.1 280.6,267.5 280.7,267.7 
							280.8,267.8" class="st2"></polyline>
						<polyline points="275.3,267.3 275.3,267.3 275.5,266.7 275.7,266.5 279,267 279.4,267.3 279.8,267.6 279.9,267.8" class="st2"></polyline>
						<polyline points="281.1,267.7 281.2,267.7 281.4,268 281.6,268.2 281.8,268.6 281.9,269 281.9,269.2 282,269.5" class="st2"></polyline>
						<polyline points="282.3,270.9 282.4,271 282.5,271.6 282.5,272.2 282.5,272.4 282.5,272.9 282.5,272.9 
							282.6,273.6 282.5,274.3 282.5,274.4 282.4,274.9 282.4,274.9 282.4,275.7 282.3,276.3 282.2,276.5 282.1,276.9 282.1,277 
							282,277.6 281.9,278.3 281.8,278.3 281.7,278.8 281.6,278.9 281.5,279.5 281.2,280 281.1,280.1" class="st2"></polyline>
						<polyline points="281.2,280 281,280.4 281,280.6 280.8,281.1 280.6,281.5 280.3,281.6 280.3,281.6" class="st2"></polyline>
						<polyline points="277.9,283.3 278.3,283.3 278.6,283.2 279.1,282.9 279.5,282.6 279.5,282.3 279.7,282.2" class="st2"></polyline>
						<polyline points="274.2,282.4 274.2,282.8 274.4,282.9 277.8,283.3 278.3,283 278.7,282.7 278.8,282.6 279,282.5" class="st2"></polyline>
						<polyline points="278.1,282.2 278,282.3 277.5,282.6 277.1,282.8 273.7,282.4 273.5,282.1 273.5,281.5 
							273.5,281.3" class="st2"></polyline>
						<polyline points="273,280 273,280.2 272.8,280.8 273.1,281.3 276.4,281.6 276.9,281.6 277.3,281.4 277.4,281.3" class="st2"></polyline>
						<polyline points="279.7,268.4 279.6,268.6 279.4,268.7 279.2,268.9 279,269.1 278.8,269.4 278.6,269.7 278.4,270 
							278.3,270.4 278.1,270.7 277.9,271.1 277.8,271.5 277.6,272.1 277.5,272.7 277.4,273.2 277.3,273.8 277.2,274.4 277.1,275 
							277,275.6 277,276.2 277,276.8 277,277.3 277,278 277.1,278.5 277.2,278.9 277.2,279.5 277.3,279.9 277.5,280.3 277.6,280.6 
							277.7,280.9 277.9,281.1 278,281.3 278.2,281.5 278.3,281.6" class="st2"></polyline>
						<polyline points="279.1,282.8 279.3,282.8 280,282.1 280.3,281.8 280.3,281.6 280.5,281.4" class="st2"></polyline>
						<polyline points="279.1,268.4 279.1,268.2 278.6,268 278.2,267.7 274.8,267.4 274.6,267.7 274.6,268.4 
							274.5,268.5 274.4,268.5" class="st2"></polyline>
						<polyline points="273.7,269.9 273.8,269.8 273.7,269.2 274,268.6 277.3,269.1 277.8,269.2 278.2,269.3 
							278.4,269.4" class="st2"></polyline>
						<polyline points="273.2,271.7 273.2,271.6 273.1,271.1 273.3,270.5 273.6,270.5 277.2,270.9 277.6,271 277.6,271" class="st2"></polyline>
						<polyline points="272.8,273.8 272.8,273.7 272.6,273.2 272.8,272.6 273,272.4 273,272.4" class="st2"></polyline>
						<polyline points="272.8,274.4 272.7,274.5 272.5,274.8 272.4,275.6 272.6,275.8 272.6,275.8" class="st2"></polyline>
						<polyline points="276.8,278.2 276.7,278.2 272.6,277.8 272.4,277.6 272.3,277 272.6,276.5 272.6,276.4" class="st2"></polyline>
						<polyline points="272.7,278.4 272.7,278.5 272.5,279.1 272.6,279.7 275.9,280.1 276.5,280.1 277,280 277.1,280" class="st2"></polyline>
						<line y2="267.2" x2="275.2" y1="267.1" x1="275.4" class="st2"></line>
						<polyline points="276,266.5 275.8,266.3 275.5,266 275.2,265.9 274.9,265.8 273.3,265.6 273,265.6 272.7,265.7 
							272.3,265.9 272,266.1 271.9,266.2" class="st2"></polyline>
						<polyline points="271.7,265.7 271.3,266 271,266.4 270.7,266.9 270.4,267.4 270,268.1 269.8,268.8 269.6,269.5 
							269.3,270.3 269.1,271.1 268.9,272 268.7,272.8 268.6,273.7 268.5,274.5 268.5,275.4 268.5,276.3 268.4,277.1 268.5,277.9 
							268.5,278.8 268.6,279.5 268.8,280.2 269,280.8 269.1,281.4 269.4,281.9 269.7,282.3" class="st2"></polyline>
						<polyline points="274.2,282.5 274.1,282.7 273.8,282.9 273.4,283.1 273.1,283.1 272.8,283.1 271.2,282.9 
							270.9,282.8 270.6,282.7 270.3,282.3 270,282 270,281.9" class="st2"></polyline>
						<polyline points="267.4,271.3 267.2,272.4 267,273.5 266.9,274.5 266.8,275.6 266.8,276.6 266.8,277.7 
							266.8,278.6 266.9,279.6 267,280.5 267.3,281.3 267.5,282.1 267.6,282.7 267.9,283.4 268.3,283.9 268.6,284.4 268.9,284.7 
							269.4,284.9 269.7,285 270.4,285.1 270.9,285.1 271.2,285 271.7,284.8 272.1,284.6 272.2,284.4 272.6,284 273,283.5 
							273.3,283.1" class="st2"></polyline>
						<line y2="281.9" x2="273.5" y1="281.8" x1="273.4" class="st2"></line>
						<polyline points="267.1,272.3 267,272.2 266.6,272.2" class="st2"></polyline>
						<polyline points="264.6,273.8 264.7,273.9 264.7,273.9 264.4,274.1 264.2,274.2 264.1,274.3 264.1,274.3 
							264.1,275.1 264.2,275.2 264.2,275.2" class="st2"></polyline>
						<polyline points="266.8,274.4 266.8,274.4 266.2,274.4" class="st2"></polyline>
						<polyline points="269,266.1 268.9,266.2 268.4,266.2 268,266.2 267.4,266.3 266.9,266.3 266.8,266.3 266.7,266.4 
							266.6,266.5 265.6,268.5 265.2,269.1 265.3,269.2 265.4,270.1 265.4,270.2 265.4,270.2" class="st2"></polyline>
						<polyline points="281.5,268.4 281.3,268.2 281.4,268 281.1,267.5 280.7,267.1 280.5,266.9 280.1,266.9" class="st2"></polyline>
						<polyline points="281.9,269.3 282.1,269.4 282.2,269.9 282.4,270.4 282.3,270.6 282.3,271" class="st2"></polyline>
						<polyline points="264.3,278 265,280 265,280.1 265,280.2 265.1,280.3 265.6,280.5 266.1,280.7 266.5,280.9 
							267.1,280.9 267.2,280.9" class="st2"></polyline>
						<polyline points="268.1,283.6 267.7,283.6 267.2,283.4 266.7,283.3 266.2,283.1 266.1,283.2 266,283.1 265.9,283 
							265.8,282.7 265.6,282.5 265,280.2" class="st2"></polyline>
						<polyline points="266.9,283.4 267,283.9 267.1,284 267.2,284.1 267.3,284.2 267.5,284.2 268.6,284.4" class="st2"></polyline>
						<polyline points="268.3,264.1 268.1,264.3 267.8,264.6 266.9,266.3" class="st2"></polyline>
						<polyline points="269.3,264 269.6,263.6 269.7,263.5 269.7,263.4 269.9,263.4 270.1,263.4 271,263.5" class="st2"></polyline>
						<polyline points="268.3,264 268.4,264 268.5,264 268.6,264 269.1,264 269.7,264 270.2,263.9 270.5,264" class="st2"></polyline>
					</g>
					<g id="ID_1242">
						<polyline points="196.7,255.4 196.3,255.8 196,256.3" class="st1"></polyline>
						<polyline points="201,271.9 201,271.9 200.9,272 200.5,271.8 200.4,271.9" class="st1"></polyline>
						<polyline points="200.2,270.9 200.1,270.9 200.1,270.9 199.6,270.8 199.5,270.9" class="st1"></polyline>
						<line y2="270.7" x2="199.3" y1="270.8" x1="199.4" class="st1"></line>
						<line y2="261" x2="193.9" y1="262" x1="193.6" class="st1"></line>
						<polyline points="193.5,263 193.3,264.1 193.1,265.1" class="st1"></polyline>
						<polyline points="193,267.2 193,268.4 192.9,269.3 193,270.3 193.1,271.2" class="st1"></polyline>
						<polyline points="196.5,263.8 196.6,263.7 196.7,263.1 196.8,262.6 196.8,262.5" class="st1"></polyline>
						<polyline points="200.2,263.9 200.2,263.9 200,263.8 199.6,263.7" class="st1"></polyline>
						<polyline points="195.2,260.2 195.3,260.1 195.4,260.1 199.7,262.6 199.8,262.7 199.9,262.8 199.9,262.8" class="st1"></polyline>
						<polyline points="194.5,261.4 194.6,261.6 194.7,261.7 195.4,261.9 195.9,262.1 196.7,262.6 196.8,262.6 
							199.6,263.8 199.6,263.8 200.1,264 200.1,264 200.2,263.9 200.3,263.4 200.4,262.9 200.5,262.7 200.5,262.6 200.3,261.8 
							200.2,261.8 197.8,259.5 197.6,259.5 196.5,259.7 196,259.7 195.5,259.7 195.3,259.7 195.2,259.7 195.1,259.6" class="st1"></polyline>
						<line y2="261.5" x2="194.6" y1="261.4" x1="194.5" class="st1"></line>
						<polyline points="194.5,261.4 194.7,261.6 194.7,261.6" class="st1"></polyline>
						<polyline points="199.4,262.9 199.3,263 195.4,260.8 195.3,260.7" class="st1"></polyline>
						<polyline points="194.7,261.7 194.7,261.7 194.7,261.6" class="st1"></polyline>
						<polyline points="200.5,262.6 200.5,262.6 200.4,262.7 199.8,262.7 195.3,259.9 195.3,259.9 195.2,259.9" class="st1"></polyline>
						<polyline points="195,261.7 195.1,261.6 195.4,260.8 195.4,260.6 195.4,260.4 195.5,260.3 195.4,260.1 
							195.3,259.9 195.3,259.9 195.3,259.8 195.3,259.7" class="st1"></polyline>
						<polyline points="197.2,258.2 196.8,257.7 196.7,257.8" class="st1"></polyline>
						<line y2="255.6" x2="201.6" y1="255.5" x1="201.5" class="st1"></line>
						<polyline points="198.6,255.9 198.6,255.8 198.5,255.7 198.5,255.7" class="st1"></polyline>
						<polyline points="201.6,255.6 201.4,255.6 201.2,255.6 201.1,255.7 200,255.5 198.9,255.4 198.7,255.4 
							198.7,255.3" class="st1"></polyline>
						<polyline points="198.6,254.9 198.6,255.1 198.8,255.2 198.9,255.3 199.3,255.3" class="st1"></polyline>
						<polyline points="198.8,255.2 198.7,255.3 198.7,255.3" class="st1"></polyline>
						<line y2="268.3" x2="203.8" y1="268.3" x1="203.7" class="st1"></line>
						<polyline points="203.7,268.3 204.2,268.5 204.2,268.4" class="st1"></polyline>
						<polyline points="196.5,272.5 196.5,272.4 196.4,272 196.4,271.5 196.3,271.4 195.3,271 194.8,270.8 194.3,270.6 
							194.2,270.6 194,270.7" class="st1"></polyline>
						<polyline points="194,270.8 194,270.7 194,270.7" class="st1"></polyline>
						<polyline points="193.6,268.9 193.8,268.9 193.8,268.8" class="st1"></polyline>
						<line y2="268.8" x2="193.7" y1="268.9" x1="193.6" class="st1"></line>
						<polyline points="193.8,270.7 193.9,270.7 194,270.7 194,270.7 194.2,270.4 194.2,270.3 194.3,270.2 194.3,270 
							194.3,269.8 194.3,268.9 194.2,268.8" class="st1"></polyline>
						<polyline points="193.8,268.9 193.9,268.7 193.9,268.7" class="st1"></polyline>
						<polyline points="196.1,268.4 196.1,268.4 196.1,268.3 196,267.8 196.1,267.1 196.2,267.1 196.2,267.1" class="st1"></polyline>
						<polyline points="196.1,268.4 196.2,268.2 196.1,267.7 196.2,267.2 196.2,267.1" class="st1"></polyline>
						<polyline points="195.2,268.6 196.1,268.4 199.2,267.9 199.2,267.7 199.2,266.9 199.2,266.8" class="st1"></polyline>
						<polyline points="196.5,272.5 196.4,272.4 196.3,271.9 196.2,271.5 196.3,271.4 196.3,271.4 199.3,269.8 
							199.7,269.1 199.7,269 199.6,268.9 199.6,268.4 199.6,267.9 199.6,267.9 199.5,267.8" class="st1"></polyline>
						<polyline points="199,267.9 199.1,267.9 199.6,267.9 199.7,267.9 199.7,267.9" class="st1"></polyline>
						<line y2="267.9" x2="199.1" y1="267.9" x1="199.1" class="st1"></line>
						<polyline points="199.2,266.8 199.2,266.9 199.1,267.8 199.2,267.9" class="st1"></polyline>
						<polyline points="194,270.5 194,270.6 194,270.7 199.1,268.9 199.3,268.9 199.7,269.1 199.7,269.1 199.7,269.2" class="st1"></polyline>
						<line y2="270.9" x2="200.2" y1="270.9" x1="200.3" class="st1"></line>
						<line y2="271.5" x2="200.6" y1="271.4" x1="200.5" class="st1"></line>
						<polyline points="194.7,274 194.7,274 194.8,274.1 194.9,273.8 195,273.5 195,273.3 195,273.1 195,273 
							194.9,272.7" class="st1"></polyline>
						<polyline points="197.6,275.3 197.5,275 197.3,274.7 197.3,274.7 196.1,274.4 195.6,274.2 195.1,274.1 
							194.9,274.1 194.8,274.1 194.7,274.2 194.6,274.4" class="st1"></polyline>
						<polyline points="196.4,275.3 196.3,275.5 196.2,275.4 196.2,275.4" class="st1"></polyline>
						<polyline points="196.2,275.9 196.2,275.9 196.4,276" class="st1"></polyline>
						<polyline points="196.8,275.3 196.2,275.8 196.2,275.9 196.2,276 196.1,276.2" class="st1"></polyline>
						<polyline points="196.9,276 196.6,275.9 196.4,276 196.2,276.1 196.1,276.2" class="st1"></polyline>
						<polyline points="196.3,275.4 196.3,275.5 196.2,275.8 196.1,275.8 196.1,275.8" class="st1"></polyline>
						<polyline points="199.6,270.8 194.8,274.1 194.8,274.1 194.8,274.2 194.8,274.2" class="st1"></polyline>
						<polyline points="199.4,270.7 199.5,270.6 199.3,269.9 199.3,269.8" class="st1"></polyline>
						<polyline points="199.4,270.7 199.4,270.6 199.3,270 199.3,269.8" class="st1"></polyline>
						<line y2="271.8" x2="201" y1="271.9" x1="201" class="st1"></line>
						<polyline points="200.6,271.6 200.7,271.8 200.9,272" class="st1"></polyline>
						<line y2="272" x2="200.5" y1="271.8" x1="200.5" class="st1"></line>
						<line y2="271.4" x2="200.5" y1="272" x1="200.4" class="st1"></line>
						<polyline points="199.9,272.1 199.9,272.2 200.2,272.5" class="st1"></polyline>
						<polyline points="201.4,272.1 201.3,273.2 201,273.2 200.9,273.1" class="st1"></polyline>
						<polyline points="201.2,273.2 201,273.2 200.9,273.1" class="st1"></polyline>
						<polyline points="202.2,273.1 202.1,273.2 202,273.2" class="st1"></polyline>
						<polyline points="201.5,272 201.5,272 201.6,271.9" class="st1"></polyline>
						<polyline points="199.9,272.1 200,272.1 200.2,272.5" class="st1"></polyline>
						<polyline points="197.6,275.3 197.5,275.3 197.4,275.1 197.2,274.7 197.2,274.7 197.3,274.7 199.9,272.1 
							200.1,270.9" class="st1"></polyline>
						<line y2="271.8" x2="202" y1="271.7" x1="201.9" class="st1"></line>
						<polyline points="203.4,269.5 203.4,269.6 203.6,270.4 203.3,271.1 203.2,271.1" class="st1"></polyline>
						<polyline points="203.1,270.4 203,270.5 203,270.5 203,270.5" class="st1"></polyline>
						<polyline points="204.3,267.5 204.4,267.6 204.2,268.4 204.2,268.5 203.5,269.3" class="st1"></polyline>
						<polyline points="204,267.1 204,267.2 204.4,267.6" class="st1"></polyline>
						<polyline points="204.1,262.2 203.9,262.1 203.9,262.1" class="st1"></polyline>
						<polyline points="204.7,264.4 204.3,264.5 204.1,264.5 204.2,264.3 204.2,263.8 204.2,263.3" class="st1"></polyline>
						<polyline points="204.2,265.7 204.2,265.6 204.7,265.2" class="st1"></polyline>
						<line y2="265.6" x2="204.2" y1="265.7" x1="204.2" class="st1"></line>
						<polyline points="204.7,264.4 204.6,264.3 204.2,264.3" class="st1"></polyline>
						<polyline points="204.3,264.5 204.2,264.4 204.1,264.4" class="st1"></polyline>
						<polyline points="204.4,261.5 204.4,261.6 204.5,262.3 204.2,263.1 204.1,263.2" class="st1"></polyline>
						<line y2="261.3" x2="203.6" y1="261.4" x1="203.6" class="st1"></line>
						<polyline points="203.6,259.6 203.7,259.7 203.9,260.2" class="st1"></polyline>
						<polyline points="203.9,262.1 203.9,262.1 204.4,261.5" class="st1"></polyline>
						<polyline points="204.6,265.4 204.7,265.2 204.7,264.4 204.6,264.3 204.1,263.4" class="st1"></polyline>
						<polyline points="203.5,269.3 203.6,268.9 203.8,268.4 203.7,268.3 203.8,268.3 204.2,268.4" class="st1"></polyline>
						<polyline points="203.2,271.1 203,270.5 203,270.5" class="st1"></polyline>
						<polyline points="202.5,271.3 202.5,271.3 202.5,272.5 202.1,272.8 202,272.8 200.4,275.6 200.4,275.7" class="st1"></polyline>
						<polyline points="196.2,275.9 196.3,275.9 196.5,275.8 197.6,275.9 198.7,276.2 198.8,276.2 198.9,276.2 
							199.2,276.2" class="st1"></polyline>
						<polyline points="194.8,272.8 194.9,273.1 194.9,273.1 194.9,273.3 194.9,273.6 194.8,273.7 194.7,274 
							194.6,274.4 194.8,274.7 195,275.1 195.2,275.4 195.4,275.7" class="st1"></polyline>
						<polyline points="197.5,275.3 197.5,275.3 196.6,275.4 196.2,275.4 195.8,275.3 195.6,275.3 195.4,275.5 
							195.4,275.7" class="st1"></polyline>
						<polyline points="199.9,269.9 200.1,270.5 200.3,270.9 200.1,271.5 200,272.1 199.9,272.2 197.3,274.7 
							197.2,274.7 196.2,274.5 195.6,274.3 195.1,274.2 194.8,274.2 194.7,274.2 194.6,274.4" class="st1"></polyline>
						<polyline points="198.8,268 198.7,268 198.7,268 198.7,268.6 198.7,268.6 198.8,268.7 199,268.7 199.2,268.8 
							199.6,268.9 199.8,268.9 199.7,268.8" class="st1"></polyline>
						<polyline points="194.2,273 194.2,272.8 194.3,272.7 194.6,272.7 195.1,272.7 195.5,272.7 196.4,272.4 
							196.5,272.4 199.4,270.6 199.5,270.6 199.7,270.3 199.9,269.9" class="st1"></polyline>
						<polyline points="194.3,270.6 194.2,270.7 194.2,270.7 194.4,271.7 194.6,272.7 194.6,272.7" class="st1"></polyline>
						<polyline points="195.5,272.7 195,273 194.9,273.1" class="st1"></polyline>
						<polyline points="199.5,270.9 194.9,273.8 194.9,273.7 194.8,273.7" class="st1"></polyline>
						<line y2="272.8" x2="194.4" y1="272.7" x1="194.3" class="st1"></line>
						<line y2="272.9" x2="194.3" y1="273" x1="194.2" class="st1"></line>
						<line y2="272.9" x2="194.3" y1="273" x1="194.2" class="st1"></line>
						<polyline points="195.8,275.3 195.4,274.8 195.1,274.2 195,274.1 195.1,274.1" class="st1"></polyline>
						<polyline points="199,254.8 198.6,254.7 198.2,254.9 197.8,255.1 197.4,255.4 197,255.8 196.6,256.3 196.1,257 
							195.8,257.6 195.4,258.4 195.1,259.2 194.8,260.1 194.5,261 194.3,262 194.1,263.1 193.8,264.1 193.7,265.2 193.6,266.3 
							193.5,267.4 193.5,268.4 193.6,269.4 193.6,270.4 193.7,271.3 193.8,272.3 194,273.1 194.2,273.8 194.5,274.5 194.8,275 
							195.1,275.6 195.4,275.9 195.7,276.2 196.2,276.4 196.5,276.5" class="st1"></polyline>
						<polyline points="199.1,255.9 198.6,255.4 198.6,255.3 198.5,255.3" class="st1"></polyline>
						<polyline points="198.6,254.9 198.5,255.1 198.7,255.3 198.6,255.4 198.6,255.8 198.6,255.8" class="st1"></polyline>
						<polyline points="199.7,256.1 199.7,256.1 199,255.9 198.5,255.8 198.1,255.7 197.9,255.7 197.8,255.5 
							197.8,255.3" class="st1"></polyline>
						<polyline points="199.9,256.2 199.6,256.4 199.4,256.6 199.3,256.7 198.1,256.7 197.6,256.8 197.1,256.8 
							197,256.7 196.9,256.7 196.8,256.6 196.7,256.4" class="st1"></polyline>
						<polyline points="195.6,259.9 195.6,259.8 195.5,259.7 195.9,258.8 196.3,258 196.3,258" class="st1"></polyline>
						<line y2="257.9" x2="196.2" y1="257.9" x1="196.1" class="st1"></line>
						<line y2="257.5" x2="196" y1="257.7" x1="196" class="st1"></line>
						<line y2="257.5" x2="196" y1="257.7" x1="196" class="st1"></line>
						<polyline points="197.8,255.3 197.5,255.5 197.3,255.7 196.9,256 196.7,256.4 196.7,256.8 196.8,257.1 
							196.7,257.3 196.8,257.4 196.7,257.6 196.7,257.8 196.5,258" class="st1"></polyline>
						<polyline points="199.6,255.2 199.5,255 199.3,255 199.1,254.9 198.8,254.9 198.6,254.9 198.5,255.3 198.5,255.7 
							198.4,255.8" class="st1"></polyline>
						<polyline points="197.7,276.1 197.4,276.3 197,276.5 196.6,276.4 196.2,276.4 195.8,276.2 195.5,275.9 
							195.1,275.5 194.9,275 194.6,274.4 194.3,273.7 194.1,273 193.9,272.2 193.8,271.3 193.7,270.4 193.7,269.3 193.6,268.4 
							193.6,267.4 193.7,266.3 193.8,265.3 193.9,264.2 194.2,263.1 194.3,262.1 194.6,261.1 194.9,260.2 195.2,259.3 195.5,258.5 
							195.8,257.7 196.2,256.9 196.6,256.4 197,255.9 197.4,255.5 197.8,255.2 198.3,254.9 198.7,254.8 199.1,254.7 199.4,254.9 
							199.9,255 200.2,255.4" class="st1"></polyline>
						<polyline points="200.5,271.4 200.8,271.7 201,271.8 201,272.5 201,273.2 201,273.2 198.8,276.2 198.6,276.3" class="st1"></polyline>
						<polyline points="196.2,275.4 196.2,275.4 196.1,275.8 196.1,276.2 196.2,276.3 196.6,276.4 196.9,276.3 
							197.1,276.3 197.1,276.2" class="st1"></polyline>
						<polyline points="201,271.9 200.9,273.1 198.7,276.2 198.7,276.2 198.6,276.3" class="st1"></polyline>
						<line y2="276.2" x2="199.2" y1="276.3" x1="199" class="st1"></line>
						<polyline points="196.5,275.8 196.5,275.9 196.6,275.9 197,276 198.6,276.3 198.8,276.3" class="st1"></polyline>
						<polyline points="201.5,272 201.6,271.9 201.8,271.8 201.9,271.7 202,271.6 202.1,271.8 202.1,272.8 202.1,272.8 
							200.5,275.7 199.6,275.6" class="st1"></polyline>
						<polyline points="201.8,271.8 202,271.9 202,271.9 202.1,271.8" class="st1"></polyline>
						<polyline points="202.5,271.2 202.5,271.1 202.7,270.8 203,270.5 202.9,270.4 203.1,270.4 203.3,271.1 
							203.3,271.1 203.2,271.1 202.1,273.2 202.1,273.2" class="st1"></polyline>
						<polyline points="201.9,271.8 202,271.9 202,272.8 202.1,272.8 202.5,272.5" class="st1"></polyline>
						<polyline points="199.9,270.2 200,270.5 200.1,270.9" class="st1"></polyline>
						<line y2="269.9" x2="199.9" y1="270" x1="199.9" class="st1"></line>
						<polyline points="198.6,268 198.6,268 198.6,268.6 198.7,268.7 198.8,268.8 198.8,268.9 198.9,269 199,268.8 
							199,268.7" class="st1"></polyline>
						<polyline points="194.1,270.3 194.2,270.4 194.2,270.4 198.9,269 199.1,268.9 199.1,268.9 199.2,268.8" class="st1"></polyline>
						<polyline points="194.2,268.9 194.3,268.9 198.6,268 198.7,268" class="st1"></polyline>
						<polyline points="199.9,265.3 199.8,265.3 199.7,265.3 199.2,265.4 199.1,265.3 198.9,265.3 198.9,265.3 
							198.8,265.5 198.8,266 198.8,266.1 198.8,266.2 199,266.2 199.2,266.3 199.6,266.4 199.7,266.4 199.7,266.4" class="st1"></polyline>
						<polyline points="199.6,263.7 199.6,263.8 199.4,264.7 199.4,264.7" class="st1"></polyline>
						<polyline points="199.7,262.9 199.8,262.7 199.7,262.6 199.5,262.7 199.4,262.7 199.4,262.8 199.3,263 
							199.1,263.4 199.1,263.5" class="st1"></polyline>
						<polyline points="200.6,260.8 200.5,260.9 200.4,260.9" class="st1"></polyline>
						<line y2="261.7" x2="200.8" y1="261.7" x1="200.8" class="st1"></line>
						<polyline points="202.4,260.2 202.4,260.2 202.4,260.2 201.8,260.1" class="st1"></polyline>
						<line y2="259.8" x2="201.3" y1="259.8" x1="201.4" class="st1"></line>
						<polyline points="200.2,261.8 200.3,261.8 200.6,261.2 200.5,261.1" class="st1"></polyline>
						<polyline points="202.3,260.4 202.3,260.3 202.3,260.2 201.8,260.2" class="st1"></polyline>
						<polyline points="203.8,259.3 204.4,261.5 204.4,261.6 204.4,261.6 204.1,262.2 204,262.2 203.9,262.1 
							203.8,261.7 203.6,261.4 203.6,261.4" class="st1"></polyline>
						<polyline points="203.8,259.4 203.7,259.3 203.7,259.3" class="st1"></polyline>
						<polyline points="202.9,260.4 202.8,260.4 202.8,260.4" class="st1"></polyline>
						<polyline points="201,271.3 201.2,271.2 201.4,271.2 201.6,271 201.8,270.9 202,270.7 202.1,270.5 202.4,270.2 
							202.6,269.8 202.7,269.5 202.9,269.1 203,268.7 203.2,268.2 203.3,267.8 203.3,267.3 203.4,266.8 203.5,266.3 203.6,265.7 
							203.6,265.2 203.6,264.8 203.6,264.3 203.6,263.8 203.5,263.4 203.4,263 203.4,262.6 203.3,262.2 203.2,261.9 203.1,261.6 
							202.9,261.4 202.8,261.2 202.6,261 202.4,261 202.2,260.9" class="st1"></polyline>
						<polyline points="200.6,260.9 200.6,260.9 200.6,260.8" class="st1"></polyline>
						<polyline points="200.1,269.8 200.2,270.2 200.3,270.6 200.5,270.8 200.6,271 200.8,271.3 200.9,271.4 
							201.2,271.5 201.3,271.5 201.5,271.6 201.7,271.5 202,271.4 202.1,271.2 202.4,270.9 202.5,270.7 202.7,270.4 203,270.1 
							203.1,269.7 203.3,269.3 203.5,268.9 203.5,268.3 203.7,267.9 203.8,267.3 203.8,266.8 203.9,266.4 204,265.8 204,265.2 
							204,264.7 204.1,264.3 204,263.8 203.9,263.3 203.9,262.9 203.8,262.4 203.7,262.1 203.5,261.7 203.4,261.4 203.3,261.2 
							203.1,261 203,260.8 202.7,260.7 202.5,260.7 202.3,260.7 202.1,260.8 202,260.9 201.8,261 201.5,261.2 201.4,261.5 
							201.1,261.7 200.9,262.1" class="st1"></polyline>
						<polyline points="199.2,263.5 199.2,263.5 199.4,262.9 199.4,262.9 199.5,262.8 199.7,262.9 199.9,262.8 
							200.3,262.9 200.4,262.9 200.4,262.9" class="st1"></polyline>
						<polyline points="200.4,261 200.6,260.9 200.7,261 201.2,261 201.3,261.1 201.3,261.2" class="st1"></polyline>
						<polyline points="200.9,271.3 201,271.4 201.3,271.4 201.5,271.5 201.6,271.3 201.8,271.3 202.1,271.1 202.3,271 
							202.5,270.7 202.7,270.3 202.9,270.1 203,269.6 203.3,269.2 203.3,268.8 203.5,268.3 203.6,267.9 203.7,267.4 203.7,266.8 
							203.8,266.3 203.9,265.8 203.9,265.2 204,264.7 204,264.3 204,263.8 203.8,263.3 203.8,262.9 203.7,262.5 203.6,262.1 
							203.5,261.8 203.3,261.5 203.2,261.3 203,261 202.9,260.9 202.7,260.8 202.5,260.7 202.3,260.8 202.1,260.8" class="st1"></polyline>
						<polyline points="202.5,259 202.6,259.1 202.9,259.1" class="st1"></polyline>
						<polyline points="202.8,260.4 202.9,260.4 203.1,260.5 203.3,260.8 203.3,260.8 203.3,260.6 203.7,259.7 
							203.7,259.6 203.6,259.6" class="st1"></polyline>
						<line y2="261.2" x2="203.7" y1="261.2" x1="203.7" class="st1"></line>
						<polyline points="201.3,255.5 201.1,255.5 201.1,255.5 201.1,255.7 202.5,259 202.4,260.2 202.3,260.2 
							202.3,260.2 202,260.3 201.8,260.4 201.8,260.4 201.8,260.5 201.8,260.5" class="st1"></polyline>
						<polyline points="198.9,255.4 198.9,255.3 198.9,255.3 199.4,255.4 201.1,255.5 201.2,255.6 202.6,259 
							202.6,259.1 202.4,260.2 202.4,260.3 202.3,260.4 202.1,260.4 201.8,260.5 201.8,260.5 201.8,260.4 201.7,259.5" class="st1"></polyline>
						<polyline points="200.9,261.8 200.9,261.7 200.8,261.7 201,261.4 201.2,261 201.2,261 201.3,260.9 201.3,259.8 
							199.3,256.7 199.3,256.7 199.2,256.6 199.5,256.4 199.7,256.1 199.9,256.2" class="st1"></polyline>
						<polyline points="197.1,256.8 197.1,256.7 197.1,256.6 197.6,256.1 198.1,255.7" class="st1"></polyline>
						<polyline points="197,256.5 196.9,256.7 196.9,256.7 196.9,256.8 196.9,257.1 196.8,257.3 196.9,257.5 
							196.8,257.6 196.8,257.7 196.6,258" class="st1"></polyline>
						<polyline points="195.1,259.6 195.1,259.7 195.3,259.9 195.5,259.8 195.6,259.9 196.1,259.9 196.6,259.8 
							197.7,259.7 197.8,259.5 197.9,259.1 198.2,258.7 198.1,258.6" class="st1"></polyline>
						<polyline points="200.1,263.9 200.1,263.9 200,263.8 200.2,263.3 200.3,262.9 200.4,262.8 200.4,262.7 
							200.2,261.8 197.7,259.7 197.7,259.6 197.6,259.5 197.8,259 198,258.6 198.1,258.6" class="st1"></polyline>
						<polyline points="200.1,263.9 200.1,263.9 200.1,264" class="st1"></polyline>
						<polyline points="194.1,264.2 194.1,264.1 194.2,264.1 194.4,264.2 199.1,265.2 199.3,265.1 199.8,265.2 
							199.8,265.1 199.9,265.1" class="st1"></polyline>
						<polyline points="198.8,265.5 198.7,265.5 194.5,264.7 194.4,264.7" class="st1"></polyline>
						<polyline points="193.1,265.1 193,266.2 193,267.2" class="st1"></polyline>
						<polyline points="199.2,265.4 199.3,265.2 199.3,265.1 194.2,264.1" class="st1"></polyline>
						<polyline points="196,262.1 196.8,262.5 199.6,263.7 199.6,263.8 199.5,264.7 199.4,264.7" class="st1"></polyline>
						<polyline points="196.5,263.8 196.5,263.7 196.5,263.7 196.7,263.1 196.7,262.6 196.8,262.5 196.8,262.5" class="st1"></polyline>
						<polyline points="199.2,263.5 199.1,263.4 195.1,261.6 195,261.6" class="st1"></polyline>
						<polyline points="200.5,261.1 200.5,261.1 200.2,261.8 200.2,261.8" class="st1"></polyline>
						<polyline points="201.7,259.4 201.3,259.7 201.3,259.8" class="st1"></polyline>
						<polyline points="203.3,260.6 203.3,260.5 203.2,260.6 203.1,260.6" class="st1"></polyline>
						<polyline points="196.7,256.4 196.8,256.5 197,256.5 197.1,256.6 197.7,256.7 198.2,256.6 199.2,256.6 
							199.4,256.6 201.3,259.7 201.4,259.8" class="st1"></polyline>
						<polyline points="200.7,261 200.7,260.9 200.8,260.9 196.9,256.8 196.8,256.7 196.7,256.8" class="st1"></polyline>
						<polyline points="201.4,260.8 201.3,260.9 201.3,260.9 200.8,260.9 200.6,260.8 196.9,257.1 196.8,257.1 
							196.8,257.1" class="st1"></polyline>
						<polyline points="202.9,259 202.6,259 202.5,259" class="st1"></polyline>
						<polyline points="201.9,256.4 202.7,256.6 202.8,256.5 203.7,259.6 203.9,260.1" class="st1"></polyline>
						<polyline points="203.2,260.6 203.2,260.6 203.6,259.6 202.7,256.6 202.6,256.5" class="st1"></polyline>
						<line y2="260.7" x2="203.2" y1="260.8" x1="203.3" class="st1"></line>
						<polyline points="196,257.5 196,257.7 196.1,257.9 196.3,258 196.8,258.1 197.2,258.2 198,258.6 198.2,258.7 
							200.5,261.1 200.6,261.2 200.8,261.7 200.9,261.8 200.9,261.8 201.2,261.4 201.3,261.2 201.4,261.1 201.4,260.8 201.4,259.8 
							201.7,259.5" class="st1"></polyline>
						<polyline points="193.9,261 194.2,260.1 194.5,259.2 194.8,258.4 195.2,257.5 195.6,256.9 196,256.3" class="st1"></polyline>
						<line y2="262" x2="193.6" y1="263" x1="193.5" class="st1"></line>
						<polyline points="194.2,264.1 194.2,264.1 194.3,264" class="st1"></polyline>
						<polyline points="193.7,266.1 193.9,266.3 194,266.3 194.2,266.4 194.6,266.5 195.1,266.7 196.1,267.1 
							196.2,267.2 199.2,266.9 199.2,266.9 199.6,266.6 199.7,266.6 199.7,266.4 199.8,265.8 199.9,265.3 199.9,265.2 199.9,265.1 
							199.5,264.7 199.4,264.7 196.6,263.7 196.5,263.7 195.5,264 194.9,264 194.5,264 194.3,264 194.1,264 194,264.2" class="st1"></polyline>
						<polyline points="199.2,266.3 199.2,266.3 199.1,266.3 194,266.2" class="st1"></polyline>
						<polyline points="194.2,273 194.1,272.5 193.9,272 193.9,271.3 193.8,270.7 194,270.5 194.1,270.3 194.1,270.2 
							194.2,270.1 194.2,269.9 194.3,269.8 194.2,268.9 194.2,268.8 194.1,268.7 194.1,268.7 194.1,267.6 194.2,266.4 194.2,266.3 
							194.3,266.3" class="st1"></polyline>
						<polyline points="193.8,270.7 193.8,270.7 194,270.8 194.2,270.7 194.8,270.9 195.3,271.1 196.2,271.5 
							196.4,271.5 199.3,270 199.3,269.9 199.7,269.2 199.8,269 199.7,268.8 199.7,268.3 199.7,267.9 199.6,267.7 199.6,267.7 
							199.2,267.7 199.1,267.8 196.2,268.2 196.1,268.3 195.1,268.5 194.6,268.7 194.1,268.7 193.9,268.7 193.7,268.8 193.6,268.9" class="st1"></polyline>
						<polyline points="194.5,261.4 194.4,262.1 194.3,262.8 194.1,263.4 194,264.2 194.1,264.2 194.3,264.3 
							194.3,264.4 194.4,264.5 194.4,264.6 194.4,264.7 194.3,265.6 194.3,265.9 194.2,266 194.1,266 194.1,266.1 193.9,266.1 
							193.7,266.1 193.7,266.8 193.7,267.6 193.7,268.2 193.6,268.9" class="st1"></polyline>
						<polyline points="194,266.3 194,266.2 194,266.2" class="st1"></polyline>
						<polyline points="198.8,266 198.7,266 194.3,265.7 194.3,265.6" class="st1"></polyline>
						<polyline points="196,257.5 195.7,258 195.5,258.6 195.3,259.2 195.1,259.6 195.2,259.9 195.2,260.2 195.4,260.3 
							195.3,260.4 195.3,260.6 195.3,260.7 195,261.6 195,261.7 194.9,261.7 194.9,261.7 194.6,262.9 194.5,264 194.4,264.2 
							194.4,264.2" class="st1"></polyline>
						<polyline points="193.7,266.1 193.8,266.2 194,266.2 194.2,266.2 194.3,266.3 194.7,266.4 195.2,266.6 
							196.2,267.1 199.2,266.8 199.6,266.5 199.6,266.5 199.6,266.4 199.7,265.9 199.7,265.3 199.8,265.2 199.8,265.2 199.4,264.7 
							196.5,263.8 195.6,264.1 194.9,264.1 194.4,264.2 194.3,264.2 194.2,264.1 194.1,264.1 194,264.2" class="st1"></polyline>
						<polyline points="194.1,266.1 194.1,266.1 194.2,266.2 194.2,266.1 194.3,266 194.3,265.9 194.3,265.7 
							194.5,264.7 194.5,264.5 194.5,264.3 194.5,264.3 194.4,264.2 194.4,264.3 194.3,264.3" class="st1"></polyline>
						<polyline points="199.6,266.6 199.6,266.6 199.6,266.5 199.3,266.5 199.1,266.3 199,266.4 194.2,266.2 194,266.2 
							193.9,266.2 193.9,266.1" class="st1"></polyline>
						<polyline points="199.1,265.3 199.1,265.2 199.1,265.2 199,265.2 198.9,265.2 198.8,265.3 198.7,265.5 198.7,266 
							198.7,266.1 198.7,266.2 198.8,266.3 199,266.4 199,266.4 199,266.2" class="st1"></polyline>
						<polyline points="199.5,267.8 199.6,267.7 199.6,267.7" class="st1"></polyline>
						<polyline points="194.3,269.8 194.3,269.8 198.6,268.6 198.7,268.6" class="st1"></polyline>
						<polyline points="194.5,275.4 194.1,275 193.9,274.4 193.7,273.7 193.5,273 193.3,272.1 193.1,271.2" class="st1"></polyline>
						<polyline points="190.6,257.9 190.4,258.1 190.1,258.2 190,258.4 189.8,258.7 189.6,258.8 189.4,259.2 
							189.2,259.6 189,259.9 188.8,260.3 188.7,260.7 188.5,261.2 188.4,261.6 188.2,262.2 188.1,262.6 188,263.2 187.9,263.7 
							187.8,264.3 187.8,264.8 187.7,265.3 187.7,265.9 187.7,266.5 187.7,266.9 187.7,267.4 187.8,267.9 187.8,268.4 187.8,268.9 
							188,269.3 188.1,269.7 187.9,269.9" class="st1"></polyline>
						<polyline points="188,270 188.1,270.1 188.2,270.4" class="st1"></polyline>
						<line y2="271.8" x2="191" y1="271.6" x1="189.3" class="st1"></line>
						<polyline points="188.1,270.1 188.3,270.6 188.3,270.7 188.8,271.2" class="st1"></polyline>
						<line y2="269.9" x2="189.7" y1="269.7" x1="188.1" class="st1"></line>
						<polyline points="188.8,259.9 188.6,260.3 188.4,260.9 188.2,261.4 188,261.9 187.9,262.6 187.8,263.2 
							187.6,263.8 187.6,264.4 187.5,265.1 187.5,265.7 187.5,266.4 187.5,267.1 187.5,267.6 187.5,268.2 187.7,268.7 187.7,269.1" class="st1"></polyline>
						<polyline points="187.7,269.2 187.7,269.2 187.7,269.3" class="st1"></polyline>
						<polyline points="187.2,257.8 186.9,258 186.6,258.2 186.4,258.4 186.1,258.7 185.9,259.1 185.7,259.5 185.5,260 
							185.3,260.5 185.1,261.1 185,261.6 184.8,262.2 184.7,262.8 184.5,263.5 184.5,264.1 184.4,264.8 184.3,265.4 184.3,266 
							184.3,266.7 184.4,267.3 184.4,267.8 184.6,268.3 184.6,268.9 184.7,269.3 184.9,269.7 185.1,270.1 185.2,270.4 185.5,270.6 
							185.6,270.8" class="st1"></polyline>
						<polyline points="188.8,271.3 186.1,270.9 185.9,270.9 185.6,270.8 185.4,270.5 185.2,270.4 185,270.1 
							184.8,269.8 184.7,269.5 184.5,269.1 184.4,268.7 184.2,268.2 184.2,267.6 184.2,267.1 184.1,266.5 184.2,266 184.1,265.4 
							184.1,264.7 184.2,264.1 184.3,263.5 184.3,262.8 184.5,262.3 184.7,261.7 184.8,261.1 185,260.6 185.2,260.1 185.4,259.7 
							185.7,259.3 185.9,258.9 186.1,258.6 186.4,258.3 186.5,258.2 186.8,258 187.2,257.8 187.4,257.7 187.7,257.8 190.2,258.1" class="st2"></polyline>
						<polyline points="189.7,269.9 189.9,270.2 190,270.6 190.1,270.9 190.2,271.2 190.5,271.4 190.6,271.6 
							190.8,271.7 191,271.8" class="st2"></polyline>
						<line y2="270.8" x2="188.3" y1="271" x1="188.6" class="st2"></line>
						<polyline points="194.8,258.3 191.2,257.9 191,257.8 190.8,257.9 190.6,257.9 190.3,258.1 190,258.2 189.9,258.4 
							189.6,258.6 189.4,258.9 189.2,259.1 189,259.5 188.8,259.9 188.6,260.3 188.5,260.8 188.3,261.3 188.1,261.7 188,262.2 
							187.9,262.8 187.8,263.2 187.6,263.9 187.6,264.4 187.5,265 187.5,265.5 187.5,266.1 187.4,266.6 187.5,267.2 187.5,267.7 
							187.6,268.3 187.7,268.7 187.7,269.2 187.8,269.6 187.9,269.9 188.1,270.1 188.2,270.4 188.3,270.8 188.8,271.2 188.9,271.3 
							189.3,271.6 189.5,271.7 193.2,272.2" class="st2"></polyline>
						<polyline points="194.3,272.9 194.4,272.8 194.6,272.7 195.1,272.7 195.6,272.7 196,272.6 196.5,272.5 
							196.5,272.5 199.4,270.7 199.7,270.3 199.8,270.1 199.9,270" class="st2"></polyline>
						<polyline points="200.8,271.2 200.9,271.2 201,271.3" class="st2"></polyline>
						<polyline points="202,273.2 202.1,273.2 202.2,273.1 203.3,271.1 203.6,270.5 203.6,270.4 203.4,269.9 
							203.4,269.5 203.4,269.5 203.4,269.5 203.4,269.4" class="st2"></polyline>
						<polyline points="203.5,269.3 203.4,269.2 204.2,268.4 204.4,267.6 204.3,267.5 204.2,267.2 204,267.1 204,267.1 
							204,267 204,266.3 204.1,265.8 204.2,265.7 204.2,265.7 204.4,265.5 204.6,265.4 204.7,265.2 204.7,264.4 204.2,263.5 
							204.1,263.4" class="st2"></polyline>
						<line y2="262.1" x2="203.9" y1="262.2" x1="203.8" class="st2"></line>
						<polyline points="204.1,263.2 204.1,263.1 204.3,262.8 204.5,262.3 204.5,262.3 204.4,261.6 203.8,259.4 
							203.8,259.3 203.7,259.3" class="st2"></polyline>
						<polyline points="203.2,260.7 203.1,260.5 202.8,260.4 202.8,260.4 202.8,260.3" class="st2"></polyline>
						<polyline points="202.8,260.4 202.8,260.3 202.9,259.1 202.9,259 201.6,255.6 201.6,255.6 201.5,255.5 
							201.3,255.5 199.3,255.3" class="st2"></polyline>
						<polyline points="199.5,255 199.6,255.2 199.6,255.3" class="st2"></polyline>
						<polyline points="200.2,255.4 200.2,255.4 199.9,255 199.7,255 199.4,254.9 199,254.8 198.4,254.7 198,254.7 
							197.6,254.8 197.2,255 196.7,255.4 196.7,255.5 196.3,255.9 195.9,256.4 195.4,257 195.1,257.7 194.8,258.4 194.4,259.2 
							194.1,260.1 193.8,261.1 193.6,262 193.3,263 193.2,264.1 193,265.1 192.9,266.2 192.9,267.3 192.9,268.3 192.9,269.2 
							193,270.2 193,271.2 193.1,272.1 193.3,272.8 193.6,273.6 193.8,274.3 194.1,274.8 194.3,275.3 194.5,275.4 194.8,275.9 
							195.2,276.2 195.5,276.4 196,276.5 196.5,276.5 196.9,276.5 197.3,276.4 197.4,276.4 197.8,276.2 197.9,276.2" class="st2"></polyline>
						<polyline points="197.1,276.3 197.1,276.2 197.2,276" class="st2"></polyline>
						<polyline points="201.5,272 201.4,272.1 201.4,272.6 201.3,273.2 201.2,273.2 199.2,276.2 199.1,276.3 199,276.3 
							198.8,276.3 196.9,276" class="st2"></polyline>
						<polyline points="195.4,275.7 195.5,275.5 195.6,275.3 195.8,275.3 196.2,275.4 196.7,275.3 197.1,275.3 
							197.5,275.3 197.6,275.3 200.2,272.5 200.2,272.5 200.3,272.1 200.5,272 200.6,271.6 200.6,271.5" class="st2"></polyline>
						<line y2="270.8" x2="199.4" y1="270.9" x1="199.5" class="st2"></line>
						<line y2="270.8" x2="199.4" y1="270.9" x1="199.5" class="st2"></line>
						<polyline points="200.1,269.8 200.2,270.1 200.3,270.5 200.4,270.7 200.6,271 200.8,271.2 200.9,271.3" class="st2"></polyline>
						<polyline points="202.5,271.3 202.5,271.2 202.5,271.1 202.7,270.8 203,270.5 203,270.5" class="st2"></polyline>
						<polyline points="199.6,275.7 199.9,275.7 200.4,275.7 200.5,275.7 200.8,275.4 200.9,275.2 202.5,272.5 
							202.5,272.5 202.5,271.8 202.5,271.3" class="st2"></polyline>
						<polyline points="201.4,272.1 201.5,272 201.5,272 201.5,272 201.8,271.9 202,271.8" class="st2"></polyline>
						<line y2="270.5" x2="203" y1="270.5" x1="202.9" class="st2"></line>
						<polyline points="203.4,269.6 203.4,269.5 203.4,269.3 203.6,268.9 203.8,268.4 203.7,268.3 203.7,268.3" class="st2"></polyline>
						<polyline points="204.1,263.2 204.2,263.3 204.2,263.8 204.2,264.3 204.2,264.3 204.2,264.4" class="st2"></polyline>
						<polyline points="203.9,262.1 203.9,262.1 203.8,261.7 203.6,261.4 203.6,261.3 203.6,261.3 203.7,261.2 
							203.9,260.2 203.9,260.1 203.1,257.1 202.9,256.8 202.8,256.5 202.6,256.5 202.1,256.3 201.8,256.3" class="st2"></polyline>
						<polyline points="201.8,260.5 201.8,260.4 201.8,260.4 201.7,259.5 201.7,259.4 199.9,256.2 199.7,256.1 
							199.4,256 199,255.9 198.5,255.8 198.1,255.7 197.9,255.7 197.8,255.5 197.8,255.3" class="st2"></polyline>
						<polyline points="200.8,261.7 200.8,261.7 200.7,261.3 200.5,261.1 198.1,258.6 198.1,258.6 197.7,258.4 
							197.2,258.2 196.8,258 196.3,258 196.2,257.9 196,257.7" class="st2"></polyline>
						<polyline points="201.9,260.9 202,260.9 202.2,260.9" class="st2"></polyline>
						<polyline points="200.1,269.8 200,269.4 200,269 199.8,268.5 199.8,268 199.8,267.5 199.8,267 199.9,266.4 
							200,265.9 200,265.3 200.1,264.8 200.2,264.4 200.4,263.8 200.4,263.4 200.6,262.9 200.8,262.5 200.9,262.1 201.1,261.9 
							201.3,261.6 201.5,261.3 201.7,261.1 201.9,260.9 202.1,260.8" class="st2"></polyline>
						<polyline points="199.5,267.8 199.4,267.8 199.2,267.9 195.2,268.6 194.6,268.7 194.2,268.8 194,268.7 
							193.9,268.7" class="st2"></polyline>
						<polyline points="200.1,263.9 196,262.1 195.5,261.8 195,261.7 194.9,261.6 194.7,261.6" class="st2"></polyline>
						<polyline points="199.6,263.7 199.8,263.7 200.1,263.9" class="st2"></polyline>
					</g>
					<g id="ID_1236">
						<polyline points="169,254.2 169.1,254.2 169.1,254.3 169.1,254.4 169.1,254.6 169.2,254.8 169.1,254.9 169,255 
							168.9,255.1" class="st1"></polyline>
						<polyline points="169.5,260.9 169.7,261 169.7,261.1 169.7,261.2 169.8,261.3 169.7,261.5 169.7,261.7 
							169.6,261.7 169.5,261.7" class="st1"></polyline>
						<polyline points="167.9,268 168,268 168.1,268.1 168.1,268.2 168,268.4 168.1,268.5 168,268.7 167.9,268.8 
							167.9,268.9" class="st1"></polyline>
						<polyline points="163.7,255 163.8,255 163.9,255.2 163.9,255.3 163.9,255.4 163.9,255.6 163.8,255.7 163.7,255.8 
							163.7,255.8" class="st1"></polyline>
						<polyline points="162.1,262.2 162.2,262.1 162.2,262.2 162.3,262.3 162.3,262.5 162.2,262.6 162.2,262.9 
							162.1,262.9 162.1,262.9" class="st1"></polyline>
						<polyline points="162.7,268.8 162.8,268.8 162.8,268.9 162.8,269.1 162.8,269.2 162.8,269.4 162.8,269.5 
							162.7,269.7 162.6,269.7" class="st1"></polyline>
						<polyline points="165.1,271.3 165.2,271.3 165.2,271.4 165.2,271.5 165.2,271.7 165.2,271.9 165.2,272 
							165.1,272.1 165,272.1" class="st1"></polyline>
						<polyline points="166.8,253.1 167.2,253.1 167.4,253.4 167.7,253.6 168,253.9 168.2,254.3 168.5,254.7 
							168.7,255.3 168.8,255.9 169,256.6 169.1,257.3 169.2,258.1 169.2,258.9 169.2,259.7 169.2,260.6 169.2,261.4 169.1,262.3 
							169,263.1 168.8,264 168.6,264.9 168.4,265.6 168.2,266.4 168,267.1 167.8,267.8 167.4,268.4 167.2,269 166.8,269.5 
							166.5,269.9 166.1,270.2 165.8,270.5 165.4,270.7 165.1,270.8 164.8,270.7" class="st1"></polyline>
						<polyline points="166.6,252.6 166.6,252.6 166.7,252.4 166.7,252.3 166.8,252.1 166.8,252 166.7,251.8 
							166.7,251.7 166.6,251.7" class="st1"></polyline>
						<polyline points="164.6,272.9 164.1,272.8 163.8,272.6 163.5,272.2 163.2,271.8 162.8,271.4 162.6,270.7 
							162.3,270.1 162.1,269.4 161.9,268.5 161.8,267.6 161.7,266.7 161.6,265.7 161.6,264.7 161.6,263.6 161.7,262.6 161.7,261.5 
							162,260.4 162.1,259.4 162.3,258.4 162.6,257.4 162.9,256.5 163.1,255.6 163.4,254.7 163.8,253.9 164.2,253.2 164.6,252.6 
							165,252.2 165.4,251.6 165.8,251.3 166.2,251.2 166.7,251 167.1,251" class="st1"></polyline>
						<polygon points="169.3,253.8 169.6,254.5 169.7,255.4 169.9,256.2 170,257.1 170.1,258.2 170,259.2 170,260.2 
							170,261.3 169.8,262.4 169.7,263.4 169.6,264.4 169.3,265.5 169.1,266.5 168.8,267.4 168.4,268.3 168.1,269.1 167.8,269.9 
							167.4,270.7 167,271.2 166.6,271.7 166.2,272.1 165.8,272.5 165.4,272.7 165,272.9 164.6,272.9 164.2,272.8 163.9,272.6 
							163.6,272.5 163.2,272.2 162.8,271.8 162.5,271.3 162.2,270.7 162,270.1 161.8,269.3 161.6,268.5 161.4,267.6 161.4,266.7 
							161.3,265.7 161.2,264.7 161.3,263.6 161.4,262.6 161.4,261.5 161.7,260.4 161.8,259.3 162,258.3 162.3,257.3 162.5,256.3 
							162.8,255.4 163.2,254.6 163.5,253.9 163.9,253.2 164.3,252.6 164.7,252 165.1,251.6 165.5,251.3 165.9,251.1 166.4,251 
							166.8,251 167.1,251 167.4,251.1 167.8,251.3 168.2,251.6 168.5,252.1 168.8,252.5 169.1,253.1" class="st2"></polygon>
						<polyline points="168.9,255.1 168.9,255.1 168.9,255 168.8,254.8 168.8,254.7 168.9,254.4 168.9,254.3 169,254.2 
							169,254.2" class="st2"></polyline>
						<polyline points="162.6,269.7 162.6,269.7 162.6,269.6 162.5,269.5 162.5,269.3 162.5,269.1 162.6,269 
							162.7,268.8 162.7,268.8" class="st2"></polyline>
						<polyline points="164.8,270.7 164.5,270.7 164.2,270.5 163.9,270.3 163.6,269.9 163.4,269.6 163.2,269.1 
							163,268.5 162.8,268 162.7,267.3 162.6,266.6 162.5,265.8 162.5,265 162.4,264.1 162.4,263.3 162.5,262.5 162.5,261.6 
							162.7,260.8 162.9,259.9 163,259 163.2,258.2 163.3,257.5 163.7,256.8 163.9,256.1 164.3,255.5 164.5,254.9 164.8,254.4 
							165.2,254 165.5,253.7 165.9,253.4 166.1,253.2 166.5,253.1 166.8,253.1" class="st2"></polyline>
						<polyline points="166.6,252.6 166.5,252.6 166.5,252.5 166.4,252.3 166.4,252.2 166.4,252 166.5,251.9 
							166.6,251.7 166.6,251.7" class="st2"></polyline>
						<polyline points="166.7,253.1 166.8,253.1 167.1,253.4 167.5,253.6 167.7,253.8 168,254.3 168.1,254.7 
							168.4,255.3 168.5,255.9 168.7,256.6 168.8,257.3 168.9,258.1 168.9,258.8 168.9,259.7 168.9,260.5 168.8,261.4 168.8,262.2 
							168.7,263.1 168.5,264 168.3,264.7 168.1,265.6 167.9,266.4 167.7,267.1 167.4,267.8 167.1,268.4 166.8,269 166.4,269.4 
							166.2,269.9 165.8,270.2 165.5,270.5 165.1,270.7 164.8,270.7 164.6,270.7" class="st2"></polyline>
						<polyline points="165,272.1 165,272.1 165,272 164.9,271.9 164.9,271.8 164.9,271.5 165,271.4 165,271.3 
							165.1,271.3" class="st2"></polyline>
						<polyline points="162.1,262.9 162,262.9 162,262.8 162,262.7 161.9,262.5 162,262.4 162,262.2 162.1,262.2 
							162.1,262.2" class="st2"></polyline>
						<polyline points="163.7,255.8 163.6,255.8 163.6,255.7 163.6,255.7 163.5,255.5 163.6,255.2 163.6,255.1 
							163.7,255 163.7,255" class="st2"></polyline>
						<polyline points="167.9,268.9 167.8,268.8 167.8,268.7 167.8,268.6 167.7,268.4 167.8,268.3 167.9,268.2 
							167.8,268.1 167.9,268" class="st2"></polyline>
						<polyline points="169.5,260.9 169.4,260.9 169.5,261 169.4,261.2 169.4,261.4 169.4,261.5 169.4,261.6 
							169.5,261.7 169.5,261.7" class="st2"></polyline>
					</g>
					<g id="ID_1230">
						<polyline points="295.3,268.8 295.3,268.8 295.4,268.9 295.4,269 295.4,269.2 295.4,269.4 295.4,269.5 
							295.3,269.6 295.2,269.7" class="st1"></polyline>
						<polyline points="295.8,275.5 296,275.6 296,275.7 296,275.8 295.9,275.9 295.9,276.1 295.9,276.2 295.8,276.3 
							295.7,276.4" class="st1"></polyline>
						<polyline points="294.2,282.7 294.3,282.6 294.3,282.7 294.4,282.8 294.3,283 294.3,283.2 294.3,283.4 
							294.2,283.4 294.1,283.5" class="st1"></polyline>
						<polyline points="290,269.6 290.1,269.6 290.1,269.7 290.2,269.9 290.1,270 290.2,270.2 290.1,270.3 290,270.4 
							289.9,270.5" class="st1"></polyline>
						<polyline points="288.4,276.7 288.5,276.7 288.5,276.8 288.6,276.9 288.5,277.1 288.5,277.2 288.5,277.4 
							288.4,277.5 288.3,277.5" class="st1"></polyline>
						<polyline points="289,283.5 289,283.4 289.1,283.5 289.1,283.6 289.1,283.8 289.1,284 289,284.2 289,284.3 
							288.9,284.3" class="st1"></polyline>
						<polyline points="291.4,285.9 291.5,285.9 291.5,286 291.5,286.1 291.5,286.3 291.4,286.5 291.5,286.6 
							291.4,286.7 291.3,286.8" class="st1"></polyline>
						<polyline points="293.1,267.7 293.4,267.8 293.7,268 294,268.1 294.3,268.5 294.5,268.9 294.7,269.4 295,269.9 
							295.1,270.5 295.2,271.2 295.4,271.9 295.5,272.7 295.5,273.4 295.5,274.3 295.4,275.2 295.4,276 295.4,276.9 295.2,277.7 
							295.1,278.6 294.9,279.5 294.7,280.2 294.5,281 294.3,281.7 294,282.4 293.7,283 293.3,283.6 293.1,284.1 292.8,284.5 
							292.4,284.8 292.1,285.1 291.7,285.3 291.4,285.4 291.1,285.4" class="st1"></polyline>
						<polyline points="292.8,267.2 292.9,267.2 292.9,267.1 293,266.9 293,266.7 293,266.6 293,266.4 293,266.3 
							292.9,266.4" class="st1"></polyline>
						<polyline points="290.9,287.5 290.4,287.4 290.1,287.2 289.8,286.9 289.3,286.5 289.1,286 288.7,285.4 
							288.6,284.7 288.4,283.9 288.1,283.1 288,282.3 288,281.3 287.9,280.3 287.8,279.3 287.9,278.3 287.9,277.2 288,276.1 
							288.2,275.1 288.4,274 288.5,273 288.9,272 289.2,271.1 289.4,270.2 289.7,269.3 290.1,268.5 290.5,267.8 290.9,267.2 
							291.3,266.8 291.7,266.3 292.1,265.9 292.5,265.7 292.9,265.6 293.3,265.6" class="st1"></polyline>
						<polygon points="295.6,268.3 295.8,269.1 296,270 296.1,270.9 296.3,271.8 296.3,272.8 296.3,273.8 296.3,274.9 
							296.2,275.9 296.1,277 296,278 295.7,279 295.6,280.1 295.4,281.1 295.1,282 294.7,282.9 294.4,283.7 294,284.6 293.7,285.3 
							293.3,285.8 292.9,286.3 292.4,286.8 292.1,287.1 291.6,287.3 291.3,287.4 290.9,287.5 290.5,287.4 290.1,287.3 289.7,287.2 
							289.3,286.9 289,286.4 288.8,285.9 288.5,285.3 288.2,284.7 288,283.9 287.8,283.1 287.7,282.2 287.6,281.2 287.6,280.3 
							287.5,279.3 287.6,278.2 287.6,277.2 287.7,276.1 287.8,275.1 288.1,274 288.2,273 288.5,272 288.8,271 289.1,270.1 
							289.4,269.3 289.8,268.5 290.1,267.8 290.6,267.2 291,266.7 291.4,266.2 291.8,265.9 292.2,265.7 292.6,265.6 293,265.6 
							293.3,265.6 293.7,265.7 294.1,265.9 294.5,266.2 294.8,266.6 295,267.1 295.4,267.6" class="st2"></polygon>
						<polyline points="295.2,269.7 295.2,269.7 295.1,269.6 295,269.4 295.1,269.3 295.1,269.1 295.1,269 295.2,268.8 
							295.3,268.8" class="st2"></polyline>
						<polyline points="288.9,284.3 288.9,284.3 288.8,284.2 288.8,284 288.8,283.9 288.8,283.7 288.9,283.6 
							288.9,283.5 289,283.5" class="st2"></polyline>
						<polyline points="291.1,285.4 290.8,285.3 290.4,285.1 290.2,284.9 289.9,284.6 289.7,284.2 289.4,283.7 
							289.2,283.2 289,282.6 289,281.9 288.8,281.1 288.8,280.4 288.6,279.6 288.6,278.8 288.7,277.9 288.7,277.1 288.9,276.2 
							289,275.4 289,274.5 289.2,273.6 289.4,272.9 289.6,272.1 290,271.4 290.2,270.7 290.5,270.1 290.8,269.5 291.1,269 
							291.4,268.6 291.8,268.2 292.1,268 292.4,267.8 292.8,267.7 293.1,267.7" class="st2"></polyline>
						<polyline points="292.8,267.2 292.8,267.2 292.7,267.1 292.6,266.9 292.7,266.8 292.7,266.6 292.7,266.5 
							292.8,266.4 292.9,266.4" class="st2"></polyline>
						<polyline points="292.9,267.7 293,267.8 293.4,267.9 293.6,268.1 293.9,268.4 294.2,268.9 294.4,269.4 
							294.6,269.9 294.8,270.5 295,271.2 295.1,271.9 295.1,272.6 295.2,273.4 295.2,274.2 295.2,275.1 295.1,276 295.1,276.8 
							295,277.7 294.8,278.6 294.6,279.4 294.4,280.2 294.2,280.9 293.9,281.7 293.6,282.4 293.4,283 293,283.5 292.7,284 
							292.4,284.5 292.1,284.8 291.8,285.1 291.4,285.3 291.1,285.4 290.9,285.3" class="st2"></polyline>
						<polyline points="291.3,286.8 291.3,286.8 291.2,286.7 291.1,286.5 291.2,286.4 291.1,286.2 291.2,286.1 
							291.3,285.9 291.4,285.9" class="st2"></polyline>
						<polyline points="288.3,277.5 288.3,277.5 288.2,277.4 288.2,277.3 288.2,277.1 288.3,277 288.2,276.8 
							288.3,276.8 288.4,276.7" class="st2"></polyline>
						<polyline points="289.9,270.5 289.9,270.5 289.8,270.4 289.9,270.3 289.8,270.1 289.9,269.9 289.8,269.8 
							289.9,269.6 290,269.6" class="st2"></polyline>
						<polyline points="294.1,283.5 294.1,283.4 294,283.3 294,283.2 294,283 294,282.9 294,282.7 294.1,282.7 
							294.2,282.7" class="st2"></polyline>
						<polyline points="295.8,275.5 295.7,275.5 295.7,275.6 295.6,275.9 295.6,276 295.6,276.2 295.6,276.3 
							295.7,276.4 295.7,276.4" class="st2"></polyline>
					</g>
					<g id="ID_1222">
						<line y2="236.7" x2="225.1" y1="236.6" x1="225.4" class="st1"></line>
						<polyline points="225.3,235.8 225,235.8 224.8,235.7" class="st1"></polyline>
						<polyline points="224.8,222.8 224.6,223.3 224.2,223.6 223.8,223.9 223.4,224.2 222.8,224.5 222.3,224.6 
							221.8,224.6 221.3,224.6" class="st1"></polyline>
						<polyline points="225.9,235.3 225.8,235.5 225.7,235.6 225.5,235.7 225.3,235.8 225.3,235.8" class="st1"></polyline>
						<polyline points="225.9,234.9 226.2,235.1 226.2,235.2 226.4,235.4 226.3,235.5 226.4,235.7 226.3,235.9 
							226.2,236.1 226.1,236.2 225.9,236.4 225.7,236.5 225.6,236.6 225.4,236.6" class="st1"></polyline>
						<polyline points="224.8,235.7 224.6,235.7 224.4,235.5 224.3,235.3 224.2,235.3 224,235.1 224,234.9 223.9,234.7 
							223.9,234.6 223.9,234.5" class="st1"></polyline>
						<polyline points="225.1,236.7 224.9,236.6 224.6,236.6 224.4,236.5 224.3,236.4 224,236.2 223.8,236 223.6,235.7 
							223.4,235.4 223.2,235.1 223.1,234.8 223.2,234.6 223.2,234.5 223.3,234.5 223.5,234.4" class="st1"></polyline>
						<polyline points="221.3,224.6 220.8,224.5 220.4,224.4 220,224.1 219.7,223.7 219.5,223.4 219.5,223.1 
							219.5,222.7 219.6,222.2 219.9,221.8 220.2,221.4 220.6,221.1 221,220.8 221.5,220.7 222,220.5 222.6,220.4 223.1,220.4 
							223.5,220.5 224,220.7 224.4,220.9 224.7,221.3 224.8,221.7 224.9,222 224.9,222.5 224.8,222.8" class="st1"></polyline>
						<polyline points="225.2,221.7 225.3,222 225.3,222.4 225.3,222.8 225.2,223.1 224.9,223.5 224.6,224 224.1,224.3 
							223.6,224.7 223.1,224.9 222.5,225.1 221.8,225.2 221.2,225.1 220.8,225 220.5,224.9 220.1,224.8 219.8,224.5 219.6,224.3 
							219.4,224 219.3,223.6" class="st1"></polyline>
						<polygon points="232,243 231.9,242.6 225.2,221.7 225.1,221.5 224.9,221.2 224.6,220.9 224.3,220.7 224,220.5 
							223.5,220.4 223.1,220.4 222.7,220.4 222.3,220.5 221.8,220.5 221.3,220.7 220.9,220.8 220.6,221.1 220.1,221.3 219.9,221.6 
							219.6,222 219.4,222.3 219.2,222.6 219.2,223 219.2,223.4 219.3,223.6 226,244.6 226.1,244.9 226.3,245.2 226.5,245.4 
							226.8,245.6 227.2,245.8 227.6,246 228,246.1 228.6,246 229.1,246 229.8,245.8 230.3,245.5 230.8,245.3 231.3,244.9 
							231.6,244.5 231.9,244 232,243.6 232,243.3" class="st2"></polygon>
						<polyline points="225.9,234.9 225.6,234.7 225.1,234.6 224.7,234.5 224.5,234.5 224.3,234.4 224,234.4 
							223.9,234.4 223.5,234.4" class="st2"></polyline>
						<polyline points="223.9,234.5 223.9,234.4 223.9,234.4" class="st2"></polyline>
						<polyline points="225.9,235.3 225.9,235.2 225.9,235 225.8,234.8 225.8,234.8" class="st2"></polyline>
					</g>
					<g id="ID_1219">
						<line y2="279.5" x2="237.1" y1="279.4" x1="237" class="st1"></line>
						<polyline points="239.1,280.4 239.1,280.5 239.5,284.8" class="st1"></polyline>
						<polyline points="238.9,284.9 238.6,280.3 238.6,280.3 238.7,280.1 238.9,280.1" class="st1"></polyline>
						<polyline points="238.7,279.7 238.9,280.1 238.9,280.2 238.9,280.3 239,280.4 239.1,280.4 239.4,280.4 
							239.5,280.4 239.4,280.3 239.5,280.1 239.5,280 239.4,279.7" class="st1"></polyline>
						<line y2="279.2" x2="238.7" y1="279.3" x1="238.5" class="st1"></line>
						<line y2="280" x2="239.6" y1="279.8" x1="239.5" class="st1"></line>
						<polyline points="240.1,284.7 239.4,280.5 239.4,280.4" class="st1"></polyline>
						<polyline points="239.6,280.2 239.6,280.2 239.5,280.1" class="st1"></polyline>
						<polyline points="238.9,284.9 238.6,280.3 238.6,280.1 238.5,279.9" class="st1"></polyline>
						<polyline points="236.7,278.4 236.9,278.6 237.1,278.7 237.3,278.9 237.6,279" class="st1"></polyline>
						<line y2="277.7" x2="236.7" y1="277.5" x1="236.6" class="st1"></line>
						<line y2="275.6" x2="236.1" y1="275.5" x1="236.1" class="st1"></line>
						<polyline points="236.3,278 236.3,277.8 236.2,277.5 236.2,277.3 236.2,277" class="st1"></polyline>
						<polyline points="235.6,278 235.6,277.9 235.5,277.8" class="st1"></polyline>
						<polyline points="235.5,277.8 235.6,277.8 235.6,277.9" class="st1"></polyline>
						<polyline points="235.7,278.2 235.6,278.1 235.5,277.9 235.5,277.8" class="st1"></polyline>
						<polyline points="235.5,277.8 235.5,277.8 235.1,278.5" class="st1"></polyline>
						<polyline points="237.2,275.9 237.1,276 236.9,276.3 236.8,276.5 236.6,276.8 236.6,277 236.5,277.2" class="st1"></polyline>
						<polyline points="238.1,275.1 238.3,275 238.6,274.9" class="st1"></polyline>
						<polyline points="236.8,275.5 237.1,275.3 237.3,275.1 237.5,274.9 237.8,274.7" class="st1"></polyline>
						<line y2="275.3" x2="237.8" y1="275.5" x1="237.6" class="st1"></line>
						<polyline points="239.7,274.1 239.4,274 239,274.2 238.8,274.2 238.4,274.4" class="st1"></polyline>
						<polyline points="239.8,274.6 240.1,274.5 240.4,274.5 240.7,274.5" class="st1"></polyline>
						<line y2="274" x2="240.7" y1="274" x1="240.4" class="st1"></line>
						<polyline points="240.9,274.6 241.2,274.6 241.5,274.7" class="st1"></polyline>
						<line y2="273.8" x2="242.2" y1="273.7" x1="242.1" class="st1"></line>
						<polyline points="243.9,275.9 243.8,275.7 243.8,275.6 243.8,275.5 243.8,275.4 243.7,275.3 243.6,275.1" class="st1"></polyline>
						<polyline points="243.6,275.2 243.7,275.6 243.7,275.6 243.7,275.8 243.7,275.8" class="st1"></polyline>
						<polyline points="241.7,274.3 241.9,274.3 242.1,274.5 242.3,274.7 242.6,274.9" class="st1"></polyline>
						<polyline points="242.1,275.1 242.3,275.2 242.4,275.4 242.6,275.7" class="st1"></polyline>
						<line y2="275.4" x2="243.8" y1="276" x1="244.9" class="st1"></line>
						<polyline points="243.5,278.1 243.6,277.9 243.6,277.8 243.7,277.7 243.7,277.6 243.8,277.4 243.8,277.4 
							243.6,277.3 243.6,277.1" class="st1"></polyline>
						<polyline points="242.8,275.2 242.9,275.5 243,275.8 243,276 243,276.2" class="st1"></polyline>
						<line y2="279.4" x2="241.1" y1="279.6" x1="241.2" class="st1"></line>
						<polyline points="241.3,279.8 241.3,279.6 241.4,279.6" class="st1"></polyline>
						<polyline points="241.4,279.5 241.3,279.6 241.3,279.8 241.3,279.8 241.4,279.8 241.4,279.8 241.5,279.8 
							241.6,279.8 241.9,279.6 242,279.6 242.1,279.4 242.2,279.3 242.2,279.3 242.2,279.2 242.1,279 242.1,278.8" class="st1"></polyline>
						<polyline points="241.9,278.9 242,279.3 242,279.3 241.9,279.4 241.9,279.5 241.9,279.6 241.6,279.8 241.5,279.7 
							241.5,279.7 241.4,279.6 241.4,279.5 241.2,279.3" class="st1"></polyline>
						<line y2="277.7" x2="243.1" y1="277.9" x1="243.3" class="st1"></line>
						<line y2="280.4" x2="247" y1="277.4" x1="243.8" class="st1"></line>
						<polyline points="243.7,275.6 243.8,275.6 243.8,275.5 244.7,275.9" class="st1"></polyline>
						<polyline points="243.4,278.1 243.6,277.9 243.5,277.8 243.5,277.7 243.5,277.6 243.5,277.5 243.4,277.2" class="st1"></polyline>
						<polyline points="246.5,280.8 243.6,277.9 243.6,277.9" class="st1"></polyline>
						<polyline points="243.5,277.6 243.7,277.5 243.8,277.4 246.9,280.4" class="st1"></polyline>
						<polyline points="241.3,278.5 241.6,278.4 241.9,278.2 242.1,278 242.4,277.7" class="st1"></polyline>
						<polyline points="241.6,279.8 241.6,279.8 243.4,283.9" class="st1"></polyline>
						<polyline points="241.9,279.6 241.9,279.6 243.9,283.5" class="st1"></polyline>
						<polyline points="242,279.3 242.1,279.2 242.2,279.3 244.5,283.3" class="st1"></polyline>
						<line y2="283.3" x2="244.5" y1="279.2" x1="242.2" class="st1"></line>
						<polyline points="239.5,279.2 239.8,279.1 240.1,279 240.4,279 240.7,278.9" class="st1"></polyline>
						<polyline points="238.9,280.2 238.7,280.2 238.6,280.3 238.7,280.3 238.8,280.4 239,280.4 239.1,280.5 
							239.4,280.5 239.6,280.4 239.6,280.3 239.7,280.3" class="st1"></polyline>
						<polyline points="236.5,279.1 236.6,279.5 236.7,279.6 236.7,279.6 236.7,279.7 236.8,279.8 237,279.9" class="st1"></polyline>
						<polyline points="235.4,277.4 235.4,277.6 235.5,277.8 235,278.7" class="st1"></polyline>
						<polyline points="237,279.9 236.8,279.8 236.7,279.7 236.6,279.7 236.5,279.6 236.4,279.5" class="st1"></polyline>
						<polyline points="236.7,279.6 236.5,279.5 236.4,279.5" class="st1"></polyline>
						<polyline points="236,283.9 236.8,279.8 236.8,279.8" class="st1"></polyline>
						<polyline points="236.6,279.5 236.5,279.5 236.4,279.5 236.4,279.5 235.4,283.7" class="st1"></polyline>
						<polyline points="236.3,279.1 236.4,279.3 236.4,279.5 235.3,283.7" class="st1"></polyline>
						<polyline points="233.8,275.7 235.3,274.6 235.9,274.1" class="st1"></polyline>
						<polyline points="242.4,272.6 242.3,273.2 242.2,273.4 242.1,273.7 242.2,273.8" class="st1"></polyline>
						<line y2="278.1" x2="235.6" y1="277.8" x1="235.6" class="st1"></line>
						<line y2="277.5" x2="236.6" y1="277.2" x1="236.5" class="st1"></line>
						<polyline points="234.2,277.2 234.7,277.4 235,277.4 235.4,277.4 235.5,277.5 235.5,277.6" class="st1"></polyline>
						<line y2="279" x2="234.5" y1="279.6" x1="235" class="st1"></line>
						<polyline points="237.6,279 237.9,279.1 238.2,279.1 238.5,279.3" class="st1"></polyline>
						<polyline points="239.5,280 239.6,280.1 239.6,280.2" class="st1"></polyline>
						<line y2="280.7" x2="240.2" y1="280.4" x1="241" class="st1"></line>
						<polyline points="244.6,274.2 244.1,274.6 243.9,274.9 243.6,275.1 243.6,275.2 243.6,275.2 243.7,275.5 
							243.6,275.7" class="st1"></polyline>
						<line y2="276.1" x2="245" y1="276.7" x1="244.9" class="st1"></line>
						<line y2="279.2" x2="243.2" y1="278.7" x1="243.9" class="st1"></line>
						<polyline points="242.2,279.2 242.1,279.2 242,279.3" class="st1"></polyline>
						<polyline points="248.6,278.8 244.9,276.7 244.3,277 243.9,277 243.6,277.1 243.5,277.1 243.4,277.2 243.2,277.5 
							243.1,277.7 243.1,277.7" class="st1"></polyline>
						<polyline points="243.5,277.5 243.7,277.5 243.8,277.4" class="st1"></polyline>
						<polyline points="241.2,285.1 240.2,280.7 239.8,280.3 239.7,280 239.5,279.8 239.5,279.7 239.4,279.7 239,279.8 
							238.7,279.7 238.6,279.8 238.5,279.9 238.4,280.1 238.1,280.3 237.6,280.7 237.1,285.2" class="st1"></polyline>
						<polyline points="242.4,284.7 241,280.4 241.1,279.9 241.1,279.6 241.1,279.4 241.1,279.3 241.2,279.3 
							241.5,279.1 241.9,278.9 242,278.9 242.1,278.8 242.3,279 242.6,279.1 243.2,279.2 246,282.6" class="st1"></polyline>
						<polyline points="243.6,278.2 243.9,278.7 246.8,281.9" class="st1"></polyline>
						<polyline points="243,276.2 243,276.5 242.9,276.7 242.8,277 242.7,277.2 242.5,277.5 242.4,277.7" class="st1"></polyline>
						<polyline points="240.7,278.9 241.1,278.7 241.3,278.5" class="st1"></polyline>
						<polyline points="238.7,279.2 239.2,279.2 239.5,279.2" class="st1"></polyline>
						<line y2="280.7" x2="237.6" y1="280.5" x1="236.8" class="st1"></line>
						<polyline points="236,285 236.8,280.5 236.9,280.1" class="st1"></polyline>
						<polyline points="233.1,283.3 235,279.6 235.7,279.4 236,279.2 236.3,279.1 236.4,279.1 236.5,279.1 236.8,279.3 
							237,279.4 237,279.4" class="st1"></polyline>
						<polyline points="236.3,278 236.5,278.2 236.7,278.4" class="st1"></polyline>
						<line y2="277.9" x2="236.7" y1="277.7" x1="236.7" class="st1"></line>
						<line y2="273.4" x2="238.1" y1="273.6" x1="238.1" class="st1"></line>
						<line y2="275.3" x2="237.8" y1="275.1" x1="238.1" class="st1"></line>
						<polyline points="236.2,277 236.2,276.8 236.3,276.6 236.4,276.2 236.5,276 236.7,275.7 236.8,275.5" class="st1"></polyline>
						<polyline points="238.4,274.4 238.1,274.5 237.8,274.7" class="st1"></polyline>
						<polyline points="239,272.6 239.4,273 239.5,273.2 239.7,273.5" class="st1"></polyline>
						<polyline points="239.7,274.1 240,274 240.4,274" class="st1"></polyline>
						<polyline points="244.5,272.6 242.4,272.6 241.6,272.4" class="st1"></polyline>
						<polyline points="244.2,273.7 244.6,274.2 248.1,274.9" class="st1"></polyline>
						<polyline points="243.7,275.6 243.7,275.5 243.8,275.4" class="st1"></polyline>
						<line y2="275.7" x2="242.6" y1="275.9" x1="242.6" class="st1"></line>
						<polyline points="242.1,275.1 241.9,274.9 241.7,274.8 241.5,274.7" class="st1"></polyline>
						<polyline points="242.6,274.9 242.6,275.1 242.8,275.2" class="st1"></polyline>
						<line y2="274.6" x2="240.9" y1="274.5" x1="240.7" class="st1"></line>
						<polyline points="240.7,274 241,274.1 241.3,274.2 241.7,274.3" class="st1"></polyline>
						<polyline points="238.6,274.9 238.9,274.7 239.2,274.6 239.5,274.6 239.8,274.6" class="st1"></polyline>
						<polyline points="237.2,275.9 237.4,275.6 237.6,275.5" class="st1"></polyline>
						<polyline points="235.3,274.6 235.7,275.1 235.8,275.2 236.1,275.5 236.1,275.5" class="st1"></polyline>
						<polyline points="234.2,276.6 234.2,277.2 231.8,279.6" class="st1"></polyline>
						<polyline points="235.6,278.1 235.6,278.1 235.6,278.2 235.3,278.4 235,278.5 234.5,279 232.5,282.5 233.1,283.3 
							233.7,283.5 234.2,283.6 234.8,283.7 235.1,283.7 235.3,283.7 235.4,283.7 235.5,283.7 235.7,283.7 235.8,283.8 236,283.9 
							236.2,284" class="st2"></polyline>
						<polyline points="236.2,283.7 236.9,280.1 236.9,279.8 237.1,279.5 237,279.4" class="st2"></polyline>
						<polyline points="240.4,284.8 240.3,284.8 240.2,284.7 240.1,284.7 239.5,284.8 239.3,284.7 239.1,284.8 
							239,284.8 238.9,284.9 238.9,284.9 238.7,285 238.5,285.1 238.2,285.2 237.7,285.2 237.1,285.2 236,285 236,284.9 
							236.8,280.5" class="st2"></polyline>
						<polyline points="240.5,284.8 239.6,280.2 239.6,280" class="st2"></polyline>
						<polyline points="238.7,279.2 238.8,279.2 239,279 239.3,278.9 239.5,278.7 239.8,278.6 240.1,278.4 240.4,278.3 
							240.7,278.3 241,278.3 241.3,278.2 241.6,278.2 241.8,278.3" class="st2"></polyline>
						<polyline points="243.1,277.7 243.1,277.8 243.4,278 243.6,278.2 246.7,281.6 246.8,281.8 246.8,281.9 246,282.6 
							245.5,283 245.2,283.2 244.8,283.3 244.6,283.3 244.5,283.3 244.5,283.3 244.4,283.3 244.2,283.3 244.1,283.5 243.9,283.5 
							243.4,283.9 243.2,283.9 243.1,283.9 243,284.1" class="st2"></polyline>
						<polyline points="240.3,284.2 240.5,284.8 240.5,284.8 240.5,284.9 240.7,285 240.9,285 241.2,285.1 242.4,284.7 
							242.7,284.6 242.9,284.4 243.1,284.2 243.1,284.1 243,284.1 241.3,279.8 241.2,279.6" class="st2"></polyline>
						<polyline points="246.3,281.2 246.5,280.8 246.6,280.7 246.8,280.6 246.9,280.5 246.9,280.4 247,280.4 
							247.2,280.2 247.5,280.1 247.9,279.8 248.3,279.3 248.6,278.8 248.8,278 245,276.1 244.5,275.9 244.2,275.9 243.9,275.9 
							243.7,275.8 243.6,275.7" class="st2"></polyline>
						<polyline points="242.6,275.9 242.8,276.1 242.7,276.3 242.8,276.5 242.7,276.7 242.7,277 242.6,277.2 
							242.5,277.5 242.4,277.6 242.1,277.9 241.9,278 241.7,278.3 241.5,278.5 241.3,278.6 241,278.7 240.7,278.9 240.4,279 
							240.1,279 239.9,279.1 239.6,279.2 239.3,279.2 239,279.2 238.6,279.2 238.4,279.2 238.1,279.1 237.9,279 237.6,278.9 
							237.4,278.7 237.2,278.6 237.1,278.4 236.9,278.2 236.8,278.1 236.7,277.9" class="st2"></polyline>
						<polyline points="235.5,277.6 235.6,277.8 235.6,278.1" class="st2"></polyline>
						<polyline points="234,276.7 233.9,276.3 233.8,275.7 234.6,274.8 235.9,274.1 236.6,274.2 236.9,274.2 
							237.1,274.4 237.3,274.4 237.4,274.4 237.7,274.2 238,274 238.1,274 238,273.9 238.1,273.6" class="st2"></polyline>
						<polyline points="238,274 238,273.5 238.2,272.8 239,272.6 239.3,272.5 239.8,272.9 240.2,273.4 240.2,273.5" class="st2"></polyline>
						<polyline points="239.7,273.5 239.7,273.5 239.8,273.5 240.1,273.5 240.4,273.5 240.6,273.4 240.7,273.4 
							240.8,273.2 241.1,272.9 241.6,272.4 243.4,272.4 244.5,272.6 244.7,273.2 244.7,273.8 244.8,273.9" class="st2"></polyline>
						<polyline points="237.9,274 238,274 238.1,273.4 238.2,272.8" class="st2"></polyline>
						<polyline points="247.2,277.1 247.2,276.9 247.5,276.7 247.8,276.2 247.9,275.6 248.1,274.9 247.5,274.3 
							244.2,273.7 243.5,273.9 243.1,274 242.9,274.2 242.8,274.2 242.7,274.1 242.4,274 242.2,273.8 242.2,273.8" class="st2"></polyline>
						<polyline points="236.1,275.5 236.1,275.6 235.9,275.8 235.7,276.1 235.7,276.2 235.6,276.2 235.3,276.3 
							235,276.3 234.2,276.6 232,278.7 231.8,279.6 232.2,280 232.6,280.4 233.1,280.7 233.4,280.8 233.5,280.9" class="st2"></polyline>
					</g>
					<g id="ID_1212">
						<polyline points="237.2,255.5 237.2,255.5 237.3,255.5 237.3,255.4 237.3,255.4" class="st1"></polyline>
						<polyline points="231.7,258.6 231.8,258.5 232.1,258.2" class="st1"></polyline>
						<line y2="258.1" x2="232.2" y1="257.9" x1="232.5" class="st1"></line>
						<polyline points="232.8,257.2 232.6,257.4 232.3,257.4" class="st1"></polyline>
						<polyline points="234.8,256.8 234.5,256.8 234.2,256.8" class="st1"></polyline>
						<polyline points="233.1,257.6 233.4,257.6 233.6,257.5 233.9,257.4 234.2,257.3" class="st1"></polyline>
						<polyline points="236,257.1 235.8,256.9 235.5,256.9" class="st1"></polyline>
						<line y2="257.3" x2="235.1" y1="257.3" x1="235.4" class="st1"></line>
						<polyline points="235.9,257.5 236.2,257.6 236.4,257.7 236.5,257.8" class="st1"></polyline>
						<line y2="258.6" x2="237.1" y1="258.4" x1="237" class="st1"></line>
						<polyline points="237,257.6 237.2,257.9 237.2,258.1" class="st1"></polyline>
						<polyline points="236.9,260.6 237,260.3 237.1,260.1 237.3,259.8 237.4,259.5 237.4,259.3 237.5,259" class="st1"></polyline>
						<polyline points="235.2,261.6 235.6,261.5 235.8,261.3" class="st1"></polyline>
						<polyline points="233.9,262 233.6,262 233.3,262" class="st1"></polyline>
						<polyline points="232.7,262 232.3,261.9 232,261.8" class="st1"></polyline>
						<line y2="260.6" x2="231.2" y1="260.4" x1="231.1" class="st1"></line>
						<line y2="260" x2="231.1" y1="260.2" x1="231.1" class="st1"></line>
						<polyline points="231.3,258.3 231.1,258.6 231,258.8 230.9,259.1 230.7,259.3 230.7,259.5 230.7,259.8" class="st1"></polyline>
						<polyline points="231.1,261.2 231,261 230.9,260.8" class="st1"></polyline>
						<line y2="263.7" x2="238.2" y1="263.6" x1="238.4" class="st1"></line>
						<polyline points="240.8,260.1 240.9,260.1 241,260.1 241.2,260.1 241.2,260.1 241.5,260.2 241.8,260.2 
							242.4,260.2 242.7,260.1 243.2,260" class="st1"></polyline>
						<polyline points="238.8,263.1 239.1,262.9 239.4,262.6 239.6,262.3 239.9,262 240.1,261.8 240.3,261.4" class="st1"></polyline>
						<polyline points="235.3,265 235.6,264.9 236.1,264.8 236.5,264.6 236.9,264.5 237.3,264.3 237.7,264.1 238,263.8 
							238.4,263.6" class="st1"></polyline>
						<polyline points="235.3,265 235.5,265.1 235.6,265 235.7,265.2 235.8,265.3" class="st1"></polyline>
						<polyline points="234.7,265.2 234.5,265.2 234.3,265.4 234.2,265.5 234.3,265.7 234.3,265.8 234.3,266.1 
							234.2,266.3 234,266.9 233.7,267.5 233.5,268" class="st1"></polyline>
						<polyline points="235.9,265.5 235.9,265.7 236.1,265.9 236.5,266.3 237.1,266.7 237.6,267.1" class="st1"></polyline>
						<polyline points="234.7,265.2 234.3,265.2 233.8,265.3 233,265.3 232.2,265.2 231.8,265.2 231.3,265.1" class="st1"></polyline>
						<line y2="265.1" x2="231.3" y1="265.2" x1="231.5" class="st1"></line>
						<polyline points="230.8,265 230.4,264.8 230.2,264.6" class="st1"></polyline>
						<polyline points="228.2,259.8 228.2,259.8 228.1,259.8 228,259.8 227.8,259.9 227.7,259.9 227.4,259.9 
							227.2,259.8" class="st1"></polyline>
						<polyline points="238.6,255.8 240.4,257.1 240.2,257.6" class="st1"></polyline>
						<polyline points="237.2,258.1 237.4,258.2 237.4,258.5 237.5,258.7 237.5,259" class="st1"></polyline>
						<polyline points="235.8,261.3 236.1,261.2 236.3,261 236.6,260.7 236.9,260.6" class="st1"></polyline>
						<polyline points="235.2,261.6 234.9,261.8 234.6,261.9 234.2,262 233.9,262" class="st1"></polyline>
						<polyline points="233.3,262 232.9,262 232.7,262" class="st1"></polyline>
						<polyline points="231.1,261.2 231.4,261.4 231.5,261.6 231.8,261.7 232,261.8" class="st1"></polyline>
						<line y2="260.4" x2="231.1" y1="260.2" x1="231.1" class="st1"></line>
						<polyline points="230.9,260.8 230.7,260.5 230.7,260.3 230.6,260.1 230.7,259.8" class="st1"></polyline>
						<polyline points="231.1,260 231,259.7 231.2,259.5 231.2,259.3 231.4,259 231.4,258.9 231.7,258.6" class="st1"></polyline>
						<polyline points="231.3,258.3 231.5,258 231.8,257.9 232,257.7 232.3,257.4" class="st1"></polyline>
						<line y2="258.1" x2="232.2" y1="258.2" x1="232.1" class="st1"></line>
						<polyline points="234.2,256.8 233.9,256.9 233.5,256.9 233.2,257.1 232.8,257.2" class="st1"></polyline>
						<polyline points="232.5,257.9 232.8,257.7 233.1,257.6" class="st1"></polyline>
						<polyline points="235.1,257.3 234.8,257.3 234.5,257.2 234.2,257.3" class="st1"></polyline>
						<polyline points="237,258.4 236.9,258.3 236.7,258 236.5,257.8" class="st1"></polyline>
						<polyline points="235.9,257.5 235.7,257.4 235.4,257.3" class="st1"></polyline>
						<polygon points="237.6,258.5 237.6,258.7 237.7,259 237.6,259.2 237.5,259.5 237.5,259.8 237.3,260 237.1,260.4 
							236.9,260.5 236.7,260.8 236.5,261.1 236.2,261.2 235.9,261.4 235.6,261.6 235.3,261.8 234.9,261.9 234.6,262 234.3,262.1 
							233.9,262.2 233.6,262.2 233.2,262.1 232.9,262.1 232.5,262.1 232.3,262 231.9,261.9 231.7,261.7 231.4,261.6 231.2,261.5 
							230.9,261.3 230.9,261 230.7,260.9 230.5,260.6 230.5,260.4 230.4,260.1 230.4,259.8 230.5,259.6 230.6,259.2 230.6,259 
							230.8,258.8 230.9,258.5 231.2,258.2 231.4,258 231.7,257.8 231.9,257.5 232.2,257.4 232.5,257.2 232.8,257.1 233.2,256.9 
							233.5,256.8 233.9,256.7 234.2,256.7 234.6,256.6 234.9,256.6 235.2,256.7 235.6,256.7 235.8,256.8 236.2,256.9 236.4,257 
							236.7,257.2 236.9,257.3 237.1,257.5 237.2,257.8 237.4,258 237.6,258.2" class="st1"></polygon>
						<polyline points="236,257.1 236.4,257.2 236.5,257.3 236.8,257.5 237,257.6" class="st1"></polyline>
						<polyline points="236.2,255.4 237.2,255.5 237.2,255.6" class="st1"></polyline>
						<polyline points="234.8,256.8 235.2,256.8 235.5,256.9" class="st1"></polyline>
						<polyline points="237.3,255.6 237.3,255.5 235.6,255.4" class="st1"></polyline>
						<polyline points="240.2,257.5 240.3,257.1 238.5,255.9" class="st1"></polyline>
						<polyline points="241,258.1 241.2,260.1 240.6,261.1" class="st1"></polyline>
						<polyline points="240.9,258.1 241.2,260.1 240.6,261.1" class="st1"></polyline>
						<polyline points="240.8,261.3 239.4,263.2 238.5,264.8" class="st1"></polyline>
						<polyline points="240.9,261.3 239.5,263.4 238.5,264.9" class="st1"></polyline>
						<line y2="264" x2="238.2" y1="263.6" x1="238.4" class="st1"></line>
						<polyline points="238.8,263.1 238.4,264.3 235.9,265.5" class="st1"></polyline>
						<polyline points="235.5,266.6 235.4,266.3 235.4,266.3 235.4,266.2 235.3,266.1 235.4,266.1 235.7,266 
							235.9,266.1 235.9,266.1 236,266.2 236,266.3 236.1,266.6" class="st1"></polyline>
						<line y2="266.6" x2="236.3" y1="266.4" x1="236.2" class="st1"></line>
						<line y2="265.3" x2="235.8" y1="264.2" x1="238.2" class="st1"></line>
						<line y2="266.3" x2="236" y1="266.2" x1="236.1" class="st1"></line>
						<polyline points="236.2,266.2 236.1,266.2 236,266.2" class="st1"></polyline>
						<polyline points="235.7,266 235.7,266 235.3,265" class="st1"></polyline>
						<polyline points="236.2,266.3 236.2,266.2 236.1,266.1 236,266.1 235.9,266 235.7,266 235.4,266.1 235.3,266.1 
							235.2,266.3 235.2,266.4 235.2,266.5" class="st1"></polyline>
						<polyline points="235.4,266.3 235.2,266.4 235.2,266.5" class="st1"></polyline>
						<polyline points="235.4,266.1 235.4,266.1 234.7,265.2" class="st1"></polyline>
						<polyline points="235.2,266.5 235.2,266.5 234.3,265.7 231.7,265.6" class="st1"></polyline>
						<polyline points="235.3,266.8 235.3,266.7 235.2,266.5 234.3,265.8 231.6,265.7" class="st1"></polyline>
						<line y2="265" x2="230.8" y1="265.3" x1="231.6" class="st1"></line>
						<polyline points="231.6,265.8 230.3,265.2 228.5,263.9" class="st1"></polyline>
						<polyline points="231.6,265.8 230.3,265.3 228.5,264" class="st1"></polyline>
						<polyline points="228.2,260 228.1,259.8 229.4,257.9" class="st1"></polyline>
						<polyline points="228.2,260 228,259.8 229.4,257.8" class="st1"></polyline>
						<polyline points="228.6,263.3 228,262.9 227.7,261" class="st1"></polyline>
						<polyline points="227.7,261 227.9,263.1 228.6,263.5" class="st1"></polyline>
						<polyline points="241.7,264.1 241.2,264 240.6,263.8 240.1,263.6 239.7,263.5 239.5,263.4 239.4,263.2 
							239.3,263.1 239.1,263.1 239,263.1 238.8,263.1 238.4,263.6 238,263.8 237.7,264.1 236.9,264.5 236.1,264.8 235.6,264.9 
							235.3,265 234.7,265.2 234.2,265.2 233.8,265.3 233.4,265.3 233,265.3 232.5,265.2 232.1,265.2 231.8,265.1 231.3,265.1 
							230.8,265 230.7,264.9 230.5,265 230.4,265.1 230.3,265.2 230.3,265.3 230.1,265.6 230,265.8 229.6,266.2 229.1,266.6 
							228.7,266.9" class="st1"></polyline>
						<polyline points="240,258.1 240.1,258.4 240.2,258.9 240.2,259.4 240.2,259.8 240.1,260.2 239.9,260.7 
							239.7,261.1 239.4,261.6 239.1,262 238.7,262.4 238.3,262.8 237.8,263.1 237.4,263.4 236.9,263.8 236.3,264 235.7,264.2 
							235.2,264.3 234.6,264.5 234,264.6 233.4,264.6 232.9,264.6 232.3,264.6 231.8,264.5 231.3,264.4 230.8,264.2 230.3,264 
							229.8,263.8 229.6,263.4 229.2,263.1 228.9,262.8 228.7,262.4 228.5,262.1" class="st1"></polyline>
						<polyline points="240.1,257.2 240.2,257.2 240.3,257.1 240.4,257.1 240.6,257.1 240.8,257 241,256.8 241.3,256.8 
							241.5,256.5" class="st1"></polyline>
						<polyline points="228.6,262.1 228.7,262.5 228.9,262.9 229.2,263.2 229.6,263.5 229.9,263.9 230.3,264.1 
							230.8,264.3 231.3,264.4 231.8,264.6 232.4,264.7 232.9,264.7 233.4,264.8 234,264.6 234.6,264.6 235.2,264.5 235.8,264.3 
							236.4,264.1 236.9,263.9 237.4,263.5 237.9,263.2 238.3,262.9 238.7,262.5 239.1,262.1 239.4,261.6 239.7,261.2 239.9,260.8 
							240.1,260.3 240.2,259.9 240.3,259.4 240.3,259 240.2,258.6 240,258.1" class="st1"></polyline>
						<polyline points="228.3,262.9 228.2,262.9 228.1,262.9 228,262.9 227.9,263.1 227.7,263.2 227.4,263.3 227,263.5 
							226.6,263.7 226.3,263.7" class="st1"></polyline>
						<polyline points="228.3,259.6 228.2,260 228,260.4 227.9,260.6 227.9,260.8 227.8,260.9 227.7,261 227.7,261 
							227.4,261.2 227.2,261.4 226.9,261.9 226.5,262.3 226.2,262.8 226.3,263.7 228.3,264.4" class="st2"></polyline>
						<line y2="262.9" x2="228.4" y1="262.9" x1="228.3" class="st2"></line>
						<polyline points="231.8,267 231.6,267.1 228.7,266.9 227.9,266.4 228,265.7 228.1,265.2 228.2,264.6 228.3,264.3 
							228.5,264 228.5,263.9 228.6,263.8 228.7,263.7 228.6,263.5 228.6,263.3" class="st2"></polyline>
						<polyline points="230.6,257 230.2,257.4 229.8,257.7 229.5,258.1 229.2,258.5 228.9,259 228.7,259.4 228.5,259.8 
							228.4,260.2 228.3,260.8 228.3,261.2 228.3,261.6 228.5,262.1 228.6,262.1" class="st2"></polyline>
						<line y2="257.1" x2="230.5" y1="257.2" x1="230.4" class="st2"></line>
						<line y2="257.1" x2="230.5" y1="257.2" x1="230.4" class="st2"></line>
						<line y2="257.5" x2="229.9" y1="257.8" x1="229.6" class="st2"></line>
						<polyline points="230.5,257.1 230.4,257.1 230.4,257.2 229.9,257.5 229.8,257.7 229.6,257.7 229.5,257.8 
							229.4,257.9 229.4,257.8 229.2,257.8 229,258 228.6,258.2 228.1,258.5 227.7,258.9 227.1,259.7 227.2,259.8 228,260.4 
							228,260.8 227.9,261.1 228,261.4 227.9,261.7 228,262.1 228.1,262.4 228.2,262.7 228.4,262.9 228.6,263.3 228.8,263.7 
							229,263.8 229.3,264 229.6,264.3 229.8,264.5 230.2,264.6" class="st2"></polyline>
						<polyline points="231.5,265.2 231.6,265.3 231.6,265.5 231.7,265.6 231.6,265.7 231.6,266 231.7,266.3 
							231.8,266.9 232,267.5 232.3,268 233.5,268 234.6,267.8 235,267.3 235.2,267.1 235.3,266.8 235.3,266.8 235.5,266.6 
							235.8,266.6 236.1,266.6 236.3,266.5 236.3,266.6 236.4,266.8 236.7,266.9 237.2,267.3 237.6,267.1 238.6,266.6 238.6,266 
							238.7,265.4 238.5,264.8 238.4,264.5 238.4,264.3 238.2,264.2 238.2,264 238.2,263.8 238.2,263.7" class="st2"></polyline>
						<polyline points="239.4,262.7 239.6,262.3 239.9,262.1 240.1,261.8" class="st2"></polyline>
						<polyline points="241.6,262 243.2,260 243.1,259.2 242.6,258.8 242.1,258.5 241.5,258.3 241.3,258.1 241,258.1 
							240.9,258.1 240.7,258.1 240.6,258 240.5,257.9 240.3,257.8" class="st2"></polyline>
						<polyline points="240.9,258.1 241.5,256.5 240.7,256 240.1,255.8 239.6,255.8 239.1,255.8 238.8,255.8 
							238.6,255.8 238.5,255.9 238.4,255.9 238.2,255.9 238.1,255.9 237.9,255.8" class="st2"></polyline>
						<line y2="255.8" x2="237.9" y1="255.9" x1="238.2" class="st2"></line>
						<polyline points="237.2,255.5 237.2,255.5 237.3,255.6 237.4,255.6" class="st2"></polyline>
						<polyline points="236.2,254.9 237.1,255 237.2,255.1 237.4,255.1 237.3,255.4 237.3,255.7" class="st2"></polyline>
						<polyline points="235.5,255.4 235.6,255.5 236.2,255.5 236.8,255.6 237.3,255.7 237.8,255.9 238.3,256.1 
							238.6,256.4 239,256.7 239.4,257 239.6,257.3 239.8,257.7 240,258.1 240,258.1" class="st2"></polyline>
						<polyline points="240.1,257.4 240,257.3 240.1,257.2" class="st2"></polyline>
						<line y2="258.1" x2="240.5" y1="257.8" x1="240.3" class="st2"></line>
						<polyline points="240.3,261.4 240.4,261.1 240.5,260.7 240.7,260.2 240.7,259.9 240.7,259.6 240.8,259.3 
							240.8,259 240.7,258.7 240.6,258.3 240.5,258 240.3,257.8 240.1,257.4 240,257.1 239.7,256.9 239.4,256.7 239.2,256.4 
							238.9,256.3 238.5,256.1 238.2,255.9 237.9,255.8 237.4,255.6 237,255.6 236.6,255.5 236.2,255.4 235.8,255.5 235.6,255.4" class="st2"></polyline>
						<line y2="260.2" x2="240.7" y1="260.1" x1="240.8" class="st2"></line>
						<polyline points="240.5,260.7 240.6,260.9 240.6,261 240.6,261.2 240.8,261.3 240.9,261.3 241.1,261.5 
							241.4,261.7 241.7,262.1 242.1,262.7 242.3,263.2 241.7,264.1 239.9,265.3 239.2,265.3 238.8,265.3 238.6,265.3" class="st2"></polyline>
						<polyline points="236.1,266.2 236.2,266.2 236.2,266.3" class="st2"></polyline>
						<polyline points="235.8,265.3 236.2,266.2 236.2,266.3 236.2,266.4" class="st2"></polyline>
						<polyline points="235.2,266.5 235.2,266.5 235.4,266.3" class="st2"></polyline>
						<polyline points="229.9,257.5 229.3,258 229,258.5 228.6,259.1 228.3,259.6 228.2,260" class="st2"></polyline>
						<polyline points="228.2,259.8 228.2,259.9 228.2,260" class="st2"></polyline>
						<polyline points="237.1,258.6 237.1,258.8 237.2,259.1 237.2,259.2 237.2,259.5 237.2,259.7 237,260 236.9,260.2 
							236.7,260.4 236.7,260.6 236.4,260.9 236.2,261.1 236,261.2 235.7,261.4 235.5,261.5 235.2,261.6 234.9,261.8 234.6,261.9 
							234.3,262 234,261.9 233.7,262 233.4,262 233.1,262 232.9,261.9 232.6,261.9 232.3,261.8 232.1,261.6 231.8,261.6 
							231.7,261.4 231.6,261.3 231.4,261 231.2,260.8 231.2,260.6" class="st2"></polyline>
						<polyline points="236.3,261 236,261 235.7,261.1 235.4,261 235.1,261.1 234.8,261.2 234.6,261.3 234.3,261.4 
							234,261.5 233.7,261.6 233.5,261.8 233.3,261.9 233.2,262" class="st2"></polyline>
					</g>
					<g id="ID_1209">
						<line y2="287.2" x2="249.6" y1="286.7" x1="249.4" class="st1"></line>
						<polyline points="246.7,288.1 246.6,287.9 246.4,287.7 246.4,287.5 246.1,287.4 246,287.2 245.7,287.1 
							245.5,286.9 245.3,286.9 244.9,286.9 244.7,286.7 244.4,286.7 244.1,286.7 243.8,286.8 243.5,286.8 243.2,286.9 242.9,287 
							242.5,287.1 242.2,287.2 242,287.3 241.7,287.5 241.5,287.7 241.3,287.9 241,288.1 240.9,288.4 240.7,288.6 240.6,288.8 
							240.6,289.1 240.5,289.3 240.5,289.5 240.5,289.8 240.5,290 240.6,290.2" class="st1"></polyline>
						<line y2="286.7" x2="249.4" y1="286.3" x1="249.3" class="st1"></line>
						<polyline points="248.1,290.8 248.4,290.4 248.7,289.9 249.1,289.5 249.2,289 249.4,288.6 249.5,288.1 
							249.6,287.6 249.6,287.2" class="st1"></polyline>
						<polyline points="247.6,291.2 247.1,291.6 246.6,291.9 246,292.2 245.5,292.4 244.9,292.7 244.4,292.8 243.7,293 
							243.1,293.1 242.5,293.1 242,293.1 241.3,293.1 240.8,292.9 240.2,292.9 239.8,292.7 239.3,292.4 238.8,292.2 238.4,291.9 
							238,291.6 237.7,291.2 237.5,290.8 237.3,290.5" class="st1"></polyline>
						<polyline points="243.8,283.5 244.2,283.5 244.8,283.6 245.4,283.6 245.9,283.7 246.5,283.8 247,284 247.4,284.2 
							247.9,284.5 248.3,284.8 248.7,285.1 249,285.5 249.2,285.8 249.3,286.3 249.4,286.4 249.5,286.9 249.6,287.3 249.6,287.8 
							249.5,288.2 249.5,288.7 249.3,289.1 249.1,289.6 248.8,290.1 248.4,290.5 248.1,290.9 247.6,291.3 247.2,291.6 246.6,292 
							246.1,292.3 245.5,292.5 245,292.8 244.4,292.9 243.7,293.1 243.2,293.1 242.6,293.2 242,293.2 241.4,293.2 240.8,293.1 
							240.3,293 239.8,292.8 239.3,292.6 238.8,292.3 238.4,292 238.1,291.7 237.9,291.3 237.5,290.9 237.3,290.6 237.3,290.5 
							237.2,290 237.1,289.5 237.1,289.1 237.2,288.6 237.3,288.1 237.5,287.6 237.7,287.2 238,286.8 238.4,286.3 238.7,285.9 
							239.2,285.5 239.6,285.2 240.1,284.8 240.2,284.7" class="st2"></polyline>
						<polyline points="246.7,288.1 246.8,288.3 246.7,288.6 246.8,288.7 246.8,289.1 246.7,289.3 246.6,289.5 
							246.5,289.7 246.4,290 246.1,290.2 246,290.4 245.7,290.6 245.5,290.8 245.3,290.9 245,291.1 244.7,291.2 244.5,291.3 
							244.1,291.4 243.8,291.5 243.5,291.5 243.2,291.6 242.9,291.6 242.6,291.5 242.3,291.5 242,291.5 241.8,291.3 241.6,291.3 
							241.3,291.1 241.1,291 240.9,290.8 240.8,290.6 240.7,290.4 240.6,290.2" class="st2"></polyline>
						<polyline points="240.6,290.2 240.5,290.1 240.6,289.9 240.5,289.6 240.5,289.4 240.6,289.2 240.6,288.9 
							240.8,288.7 240.9,288.5 241.1,288.2 241.3,288 241.6,287.9 241.7,287.7 242,287.4 242.3,287.4 242.5,287.2 242.9,287.1 
							243.2,287 243.5,286.9 243.8,286.9 244.1,286.9 244.4,286.8 244.7,286.9 245,287 245.3,287 245.5,287 245.7,287.2 246,287.3 
							246.1,287.5 246.4,287.6 246.5,287.8 246.6,288 246.7,288.1" class="st2"></polyline>
						<polyline points="248.1,290.8 247.6,291.1 247.6,291.2" class="st2"></polyline>
					</g>
					<g id="ID_1202">
						<polyline points="234.5,250.3 234.3,250 234.3,249.9 234.1,249.7 234,249.5 233.8,249.4 233.5,249.2 233.3,249.1 
							233,249 232.7,249 232.5,249 232.2,248.9 231.9,248.9 231.6,248.9 231.3,249 231,249.1 230.7,249.2 230.4,249.2 230,249.4 
							229.8,249.5 229.6,249.7 229.3,249.9 229.1,250.1 228.9,250.3 228.8,250.5 228.6,250.7 228.5,251 228.4,251.2 228.3,251.5 
							228.3,251.7 228.3,252 228.3,252.2 228.3,252.4" class="st1"></polyline>
						<polyline points="237.7,250.1 237.9,250.4 237.9,251 237.9,251.5 237.8,251.9 237.8,252.3 237.6,252.8 
							237.4,253.3 237.1,253.8 236.7,254.2 236.4,254.6 235.9,255 235.5,255.3 234.9,255.7 234.4,255.9 233.8,256.3 233.3,256.4 
							232.7,256.6 232,256.8 231.5,256.8 230.9,256.9 230.3,256.9 229.7,256.9 229.1,256.7 228.6,256.7 228.1,256.5 227.6,256.2 
							227.1,256 226.8,255.7 226.4,255.4 226.1,254.9 225.8,254.6 225.7,254.2" class="st1"></polyline>
						<polygon points="237.8,250.2 237.9,250.6 237.9,251.1 238,251.6 237.9,252 237.8,252.4 237.6,252.9 237.4,253.4 
							237.1,253.9 236.7,254.3 236.4,254.7 235.9,255.1 235.5,255.4 235,255.8 234.4,256.1 233.9,256.4 233.3,256.5 232.7,256.7 
							232.1,256.9 231.6,257 230.9,257.1 230.3,257 229.7,257 229.1,256.9 228.6,256.8 228.1,256.6 227.7,256.4 227.2,256.1 
							226.8,255.8 226.4,255.5 226.2,255.1 225.9,254.8 225.8,254.3 225.7,254.2 225.6,253.7 225.5,253.3 225.5,252.8 225.6,252.4 
							225.6,252 225.8,251.5 226.1,251 226.3,250.5 226.7,250.1 227,249.7 227.5,249.3 227.9,249 228.5,248.6 229,248.3 229.6,248 
							230.1,247.9 230.8,247.7 231.4,247.5 232,247.4 232.6,247.3 233.2,247.3 233.7,247.4 234.3,247.5 234.8,247.6 235.4,247.8 
							235.9,248 236.3,248.3 236.7,248.6 237,248.9 237.3,249.2 237.6,249.7 237.7,250.1" class="st2"></polygon>
						<polyline points="234.5,250.3 234.6,250.5 234.6,250.7 234.6,250.9 234.6,251.2 234.5,251.4 234.4,251.7 
							234.3,251.9 234.2,252.2 234,252.3 233.8,252.6 233.6,252.7 233.4,252.9 233.1,253.1 232.8,253.2 232.6,253.4 232.3,253.5 
							232,253.6 231.6,253.7 231.3,253.8 231,253.7 230.7,253.7 230.5,253.7 230.1,253.7 229.8,253.6 229.6,253.5 229.4,253.5 
							229.1,253.3 229,253.1 228.7,253 228.6,252.7 228.5,252.5 228.3,252.4" class="st2"></polyline>
						<polyline points="228.4,252.4 228.4,252.3 228.4,252.1 228.4,251.8 228.3,251.6 228.5,251.3 228.5,251.1 
							228.7,250.8 228.8,250.6 229,250.5 229.1,250.2 229.4,250 229.6,249.9 229.8,249.7 230.1,249.5 230.4,249.3 230.7,249.3 
							231,249.2 231.3,249.1 231.6,249 231.9,249 232.2,249.1 232.5,249.1 232.9,249.1 233.1,249.1 233.3,249.3 233.6,249.3 
							233.8,249.5 234,249.6 234.2,249.8 234.3,250 234.4,250.2 234.5,250.4" class="st2"></polyline>
					</g>
					<g id="ID_1196">
						<line y2="247.1" x2="155.8" y1="247.2" x1="156.9" class="st1"></line>
						<line y2="247" x2="155.4" y1="246.9" x1="155.3" class="st1"></line>
						<polyline points="156.9,249.2 157,249.2 157.1,249.3 157.2,249.5 157.3,249.8 157.3,250.1 157.4,250.4 
							157.4,250.7 157.4,251 157.3,251.4 157.3,251.8 157.1,252.1 157,252.3 157,252.6 156.8,252.7 156.6,252.9 156.5,252.9" class="st1"></polyline>
						<polyline points="153.5,238.9 153.7,238.8 153.7,239 153.9,239.2 153.9,239.4 154,239.7 154,240 154.1,240.3 
							154,240.6 154,241 154,241.4 153.8,241.7 153.7,241.9 153.6,242.2 153.5,242.3 153.3,242.5 153.1,242.5" class="st1"></polyline>
						<line y2="238.1" x2="150.6" y1="238.3" x1="152.4" class="st1"></line>
						<polyline points="152.2,246.4 152.1,246.2 152.9,245.5 153,245.6 153.3,245.5" class="st1"></polyline>
						<polyline points="153.9,251.7 154.8,251.6 154.8,251.1 154.9,250.5" class="st1"></polyline>
						<polyline points="155.2,249.6 154,250 153.4,250.2 152.8,250.3" class="st1"></polyline>
						<polyline points="153.3,236.9 153,237.2 152.8,237.4 152.6,237.9 152.4,238.3 152,239.2 151.6,239.8 151.2,240.2 
							150.7,240.4 150.2,240.5 149.8,240.5" class="st1"></polyline>
						<line y2="240.4" x2="149.7" y1="240.5" x1="150.2" class="st1"></line>
						<line y2="240.3" x2="149.4" y1="240.4" x1="150.7" class="st1"></line>
						<line y2="258.9" x2="149.9" y1="258.6" x1="150" class="st1"></line>
						<polyline points="146.7,246.5 146.6,246.3 146.4,246 145.7,243.8 145.9,242.9 145.9,241.5 146.1,240.9 
							146.2,240.3 146.4,239.7 147.1,238.6 148,237.8" class="st1"></polyline>
						<line y2="239.5" x2="144.6" y1="239.7" x1="146.4" class="st1"></line>
						<polyline points="152.6,266.9 152.8,266.5 153.7,266.7 153.6,267.1 153.6,267.8" class="st1"></polyline>
						<polyline points="153.7,268.6 152.6,268.1 152.1,267.9 151.4,267.9" class="st1"></polyline>
						<line y2="241.9" x2="144.1" y1="242.2" x1="145.9" class="st1"></line>
						<polyline points="148.4,257.1 148.9,257.3 149.4,257.5 149.8,257.9 149.9,258.2 150,258.6" class="st1"></polyline>
						<polyline points="149.9,258.9 149.7,259.3 149.4,259.6 149.1,259.8 148.6,259.9 148.2,260 147.7,259.9" class="st1"></polyline>
						<polyline points="151.1,273.4 150.9,273.3 150.7,273.6 150.1,272.8" class="st1"></polyline>
						<polyline points="150.6,276.5 150.8,276.6 150.9,276.7 150.9,276.8 151,277 151.1,277.3 151.1,277.6 151.2,278 
							151.1,278.3 151,278.8 151,279.1 150.9,279.3 150.8,279.7 150.6,279.9 150.6,280.1 150.4,280.2 150.3,280.2" class="st1"></polyline>
						<line y2="264.6" x2="144.8" y1="263.8" x1="144.9" class="st1"></line>
						<polyline points="142.6,251.4 142.7,251.5 142.8,251.6 142.9,251.8 142.9,252 143,252.3 143.1,252.6 143.1,253 
							143.1,253.3 143,253.7 143,254 142.8,254.3 142.7,254.6 142.5,254.8 142.5,255 142.3,255 142.1,255.1" class="st1"></polyline>
						<polyline points="149.8,282.2 149.5,282.1 149.4,281.8 149.3,281.4 149.1,281.1 148.9,280.3 148.5,279.8 
							148.1,279.5" class="st1"></polyline>
						<polyline points="143.6,255.4 143.7,255.5 143.8,256.2 143.8,257 143.8,257.8 143.6,258.5 143.7,259.3 
							143.5,260.1 143.3,260.9 143.2,261.6 143,262.3 142.8,263.1 142.7,263.2" class="st1"></polyline>
						<line y2="280.8" x2="147.3" y1="281.1" x1="149.1" class="st1"></line>
						<polyline points="146.4,246 145.8,246.9 145,247.9" class="st1"></polyline>
						<polyline points="147.1,246.4 147,246.5 146.7,246.5" class="st1"></polyline>
						<polyline points="148.8,244.9 149.2,245.2 149.7,245.8 150,246.4 150.4,247.2 150.6,247.9 151,248.7 151.2,249.6 
							151.4,250.6 151.5,251.6 151.6,252.7 151.7,254 151.7,255.1 151.8,256.3 151.8,257.6 151.7,258.8 151.5,260 151.3,261.3 
							151.1,262.5 151,263.8 150.7,265 150.3,266.1 150,267.3 149.7,268.3 149.3,269.3 149,270.2 148.5,271.1 148.1,271.9 
							147.6,272.6 147.1,273.2 146.6,273.8 146.2,274.2 145.7,274.5 145.4,274.6" class="st1"></polyline>
						<line y2="274.4" x2="145" y1="273.7" x1="144.5" class="st1"></line>
						<polyline points="148.1,245.3 148.5,245.6 148.9,246.1 149.3,246.8 149.7,247.6 150,248.5 150.2,249.5 
							150.5,250.7 150.8,251.8 150.9,253.1 151,254.5 151,255.8 151,257.3 150.8,258.7 150.7,260.1 150.6,261.5 150.3,262.9 
							150,264.4 149.6,265.7 149.2,267 148.8,268.2 148.4,269.3 148,270.4 147.4,271.4 146.9,272.1 146.3,272.8 145.8,273.4 
							145.3,273.8 144.8,274" class="st1"></polyline>
						<polyline points="145,274.4 144.8,274.4 144.6,274.5" class="st1"></polyline>
						<polyline points="147.7,245.7 148.1,246.1 148.6,246.9 149.1,247.8 149.5,249 149.8,250.2 150.1,251.6 
							150.2,253.2 150.3,254.9 150.4,256.5 150.2,258.3 150.1,260.1 149.8,261.8 149.6,263.6 149.2,265.2 148.7,266.8 148.2,268.2 
							147.6,269.6 147,270.8 146.4,271.8 145.7,272.6 145,273.3 144.4,273.6" class="st1"></polyline>
						<polyline points="144.2,275.1 143.6,273.9 143.4,273.4 143.1,272.7" class="st1"></polyline>
						<line y2="260.4" x2="141.6" y1="260.3" x1="139.8" class="st1"></line>
						<line y2="261.8" x2="141.4" y1="261.6" x1="139.7" class="st1"></line>
						<polyline points="139.8,258.8 139.7,260.6 139.5,262.7 139.5,262.9" class="st1"></polyline>
						<polyline points="152.9,245.5 152.3,244.8 151.7,244.4 150.8,244.1 150.1,244 149.4,244.3 148.7,244.7" class="st1"></polyline>
						<polyline points="150.2,244.7 150.9,245 151.5,245.4 152.1,246.2" class="st1"></polyline>
						<polyline points="151.7,246.9 152.1,246.5 152.2,246.4" class="st1"></polyline>
						<polyline points="155.3,268.4 155.4,268.4 155.6,268.4 155.7,268.2 155.8,268 156,267.7 156.1,267.4 156.2,267.1 
							156.2,266.6 156.2,266.3 156.2,266 156.1,265.7 156.1,265.4 156,265.1 155.9,264.9 155.8,264.9 155.7,264.8" class="st1"></polyline>
						<polyline points="153.6,267.8 153.6,268.2 153.7,268.6 154.4,270.7" class="st1"></polyline>
						<polyline points="151.5,247.1 151.3,247.4 151.4,247.9 151.5,248.3 151.7,248.8 151.9,249.2 152.4,249.8 
							152.8,250.3 153.5,250.9 153.7,251.4 153.9,251.7 154.1,253.4 154.2,255.3 154.1,257 154,259 153.9,260.9 153.6,262.9 
							153.2,264.8 152.8,266.5" class="st1"></polyline>
						<polyline points="156.6,247.2 156.9,247.2 157.1,247.1" class="st1"></polyline>
						<polyline points="154.9,250.5 155.1,250.1 155.2,249.6 156.2,247.2" class="st1"></polyline>
						<polyline points="153.7,266.7 154.1,264.8 154.5,263 154.8,261 155,259 155.1,257.1 155.1,255.1 155,253.4 
							154.8,251.6" class="st1"></polyline>
						<polyline points="149.7,271.3 149.5,270.8 149.6,270.4 149.8,269.8 150.1,269.3 150.4,268.8 150.9,268.4 
							152.2,267.3 152.6,266.9" class="st1"></polyline>
						<polyline points="146.4,275.2 147.2,275.2 147.8,274.9 148.6,274.4 149.3,273.8 150.1,272.8 150.2,272.5 
							150.1,272.2 149.9,271.6" class="st1"></polyline>
						<polyline points="145,274.4 145.6,275.2 146.3,275.6 146.9,275.8 147.7,275.9 148.4,275.7 149.3,275.2 150,274.5 
							150.7,273.6" class="st1"></polyline>
						<polyline points="144.5,283 143.8,282.4 143.1,281.5 143.1,281 143,280.4 143,279.8 143.1,278.4 143.2,277.6 
							144.2,275.1 144.4,274.8 144.6,274.5" class="st1"></polyline>
						<polyline points="135.2,250.8 134.9,251.2 134.6,251.7" class="st1"></polyline>
						<line y2="279" x2="141.2" y1="279.2" x1="143.1" class="st1"></line>
						<line y2="246" x2="140.9" y1="246.3" x1="142.6" class="st1"></line>
						<line y2="247.1" x2="140.4" y1="247.3" x1="142.2" class="st1"></line>
						<polyline points="140.3,247.6 139.9,248.2 139.5,248.9 139.1,249.6 138.8,250.4 138.4,251.2 138,252.2 
							137.8,253.1 137.5,254.1 137.3,255.2 137,256.4 136.8,257.4 136.7,258.5" class="st1"></polyline>
						<polyline points="140.4,246.9 140,247.4 139.6,247.8 139.3,248.4 138.8,249 138.5,249.7 138.1,250.5 137.8,251.4 
							137.4,252.3 137.2,253.2 136.9,254.2 136.7,255.2 136.4,256.3 136.3,257.4 136.2,258.4" class="st1"></polyline>
						<polyline points="140.5,246.8 140.3,247 139.9,247.3 139.5,247.8 139.2,248.4 138.7,249.1 138.4,249.8 138,250.5 
							137.7,251.4 137.3,252.2 137.1,253.2 136.8,254.2 136.6,255.2 136.3,256.2 136.2,257.3 136,258.4" class="st1"></polyline>
						<polyline points="139.7,247.2 139.3,247.6 138.9,248 138.5,248.5 138.1,249.1 137.7,249.9 137.4,250.7 
							137.1,251.5 136.7,252.4 136.5,253.3 136.2,254.2 135.9,255.2 135.8,256.3 135.5,257.3 135.4,258.3" class="st1"></polyline>
						<line y2="265.8" x2="138.7" y1="266.1" x1="140.4" class="st1"></line>
						<line y2="256.4" x2="141.2" y1="256.2" x1="139.4" class="st1"></line>
						<polyline points="138.9,265.3 139,264.9 138.9,263.8 138.9,262.8 138.9,261.6 139,260.6 139.1,259.4 139.3,258.3 
							139.4,257.2 139.5,256.5" class="st1"></polyline>
						<line y2="254.1" x2="139.1" y1="254.4" x1="140.9" class="st1"></line>
						<line y2="250.1" x2="141.8" y1="249.9" x1="140.1" class="st1"></line>
						<line y2="249.4" x2="142.8" y1="249.2" x1="140.9" class="st1"></line>
						<polyline points="139.4,253.1 139.5,252.5 140,251.1 140.1,251" class="st1"></polyline>
						<polyline points="138.3,267 138.2,266 138.1,264.5 138,263.1 138.1,261.5 138.2,260 138.4,258.5 138.6,256.8 
							138.9,255.3 139.1,254.4" class="st1"></polyline>
						<line y2="268.1" x2="138" y1="268.3" x1="139.8" class="st1"></line>
						<line y2="282.5" x2="142.4" y1="282.6" x1="142.7" class="st1"></line>
						<line y2="281.4" x2="141.3" y1="281.5" x1="143.1" class="st1"></line>
						<polyline points="135.6,258.4 135.4,258.3 135.3,258.5 135,258.7" class="st1"></polyline>
						<line y2="250.4" x2="135.5" y1="250.8" x1="135.2" class="st1"></line>
						<polyline points="134.6,251.7 134.2,252.3 134,252.9 133.7,253.6 133.5,254.3" class="st1"></polyline>
						<polyline points="143,268.4 143.2,268.1 143.6,267.5 143.9,266.9 144.1,266.1 144.5,265.4 144.8,264.6" class="st1"></polyline>
						<polyline points="144,248.6 144.3,248.8 144.5,249.2 144.8,249.6 145,250.2 145.3,250.7 145.5,251.4 145.6,252.1 
							145.8,252.9 145.9,253.7 145.9,254.5 145.9,255.4 146,256.3 146,257.3 145.9,258.2 145.8,259.2 145.7,260.1 145.6,261.1 
							145.4,262 145.2,262.9 144.9,263.8" class="st1"></polyline>
						<polyline points="142.2,271.3 142.6,271.6 143,272.2 143.3,272.6 143.5,272.9" class="st1"></polyline>
						<polyline points="141,270.7 141.1,270.7 141.2,270.7 141.3,270.4 141.5,270.2 141.6,269.9 141.7,269.6 
							141.8,269.3 141.9,268.9 141.9,268.5 141.9,268.2 141.8,267.9 141.7,267.6 141.7,267.4 141.6,267.2 141.5,267.2 141.4,267.1" class="st1"></polyline>
						<polyline points="143.5,249.1 143.7,249.5 144,250 144.2,250.7 144.4,251.5 144.6,252.4 144.8,253.2 144.9,254.1 
							144.9,255.2 145,256.2 144.9,257.3 144.9,258.4 144.7,259.5 144.6,260.5 144.5,261.6 144.2,262.6 144,263.6 143.7,264.6 
							143.4,265.5 143,266.3 142.8,266.7" class="st1"></polyline>
						<polyline points="140.3,248.5 140.5,248.9 140.8,249.1 140.9,249.2" class="st1"></polyline>
						<polyline points="147.2,243.4 147.3,243.3 147.5,243.3 147.6,243.1 147.7,242.9 147.9,242.6 148,242.3 148,242 
							148.1,241.6 148.1,241.3 148.2,240.9 148,240.6 148,240.4 147.9,240.1 147.9,239.9 147.7,239.8 147.6,239.7" class="st1"></polyline>
						<polyline points="142.2,248.2 142.2,247.9 142.2,247.6 142.2,247.3 142.4,246.7 142.6,246.3 142.9,245.9 
							143.3,245.5 143.6,245.1 144,244.7 144.8,244.2 145.7,243.8" class="st1"></polyline>
						<polyline points="140.8,272.8 140.5,272.8 140.3,272.6 140.1,272.3 139.9,270.4 139.8,268.3 139.9,267.7 
							140.1,267.1 140.2,266.6 140.4,266.1 140.8,265.2 141.1,264.2 141.3,263 141.4,261.8 141.6,260.4 141.6,259.3 141.6,258.2 
							141.4,257.2 141.2,256.4 141,256 141,255.5 140.9,255 140.9,254.4 141.3,252.2 141.8,250.1 142,249.8 142.3,249.6 
							142.6,249.5 142.8,249.4 143.1,249.3 143.4,249.1" class="st1"></polyline>
						<line y2="272.8" x2="141.6" y1="272.7" x1="141.2" class="st1"></line>
						<polyline points="144.3,281.1 144.4,281.1 144.6,280.9 144.7,280.8 144.9,280.5 144.9,280.3 145.1,280 
							145.2,279.6 145.2,279.3 145.2,279 145.2,278.6 145.2,278.3 145.1,278 145.1,277.8 144.9,277.6 144.8,277.6 144.7,277.5" class="st1"></polyline>
						<polyline points="140.2,273.3 140.1,273.5 140.1,273.9 140.2,274.3 140.5,274.8 140.7,275.2 140.9,275.5 
							141.3,275.9 141.6,276.3 142.3,277 143.2,277.6" class="st1"></polyline>
						<polyline points="138.6,272.5 138.4,272.6 138.4,272.8" class="st1"></polyline>
						<polyline points="136.5,261.2 136.2,261.2 135.9,261.2 135.8,261.1 135.4,261.1 135.2,261.1 135,260.8 
							134.8,260.5" class="st1"></polyline>
						<line y2="274.7" x2="138.7" y1="274.8" x1="140.5" class="st1"></line>
						<line y2="273.7" x2="138.4" y1="273.9" x1="140.1" class="st1"></line>
						<polyline points="136.5,261.2 136.5,262.3 136.5,263.4 136.5,264.4 136.6,265.5 136.7,266.4 136.9,267.4 
							137,268.2 137.3,268.9 137.5,269.7 137.8,270.3 138.2,270.9" class="st1"></polyline>
						<line y2="272.2" x2="138.3" y1="272.3" x1="140.1" class="st1"></line>
						<polyline points="135.9,261.2 135.8,262.3 135.9,263.3 136,264.3 136,265.3 136.2,266.2 136.3,267.1 136.5,267.9 
							136.7,268.6 136.9,269.3 137.3,269.9 137.5,270.5 137.9,270.9 138.2,271.3 138.3,271.3" class="st1"></polyline>
						<polyline points="138.3,271.4 138.1,271.3 137.7,270.9 137.4,270.4 137.1,269.9 136.8,269.3 136.6,268.6 
							136.3,267.8 136.2,267 136.1,266.1 135.9,265.2 135.9,264.2 135.8,263.3 135.8,262.3 135.8,261.1" class="st1"></polyline>
						<polyline points="136.8,270.1 136.6,269.5 136.3,269 136,268.3 135.8,267.5 135.6,266.8 135.5,265.9 135.3,265 
							135.3,264.1 135.2,263 135.2,262.1 135.2,261.1" class="st1"></polyline>
						<line y2="265.7" x2="133.5" y1="266.1" x1="133.7" class="st1"></line>
						<polyline points="133.5,254.3 133.3,255.1 133.1,255.9 132.9,256.7 132.8,257.6 132.7,258.5 132.7,259.3 
							132.6,260.1 132.6,261 132.6,261.8 132.7,262.5 132.8,263.3 132.9,263.9 133.1,264.6 133.2,265.1 133.5,265.7" class="st1"></polyline>
						<polyline points="135.4,267.1 135.1,267.1 134.8,267.1 134.4,267 134.2,266.7 133.9,266.5 133.7,266.1 
							133.5,265.8 133.2,265.4 133,264.9 132.9,264.3 132.7,263.7 132.5,263 132.6,262.3 132.5,261.6 132.5,260.9 132.5,260.1 
							132.5,259.2 132.5,258.4 132.6,257.6 132.8,256.8 132.9,256 133.1,255.2 133.3,254.4 133.6,253.8 133.8,253.1 134.1,252.5 
							134.3,251.9 134.6,251.4 134.9,251 135.2,250.7 135.5,250.4 135.8,250.2 136.2,250 136.5,249.9 136.9,249.8 137.4,249.9" class="st2"></polyline>
						<polyline points="140.5,246.5 140.5,246.6 140.1,246.8 139.7,247.2 138.8,248 138.4,248.4 138,248.9 137.5,249.6 
							137.2,250.3 136.9,251 136.6,251.8 136.2,252.7 135.9,253.6 135.7,254.6 135.4,255.6 135.3,256.6 135.1,257.7 135,258.7 
							135,259.1 135,259.6 134.9,260 134.8,260.5 134.8,261.5 134.8,262.5 134.8,263.5 135,264.5 135,265.3 135.1,266.2 
							135.3,266.9 135.6,267.7 135.8,268.4 136.1,268.9 136.4,269.4 136.8,270.1 137.2,270.6 137.5,270.9 137.7,271.2 138.1,271.5 
							138.3,271.5" class="st2"></polyline>
						<polyline points="138.6,271.3 138.4,269.1 138.1,269.1 138,268.1 138.2,267.4 138.2,266.9 138.5,266.3 
							138.7,265.8 139.1,265 139.3,263.9 139.5,262.8 139.7,261.6 139.8,260.3 139.9,259.1 139.8,258 139.6,257 139.4,256.2 
							139.3,255.8 139.2,255.4 139.1,254.8 139.1,254.1 139.3,253.1 139.6,253.2 140.1,251" class="st2"></polyline>
						<line y2="249.2" x2="140.8" y1="249.1" x1="140.8" class="st2"></line>
						<polyline points="142.2,248.2 142.3,248.5 142.8,248.9 143.4,249.1 144.1,251.3 144.2,251.7 144.2,252.2 
							144.3,252.7 144.2,253.3 143.8,255.1 143.4,257 143,259 142.8,260.9 142.7,262.9 142.7,264.8 142.8,266.6 143,268.3 
							143,268.8 143,269.5 142.8,269.9 142.7,270.4 141.6,272.8 141,272.8 140.5,273 140.3,273.1 140.2,273.3" class="st2"></polyline>
						<polyline points="138.6,272.4 138.4,272.8 138.3,273 138.3,273.3 138.4,273.7 138.4,274.2 138.7,274.7 138.9,275 
							139.1,275.5 139.4,275.9 139.7,276.5 140.3,277.4 140.9,278.4 141.2,279 141.2,279.7 141.3,280.6 141.3,281.4 141.7,281.8 
							141.9,281.8 142.7,282.6" class="st2"></polyline>
						<line y2="282.5" x2="142.4" y1="282.5" x1="142.6" class="st2"></line>
						<polyline points="148.1,279.5 147.7,279.5 147.1,279.5 146.7,279.7 146.2,280.1 145.8,280.8 145.4,281.6 
							145.2,282.1 145,282.5 144.8,282.8 144.5,283 142.7,282.9 142.4,282.5" class="st2"></polyline>
						<polyline points="146.8,279.7 147,280.1 147.3,280.8 147.5,281.3 147.7,281.7 147.8,281.8 148.1,282 149.8,282.2 
							150.7,281.4 151.5,280.2 151.7,279.6 151.9,279.1 151.9,278.5 152,277 152.1,276.2 151.4,274 151.2,273.7 151.1,273.4 
							150.9,273.2 150.3,272.5 150.1,272 149.9,271.6 149.7,271.3" class="st2"></polyline>
						<line y2="271.2" x2="138.4" y1="270.9" x1="138.2" class="st2"></line>
						<line y2="271.1" x2="138.2" y1="271.3" x1="138.6" class="st2"></line>
						<polyline points="141.2,272.7 141,272.8 140.8,272.8 138.9,272.6 138.6,272.5 138.3,272.2 138.2,271.1" class="st2"></polyline>
						<polyline points="146.4,275.2 145.6,274.8 145,274.4 144.5,273.7 144.2,273.5 143.9,273.3 143.1,272.7 
							142.6,272.4 142.2,271.9 142,271.8" class="st2"></polyline>
						<polyline points="141,270.7 140.8,270.8 140.8,270.6 140.6,270.4 140.6,270.2 140.5,269.9 140.5,269.6 
							140.4,269.3 140.5,268.9 140.5,268.6 140.6,268.2 140.7,267.9 140.8,267.7 141,267.4 141.1,267.3 141.2,267.1 141.4,267.1" class="st2"></polyline>
						<polyline points="146.2,247.3 145.9,247.6 145,247.9 144.4,248.3 144,248.6 143.6,249.1 143.4,249.2" class="st2"></polyline>
						<polyline points="146.5,247.1 147.1,246.4 147.9,245.5 148.7,244.7" class="st2"></polyline>
						<polyline points="148,245.3 148.7,244.9 149.5,244.7 150.2,244.7" class="st2"></polyline>
						<polyline points="140.9,249.2 140.7,249.2 140.4,249.4 140.1,249.9 139.9,250.9" class="st2"></polyline>
						<polyline points="146.2,237.9 145.3,239 144.9,239 144.6,239.5 144.4,240.4 144.2,241.3 144.1,241.9 143.8,242.4 
							142.9,243.3 142.2,244.2 141.8,244.6 141.4,245.1 141.1,245.6 140.9,246 140.6,246.5 140.4,247.1 140.3,247.5 140.3,247.8 
							140.2,248.1 140.3,248.5 140.6,249.4" class="st2"></polyline>
						<line y2="251" x2="140.1" y1="250.9" x1="139.9" class="st2"></line>
						<polyline points="145.8,238 146.3,237.5 148,237.8 148.3,237.9 148.4,238.2 148.6,238.4 148.8,238.9 149.1,239.7 
							149.3,240.2 149.8,240.5" class="st2"></polyline>
						<polyline points="149.3,240 149.4,240 149.9,239.7 150.2,238.9 150.6,238.1 150.8,237.6 151.1,237.3 151.3,236.9 
							151.6,236.7 153.3,236.9 154.1,237.5 154.7,238.4 154.9,238.9 154.8,239.6 154.9,240.1 154.7,241.6 154.8,242.4 153.7,244.9 
							153.4,245.2 153.3,245.5 153.1,245.6 152.4,246.2 152.1,246.5" class="st2"></polyline>
						<polyline points="153.1,245.6 153.3,245.9 153.6,246.1 154,246.4 154.3,246.6 155.2,246.9 156.2,247.2 
							156.6,247.2" class="st2"></polyline>
						<polyline points="150.6,272.9 150.7,272.7 151,272.2 151.2,271.8 151.7,271.5 152,271.3 152.4,271.1 153.4,270.9 
							154.4,270.7 154.7,270.5 155.1,270.6 155.3,270.5 155.5,270.3 155.8,270.2 156,269.8 156.6,267.7 157,265.6 157,265 
							156.9,264.5 156.8,263.9 156.7,263.5 156.5,262.7 156.3,261.7 156.2,260.6 156.3,259.5 156.4,258.1 156.6,256.9 156.8,255.8 
							157,254.7 157.4,253.9 157.6,253.4 157.8,252.9 157.9,252.3 158.1,251.6 157.9,249.6 157.7,247.6 157.5,247.3 157.3,247.2 
							157.1,247.1 155.3,246.9 155.2,246.9" class="st2"></polyline>
						<line y2="246.9" x2="151.7" y1="247.1" x1="151.5" class="st2"></line>
						<polyline points="147.6,239.7 147.4,239.8 147.4,239.9 147.2,240.1 147.1,240.3 146.9,240.6 146.9,240.9 
							146.8,241.2 146.8,241.5 146.7,242 146.7,242.3 146.7,242.6 146.8,242.9 146.9,243.1 147,243.2 147.1,243.4 147.2,243.4" class="st2"></polyline>
						<line y2="237.9" x2="146.2" y1="238" x1="145.8" class="st2"></line>
						<polyline points="136.5,261.2 136.7,261.2 136.9,261 137,260.8 137.1,260.6 137.2,260.2 137.2,259.8 137.1,259.5 
							137.1,259.1 136.9,258.9 136.9,258.7 136.7,258.5 136.5,258.5 136.2,258.4 136,258.4 135.6,258.4" class="st2"></polyline>
						<polyline points="144.3,281.1 144.2,281 144.1,281 143.9,280.8 143.9,280.6 143.8,280.3 143.8,280 143.8,279.6 
							143.8,279.3 143.8,279 144,278.6 144.1,278.3 144.2,278 144.3,277.8 144.4,277.7 144.6,277.5 144.7,277.5" class="st2"></polyline>
						<polyline points="142.6,251.4 142.4,251.5 142.3,251.6 142.1,251.8 142,252 141.9,252.3 141.8,252.6 141.7,252.9 
							141.6,253.3 141.6,253.7 141.7,254 141.7,254.3 141.8,254.6 141.8,254.9 142,254.9 142,255.1 142.1,255.1" class="st2"></polyline>
						<polyline points="150.3,280.2 150.2,280.2 150,280.1 149.9,279.9 149.8,279.6 149.7,279.3 149.8,279 149.7,278.7 
							149.8,278.4 149.8,278 149.9,277.6 149.9,277.3 150.1,277.1 150.2,276.8 150.4,276.7 150.5,276.6 150.6,276.5" class="st2"></polyline>
						<polyline points="148.4,257.1 147.8,257.2 147.4,257.3 146.9,257.5 146.6,257.9 146.4,258.3 146.4,258.6 
							146.4,258.9 146.7,259.4 147,259.6 147.4,259.8 147.7,259.9" class="st2"></polyline>
						<polyline points="147.5,257.3 147.5,257.4 147.8,257.6 147.8,257.9 147.9,258.3 147.9,258.6 147.8,258.9 
							147.5,259.2 147.1,259.4 146.9,259.6" class="st2"></polyline>
						<polyline points="155.7,264.8 155.6,264.8 155.4,265 155.3,265.1 155.1,265.4 155,265.6 155,265.9 154.8,266.3 
							154.8,266.6 154.7,267 154.8,267.3 154.8,267.6 154.9,267.9 154.9,268.1 155.1,268.3 155.2,268.5 155.3,268.4" class="st2"></polyline>
						<polyline points="153.5,238.9 153.4,238.9 153.3,238.9 153.1,239.1 153,239.3 152.9,239.7 152.8,239.9 
							152.8,240.3 152.6,240.7 152.6,241 152.6,241.3 152.7,241.7 152.8,241.9 152.8,242.2 152.9,242.4 153,242.4 153.1,242.5" class="st2"></polyline>
						<polyline points="156.5,252.9 156.4,252.8 156.3,252.7 156.1,252.6 156.1,252.3 156,252 156,251.7 156,251.4 
							156,251 156,250.6 156.1,250.3 156.3,250 156.3,249.7 156.4,249.5 156.6,249.3 156.7,249.2 156.9,249.2" class="st2"></polyline>
					</g>
					<g id="ID_1190">
						<line y2="261.1" x2="363.5" y1="262.3" x1="363.9" class="st1"></line>
						<line y2="258.3" x2="362.1" y1="259.1" x1="362.7" class="st1"></line>
						<polyline points="363.5,260.9 363.5,261.1 363.6,263.3 363.7,265.5 363.6,267.7 363.5,269.7 363.4,269.9 
							363.1,270 362.8,269.9 362.3,269.9 362,270.1 361.8,270.1" class="st1"></polyline>
						<polyline points="364.6,264.8 364.6,266.9 364.5,269 364.3,270.9 364.1,272.7 364,273 363.7,273 363.3,272.8 
							362.9,272.8 362.5,272.9 362.3,273 362.3,272.8" class="st1"></polyline>
						<polyline points="355,254.8 355.3,254.7 355.6,254.8" class="st1"></polyline>
						<polyline points="355,254.7 354.6,254.7 354.7,254.8" class="st1"></polyline>
						<line y2="289.5" x2="361.7" y1="289.8" x1="361.6" class="st1"></line>
						<polyline points="364.6,290.1 364.1,290.7 363.7,291.2 363.4,291.5 363,291.5 362.8,291.4 362.6,291.3 362.3,291 
							362,290.9 361.6,290.7 361.5,290.5 361.4,290.3" class="st1"></polyline>
						<line y2="300" x2="362" y1="299.8" x1="361.7" class="st1"></line>
						<polyline points="361.4,301.5 361.1,301.2 360.8,300.7 360.5,300 360.2,299.1 360.1,299 359.9,298.9 359.5,298.9 
							358.8,298.7 358.5,298.7 358.4,298.7" class="st1"></polyline>
						<polyline points="359.6,305.4 359.3,304.7 359.1,303.8 358.9,302.7 358.9,301.5 358.7,301.3 358.5,301.2 
							358.1,301.2 357.4,300.8 357.2,300.8 356.9,300.7" class="st1"></polyline>
						<line y2="308.5" x2="357.7" y1="307.5" x1="358.3" class="st1"></line>
						<polyline points="357.6,308.6 357.7,308.5 357.5,307.4 357.4,306.1 357.3,304.8 357.4,303.2 357.3,303 357,302.9 
							356.7,302.8 355.9,302.4 355.8,302.2 355.6,302.2" class="st1"></polyline>
						<polyline points="360.3,256.1 360.5,256.3 360.8,258.5 361.1,260.8 361.4,263 361.5,265.2 361.5,265.5 
							361.2,265.6 360.8,265.6 360.4,265.7 360.1,265.9 359.9,266" class="st1"></polyline>
						<polyline points="350.4,257.1 350.4,256.9 350.7,256.7" class="st1"></polyline>
						<line y2="264.3" x2="356.5" y1="264.1" x1="356.8" class="st1"></line>
						<polyline points="350.8,256.7 351,256.6 351.4,256.5 354,256.4 354.2,256.4 354.4,256.6 355.3,258.1 356,259.9 
							356.7,261.8 357.5,263.7 357.3,264 357.2,264" class="st1"></polyline>
						<polyline points="358.7,265 358.9,264.7 359.2,264.5 359.6,264.4 360,264.4 360.2,264.3 360.4,264 360,261.7 
							359.5,259.6 359,257.4 358.6,255.4 358.4,255.2 358.2,255.1" class="st1"></polyline>
						<polyline points="352.6,255.4 352.5,255.3 352.9,255.1" class="st1"></polyline>
						<polyline points="357.4,264.5 357.5,264.3 357.9,264 358.3,263.9 358.7,263.8 358.8,263.8 358.9,263.5 
							358.4,261.3 357.8,259.3 357.2,257.3 356.5,255.5 356.3,255.2 356,255.2 353.5,255.2 353.1,255.2 352.9,255.2" class="st1"></polyline>
						<line y2="259.5" x2="346.2" y1="258.4" x1="347" class="st1"></line>
						<polyline points="348.4,259.9 348.4,259.6 348.7,259.2" class="st1"></polyline>
						<polyline points="355.9,264.9 356,264.7 355.1,262.9 354.3,261.4 353.2,259.9 352.3,258.7 352.2,258.5 
							351.8,258.5 349.4,258.9 349,259 348.7,259.2" class="st1"></polyline>
						<line y2="265.3" x2="355" y1="265.4" x1="354.8" class="st1"></line>
						<polyline points="346.8,262.5 346.4,263.1 346.5,263.4 346.6,263.4" class="st1"></polyline>
						<polyline points="354.4,266.5 354.4,266.3 353.5,264.9 352.5,263.6 351.4,262.6 350.3,261.6 350.1,261.6 
							349.9,261.6 347.4,262.1 346.9,262.2 346.8,262.5" class="st1"></polyline>
						<line y2="267.1" x2="353.3" y1="267.3" x1="353.3" class="st1"></line>
						<polyline points="353,268.8 353,268.6 352,267.5 350.8,266.7 349.7,265.9 348.5,265.4 348.3,265.5 348,265.5 
							345.6,266.1 345.2,266.3 345,266.6" class="st1"></polyline>
						<polyline points="345,266.6 344.8,267.3 344.7,267.6 345,267.7 347,268.2 347.2,268.3 347.4,268.3 348.6,268.5 
							349.9,268.9" class="st1"></polyline>
						<line y2="310.7" x2="355.6" y1="310.1" x1="356.4" class="st1"></line>
						<line y2="265.1" x2="343.4" y1="263.5" x1="344.1" class="st1"></line>
						<line y2="297.2" x2="356.9" y1="296.2" x1="357.5" class="st1"></line>
						<polyline points="362.2,295.4 362.7,295.5 363,295.5 363.5,295.3" class="st1"></polyline>
						<polyline points="359.5,296.1 359.7,296.1 359.9,296 360.7,296.1 361.1,296.1 361.4,296.1 361.5,296.2 
							361.8,296.6 362.1,297 362.6,297.1" class="st1"></polyline>
						<polyline points="362.6,276 362.7,276.2 362.9,276.2 363.3,276.2 363.6,276.2 364.1,276.4 364.3,276.3 
							364.4,276.2 364.8,274.6 365,272.9 365.3,271.1 365.5,269.2" class="st1"></polyline>
						<polyline points="356.6,267 357.1,267 357.8,267.3" class="st1"></polyline>
						<polyline points="357.4,267.6 358,267.9 358.4,268.5 358.9,269.1 359.4,269.8" class="st1"></polyline>
						<polyline points="361,267.8 361.1,267.6 361.5,267.5 361.9,267.4 362.3,267.5 362.5,267.4 362.7,267.2 362.6,265 
							362.5,262.8 362.3,260.6 362.1,258.3 362,258" class="st1"></polyline>
						<polyline points="361.4,277 361.4,275.5 361.2,274.1 360.9,272.8 360.6,271.6 360.2,270.6 359.8,269.6" class="st1"></polyline>
						<polyline points="362.7,279.4 362.8,279.7 363,279.8 363.3,279.8 363.8,279.9 364.1,280 364.3,280 364.5,280 
							364.8,278.8 365.2,277.3 365.5,275.8 365.8,274" class="st1"></polyline>
						<polyline points="361,283.3 361.1,281.7 361.2,280.1 361.1,278.6" class="st1"></polyline>
						<polyline points="362.5,283.1 362.5,283.3 362.8,283.4 363.2,283.5 363.5,283.7 363.9,283.8 364.1,283.9 
							364.2,283.9 364.6,283 365,281.9 365.4,280.7 365.8,279.3" class="st1"></polyline>
						<polyline points="361.4,283.4 361.2,285 360.9,286.6" class="st1"></polyline>
						<polyline points="365.4,284.7 364.9,285.8 364.5,286.6 364.1,287.2 363.7,287.7 363.6,287.7 363.4,287.6 
							363,287.4 362.6,287.2 362.3,287.1 362.2,287 362.1,286.7" class="st1"></polyline>
						<polyline points="360.5,286.5 360.2,288.2 359.9,289.7 359.5,291.1 359.1,292.5" class="st1"></polyline>
						<polyline points="360.6,293.1 360.8,293 361.1,292.9 361.8,292.9 362.2,292.8 362.5,292.8 362.6,292.9 
							362.9,292.9" class="st1"></polyline>
						<polyline points="358.5,295.4 359,294.1 359.5,292.8" class="st1"></polyline>
						<polyline points="356.1,299.2 356.7,298.4 357.3,297.5 357.9,296.6" class="st1"></polyline>
						<polyline points="355.7,298.8 355.1,299.4 354.5,299.8 353.9,300.1 353.3,300.3" class="st1"></polyline>
						<polyline points="353.5,300.6 353,300.6 352.3,300.4" class="st1"></polyline>
						<polyline points="343.5,271.3 343.7,271 344,270.8 346.4,270 346.7,269.9 346.9,269.9 348.2,270 349.4,270.3 
							350.6,270.8 351.7,271.4 351.7,271.6" class="st1"></polyline>
						<line y2="273" x2="350.3" y1="273.1" x1="350.3" class="st1"></line>
						<polyline points="343.5,271.3 343.2,272 343.3,272.4 343.6,272.5 345.6,273.1 345.8,273.1 346,273.1 347.3,272.9 
							348.5,272.9 349.8,273 351.1,273.4" class="st1"></polyline>
						<polyline points="345.4,275 345.6,274.9 346.8,274.6 348.1,274.4 349.4,274.5 350.6,274.8 350.6,274.8" class="st1"></polyline>
						<polyline points="342.2,276.4 342.5,276 342.8,275.8 345.1,275" class="st1"></polyline>
						<polyline points="347.1,278.8 348.4,278.5 349.7,278.4 349.8,278.4" class="st1"></polyline>
						<polyline points="342.2,276.4 342.2,277.3 342.1,277.6 342.4,277.8 344.5,278.4 344.7,278.3 344.9,278.3 
							346.2,277.6 347.4,277.2 348.7,277 350,276.9 350.1,276.9" class="st1"></polyline>
						<polyline points="341.4,281.8 341.6,281.4 341.9,281.3" class="st1"></polyline>
						<polyline points="349.4,280.6 349.3,280.7 348,281.2 346.7,281.8 345.4,282.7 344.2,283.8 344,283.8 343.7,283.8 
							341.7,283.2 341.4,283.1 341.3,282.7 341.4,281.8" class="st1"></polyline>
						<line y2="287" x2="341.1" y1="287.3" x1="341" class="st1"></line>
						<polyline points="348.9,284.5 348.8,284.6 347.6,285.4 346.3,286.5 345.1,287.7 343.8,289.2 343.6,289.2 
							343.4,289.3 341.3,288.7 341,288.4 340.9,288.2 340.9,287.3" class="st1"></polyline>
						<polyline points="351.2,312.4 351.4,312.4 351.4,312.3 351.7,310.3 352,308.3 352.4,306.3 353,304.2 353,303.9 
							352.7,303.6" class="st1"></polyline>
						<polyline points="355.5,310.9 355.6,310.7 355.5,309.3 355.6,307.7 355.7,306.1 355.8,304.3 355.7,304 
							355.6,303.8 355.2,303.7 354.5,303.3 354.4,303.1 354.1,303" class="st1"></polyline>
						<polyline points="353.4,312.2 353.5,312 353.6,310.3 353.7,308.4 354.1,306.6 354.4,304.5 354.4,304.3 
							354.1,304.1 353.8,304 353.1,303.4 352.9,303.2 352.8,303.1" class="st1"></polyline>
						<line y2="303.4" x2="352.4" y1="303.3" x1="352.1" class="st1"></line>
						<polyline points="348.5,312.2 348.3,312.2 348.1,312.1" class="st1"></polyline>
						<line y2="311" x2="346.1" y1="310.9" x1="346.1" class="st1"></line>
						<polyline points="351.7,302.7 351.7,303 351,305.1 350.4,307.3 349.9,309.3 349.5,311.4 349.4,311.7 349.2,311.7 
							347,311.4 346.6,311.3 346.4,311.2 346.1,311" class="st1"></polyline>
						<line y2="259.6" x2="348.4" y1="260" x1="348.8" class="st1"></line>
						<line y2="257.9" x2="353" y1="258.7" x1="352.3" class="st1"></line>
						<line y2="255.6" x2="353.1" y1="255.2" x1="352.9" class="st1"></line>
						<line y2="255.2" x2="353.5" y1="255.7" x1="353.9" class="st1"></line>
						<line y2="254.8" x2="355" y1="254.8" x1="355" class="st1"></line>
						<line y2="254.8" x2="354.7" y1="254.7" x1="354.6" class="st1"></line>
						<line y2="254.8" x2="355.6" y1="254.9" x1="355.6" class="st1"></line>
						<line y2="255.8" x2="354.7" y1="256.4" x1="354" class="st1"></line>
						<line y2="255.2" x2="356" y1="255" x1="356.8" class="st1"></line>
						<line y2="256.9" x2="361" y1="256.3" x1="360.5" class="st1"></line>
						<line y2="255.6" x2="359.2" y1="255.4" x1="358.6" class="st1"></line>
						<line y2="255.3" x2="357.2" y1="255.5" x1="356.5" class="st1"></line>
						<line y2="256.1" x2="355.1" y1="256.6" x1="354.4" class="st1"></line>
						<line y2="255.5" x2="352.7" y1="255.3" x1="352.5" class="st1"></line>
						<polyline points="352.2,257.5 351.9,257.2 351.4,256.5" class="st1"></polyline>
						<line y2="256.7" x2="350.8" y1="257.3" x1="351.3" class="st1"></line>
						<line y2="257.6" x2="352.6" y1="258.5" x1="351.8" class="st1"></line>
						<line y2="257.3" x2="350.7" y1="256.9" x1="350.4" class="st1"></line>
						<polyline points="349.4,258.9 349.9,259.4 350.6,260 351.6,261.2 351.7,261.1" class="st1"></polyline>
						<line y2="260.3" x2="350.6" y1="261.6" x1="349.9" class="st1"></line>
						<line y2="260.5" x2="350.9" y1="261.6" x1="350.3" class="st1"></line>
						<line y2="260.2" x2="349.9" y1="259.2" x1="348.7" class="st1"></line>
						<polyline points="347,258.4 347.8,257.3 348.6,256.5" class="st1"></polyline>
						<polyline points="344.1,263.5 344.7,262.1 345.5,260.6 346.2,259.5" class="st1"></polyline>
						<polyline points="343.4,265.1 342.7,266.8 342.1,268.6 341.6,270.4 341,272.3 340.5,274.3 340.1,276.3 
							339.9,278.3 339.5,280.4 339.2,282.5 339,284.5" class="st1"></polyline>
						<line y2="292.3" x2="341" y1="292.6" x1="340.9" class="st1"></line>
						<polyline points="348.7,288.4 348.6,288.5 347.4,289.7 346.2,291.1 345,292.6 343.8,294.3 343.7,294.5 
							343.5,294.5 341.4,293.9 341.1,293.7 340.9,293.4 340.9,292.6" class="st1"></polyline>
						<line y2="289.3" x2="343.4" y1="291.2" x1="343.3" class="st1"></line>
						<line y2="289.2" x2="343.8" y1="290.9" x1="343.8" class="st1"></line>
						<line y2="292" x2="341.4" y1="292.6" x1="340.9" class="st1"></line>
						<polyline points="357.4,264.5 357.2,264.5 357,264.6 357,264.5" class="st1"></polyline>
						<polyline points="357.4,264 357.5,264.1 357.5,264.3" class="st1"></polyline>
						<line y2="263.5" x2="358.9" y1="263.6" x1="359.4" class="st1"></line>
						<line y2="269.7" x2="363.5" y1="270.9" x1="363.7" class="st1"></line>
						<line y2="272.7" x2="364.1" y1="274" x1="364.3" class="st1"></line>
						<line y2="296.2" x2="361.5" y1="295" x1="361.9" class="st1"></line>
						<polyline points="360.5,293.9 360.5,293.6 360.6,293.1" class="st1"></polyline>
						<polyline points="360.6,293.1 360.6,293.2 360.7,293.3 360.9,293.4 361,293.1" class="st1"></polyline>
						<polyline points="361,294.4 361.2,294.2 361.3,294 361.4,293.9" class="st1"></polyline>
						<polyline points="361.2,293.1 361,293.5 360.8,293.8 360.7,293.9 360.6,293.9 360.4,293.7 360.5,293.6" class="st1"></polyline>
						<line y2="293" x2="361.1" y1="292.9" x1="361.1" class="st1"></line>
						<polyline points="359.5,292.8 359.9,291.4 360.3,289.8 360.6,288.3 360.9,286.6" class="st1"></polyline>
						<polyline points="361,283.3 360.8,285 360.5,286.5" class="st1"></polyline>
						<polyline points="361.4,277 361.5,278.5 361.5,280 361.5,281.7 361.4,283.4" class="st1"></polyline>
						<polyline points="361.1,278.6 361.1,277.1 360.9,275.7 360.7,274.3 360.5,273 360.2,271.8 359.8,270.8 
							359.4,269.8" class="st1"></polyline>
						<polyline points="359.8,269.6 359.4,268.8 358.9,268.1 358.3,267.7 357.8,267.3" class="st1"></polyline>
						<line y2="267.6" x2="357.4" y1="267.3" x1="356.8" class="st1"></line>
						<line y2="287.9" x2="346.6" y1="287.2" x1="347.4" class="st1"></line>
						<polyline points="347.4,287.2 347.9,287 347.8,286.7" class="st1"></polyline>
						<line y2="286.7" x2="348" y1="287.6" x1="347.9" class="st1"></line>
						<line y2="289.9" x2="348.7" y1="288.5" x1="348.6" class="st1"></line>
						<polyline points="345.7,293.4 346.2,292.7 347.9,291" class="st1"></polyline>
						<polyline points="348,291.2 347.9,291 347.9,290.6" class="st1"></polyline>
						<line y2="293.6" x2="348.8" y1="292.2" x1="348.7" class="st1"></line>
						<line y2="294.3" x2="348.3" y1="294.7" x1="348.4" class="st1"></line>
						<line y2="296.8" x2="349.3" y1="295.6" x1="349" class="st1"></line>
						<line y2="297.8" x2="349.2" y1="297.3" x1="349" class="st1"></line>
						<line y2="273.1" x2="345.6" y1="275" x1="345.1" class="st1"></line>
						<line y2="273.1" x2="346" y1="274.9" x1="345.6" class="st1"></line>
						<line y2="271.9" x2="346.7" y1="270.8" x1="347.3" class="st1"></line>
						<line y2="268.2" x2="347" y1="270" x1="346.4" class="st1"></line>
						<line y2="268.3" x2="347.4" y1="269.9" x1="346.9" class="st1"></line>
						<polyline points="344.8,267.3 346.2,267.5 347.5,267.9 348.8,268.4 349.3,268.7" class="st1"></polyline>
						<line y2="267.7" x2="345" y1="268" x1="346.4" class="st1"></line>
						<polyline points="352,269.4 351.8,269.2 350.6,268.3 349.5,267.5 348.2,267 347,266.4 346.2,266.2 345.6,266.1" class="st1"></polyline>
						<line y2="269.5" x2="351.4" y1="269.8" x1="351.6" class="st1"></line>
						<polyline points="345,266.6 346.4,266.9 347.7,267.3 349,267.9 350.2,268.6" class="st1"></polyline>
						<polyline points="351.7,270 351.6,269.8 351.8,269.6" class="st1"></polyline>
						<polyline points="351.8,270 352,269.7 352.4,269" class="st1"></polyline>
						<polyline points="354.4,266.5 353.9,267 353.4,267.5" class="st1"></polyline>
						<line y2="265.5" x2="348" y1="263.9" x1="348.7" class="st1"></line>
						<polyline points="346.4,263.1 347.9,263.7 347.9,263.7" class="st1"></polyline>
						<line y2="264" x2="349.1" y1="265.4" x1="348.5" class="st1"></line>
						<line y2="263.8" x2="349.2" y1="264.1" x1="349.1" class="st1"></line>
						<polyline points="346.8,262.5 348.1,263.2 349.4,264 350.1,264.6" class="st1"></polyline>
						<line y2="263.2" x2="348.3" y1="263.3" x1="348.2" class="st1"></line>
						<polyline points="353.3,267.1 353.2,267 351.8,265.4 350.3,264.1 348.9,262.9 347.4,262.1" class="st1"></polyline>
						<polyline points="350.6,298.7 351.1,298.3 351.7,297.6 352.2,296.7 352.9,295.7 353.4,294.5 353.9,293.4 
							354.4,292 354.9,290.6 355.3,289.1 355.6,287.5 355.9,286 356.1,284.4 356.3,282.8 356.4,281.2 356.5,279.6 356.4,278 
							356.4,276.6 356.2,275.1 356,273.8 355.8,272.5 355.5,271.3 355.1,270.3 354.7,269.3 354.3,268.5 354.2,268.4" class="st1"></polyline>
						<polyline points="356.6,267 355.9,267.2 355.3,267.4 354.7,267.9" class="st1"></polyline>
						<polyline points="349.9,299.7 350.4,300.4 351,301.2 351.6,301.8 352.3,302.1 353,302.3 353.7,302.2 354.5,302 
							355.3,301.5 356,300.9 356.8,300.1 357.4,299.1 358.1,297.8 358.8,296.5 359.4,295 360,293.4 360.5,291.7 361,289.9 
							361.3,288.1 361.6,286.1 361.9,284.2 362,282.3 362.2,280.4 362.2,278.5 362.2,276.7 362,274.9 361.8,273.3 361.5,271.8 
							361.2,270.5 360.8,269.4 360.4,268.4 360,267.5 359.5,266.8 358.9,266.3 358.3,265.8 357.8,265.5 357.1,265.4 356.5,265.4 
							355.8,265.5 355.2,265.9 354.6,266.4 354.5,266.5" class="st1"></polyline>
						<line y2="302.2" x2="351.3" y1="302.4" x1="351.3" class="st1"></line>
						<polyline points="351.5,302.4 351.3,302.2 351.3,302.4" class="st1"></polyline>
						<line y2="304.6" x2="355" y1="304.5" x1="354.4" class="st1"></line>
						<line y2="298.7" x2="358.4" y1="299.1" x1="358.2" class="st1"></line>
						<line y2="299.1" x2="360.2" y1="298.1" x1="360.8" class="st1"></line>
						<polyline points="358.7,300 358.7,299.5 358.8,298.7" class="st1"></polyline>
						<polyline points="358.3,299.6 358.3,299 358.4,298.7" class="st1"></polyline>
						<polyline points="358.8,300 358.3,300.6 358.1,301.2" class="st1"></polyline>
						<line y2="301.2" x2="357" y1="300.7" x1="356.9" class="st1"></line>
						<line y2="301.2" x2="357" y1="301.5" x1="356.8" class="st1"></line>
						<line y2="301.2" x2="358.5" y1="300.3" x1="359.1" class="st1"></line>
						<line y2="302.2" x2="357.6" y1="302.9" x1="357" class="st1"></line>
						<polyline points="357.4,302 356.9,302.3 356.7,302.8" class="st1"></polyline>
						<line y2="302.4" x2="355.3" y1="302.2" x1="355.6" class="st1"></line>
						<line y2="301" x2="356.8" y1="300.7" x1="356.9" class="st1"></line>
						<polyline points="355.4,302.8 355.5,302.7 355.6,302.2" class="st1"></polyline>
						<line y2="303.8" x2="355.6" y1="303.5" x1="356.2" class="st1"></line>
						<polyline points="356,303.3 355.4,303.5 355.2,303.7" class="st1"></polyline>
						<line y2="303" x2="354.1" y1="303.5" x1="354.1" class="st1"></line>
						<line y2="304.1" x2="354.1" y1="304.1" x1="354.7" class="st1"></line>
						<line y2="303.8" x2="353" y1="303.4" x1="353.1" class="st1"></line>
						<line y2="304.2" x2="353" y1="304.4" x1="353.5" class="st1"></line>
						<line y2="303.5" x2="352.2" y1="303" x1="351.7" class="st1"></line>
						<polyline points="354.5,303.9 354,303.9 353.8,304" class="st1"></polyline>
						<line y2="304.3" x2="355.8" y1="303.9" x1="356.4" class="st1"></line>
						<line y2="303.2" x2="357.4" y1="302.6" x1="358" class="st1"></line>
						<line y2="301.5" x2="358.9" y1="300.6" x1="359.4" class="st1"></line>
						<line y2="300.8" x2="357.4" y1="301.9" x1="357.3" class="st1"></line>
						<line y2="302.4" x2="355.9" y1="303.2" x1="355.8" class="st1"></line>
						<polyline points="354,303.2 354,303.1 354.1,303" class="st1"></polyline>
						<line y2="303.4" x2="352.7" y1="303.1" x1="352.8" class="st1"></line>
						<line y2="303.1" x2="352.5" y1="303" x1="352.6" class="st1"></line>
						<line y2="303.8" x2="354.4" y1="303.3" x1="354.5" class="st1"></line>
						<polyline points="352.5,303.1 352.6,303 352.8,303.1" class="st1"></polyline>
						<line y2="301.9" x2="351" y1="301.1" x1="350.6" class="st1"></line>
						<line y2="299.7" x2="350" y1="298.6" x1="349.8" class="st1"></line>
						<polyline points="350.8,298.9 351.2,299.5 351.8,300.1 352.3,300.4" class="st1"></polyline>
						<line y2="300.3" x2="353.3" y1="300.2" x1="352.7" class="st1"></line>
						<polyline points="353.5,300.6 354.2,300.4 354.8,300.2 355.4,299.8 356.1,299.2" class="st1"></polyline>
						<polyline points="356.9,297.2 356.3,298.1 355.7,298.8" class="st1"></polyline>
						<polyline points="359.1,292.5 358.6,293.9 358,295.2 357.5,296.2" class="st1"></polyline>
						<line y2="295.4" x2="358.5" y1="296.6" x1="357.9" class="st1"></line>
						<line y2="296.1" x2="359.5" y1="296.6" x1="359.3" class="st1"></line>
						<polyline points="359.5,298.9 359.7,298.1 360.1,297.5" class="st1"></polyline>
						<line y2="297.3" x2="360.1" y1="297.3" x1="360" class="st1"></line>
						<line y2="296.1" x2="361.1" y1="294.7" x1="361.6" class="st1"></line>
						<polyline points="359.6,297.1 359.5,296.8 359.6,296.3 359.5,296.1" class="st1"></polyline>
						<line y2="297.7" x2="360.5" y1="298.9" x1="359.9" class="st1"></line>
						<polyline points="359.9,296 360,296.5 360.1,296.9 360.2,297.1 360.3,297.1" class="st1"></polyline>
						<polyline points="361.3,294.5 360.9,295.2 360.7,296.1" class="st1"></polyline>
						<line y2="291.3" x2="362.6" y1="292.8" x1="362.2" class="st1"></line>
						<line y2="291.5" x2="363" y1="292.9" x1="362.6" class="st1"></line>
						<polyline points="361.4,290.3 361.4,290.3 361.5,290.1 361.7,289.8 361.8,289.5" class="st1"></polyline>
						<line y2="287.7" x2="363.7" y1="289.2" x1="363.5" class="st1"></line>
						<polyline points="361.6,290.7 361.6,290.7 361.8,290.6 361.9,290.4 362.1,289.9 362.3,289.4" class="st1"></polyline>
						<line y2="287.6" x2="363.4" y1="289.3" x1="363.1" class="st1"></line>
						<polyline points="361.8,292.9 361.9,291.9 362.3,291" class="st1"></polyline>
						<polyline points="361.4,290.3 361.6,289.8 361.5,289.7" class="st1"></polyline>
						<polyline points="363,287.4 362.7,288.3 362.7,289.4" class="st1"></polyline>
						<line y2="286.2" x2="362.2" y1="286.7" x1="362.1" class="st1"></line>
						<line y2="286.6" x2="362.1" y1="286.7" x1="362.1" class="st1"></line>
						<polyline points="363.2,285.6 363.3,284.6 363.5,283.7" class="st1"></polyline>
						<line y2="283.9" x2="364.2" y1="285.4" x1="364.1" class="st1"></line>
						<polyline points="362.3,287.1 362.4,287.1 362.5,286.6 362.6,286 362.8,285.7" class="st1"></polyline>
						<line y2="286" x2="362.3" y1="286.2" x1="362.3" class="st1"></line>
						<line y2="285.5" x2="363.7" y1="283.8" x1="363.9" class="st1"></line>
						<polyline points="362.8,283.4 362.8,283.3 362.9,282.5 363,282" class="st1"></polyline>
						<line y2="282.9" x2="362.5" y1="283.1" x1="362.5" class="st1"></line>
						<line y2="282.6" x2="362.5" y1="283.1" x1="362.5" class="st1"></line>
						<polyline points="363.7,281.8 363.6,280.8 363.8,279.9" class="st1"></polyline>
						<line y2="278.9" x2="362.7" y1="279.4" x1="362.7" class="st1"></line>
						<line y2="280" x2="364.1" y1="281.7" x1="364" class="st1"></line>
						<polyline points="363.2,278.4 363.1,278.5 363,279.6 363,279.8" class="st1"></polyline>
						<line y2="280" x2="364.5" y1="281.5" x1="364.4" class="st1"></line>
						<line y2="279.2" x2="362.8" y1="279.4" x1="362.7" class="st1"></line>
						<polyline points="363.6,276.2 363.6,277.1 363.7,278" class="st1"></polyline>
						<line y2="275.5" x2="362.6" y1="276" x1="362.6" class="st1"></line>
						<line y2="276.4" x2="364.1" y1="277.9" x1="364.1" class="st1"></line>
						<line y2="276.2" x2="364.4" y1="277.6" x1="364.5" class="st1"></line>
						<polyline points="363,274.9 362.9,275.9 362.9,276.2" class="st1"></polyline>
						<line y2="276" x2="362.6" y1="275.6" x1="362.6" class="st1"></line>
						<line y2="274.5" x2="363.9" y1="273" x1="363.7" class="st1"></line>
						<line y2="272.4" x2="362.3" y1="272.8" x1="362.3" class="st1"></line>
						<line y2="272.3" x2="362.2" y1="272.8" x1="362.3" class="st1"></line>
						<polyline points="362.6,271.7 362.6,272.7 362.5,272.9" class="st1"></polyline>
						<line y2="270" x2="363.1" y1="271.3" x1="363.4" class="st1"></line>
						<polyline points="363.5,274.6 363.3,273.7 363.3,272.8" class="st1"></polyline>
						<polyline points="362.8,269.9 362.7,270.6 363,271.4" class="st1"></polyline>
						<line y2="270" x2="361.6" y1="269.5" x1="361.6" class="st1"></line>
						<polyline points="361.8,270.1 361.6,270 361.5,269.6" class="st1"></polyline>
						<line y2="268.6" x2="362.7" y1="267.5" x1="362.3" class="st1"></line>
						<polyline points="362,270.1 362,269.8 361.9,269" class="st1"></polyline>
						<polyline points="360.8,267.1 360.7,267.1 360.8,267.7" class="st1"></polyline>
						<polyline points="361.3,266.4 361,266 360.8,265.6" class="st1"></polyline>
						<line y2="264.4" x2="360.8" y1="264" x1="360.4" class="st1"></line>
						<line y2="264" x2="359.2" y1="263.8" x1="358.7" class="st1"></line>
						<line y2="264.5" x2="357.2" y1="264.3" x1="357.1" class="st1"></line>
						<polyline points="358.9,264.1 358.5,264 358.3,263.9" class="st1"></polyline>
						<polyline points="360.1,265.9 360,265.5 359.9,265.2" class="st1"></polyline>
						<polyline points="361.1,267.6 361.2,267.4 361.1,266.7" class="st1"></polyline>
						<line y2="266" x2="359.8" y1="265.5" x1="359.6" class="st1"></line>
						<line y2="264.9" x2="360.6" y1="264.4" x1="360" class="st1"></line>
						<polyline points="358.4,264.8 358.6,265 358.7,265" class="st1"></polyline>
						<polyline points="358.9,264.7 358.8,264.5 358.8,264.2" class="st1"></polyline>
						<line y2="265" x2="358.6" y1="264.5" x1="358.4" class="st1"></line>
						<polyline points="359.6,265.8 359.8,266 359.9,266" class="st1"></polyline>
						<polyline points="361,267.8 360.8,267.7 360.7,267.4" class="st1"></polyline>
						<line y2="266.3" x2="361.7" y1="265.6" x1="361.2" class="st1"></line>
						<polyline points="362.3,268.7 361.9,268 361.9,267.4" class="st1"></polyline>
						<line y2="268.1" x2="363" y1="267.2" x1="362.7" class="st1"></line>
						<line y2="265.9" x2="362" y1="265.2" x1="361.5" class="st1"></line>
						<polyline points="359.6,264.4 359.8,264.7 360.2,265" class="st1"></polyline>
						<line y2="263.5" x2="358" y1="263.7" x1="357.5" class="st1"></line>
						<line y2="264.2" x2="356.5" y1="264.7" x1="356" class="st1"></line>
						<line y2="265.6" x2="355" y1="266.3" x1="354.4" class="st1"></line>
						<line y2="267.7" x2="353.6" y1="268.6" x1="353" class="st1"></line>
						<line y2="270.2" x2="352.2" y1="271.4" x1="351.7" class="st1"></line>
						<polyline points="344,270.8 344.7,270.7 345.5,270.7 346.8,270.7 348.1,271 349.3,271.4 350.6,272 350.7,272.2" class="st1"></polyline>
						<polyline points="343.5,271.3 345,271.2 346.3,271.3 347.6,271.5 348.9,271.8 350.2,272.3 350.5,272.5 350.3,273 
							350,272.8 348.7,272.4 347.4,272 346.1,271.9 344.8,271.9 343.2,272" class="st1"></polyline>
						<polyline points="343.6,272.5 345,272.4 346.4,272.3 347.7,272.5 349,272.7" class="st1"></polyline>
						<polyline points="351,271.9 350.9,272 350.5,273.3" class="st1"></polyline>
						<polyline points="349.3,276.6 348,276.4 346.6,276.5 345.3,276.7 343.9,277.1 342.4,277.8" class="st1"></polyline>
						<polyline points="343.4,275.6 344.3,275.3 345.6,275.1 346.9,275 348.2,275 349.5,275.3 349.7,275.2" class="st1"></polyline>
						<line y2="274.8" x2="350.6" y1="273.4" x1="351.1" class="st1"></line>
						<polyline points="349.4,276.6 349.5,276.3 349.8,275.2" class="st1"></polyline>
						<polyline points="342.2,276.4 343.8,275.9 345.1,275.6 346.5,275.5 347.9,275.4" class="st1"></polyline>
						<polyline points="342.2,277.3 343.7,276.7 345,276.3 346.3,276.1 347.6,276 349,276.2 349.4,276.3 349.5,275.7 
							349.2,275.6" class="st1"></polyline>
						<line y2="278.4" x2="349.7" y1="276.9" x1="350" class="st1"></line>
						<polyline points="341.4,281.8 343,281 343.5,280.6" class="st1"></polyline>
						<polyline points="348.6,280.1 347.2,280.4 345.8,280.8 344.5,281.4 343.2,282.2 341.7,283.2" class="st1"></polyline>
						<line y2="279.1" x2="348.7" y1="279.1" x1="348.4" class="st1"></line>
						<polyline points="344.9,280.1 345.6,279.8 347,279.4" class="st1"></polyline>
						<line y2="280.4" x2="344.1" y1="278.4" x1="344.5" class="st1"></line>
						<line y2="278.3" x2="344.9" y1="280.1" x1="344.6" class="st1"></line>
						<polyline points="348.9,278.8 348.7,278.8 347.4,279 346.6,279.1" class="st1"></polyline>
						<polyline points="348.6,280.2 348.8,279.4 349,278.8" class="st1"></polyline>
						<polyline points="341.3,282.7 342.8,281.7 344.2,281 345.5,280.4 346.9,280 348.2,279.8 348.6,279.7 348.7,279.1" class="st1"></polyline>
						<line y2="287.3" x2="341" y1="286.6" x1="341.9" class="st1"></line>
						<polyline points="343.5,285.9 342.4,286.8 340.9,288.2" class="st1"></polyline>
						<line y2="283.8" x2="343.7" y1="285.9" x1="343.5" class="st1"></line>
						<line y2="283.8" x2="344.2" y1="285.6" x1="344" class="st1"></line>
						<polyline points="348.3,282.5 348.3,282.8 348.2,283.8" class="st1"></polyline>
						<line y2="282.9" x2="347.8" y1="282.8" x1="348.2" class="st1"></line>
						<polyline points="344.2,285.3 345,284.9 346.4,284.1 347.7,283.5" class="st1"></polyline>
						<polyline points="341.3,288.7 342.9,287.1 344.7,285.8 346.3,284.6 348.2,283.8" class="st1"></polyline>
						<line y2="282.2" x2="349.1" y1="280.7" x1="349.3" class="st1"></line>
						<polyline points="347.7,283.5 348,283.4 348.2,282.8" class="st1"></polyline>
						<line y2="284.6" x2="348.8" y1="286.1" x1="348.7" class="st1"></line>
						<polyline points="341.4,293.9 342.9,292 344.4,290.3 346.2,288.8 347.9,287.5" class="st1"></polyline>
						<polyline points="342.4,291.6 342.2,291.8 340.9,293.4" class="st1"></polyline>
						<line y2="286.6" x2="338.9" y1="284.5" x1="339" class="st1"></line>
						<line y2="308" x2="346.8" y1="306.9" x1="346.3" class="st1"></line>
						<line y2="308.3" x2="346.4" y1="307.2" x1="345.9" class="st1"></line>
						<line y2="311.7" x2="354.2" y1="312" x1="353.5" class="st1"></line>
						<line y2="312.3" x2="351.4" y1="312.3" x1="352.2" class="st1"></line>
						<line y2="312.1" x2="348.9" y1="312.2" x1="348.9" class="st1"></line>
						<line y2="312.2" x2="348.3" y1="312" x1="348.4" class="st1"></line>
						<line y2="311.4" x2="349.5" y1="311.9" x1="350.2" class="st1"></line>
						<line y2="311.7" x2="349.2" y1="312.2" x1="349.9" class="st1"></line>
						<line y2="310.4" x2="348.4" y1="309.7" x1="347.8" class="st1"></line>
						<line y2="309.9" x2="347.4" y1="310.8" x1="348.1" class="st1"></line>
						<line y2="311.4" x2="347" y1="310.8" x1="347.1" class="st1"></line>
						<line y2="311.2" x2="346.4" y1="310.8" x1="346.5" class="st1"></line>
						<line y2="310.9" x2="346.2" y1="311" x1="346.1" class="st1"></line>
						<line y2="309.6" x2="345.2" y1="308.4" x1="345.6" class="st1"></line>
						<line y2="309.3" x2="344.7" y1="308.6" x1="345" class="st1"></line>
						<line y2="309" x2="344.4" y1="308.7" x1="344.6" class="st1"></line>
						<line y2="308.7" x2="344.5" y1="308.8" x1="344.5" class="st1"></line>
						<polyline points="350.7,300.9 350.6,301.1 349.7,303.2 349.1,305.3 348.4,307.5 347.8,309.7 347.7,309.8 
							347.4,309.9 345.2,309.6 344.9,309.5 344.7,309.3 344.4,309" class="st1"></polyline>
						<line y2="297.3" x2="341.3" y1="297.6" x1="341.3" class="st1"></line>
						<polyline points="348.8,292 348.7,292.2 347.5,293.7 346.4,295.4 345.3,297.2 344.3,299.2 344.1,299.3 
							343.9,299.4 341.8,298.8 341.5,298.6 341.3,298.3 341.2,297.6" class="st1"></polyline>
						<line y2="296.4" x2="343.6" y1="294.5" x1="343.5" class="st1"></line>
						<line y2="294.3" x2="343.8" y1="296" x1="344" class="st1"></line>
						<polyline points="341.8,298.8 343.2,296.7 343.3,296.4" class="st1"></polyline>
						<line y2="297.6" x2="341.3" y1="297.1" x1="341.6" class="st1"></line>
						<line y2="298.3" x2="341.3" y1="296.8" x1="342.3" class="st1"></line>
						<line y2="303.6" x2="344.8" y1="305" x1="345.2" class="st1"></line>
						<line y2="304.7" x2="345.5" y1="303.4" x1="345.1" class="st1"></line>
						<line y2="306.8" x2="343.8" y1="305.2" x1="344.4" class="st1"></line>
						<line y2="306.4" x2="343.2" y1="305.4" x1="343.7" class="st1"></line>
						<line y2="305.9" x2="343" y1="305.6" x1="343.2" class="st1"></line>
						<line y2="305.7" x2="343.1" y1="305.9" x1="343.1" class="st1"></line>
						<polyline points="349.8,298.3 349.8,298.6 348.7,300.7 347.8,302.7 347.1,304.8 346.3,306.9 346.1,307.2 
							345.9,307.2 343.8,306.8 343.4,306.6 343.2,306.4 343,305.9" class="st1"></polyline>
						<line y2="301.8" x2="342" y1="302.1" x1="342" class="st1"></line>
						<polyline points="342,302.2 342.1,302.8 342.3,303 342.6,303.1 344.8,303.6 345,303.5 345.1,303.4 346,301.3 
							346.9,299.3 348,297.4 349,295.6 349.1,295.4" class="st1"></polyline>
						<line y2="301.1" x2="344.2" y1="299.4" x1="343.9" class="st1"></line>
						<line y2="299.2" x2="344.3" y1="300.7" x1="344.5" class="st1"></line>
						<line y2="303.1" x2="342.6" y1="301.2" x1="343.6" class="st1"></line>
						<line y2="302.1" x2="342" y1="301.7" x1="342.2" class="st1"></line>
						<line y2="302.8" x2="342.1" y1="301.4" x1="342.7" class="st1"></line>
						<polyline points="338.9,286.6 338.8,288.7 338.7,290.7 338.8,292.8" class="st1"></polyline>
						<line y2="294.7" x2="338.9" y1="292.8" x1="338.8" class="st1"></line>
						<polyline points="338.9,294.7 339,296.5 339.2,298.4 339.5,300.1" class="st1"></polyline>
						<line y2="306.1" x2="341.1" y1="307.3" x1="341.6" class="st1"></line>
						<line y2="301.8" x2="339.8" y1="300.1" x1="339.5" class="st1"></line>
						<polyline points="341.6,307.3 342.2,308.4 342.8,309.3" class="st1"></polyline>
						<polyline points="339.8,301.8 340.3,303.4 340.6,304.8 341.1,306.1" class="st1"></polyline>
						<polyline points="359.6,265.8 359.6,265.7 359.7,265.4 360.2,265 360.6,264.9 360.7,264.6 360.8,264.4 
							360.5,262.1 360.1,259.9 359.7,257.8 359.2,255.6 359.1,255.4 358.8,255.3 358.2,255.1 355.6,254.8 353.4,254.5 352.6,254.5 
							351.8,254.6 351,254.8 350.1,255.3 349.4,255.9 348.6,256.5 347.9,257.2 346.8,258.5 345.7,260 344.7,261.8 343.8,263.7 
							342.9,265.8 342.1,268.1 341.4,270.4 340.7,273 340.1,275.7 339.6,278.4 339.2,281.2 338.9,283.9 338.7,286.8 338.6,289.5 
							338.6,292.2 338.8,294.7 338.9,297.3 339.2,299.6 339.7,301.8 340.2,303.9 340.9,305.7 341.5,307.3 342.3,308.6 342.8,309.3 
							343.4,310.2 344.1,310.8 344.8,311.4 345.5,311.7 346.3,311.9 348.5,312.2" class="st2"></polyline>
						<polyline points="348.5,312.2 348.9,312.2 351.2,312.4 351.9,312.5 352.1,312.5 352.2,312.3 352.4,310.4 
							352.6,308.4 353.1,306.4 353.5,304.4 353.5,304.1 353.4,304 352.7,303.6 352.4,303.4" class="st2"></polyline>
						<polyline points="352.5,303.1 352.5,303.3 352.8,303.6 353,303.8" class="st2"></polyline>
						<polyline points="352.1,312.2 353.2,312.2 353.4,312.2 354.1,311.9 354.2,311.7 354.3,310.1 354.4,308.3 
							354.6,306.4 355,304.6 355,304.3 354.7,304.1 354.5,303.9 354.2,303.7 354,303.4 354,303.2" class="st2"></polyline>
						<polyline points="348,312.1 348.2,312.1 349.9,312.2 350,312 350.2,311.9 350.6,309.8 350.9,307.7 351.5,305.6 
							352.2,303.5 352.2,303.2 351.7,302.7 351.5,302.4 351.1,302.3 351,302" class="st2"></polyline>
						<polyline points="354.7,254.8 354.9,254.8 356.8,255 357.1,255.2 357.2,255.3 357.8,257.2 358.5,259.3 359,261.4 
							359.4,263.6 359.4,263.9 359.2,264 358.9,264.1 358.4,264.5 358.4,264.7 358.4,264.8" class="st2"></polyline>
						<polyline points="357,264.5 357,264.3 357.4,264" class="st2"></polyline>
						<polyline points="356.8,264.1 357.2,264 357.8,263.9 358,263.8 358,263.5 357.4,261.5 356.7,259.6 355.9,257.8 
							355.1,256.1 355,255.9 354.7,255.8 352.8,255.5 352.6,255.4" class="st2"></polyline>
						<polyline points="355,265.3 355.3,265.1 355.7,265.1 355.9,264.9 356.5,264.4 356.5,264.2 355.7,262.5 
							354.9,260.7 354,259.2 353,257.9 352.9,257.7 352.6,257.6 350.7,257.3 350.4,257.1" class="st2"></polyline>
						<polyline points="353.3,267.1 353.6,267 353.9,266.8 354.2,266.7 354.4,266.5 355,265.7 355,265.6 354,264 
							353.1,262.7 352,261.6 350.9,260.5 350.8,260.5 350.6,260.3 348.6,259.9 348.4,259.9" class="st2"></polyline>
						<polyline points="354.3,268.2 354.9,267.7 355.6,267.5 356.2,267.3 356.8,267.3" class="st2"></polyline>
						<polyline points="354.1,268.5 354.3,269 354.7,270 355.1,271 355.4,272.3 355.7,273.5 355.8,275 356,276.4 
							356.1,277.9 356,279.5 356,281.1 356,282.8 355.8,284.4 355.5,286 355.2,287.6 354.9,289.2 354.4,290.6 354,292.1 
							353.5,293.5 353,294.8 352.4,295.8 351.9,296.8 351.3,297.7 350.6,298.5 350.6,298.5" class="st2"></polyline>
						<polyline points="350.6,298.7 351,299.1 351.5,299.6 352.1,300 352.7,300.2" class="st2"></polyline>
						<polyline points="349.8,300.1 350,300.4 350.5,300.6 350.7,300.9 351.1,301.6 351,301.9 350.3,304 349.5,306.2 
							348.9,308.3 348.4,310.4 348.2,310.6 348.1,310.8 346.3,310.8 346.1,310.9" class="st2"></polyline>
						<polyline points="348.8,292.7 349,293.5 349.2,294.9 349.5,296 349.9,297.1 350.3,298.1 350.8,298.9" class="st2"></polyline>
						<polyline points="348.8,292 348.6,290.6 348.6,289.9" class="st2"></polyline>
						<polyline points="347.9,290.8 347.9,290.9 347.9,291 348.3,291.6 348.6,291.8 348.8,292 348.9,293.4 348.8,293.6 
							347.7,295.1 346.6,296.9 345.5,298.7 344.5,300.7 344.4,300.9 344.2,301.1 342.3,301.7 342,301.8" class="st2"></polyline>
						<polyline points="343.1,305.7 343.3,305.5 345.2,305 345.3,305 345.5,304.7 346.4,302.6 347.3,300.6 348.2,298.6 
							349.3,296.8 349.3,296.7 349.1,295.4 348.9,295.2 348.7,295 348.2,294.4" class="st2"></polyline>
						<polyline points="344.5,308.7 344.7,308.7 346.4,308.3 346.6,308.3 346.8,308 347.4,305.9 348.2,303.7 
							349.1,301.7 350,299.7 350.1,299.5 349.8,298.3 349.6,298.1 349.3,297.9 348.9,297.5" class="st2"></polyline>
						<polyline points="351.8,269.6 352,269.4 352.2,269.2 352.5,269 352.9,268.9 353,268.8 353.6,267.8 353.6,267.7 
							352.5,266.4 351.4,265.5 350.3,264.6 349.1,264 349,264.1 348.7,263.9 346.6,263.4" class="st2"></polyline>
						<polyline points="354.7,267.9 354,268.5 353.4,269.2 352.8,270.1 352.2,271.2 351.6,272.3 351.1,273.5 
							350.8,274.3" class="st2"></polyline>
						<polyline points="349,272.7 350.1,273.1 351.1,273.4 351.1,273.4 350.6,274.8 350.5,274.9 350.2,275 349.9,275.2 
							349.7,275.2 349.7,275.5 349.5,275.7" class="st2"></polyline>
						<polyline points="349.4,276.3 349.3,276.5 349.3,276.6 349.7,276.7 350,276.8 350.1,276.9 349.8,278.4 
							349.6,278.5 349.3,278.6 349.1,278.7 348.9,278.8 348.8,278.9 348.7,279.1" class="st2"></polyline>
						<line y2="279.1" x2="348.4" y1="279.4" x1="347" class="st2"></line>
						<polyline points="349.6,278.5 349.5,279.4 349.3,280.5" class="st2"></polyline>
						<polyline points="341.1,287 341.4,286.7 343.5,285.9 343.8,285.7 344,285.6 345.2,284.4 346.5,283.5 347.8,282.8 
							349.1,282.2 349.2,282.2 349.4,280.6 349.3,280.5 349,280.4 348.6,280.1 348.6,280 348.6,279.7" class="st2"></polyline>
						<polyline points="347.1,278.8 345.8,279.4 344.6,280.1 344.4,280.3 344.1,280.4 341.9,281.3" class="st2"></polyline>
						<polyline points="348.9,282.3 348.9,282.6 348.7,284.3 348.7,284.3" class="st2"></polyline>
						<polyline points="341,292.3 341.3,292.1 343.3,291.2 343.6,291.2 343.8,290.9 345,289.4 346.2,288.2 347.5,287 
							348.7,286.1 348.8,286.1 348.9,284.5 348.7,284.3 348.5,284.2 348.2,283.8 348.1,283.6 348,283.4" class="st2"></polyline>
						<line y2="282.6" x2="348.1" y1="282.8" x1="348.2" class="st2"></line>
						<line y2="283.2" x2="347.2" y1="282.9" x1="347.8" class="st2"></line>
						<polyline points="350.6,274.8 350.6,274.9 350.2,276.3 350,276.9" class="st2"></polyline>
						<line y2="275.6" x2="349.2" y1="275.4" x1="347.9" class="st2"></line>
						<polyline points="350.5,272.5 350.7,272.3 350.7,272.2 351,271.9 351.3,271.8 351.5,271.7 351.7,271.6 
							352.2,270.4 352.2,270.2 351.1,269.5 349.9,268.9 348.5,268.4 346.4,268" class="st2"></polyline>
						<line y2="268.6" x2="350.2" y1="269.5" x1="351.4" class="st2"></line>
						<line y2="272.3" x2="350.2" y1="272.3" x1="350.2" class="st2"></line>
						<polyline points="347.9,287 347.8,287.2 347.9,287.5 348.2,288 348.5,288.2 348.7,288.4 348.6,289.8 348.7,289.9 
							347.4,291.3 346.2,292.7 345.1,294.3 344,296 343.8,296.2 343.6,296.4 341.6,297.1 341.3,297.3" class="st2"></polyline>
						<polyline points="348.5,288.2 348.5,287.6 348.6,286.2" class="st2"></polyline>
						<polyline points="345.4,275 345.1,275 344.4,275.3 342.8,275.8" class="st2"></polyline>
						<polyline points="355.3,302.4 355.3,302.5 355.4,302.8 355.7,303 356,303.3 356.2,303.5 356.4,303.7 356.4,303.9 
							356.3,305.7 356.2,307.3 356.2,308.8 356.4,310.1 356.3,310.2 355.5,310.9 355.3,310.9 354.3,310.9" class="st2"></polyline>
						<polyline points="356.8,301 356.8,301.2 356.8,301.5 357.1,301.7 357.4,302 357.6,302.2 357.9,302.4 358,302.6 
							357.9,304.1 358,305.4 358.2,306.5 358.3,307.5 358.3,307.6 357.6,308.6 357.4,308.7 356.3,308.6" class="st2"></polyline>
						<polyline points="358.2,299.1 358.1,299.3 358.3,299.6 358.6,299.8 358.8,300 359.1,300.3 359.3,300.4 
							359.4,300.6 359.5,301.8 359.7,302.7 360,303.6 360.2,304.1 359.6,305.4 359.5,305.4 359.4,305.5 358,305.4" class="st2"></polyline>
						<line y2="264.1" x2="349.1" y1="263.8" x1="349.3" class="st2"></line>
						<polyline points="361.4,299.6 361.9,299.8 361.9,300 362,300 361.4,301.5 361.4,301.5 361.2,301.6 359.5,301.5" class="st2"></polyline>
						<polyline points="359.3,296.6 359.4,296.9 359.6,297 359.8,297.3 360.1,297.5 360.5,297.7 360.6,297.9 
							360.8,298.1 361,298.8 361.2,299.4 361.7,299.8" class="st2"></polyline>
						<polyline points="360,297.2 360.3,297.1 361.7,297.1 362.6,297.1 363,297 363.5,295.3 363.4,295.2 363.3,295 
							361.4,293.9 361.2,293.5 361.2,293.1 361.2,293.1" class="st2"></polyline>
						<polyline points="361.1,293 362.2,293 362.9,292.9 363.4,292.8 363.8,292.4 364.2,292 364.6,290.1 364.5,290 
							364.4,289.8 363.5,289.2" class="st2"></polyline>
						<polyline points="362.2,295.4 361.9,295 361.9,294.9 361.6,294.7 361.3,294.5 361,294.3 360.6,294.1 360.5,293.9" class="st2"></polyline>
						<line y2="293.1" x2="361" y1="293.1" x1="361" class="st2"></line>
						<line y2="293.1" x2="361.2" y1="293.2" x1="360.9" class="st2"></line>
						<polyline points="360.2,297.2 360.1,297.3 360,297.4" class="st2"></polyline>
						<polyline points="364.7,284.1 365.2,284.4 365.3,284.5 365.4,284.7 365.1,286.5 364.7,287.5 364.3,288.3 
							363.9,288.8 363.5,289.2 363.4,289.2 363.1,289.3 362.7,289.4 361.9,289.4 361.7,289.5 361.5,289.7" class="st2"></polyline>
						<line y2="286.6" x2="362.1" y1="286.2" x1="362.3" class="st2"></line>
						<polyline points="365.2,278.7 365.6,279 365.8,279.1 365.8,279.3 365.7,281.2 365.3,282.5 364.9,283.6 
							364.5,284.6 364.1,285.4 363.9,285.4 363.7,285.5 363.2,285.6 362.6,285.8 362.3,286 362.2,286.2" class="st2"></polyline>
						<line y2="282.9" x2="362.5" y1="282.4" x1="362.6" class="st2"></line>
						<polyline points="365.3,273.5 365.6,273.7 365.8,273.8 365.8,274 365.8,275.9 365.5,277.4 365.2,279 364.8,280.3 
							364.4,281.5 364.3,281.6 364,281.7 363.7,281.8 362.9,282.1 362.6,282.2 362.5,282.6" class="st2"></polyline>
						<line y2="279.2" x2="362.8" y1="278.8" x1="362.8" class="st2"></line>
						<polyline points="364.9,268.6 365.1,268.7 365.4,269 365.5,269.2 365.6,270.8 365.4,272.7 365.1,274.5 
							364.9,276.2 364.5,277.6 364.4,277.8 364.1,277.9 363.7,278 363,278.4 362.8,278.6 362.7,278.9" class="st2"></polyline>
						<polyline points="364,264.2 364.4,264.4 364.5,264.5 364.6,264.8 365,266.3 364.8,268.4 364.8,270.4 364.5,272.2 
							364.3,274 364.1,274.3 363.9,274.5 363.5,274.6 362.9,274.9 362.6,275.2 362.6,275.5" class="st2"></polyline>
						<line y2="275.3" x2="362.7" y1="275.6" x1="362.6" class="st2"></line>
						<polyline points="359.2,255.8 360.1,256 360.3,256.1 360.9,256.7 361,256.9 361.3,259.2 361.6,261.4 361.8,263.7 
							362,265.9 361.9,266.2 361.7,266.3 361.3,266.4 360.8,267 360.7,267.1 360.7,267.4" class="st2"></polyline>
						<line y2="267.1" x2="360.7" y1="267.2" x1="360.7" class="st2"></line>
						<polyline points="362.7,260.6 363.2,260.8 363.5,260.9 363.9,262.1 363.9,262.3 364,264.6 364,266.7 363.9,268.8 
							363.7,270.9 363.7,271.1 363.4,271.3 363,271.4 362.4,271.8 362.2,272.1 362.2,272.3" class="st2"></polyline>
						<line y2="272.1" x2="362.2" y1="272.4" x1="362.3" class="st2"></line>
						<polyline points="361.1,257.7 361.8,257.8 362,258 362.5,259 362.7,259.1 362.8,261.5 363,263.7 363,265.9 
							363,268.1 362.9,268.3 362.7,268.6 362.3,268.7 361.7,269.1 361.6,269.4 361.5,269.6" class="st2"></polyline>
						<line y2="269.3" x2="361.6" y1="269.5" x1="361.6" class="st2"></line>
					</g>
					<g id="ID_1184">
						<polyline points="325.6,271.7 325.7,271.7 325.6,272 325.8,272 325.9,272.2 326.1,272.3 326.4,272.5" class="st1"></polyline>
						<polyline points="326.3,272.5 326.1,272.5 325.8,272.3 325.7,272.2 325.5,272 325.5,271.9" class="st1"></polyline>
						<polyline points="325.6,271.8 325.6,272 325.5,272 325.5,272.2 325.4,272.2" class="st1"></polyline>
						<polyline points="325.8,271.3 326,271.5 326.3,271.8 326.4,272.1 326.4,272.5 326.3,272.5 326.1,272.9 
							325.7,273.2 325.2,273.3 325,273.4" class="st1"></polyline>
						<line y2="283.6" x2="326.9" y1="283.5" x1="325.5" class="st1"></line>
						<line y2="286.8" x2="325.7" y1="284.5" x1="326.6" class="st1"></line>
						<line y2="257.3" x2="316.9" y1="257.5" x1="318.5" class="st1"></line>
						<line y2="279.7" x2="331.4" y1="280" x1="333.8" class="st1"></line>
						<polyline points="333.7,280.5 332.7,280.8 331.2,280.7" class="st1"></polyline>
						<line y2="282.5" x2="331.1" y1="282.7" x1="333.5" class="st1"></line>
						<polyline points="333.1,284.6 332.2,283.7 330.7,283.5" class="st1"></polyline>
						<polyline points="328.2,290.8 327.9,290.9 327.5,290.8" class="st1"></polyline>
						<line y2="291.8" x2="328.5" y1="290.9" x1="327.9" class="st1"></line>
						<line y2="291.5" x2="327.7" y1="290.7" x1="327.2" class="st1"></line>
						<line y2="290.3" x2="326.7" y1="290.3" x1="326.7" class="st1"></line>
						<polyline points="329.4,291.7 328.8,290.6 327.3,290.5" class="st1"></polyline>
						<line y2="288" x2="329.6" y1="288.1" x1="329.5" class="st1"></line>
						<line y2="289.6" x2="329.8" y1="289.8" x1="329.6" class="st1"></line>
						<line y2="288.4" x2="331.9" y1="288.1" x1="329.5" class="st1"></line>
						<line y2="287.4" x2="331.1" y1="286.8" x1="331.4" class="st1"></line>
						<line y2="286.6" x2="332.5" y1="286.3" x1="330.2" class="st1"></line>
						<polyline points="330.4,284.9 331.9,285 333.1,285" class="st1"></polyline>
						<line y2="285" x2="333.1" y1="284.7" x1="330.7" class="st1"></line>
						<line y2="286.2" x2="330.3" y1="286.3" x1="330.2" class="st1"></line>
						<polyline points="332.5,286.6 331.7,285.7 330.3,285.4" class="st1"></polyline>
						<line y2="284.7" x2="330.7" y1="284.7" x1="330.7" class="st1"></line>
						<line y2="284.3" x2="330.8" y1="284.6" x1="333.1" class="st1"></line>
						<line y2="284.3" x2="330.8" y1="284.1" x1="330.9" class="st1"></line>
						<polyline points="333.5,282.7 332.3,283 330.8,282.8" class="st1"></polyline>
						<line y2="282.3" x2="333.6" y1="282" x1="331.2" class="st1"></line>
						<line y2="282" x2="331.2" y1="282" x1="331.2" class="st1"></line>
						<line y2="283" x2="332.3" y1="283.7" x1="332.2" class="st1"></line>
						<polyline points="331.1,281.5 332.6,281.6 333.6,282.3" class="st1"></polyline>
						<line y2="280.2" x2="331.3" y1="280.5" x1="333.7" class="st1"></line>
						<polyline points="331.4,280.5 331.5,280.3 331.3,280.2" class="st1"></polyline>
						<polyline points="333.8,280 332.7,279.5 331.2,279.4" class="st1"></polyline>
						<line y2="275" x2="332.5" y1="274.8" x1="331" class="st1"></line>
						<line y2="273.9" x2="331.1" y1="274" x1="331.2" class="st1"></line>
						<line y2="272.4" x2="332.3" y1="272.5" x1="333.1" class="st1"></line>
						<polyline points="329.1,280.9 328.9,280.8 327.5,280.7" class="st1"></polyline>
						<polyline points="327.5,280.4 327.5,280.7 327.5,280.7" class="st1"></polyline>
						<line y2="279.1" x2="327.6" y1="278.4" x1="327.7" class="st1"></line>
						<line y2="277.6" x2="327.7" y1="276.8" x1="327.7" class="st1"></line>
						<line y2="276.2" x2="327.6" y1="275.5" x1="327.5" class="st1"></line>
						<line y2="274.3" x2="327.2" y1="274.9" x1="327.4" class="st1"></line>
						<polyline points="328.9,280.8 329,279.9 329,278.9 329.1,278 329.1,277.1 328.9,276.2 328.8,275.4 328.7,274.7 
							328.6,274 328.3,273.3 328,272.9 327.9,272.6" class="st1"></polyline>
						<polyline points="325.7,287 326,286.2 326.4,285.4 326.8,284.4 327,283.3" class="st1"></polyline>
						<polyline points="327,283.3 327,283.3 328.4,283.4 328.6,283.4" class="st1"></polyline>
						<polyline points="326,288.5 326.3,288.3 326.7,287.8 327,287.3 327.3,286.7 327.6,286 327.9,285.2 328.2,284.3 
							328.4,283.4" class="st1"></polyline>
						<polyline points="327.9,272.5 328.1,272.7 328.4,273.3 328.6,273.9 328.8,274.5 329,275.3 329,276.2 329.2,277 
							329.2,277.9 329.2,279 329.1,279.9 329.1,280.9 329,281.2 329.1,281.6 329.1,281.9 329,282.3 329,282.7 328.9,283 
							328.8,283.2 328.6,283.4 328.3,284.4 328,285.2 327.7,286 327.4,286.7 327.2,287.4 326.8,287.9 326.4,288.4 326.1,288.7" class="st1"></polyline>
						<polyline points="330.5,270.9 330.3,270.8 329.8,270.8" class="st1"></polyline>
						<line y2="270" x2="330.2" y1="270.8" x1="329.6" class="st1"></line>
						<line y2="270" x2="331" y1="270.8" x1="330.3" class="st1"></line>
						<line y2="270" x2="330.3" y1="270.4" x1="329.7" class="st1"></line>
						<line y2="271" x2="328.9" y1="271" x1="329" class="st1"></line>
						<polyline points="331.8,270.4 331,271.2 329.5,271.1" class="st1"></polyline>
						<line y2="270.4" x2="331.5" y1="270.4" x1="331.8" class="st1"></line>
						<line y2="271.3" x2="332.5" y1="272.1" x1="331.7" class="st1"></line>
						<line y2="273.9" x2="331.1" y1="274.1" x1="333.5" class="st1"></line>
						<polyline points="330.2,272 331.7,272.1 331.8,272.5" class="st1"></polyline>
						<polyline points="333.1,272.5 332.1,273.4 330.7,273.2" class="st1"></polyline>
						<line y2="271.3" x2="332.5" y1="271.2" x1="332" class="st1"></line>
						<polyline points="333.9,276.1 333.7,274.8 333.5,273.6 333.2,272.5 332.9,271.6 332.4,270.9 331.9,270.4 
							331.4,270 330.9,269.8" class="st1"></polyline>
						<polyline points="333.5,274.1 332.5,275 332.6,275.6" class="st1"></polyline>
						<line y2="277.4" x2="331.4" y1="277.4" x1="331.5" class="st1"></line>
						<polyline points="333.8,276.1 332.7,276.8 331.3,276.6" class="st1"></polyline>
						<line y2="275.8" x2="331.4" y1="276" x1="331.5" class="st1"></line>
						<line y2="275.8" x2="331.4" y1="276.1" x1="333.8" class="st1"></line>
						<polyline points="331.3,277.3 332.8,277.4 333.9,277.7" class="st1"></polyline>
						<line y2="278.2" x2="333.9" y1="278" x1="331.5" class="st1"></line>
						<line y2="277.7" x2="333.9" y1="277.4" x1="331.4" class="st1"></line>
						<polyline points="331.2,278.6 332.7,278.8 333.9,278.2" class="st1"></polyline>
						<line y2="279.7" x2="331.5" y1="279.7" x1="331.4" class="st1"></line>
						<line y2="278.1" x2="331.5" y1="278" x1="331.5" class="st1"></line>
						<line y2="278.8" x2="332.7" y1="279.5" x1="332.7" class="st1"></line>
						<polyline points="327.1,291 327.5,291.4 327.9,291.7 328.4,291.9 328.9,291.9 329.5,291.6 330.1,291.3 
							330.7,290.7 331.2,289.8 331.8,288.8 332.2,287.7 332.7,286.4 333.1,285.1 333.4,283.6 333.7,282.1 333.9,280.6 333.9,279.1 
							333.9,277.5" class="st1"></polyline>
						<polyline points="330.2,290.9 329.6,289.8 328.1,289.7" class="st1"></polyline>
						<line y2="290.9" x2="330.2" y1="291" x1="329.7" class="st1"></line>
						<polyline points="328.8,288.6 330.4,288.8 331,289.9" class="st1"></polyline>
						<polyline points="329.6,287.2 331.1,287.4 331.9,288.4" class="st1"></polyline>
						<line y2="289.9" x2="331" y1="289.8" x1="330.2" class="st1"></line>
						<line y2="291.7" x2="329.4" y1="291.6" x1="329" class="st1"></line>
						<polyline points="331.1,268.4 330.7,268.4 330.2,268.6 329.7,268.8 329.2,269.2 328.8,269.7 328.4,270.3 
							327.8,271 327.4,271.8 327,272.6 326.7,273.5 326.3,274.6 326,275.7 325.7,276.8 325.5,278 325.3,279.2 325.1,280.4 
							325,281.7 324.9,282.8 324.9,284.1 324.9,285.2 325,286.3 325.1,287.4 325.3,288.4 325.4,289.4 325.7,290.3 326,291 
							326.3,291.7 326.6,292.2 327,292.7 327.4,293 327.8,293.2 328.4,293.4" class="st1"></polyline>
						<polyline points="330.8,265.9 331.4,266.1 331.9,266.4 332.3,266.8 332.8,267.4 333.2,268 333.6,268.8 
							333.9,269.6 334.2,270.7 334.4,271.9 334.6,273.1 334.7,274.3 334.8,275.6 334.9,277.1 334.8,278.4 334.8,279.8 334.6,281.3 
							334.4,282.7 334.2,284.1 333.9,285.5 333.5,286.8 333.3,288.1 332.8,289.4 332.3,290.5 331.9,291.5 331.4,292.5 330.8,293.3 
							330.3,294 329.7,294.7 329.2,295.1 328.7,295.5 328.1,295.6 327.5,295.7 327,295.6" class="st1"></polyline>
						<line y2="274.1" x2="327.1" y1="274.3" x1="327.2" class="st1"></line>
						<line y2="275.5" x2="327.5" y1="274.9" x1="327.4" class="st1"></line>
						<line y2="276.8" x2="327.7" y1="276.2" x1="327.6" class="st1"></line>
						<line y2="275.2" x2="327.3" y1="275.1" x1="326.8" class="st1"></line>
						<line y2="276.7" x2="326.4" y1="276.9" x1="327.6" class="st1"></line>
						<line y2="277.6" x2="327.7" y1="278.4" x1="327.7" class="st1"></line>
						<line y2="279.5" x2="327.7" y1="280.1" x1="327.7" class="st1"></line>
						<line y2="281.7" x2="325.6" y1="281.7" x1="327.4" class="st1"></line>
						<polyline points="324.3,281.5 324,281.5 323.8,281.5 323.6,281.4 323.4,281.5" class="st1"></polyline>
						<polyline points="324.3,281.6 324.1,281.6 323.8,281.6 323.6,281.6 323.4,281.6" class="st1"></polyline>
						<polyline points="323.6,280.3 323.6,280.3 324,280.6 324.2,281 324.3,281.5 324.3,281.6 324.1,282.1 323.9,282.5 
							323.4,282.7 323.3,282.7" class="st1"></polyline>
						<polyline points="319.4,256.1 319.3,256.3 318.9,256.7 318.7,257 318.5,257.5 318.1,258.3 317.7,259.1 
							317.3,259.5 316.8,259.6 316.3,259.7 315.8,259.7" class="st1"></polyline>
						<line y2="259.7" x2="315.8" y1="259.7" x1="316.3" class="st1"></line>
						<line y2="259.4" x2="315.5" y1="259.6" x1="316.8" class="st1"></line>
						<polyline points="330.1,295.4 329.5,295.9 328.9,296.4 328.3,296.6 327.6,296.8 327.1,296.7 326.5,296.6 
							326,296.2 325.5,295.7 325,295.1 324.6,294.3 324.1,293.5 323.9,292.4 323.6,291.3 323.3,290.1 323.1,288.7 323,287.3 
							322.9,285.8 323,284.4 323,282.8 323,281.3 323.3,279.7 323.5,278.1 323.8,276.6 324.1,275.1 324.4,273.7 324.9,272.4 
							325.4,271 325.9,269.8 326.3,268.8 326.9,267.8 327.5,267 328.1,266.2 328.7,265.8 329.3,265.3 329.9,265 330.6,264.8 
							331.1,264.9 331.7,265.1 332.2,265.5 332.7,265.9 333.2,266.5" class="st1"></polyline>
						<polyline points="326.4,293.3 326.4,293.4 326.5,293.5 326.5,293.8 326.6,294 326.4,294.7 326.4,294.9 
							326.3,295.3 326.3,295.3" class="st1"></polyline>
						<polyline points="327.4,294.9 327.3,294.9 327.3,294.9 327.2,294.9 327,294.9 326.8,294.7 326.4,294.7 
							325.6,294.6" class="st1"></polyline>
						<polyline points="328,295.6 327.9,295.7 327.8,295.7 327.6,295.7 327.2,295.7 327,295.6" class="st1"></polyline>
						<polyline points="325.1,294 326.6,294 326.8,293.9 327.3,294 327.4,294 327.5,293.9 327.5,293.9" class="st1"></polyline>
						<polyline points="327.8,295.7 327.6,295.6 327.5,295.4 327.3,295.2 327.3,294.9 327.4,294 327.5,293.7 
							327.6,293.5 327.8,293.4 328,293.4" class="st1"></polyline>
						<polyline points="324.8,293.3 326.4,293.3 326.9,293.3 327.3,293.4" class="st1"></polyline>
						<polyline points="327.9,295.7 327.7,295.6 327.6,295.4 327.4,295.2 327.3,294.9 327.5,293.9 327.5,293.7 
							327.7,293.5 327.9,293.4" class="st1"></polyline>
						<polyline points="327.6,295.4 327.7,295.4 328,295.6 328,295.6" class="st1"></polyline>
						<polyline points="329.9,268.3 329.8,268.2 329.5,268 329.5,267.8 329.4,267.5 329.5,266.6 329.6,266.3 
							329.8,266.1 329.8,266.1" class="st1"></polyline>
						<polyline points="329.5,267.5 329.5,267.5 329.4,267.5 329.3,267.6 329.1,267.5 328.9,267.5 328.6,267.5 
							328,267.4" class="st1"></polyline>
						<polyline points="329.7,266.5 329.6,266.6 329.5,266.6 329.4,266.6 329.2,266.7 328.9,266.6 328.7,266.7" class="st1"></polyline>
						<polyline points="328.7,266.7 328.6,267.5 328.5,267.8 328.5,268 328.4,268.1 328.3,268.3" class="st1"></polyline>
						<polyline points="330.1,268.3 330,268.3 329.9,268.3 329.7,268.3 329.3,268.3 328.8,268.2 328.3,268.3 
							327.5,268.1" class="st1"></polyline>
						<line y2="284.6" x2="333.1" y1="285" x1="333.1" class="st1"></line>
						<line y2="286.6" x2="330.1" y1="286.3" x1="330.2" class="st1"></line>
						<polyline points="330.7,283.5 330.7,284.2 330.4,284.9" class="st1"></polyline>
						<line y2="282.5" x2="331.1" y1="282" x1="331.2" class="st1"></line>
						<line y2="273.9" x2="331.1" y1="273.7" x1="331.2" class="st1"></line>
						<polyline points="330.7,272.9 330.6,272.4 330.6,272.4" class="st1"></polyline>
						<polyline points="331.1,274.5 331,273.9 331,273.7" class="st1"></polyline>
						<line y2="279.8" x2="334.5" y1="279.9" x1="334.7" class="st1"></line>
						<line y2="279.9" x2="334.5" y1="280" x1="334.7" class="st1"></line>
						<line y2="280.5" x2="333.7" y1="280" x1="333.8" class="st1"></line>
						<line y2="282.7" x2="333.5" y1="282.3" x1="333.6" class="st1"></line>
						<polyline points="334.6,279.1 334.6,279.3 334.7,279.9 334.7,280 334.5,280.5 334.4,280.7" class="st1"></polyline>
						<line y2="272.5" x2="333.1" y1="272.3" x1="333" class="st1"></line>
						<line y2="273.8" x2="333.5" y1="274.1" x1="333.5" class="st1"></line>
						<line y2="276.1" x2="333.8" y1="275.7" x1="333.8" class="st1"></line>
						<line y2="277.5" x2="333.9" y1="276.1" x1="333.9" class="st1"></line>
						<line y2="278.2" x2="333.9" y1="277.7" x1="333.9" class="st1"></line>
						<line y2="276.8" x2="332.7" y1="277.4" x1="332.8" class="st1"></line>
						<polyline points="331.2,275.4 331.3,275.8 331.3,276.6" class="st1"></polyline>
						<line y2="273.9" x2="332.4" y1="273.4" x1="332.1" class="st1"></line>
						<line y2="275.4" x2="331.4" y1="275.8" x1="331.4" class="st1"></line>
						<polyline points="331.3,278.6 331.3,277.8 331.3,277.3" class="st1"></polyline>
						<line y2="277.4" x2="331.4" y1="278" x1="331.5" class="st1"></line>
						<polyline points="331.2,280.7 331.3,280 331.2,279.4" class="st1"></polyline>
						<line y2="280.2" x2="331.3" y1="279.7" x1="331.4" class="st1"></line>
						<line y2="280.8" x2="332.7" y1="281.6" x1="332.6" class="st1"></line>
						<polyline points="330.9,282.8 331,282.1 331.1,281.5" class="st1"></polyline>
						<line y2="284.3" x2="330.8" y1="284.7" x1="330.7" class="st1"></line>
						<polyline points="329.9,286.7 330,286.1 330.2,285.5" class="st1"></polyline>
						<line y2="285.7" x2="331.7" y1="285" x1="331.9" class="st1"></line>
						<line y2="286.9" x2="332.4" y1="286.6" x1="332.5" class="st1"></line>
						<line y2="291.7" x2="329.2" y1="291.7" x1="329.4" class="st1"></line>
						<line y2="290.9" x2="330.2" y1="291.1" x1="330" class="st1"></line>
						<polyline points="332.2,290.7 332,290.6 331.7,290.4" class="st1"></polyline>
						<polyline points="332.2,290.7 332,290.7 331.7,290.5" class="st1"></polyline>
						<polyline points="331.1,291.5 331.6,291.4 331.9,291.1 332.2,290.7 332.2,290.7 332.3,290.3 332.2,289.9 
							332.2,289.8" class="st1"></polyline>
						<line y2="289.9" x2="331" y1="290.1" x1="330.9" class="st1"></line>
						<line y2="288.7" x2="331.7" y1="288.4" x1="331.9" class="st1"></line>
						<line y2="288.3" x2="330.6" y1="288.8" x1="330.4" class="st1"></line>
						<line y2="288.2" x2="329.5" y1="288.1" x1="329.5" class="st1"></line>
						<polyline points="329.6,287.4 329.5,287.9 329.3,288.2" class="st1"></polyline>
						<polyline points="328.9,289 328.7,289.4 328.7,289.5" class="st1"></polyline>
						<line y2="290.6" x2="328.8" y1="290.4" x1="329" class="st1"></line>
						<line y2="290.3" x2="328" y1="290.3" x1="328" class="st1"></line>
						<polyline points="324.1,291 324.5,291 324.9,290.8 325,290.6 324.9,290.3 324.9,290.2 324.9,290.2 324.8,289.8 
							324.4,289.5 324,289.3 323.6,289.3" class="st1"></polyline>
						<polyline points="323.8,290.3 323.9,290.2 324,290.4 324.1,290.6 324.2,290.7 324,291" class="st1"></polyline>
						<polyline points="324,290.9 324.1,290.6 324.3,290.4 324.4,290.3 324.7,290.2 324.9,290.2" class="st1"></polyline>
						<polyline points="324.2,290.9 324.2,290.7 324.3,290.5 324.5,290.4 324.7,290.2 324.9,290.3" class="st1"></polyline>
						<polyline points="328.7,271.2 329,271.9 329.3,272.4 329.5,273.2 329.6,274 329.7,274.9 329.9,275.8 329.9,276.7 
							329.9,277.8 329.9,278.8 329.8,279.9 329.8,280.8 329.6,281.9 329.4,283 329.3,283.9 329,284.8 328.7,285.8 328.4,286.6 
							328,287.5 327.7,288.3 327.4,288.9 327,289.5 326.6,290 326.5,290" class="st1"></polyline>
						<polyline points="326.8,290.5 326.9,290.4 327.3,289.8 327.8,289.2 328.1,288.5 328.4,287.8 328.8,287 329.1,286 
							329.3,285.1 329.6,284.1 329.8,283.1 330.1,282 330.2,280.9 330.3,279.8 330.4,278.8 330.4,277.7 330.4,276.7 330.3,275.7 
							330.2,274.8 330.1,273.9 329.8,273 329.6,272.2 329.4,271.6 329.1,271 329.1,270.9" class="st1"></polyline>
						<line y2="271.4" x2="330.2" y1="271.5" x1="330.3" class="st1"></line>
						<line y2="269.8" x2="330.9" y1="270" x1="330.3" class="st1"></line>
						<line y2="271.2" x2="331" y1="271.5" x1="331.2" class="st1"></line>
						<line y2="271.3" x2="332.5" y1="271" x1="332.4" class="st1"></line>
						<line y2="270" x2="330.8" y1="270" x1="331" class="st1"></line>
						<line y2="270.3" x2="331.6" y1="270.4" x1="331.8" class="st1"></line>
						<polyline points="332.3,269 332.4,268.9 332.3,268.7" class="st1"></polyline>
						<polyline points="333.1,270 333.1,269.9 333.3,269.8 333.6,269.6 333.8,269.7" class="st1"></polyline>
						<polyline points="333.1,270.1 333.2,269.9 333.3,269.8 333.6,269.7 333.8,269.7" class="st1"></polyline>
						<polyline points="331.8,268.7 332.3,268.7 332.8,268.8 333.2,269 333.6,269.3 333.8,269.7 333.8,269.7 
							333.9,270.1 333.7,270.3 333.3,270.6" class="st1"></polyline>
						<line y2="268.3" x2="330.1" y1="268.2" x1="330" class="st1"></line>
						<polyline points="329.8,266.1 329.8,266.1 329.6,266.3 329.6,266.6 329.5,267.5 329.5,267.8 329.6,268 
							329.8,268.2 330,268.3" class="st1"></polyline>
						<polyline points="327,297.1 326.4,296.9 325.8,296.7 325.3,296.3 324.9,295.8 324.4,295.1 324,294.2 323.6,293.4 
							323.3,292.4 323,291.2 322.8,290 322.7,288.7 322.5,287.3 322.4,285.9 322.4,284.4 322.5,282.8 322.6,281.4 322.8,279.9 
							323,278.3 323.3,276.8 323.5,275.3 324,273.9 324.3,272.5 324.8,271.3 325.2,270.1 325.7,268.9 326.3,268 326.8,267.1 
							327.4,266.3 328,265.6 328.6,265.2 329.2,264.8 329.8,264.5 330.4,264.5 330.9,264.6" class="st1"></polyline>
						<polyline points="313.9,259 313.9,259.1 314,259.2 314.1,259.4 314.2,259.7 314.2,260 314.2,260.3 314.2,260.7 
							314.2,261 314.1,261.4 314,261.7 314,262 313.8,262.3 313.7,262.4 313.6,262.6 313.4,262.6 313.3,262.6" class="st1"></polyline>
						<line y2="258.8" x2="310.8" y1="258.9" x1="312.5" class="st1"></line>
						<polyline points="318.6,291.6 318.5,291.2 318.1,290.3 317.9,289.4 317.6,288.4 317.4,287.2 317.3,286.1 
							317.3,284.9 317.2,283.5 317.3,282.2 317.4,280.9 317.4,279.6 317.7,278.1 317.8,276.9 318.1,275.6 318.4,274.3 318.8,273.1 
							319.2,272 319.6,270.9 320,270 320.5,269.1 321,268.3 321.3,268.1" class="st1"></polyline>
						<polyline points="308.7,270.7 308.8,270.8 309,270.9 309,271.1 309.1,271.4 309.2,271.7 309.2,272 309.2,272.4 
							309.2,272.8 309.1,273.1 308.9,273.4 308.9,273.8 308.8,274 308.6,274.1 308.5,274.3 308.4,274.3 308.3,274.3" class="st1"></polyline>
						<polyline points="315.9,301.5 315.8,301.3 315.5,301.1 315.4,300.7 315.2,300.3 315,299.6 314.7,299 314.3,298.7" class="st1"></polyline>
						<polyline points="314.2,283.9 313.7,284 313.2,283.9 312.8,283.9 312.3,283.8 312,283.7 310.9,283.5 310.4,283 
							309.9,282.4 309.8,282.1" class="st1"></polyline>
						<line y2="300.1" x2="313.6" y1="300.3" x1="315.2" class="st1"></line>
						<polyline points="311.7,270.7 311.2,272.5 310.8,274.4 310.4,276.5 310.1,278.5 309.6,279.3 309.4,280.2 
							309.5,281.2 309.8,282.1 309.7,284.1 309.8,286 310,287.9 310.3,289.5" class="st1"></polyline>
						<line y2="273.4" x2="305.4" y1="273.6" x1="307" class="st1"></line>
						<line y2="279.5" x2="306.1" y1="279.7" x1="307.7" class="st1"></line>
						<line y2="280.9" x2="306" y1="281.1" x1="307.6" class="st1"></line>
						<polyline points="310.9,296.7 311.1,296.8 311.1,297 311.3,297.1 311.3,297.4 311.3,297.7 311.4,298 311.3,298.5 
							311.3,298.8 311.3,299.1 311.2,299.5 311,299.7 310.9,299.9 310.7,300.2 310.7,300.3 310.5,300.4 310.3,300.3" class="st1"></polyline>
						<polyline points="307.5,286.3 307.7,286.4 307.8,286.6 307.9,286.8 307.9,287.1 308,287.4 308,287.7 308,288 
							308,288.4 307.9,288.7 307.7,289.1 307.7,289.3 307.6,289.6 307.4,289.8 307.3,289.9 307.2,290 307.1,290" class="st1"></polyline>
						<polyline points="314.9,295.7 314.5,295.6 313.9,295.2 313.5,294.7 313,294.1 312.9,293.8" class="st1"></polyline>
						<line y2="294.1" x2="312" y1="293.2" x1="311.4" class="st1"></line>
						<polyline points="310.9,283.5 311,284.9 311,286.2 311.2,287.5 311.3,288.8 311.5,289.2 311.8,289.5 312.4,290.1 
							312.9,290.8 313.2,291.3 313.5,292 313.6,292.5 313.5,292.9 313.4,293.3" class="st1"></polyline>
						<polyline points="312.1,292.7 311.9,293 311.6,293.2 311.4,293.2 310.8,293.2 310.6,293.3 310.5,293.4 310.2,294 
							310.1,294.4 310,294.9 309.6,295.9 309.5,296.3 309.4,296.6 309.3,297.1 309.3,297.5 309.2,298.4 309.1,299.1 309.1,299.7 
							309.2,300.3 309.2,300.8 310,301.6 310.7,302.3" class="st1"></polyline>
						<line y2="275.6" x2="307.4" y1="275.4" x1="305.7" class="st1"></line>
						<polyline points="305.7,275.3 305.5,276.6 305.2,278.2 305.1,279.6 305.1,281.1 305,282.6 305,284 305.1,284.8" class="st1"></polyline>
						<line y2="285.2" x2="304.9" y1="285.4" x1="306.5" class="st1"></line>
						<polyline points="313.5,266.6 314.2,265.4 315,264.5" class="st1"></polyline>
						<polyline points="316.3,299.4 316.4,299.4 316.6,299.3 316.7,299.2 316.8,299.1 317,298.8 317.1,298.5 
							317.1,298.2 317.2,297.8 317.3,297.5 317.2,297.1 317.3,296.8 317.2,296.5 317.1,296.2 317.1,296 316.9,295.8 316.9,295.7" class="st1"></polyline>
						<polyline points="317.2,295.4 317.8,294.4 318,294 318.3,293.6" class="st1"></polyline>
						<polyline points="322.4,266.3 321.8,267.3 321.2,268.3 320.6,269.5 320.1,270.7 319.7,272 319.3,273.5 
							318.9,274.9 318.5,276.5 318.4,278.1 318.1,279.6 317.9,281.2 317.9,282.8 317.9,284.4 317.9,285.9 318,287.4 318.1,288.8 
							318.3,290.1 318.6,291.3 318.9,292.4 319.3,293.4" class="st1"></polyline>
						<polyline points="319.8,263.2 320.1,264.3 320.3,264.7 320.4,265 320.7,265.3 321.1,265.5" class="st1"></polyline>
						<polyline points="319.2,261.7 319.4,261.7 319.4,261.6 319.6,261.5 319.8,261.3 319.9,261.1 320,260.9 
							320.1,260.5 320.2,260.1 320.2,259.8 320.2,259.4 320.2,259 320.1,258.7 320.1,258.5 320,258.3 319.9,258.2 319.7,258.1" class="st1"></polyline>
						<polyline points="316.6,263.1 316.8,263 317.3,263 318,263" class="st1"></polyline>
						<polyline points="310.1,278.5 310.1,278.3 310.7,277.7 311.4,277.3 312.2,277.1 312.5,277.1 312.9,277" class="st1"></polyline>
						<polyline points="315.4,266.9 315.5,267.5 315.5,268.1 315.3,268.7 314.9,269.4 314.4,270 313.9,270.6 313.3,271 
							312.8,271.4 312.7,271.8 312.3,273.2 311.9,274.5 311.7,275.9 311.4,277.3" class="st1"></polyline>
						<polyline points="317.5,263.5 316.9,264 316.3,264.4 315.7,265.1 315.2,265.9 315.1,266.2 315.3,266.5" class="st1"></polyline>
						<polyline points="314.1,256.9 313.4,257.9 312.5,258.9 312.3,259.5 312.2,260.1 312.1,260.8 312,261.4 312,262.4 
							311.9,262.8 312,263.1 312,263.5 312.1,263.8 312.4,264.7 312.4,265.2 312.4,265.6 312.6,266 312.7,266.2 312.9,266.4 
							313.5,266.6 313.5,266.6 314,267 314.2,267.5" class="st1"></polyline>
						<polyline points="310.8,265.6 311.6,265.5 312,265.5" class="st1"></polyline>
						<polyline points="308.6,268.4 308.9,268.1 309.5,267.6 310.3,267.2 311.1,266.9" class="st1"></polyline>
						<polyline points="308.6,293.5 309.4,293.9 309.8,294" class="st1"></polyline>
						<polyline points="308,291.5 308.4,291.8 309.2,292.1" class="st1"></polyline>
						<polyline points="309.5,268.5 309.3,268.6 308.9,268.6 308.7,268.6 308.4,268.8 308.2,269.1 308,269.4 
							307.5,271.4 307,273.6 307,274.2 307.1,274.8 307.2,275.3 307.4,275.6 307.6,276.5 307.7,277.4 307.7,278.5 307.7,279.7 
							307.6,281.1 307.5,282.2 307.3,283.4 306.9,284.4 306.5,285.4 306.4,285.8 306.2,286.3 306,286.9 305.9,287.5 306,289.5 
							306.2,291.6 306.4,291.8 306.7,292 306.9,292" class="st1"></polyline>
						<line y2="293.2" x2="311.6" y1="294.2" x1="312.1" class="st1"></line>
						<polyline points="314.1,295.8 313.8,295.8 313.3,295.9 312.9,295.8 312.4,295.6 312,295.3 311.5,295 311.2,294.6 
							310.7,294.1 310.5,293.4" class="st1"></polyline>
						<polyline points="315.3,294.7 314.9,294.4 314.4,294.1 313.9,293.6 313.6,293.1 313.6,293" class="st1"></polyline>
						<polyline points="316.8,293.6 316.4,293.3 316,292.8 315.5,292.3 315.1,291.5 314.7,291.6 314.3,291.7 
							314.1,291.9 314,292.2" class="st1"></polyline>
						<line y2="269.4" x2="308" y1="269.2" x1="306.3" class="st1"></line>
						<line y2="268.6" x2="308.9" y1="268.4" x1="307.3" class="st1"></line>
						<line y2="268.6" x2="309.3" y1="268.4" x1="307.7" class="st1"></line>
						<line y2="261.2" x2="310.4" y1="261.4" x1="312" class="st1"></line>
						<line y2="262.2" x2="310.4" y1="262.4" x1="312" class="st1"></line>
						<polyline points="312.6,266 313,265.3 313.4,264.7 313.9,264.1 314.4,263.7 314.9,263.2 315.3,262.9 315.9,262.7 
							316.4,262.5 316.8,262.5 317.2,262.6 317.7,262.8 318.1,263" class="st1"></polyline>
						<line y2="264.7" x2="312.4" y1="264.6" x1="310.7" class="st1"></line>
						<line y2="263.8" x2="312.1" y1="263.6" x1="310.5" class="st1"></line>
						<polyline points="307.8,268.4 308.2,267.5 308.7,266.6 309.2,265.7 309.8,265 310.3,264.4" class="st1"></polyline>
						<line y2="265.5" x2="312" y1="265.6" x1="312.4" class="st1"></line>
						<polyline points="317.1,263 316.6,263 316.1,263.1 315.8,263.3 315.2,263.6 314.8,264 314.3,264.4 313.8,265 
							313.4,265.6 312.9,266.4" class="st1"></polyline>
						<polyline points="313.5,266.6 314.3,265.4 315.1,264.4 315.9,263.7" class="st1"></polyline>
						<polyline points="317.6,264.7 317.1,265.1 316.6,265.6 316.1,266.2 315.6,266.9 315.5,267.1 315.5,267.1" class="st1"></polyline>
						<polyline points="313.7,277 313.9,275.8 314.2,274.7 314.5,273.7 314.7,272.6 315.6,272 316,271.6 316.4,271.3 
							316.8,270.9 316.9,270.5 317,270 317.1,269.6 317,269.3 316.9,268.8 316.7,268 316.4,267.8 316.1,267.6 315.9,267.2 
							315.6,266.9 315.2,265.9" class="st1"></polyline>
						<polyline points="314,271.3 314.1,271.7 314.3,272 314.4,272.3 314.7,272.6" class="st1"></polyline>
						<polyline points="312.2,277.1 312.5,275.9 312.7,274.6 313,273.4 313.4,272.2 313.5,271.8 313.7,271.3" class="st1"></polyline>
						<polyline points="310.6,270.6 310.2,271.7 309.9,272.9 309.6,274.1 309.4,275.3 309.2,276.5 309,277.7 
							308.9,278.9 308.8,280.2 308.7,281.5 308.6,282.6 308.6,283.9 308.6,285 308.7,286.2 308.8,287.3 309,288.3 309.1,289.4" class="st1"></polyline>
						<polyline points="310.1,278.3 310.4,276.2 310.9,274.3 311.3,272.3 311.9,270.5" class="st1"></polyline>
						<polyline points="315.6,267.5 315.7,268.2 315.7,268.8 315.5,269.5 315.2,270.1 314.6,270.8 314,271.3 
							313.8,271.4 313.7,271.3 313.3,271" class="st1"></polyline>
						<line y2="265.8" x2="321.8" y1="264.9" x1="321.7" class="st1"></line>
						<line y2="265.4" x2="322.2" y1="266" x1="322.3" class="st1"></line>
						<polyline points="320.1,264.3 320.5,264.5 321,264.9 321.4,265.3 321.7,265.8" class="st1"></polyline>
						<polyline points="315.7,268.2 315.9,268.4 316.1,268.6 316.5,268.8 316.9,268.8 317.4,268 318,267.3 318.5,266.6 
							319,266.2" class="st1"></polyline>
						<polyline points="315.6,267.5 315.8,267.7 316.1,267.9 316.3,268 316.7,268 317.2,267.4 317.6,266.8 318,266.3 
							318.4,265.9" class="st1"></polyline>
						<polyline points="315.1,277.4 315.5,275.5 316,273.7 316.4,272 317.1,270.5 317.7,269.1 318.4,268 319.1,267.1 
							319.9,266.4" class="st1"></polyline>
						<polyline points="314.6,270.8 314.8,271 315,271.4 315.3,271.6 315.6,272 315.2,273.1 314.9,274.4 314.5,275.8 
							314.3,277.1" class="st1"></polyline>
						<polyline points="312.7,271.8 313.4,272.2 313.6,272.4 314,272.5 314.3,272.6 314.7,272.6" class="st1"></polyline>
						<polyline points="309.5,289.2 309.4,288.2 309.2,287.2 309.1,286.1 309.1,285 309.1,283.8 309.1,282.6 
							309.1,281.5 309.2,280.2 309.3,278.9 309.5,277.7 309.7,276.6 309.9,275.4 310.1,274.2 310.4,273 310.6,272 311,270.9" class="st1"></polyline>
						<polyline points="309.9,282.4 309.8,284.4 309.9,286.2 310.1,288.1 310.4,289.7" class="st1"></polyline>
						<polyline points="311.7,283.7 311.8,284.9 311.8,286.1 311.9,287.2 312.1,288.3 312.1,288.8 312.3,289.2" class="st1"></polyline>
						<polyline points="314.8,283.7 315.3,282.7 315.5,281.9 315.7,280.9" class="st1"></polyline>
						<polyline points="314.7,282.9 314.8,282.8 314.8,282.8 315,282.8 315.3,282.7 316,282.8" class="st1"></polyline>
						<polyline points="313.1,289.9 313.4,289.5 313.6,289.3 313.9,289 314.3,288.8 314.1,287.7 313.9,286.5 
							313.8,285.2 313.7,284" class="st1"></polyline>
						<polyline points="314,292.2 313.9,291.7 313.9,291.1 313.6,290.5 313.1,289.9 312.6,289.2 312.4,289.2 
							312.3,289.2 311.8,289.5" class="st1"></polyline>
						<line y2="290.6" x2="311.4" y1="290.8" x1="311.2" class="st1"></line>
						<polyline points="313.2,283.9 313.2,285 313.3,286 313.4,287.1 313.6,288 313.2,288.3 313,288.6 312.7,289 
							312.6,289.2" class="st1"></polyline>
						<polyline points="315.7,280.9 315.1,281.9 314.7,282.9 314.4,283.6 314.2,283.8" class="st1"></polyline>
						<polyline points="314.8,282.8 315.2,281.9 315.7,280.9 316.8,281.1" class="st1"></polyline>
						<polyline points="317.7,293.5 317.1,293.1 316.5,292.3 315.9,291.4 315.5,290.2 315.1,288.9 314.8,287.3 
							314.7,285.6 314.6,283.8" class="st1"></polyline>
						<polyline points="317.8,294.4 318.3,293.9 318.6,293.6" class="st1"></polyline>
						<polyline points="313.8,292.4 314.2,292.2 314.5,292.1 314.9,292.1 315.2,292.7 315.6,293.1 316,293.5 
							316.3,293.7" class="st1"></polyline>
						<polyline points="311.3,288.8 312.1,288.3 312.4,288.2 312.8,288 313.2,288 313.6,288 314.3,288.8 314.7,289.1 
							315,289.4 315.3,289.8 315.4,290.2 315.5,290.6 315.5,290.9 315.4,291.3 315.1,291.5 314.9,292.1 314.5,292.3 314.2,292.5 
							313.9,292.7 313.6,293.1 313,294.1" class="st1"></polyline>
						<polyline points="310.8,293.2 311.2,293.7 311.5,294.3 312,294.8 312.4,295.1 312.8,295.3 313.2,295.5 
							313.4,295.5" class="st1"></polyline>
						<line y2="294" x2="309.8" y1="294" x1="310.2" class="st1"></line>
						<line y2="294.7" x2="308.4" y1="294.9" x1="310" class="st1"></line>
						<line y2="295.7" x2="308" y1="295.9" x1="309.6" class="st1"></line>
						<line y2="297.3" x2="307.7" y1="297.5" x1="309.3" class="st1"></line>
						<line y2="298.2" x2="307.6" y1="298.4" x1="309.2" class="st1"></line>
						<line y2="287.3" x2="304.3" y1="287.5" x1="305.9" class="st1"></line>
						<line y2="300.6" x2="307.6" y1="300.8" x1="309.2" class="st1"></line>
						<line y2="292.6" x2="307.1" y1="292" x1="306.8" class="st1"></line>
						<line y2="291.4" x2="304.6" y1="291.6" x1="306.2" class="st1"></line>
						<polyline points="312.1,292.7 312.2,292.3 312.2,291.8 312,291.3 311.6,290.7 311,290.2 310.4,289.7 310.3,289.5 
							309.5,289.2 309.3,289.2 309.1,289.4 308.9,289.9 308.7,290 308.6,290.2 308.1,291.4 307.9,291.6 307.8,291.9 307.7,291.9 
							307.5,291.9 307.1,292 306.9,292 305.3,291.8 305.1,291.8 304.8,291.6 304.6,291.4 304.4,289.4 304.3,287.3 304.4,286.8 
							304.6,286.1 304.8,285.6 304.9,285.2 305.3,284.2 305.7,283.2 305.9,282 306,280.9 306.1,279.5 306.1,278.3 306.1,277.2 
							306,276.3 305.7,275.4 305.5,275.1 305.5,274.6 305.4,274 305.4,273.4 305.9,271.3 306.3,269.2 306.6,268.9 306.8,268.6 
							307.1,268.4 307.3,268.4 307.7,268.4 307.9,268.3 309.5,268.5 309.6,268.6 309.8,268.8 309.8,269 310.1,269.9 310.2,270.2 
							310.5,270.2 310.6,270.6 310.7,270.8 311,270.9 311.7,270.7 311.9,270.5 312.6,270.1 313.2,269.7 313.7,269.2 314,268.6 
							314.1,268 314.2,267.5" class="st2"></polyline>
						<polyline points="315.3,266.5 315.4,266.9 315.6,267.5" class="st2"></polyline>
						<polyline points="309.9,269.2 310.4,268.8 310.9,268.6 311.6,268.4 312.2,268.2 312.8,268.3 313.4,268.3 
							313.8,268.5 314,268.6" class="st2"></polyline>
						<polyline points="308.3,274.3 308.1,274.2 308,274.1 307.9,273.8 307.9,273.6 307.8,273.3 307.8,273 307.8,272.6 
							307.8,272.3 307.9,271.9 308,271.6 308.2,271.3 308.2,271 308.4,270.9 308.5,270.8 308.6,270.7 308.7,270.7" class="st2"></polyline>
						<line y2="292.4" x2="313.8" y1="292.5" x1="313.8" class="st2"></line>
						<polyline points="312.9,293.8 313.1,293.6 313.4,293.3 314,292.2" class="st2"></polyline>
						<line y2="292.4" x2="313.8" y1="292.5" x1="313.8" class="st2"></line>
						<polyline points="319.3,293.7 318.6,293.6 317.7,293.5 317.3,293.5 316.8,293.6 316.3,293.7 316,293.9 
							315.7,294.1 315.5,294.4 315.3,294.7 314.9,295.7 314.5,295.8 314.2,295.7 313.4,295.5 312.7,295 312.1,294.2 312,294.1" class="st2"></polyline>
						<line y2="293.6" x2="318.4" y1="293.6" x1="318.3" class="st2"></line>
						<polyline points="313.1,298.8 313.4,299.4 313.6,300.1 313.8,300.5 313.9,300.9 314.2,301.1 314.3,301.3 
							315.9,301.5 316.8,300.5 317.7,299.5 317.8,298.9 317.9,298.3 318,297.6 318.1,297.1 318.1,296 318.2,295.6 318.2,295.3 
							318.1,294.9 318.1,294.7" class="st2"></polyline>
						<polyline points="316.9,295.7 316.7,295.8 316.6,295.8 316.4,296 316.3,296.1 316.2,296.3 316.1,296.7 316,297 
							315.9,297.4 315.9,297.7 315.9,298.1 315.8,298.4 315.9,298.7 316,299 316,299.2 316.2,299.3 316.3,299.4" class="st2"></polyline>
						<polyline points="315,295.4 315.4,295.4 315.7,295.5 316.5,295.4 317.2,295.4 317.8,295 318.4,294.4 319,293.8 
							319,293.6" class="st2"></polyline>
						<polyline points="309.2,292.1 308.6,293.5 308.6,293.8 308.6,294.1 308.6,294.4 308.4,294.7 308,295.7 
							307.9,296.1 307.8,296.4 307.7,296.9 307.7,297.3 307.6,298.2 307.5,298.9 307.5,299.5 307.6,300.1 307.6,300.6 308.3,301.5 
							309.1,302.1 310.7,302.3 310.9,302.1 311.1,301.7 311.4,301.4 311.5,300.9 311.9,300.1 312.4,299.3 312.9,298.9 313.2,298.8 
							313.9,298.7 314.3,298.7" class="st2"></polyline>
						<polyline points="306.8,292 307.1,292.6 307.6,293.2 308.1,293.5 308.6,293.8" class="st2"></polyline>
						<polyline points="305.4,273.9 305.4,274 305.1,275.3 304.8,276.7 304.7,278.1 304.6,279.5 304.5,280.8 
							304.5,282.2 304.5,283.5 304.5,284.9 304.6,285.9" class="st2"></polyline>
						<polyline points="307.5,286.3 307.4,286.4 307.2,286.4 307.2,286.5 307,286.7 306.9,286.9 306.8,287.2 
							306.7,287.5 306.6,287.9 306.6,288.2 306.6,288.6 306.6,289 306.7,289.3 306.7,289.5 306.8,289.7 306.9,289.8 307.1,290" class="st2"></polyline>
						<polyline points="310.3,300.3 310.2,300.2 310.2,300.1 310,299.9 310,299.7 310,299.3 309.9,299 310,298.6 
							310,298.3 310,298 310.1,297.6 310.3,297.3 310.3,297.1 310.5,296.9 310.6,296.8 310.8,296.7 310.9,296.7" class="st2"></polyline>
						<polyline points="311.7,290.9 311.2,290.9 310.7,290.8 310,290.6 309.4,290.3 308.8,290 308.8,289.9" class="st2"></polyline>
						<line y2="290.7" x2="311.5" y1="290.9" x1="311.3" class="st2"></line>
						<line y2="290.8" x2="311.4" y1="290.9" x1="311.3" class="st2"></line>
						<line y2="290.6" x2="311.4" y1="290.9" x1="311.1" class="st2"></line>
						<polyline points="314.8,282.8 314.4,283.9 313.9,283.8 313.4,283.7 312.8,283.6 312.2,283.3 311.7,282.9 
							311.2,282.3 310.7,281.7 310.5,280.9 310.5,280.1 310.7,279.3 311,278.6 311.5,277.9 312.1,277.5 312.7,277.2 313.2,277" class="st2"></polyline>
						<polyline points="314.2,283.9 314.6,283.8 315.2,283.6 315.6,283.2 316.2,282.7 316.6,281.8 316.8,281.1 
							316.8,280.2 316.6,279.3 316.3,278.5 315.7,277.9 315.1,277.4 314.7,277.2 314.3,277.1 313.7,277 313.3,277 312.9,277" class="st2"></polyline>
						<polyline points="314.2,283.8 314.3,283.5 314.7,281.7 314.9,279.9 315.2,278.1 315.2,277.5" class="st2"></polyline>
						<polyline points="310.6,264.2 310.3,264.4 309.4,265.2 308.9,265.8 308.4,266.4 307.8,267.3 307.3,268.2 
							307.3,268.4" class="st2"></polyline>
						<polyline points="315.8,259.7 315.4,259.4 315.2,258.8 314.9,258.1 314.8,257.7 314.6,257.3 314.4,257.1 
							314.1,256.9 312.5,256.7 311.8,257.7 310.8,258.8 310.6,259.3 310.6,259.9 310.5,260.6 310.4,261.2 310.4,262.2 310.3,262.6 
							310.4,262.9 310.4,263.3 310.5,263.6 310.7,264.6 310.8,264.9 310.8,265.1 310.8,265.4 310.8,265.6 311.1,266.9" class="st2"></polyline>
						<polyline points="315.4,259.4 315.7,259.3 316.1,258.9 316.6,258.2 316.9,257.3 317.1,256.9 317.3,256.5 
							317.6,256.2 317.8,255.9 319.4,256.1 320.2,256.8 320.9,257.6 321,258.1 321,258.7 321,259.3 321,260 320.8,260.9 
							320.8,261.3 320.7,261.8 320.7,262.1 320.6,262.4 320.1,263.3" class="st2"></polyline>
						<polyline points="313.3,262.6 313.2,262.6 313,262.4 313,262.2 312.9,261.9 312.8,261.6 312.8,261.3 312.8,260.9 
							312.9,260.6 313,260.2 313.1,259.9 313.2,259.6 313.2,259.3 313.4,259.2 313.6,259 313.7,259 313.9,259" class="st2"></polyline>
						<polygon points="334.6,270.4 334.3,269.2 334,268.3 333.6,267.3 333.2,266.5 332.9,266.2 332.5,265.6 332,265.1 
							331.5,264.8 330.9,264.6 326,264 325.3,264 324.8,264.2 324.1,264.5 323.5,265 322.9,265.7 322.4,266.3 322.1,266.7 
							321.6,267.6 321,268.6 320.5,269.7 320,270.9 319.6,272.2 319.1,273.6 318.8,275 318.5,276.5 318.2,278.1 318,279.6 
							317.9,281.2 317.7,282.7 317.7,284.2 317.7,285.8 317.8,287.1 318,288.5 318.2,289.8 318.4,291 318.7,292.1 319.1,293.1 
							319.3,293.4 319.6,294.3 320.1,295.1 320.6,295.7 321.1,296.1 321.7,296.4 322.3,296.5 327,297.1 327.6,297 328.2,296.9 
							328.7,296.5 329.3,296.1 330.1,295.4 330.7,294.6 331.3,293.8 331.8,292.9 332.3,291.8 332.8,290.6 333.3,289.3 333.7,287.9 
							334.1,286.5 334.4,285 334.7,283.5 334.9,281.9 335.1,280.4 335.2,278.8 335.2,277.3 335.3,275.8 335.2,274.4 335.1,272.9 
							334.8,271.6" class="st2"></polygon>
						<polyline points="322.4,266.3 322.2,266.4 321.8,266.4 321.3,266.4 320.8,266.4 320.3,266.5 319.9,266.4 
							319.3,266.3 319,266.2 318.4,265.9 318.2,265.7 317.9,265.5 317.7,265.1 317.6,264.7 317.5,263.5 317,263.3 316.7,263.2 
							315.9,263.7 315,264.5" class="st2"></polyline>
						<line y2="263.1" x2="316.6" y1="263.2" x1="316.6" class="st2"></line>
						<polyline points="322.8,265.8 322.2,265.4 321.8,265.1 321.7,264.9 321.2,264.3 320.7,263.8 320.2,263.4 
							319.8,263.2 319.1,263.1 318.7,263 318.2,262.9 318,263 317.1,263" class="st2"></polyline>
						<polyline points="322.6,266.1 322.3,266 321.9,265.9 321.6,265.8 321.1,265.5 321.1,265.5" class="st2"></polyline>
						<polyline points="330.8,265.9 330.3,265.9 329.8,266.1 329.2,266.4 328.7,266.7 328.1,267.3 327.6,267.9 
							327,268.7 326.6,269.6 326,270.6 325.6,271.8 325.2,272.9 324.8,274.2 324.4,275.5 324.1,276.8 323.8,278.3 323.7,279.7 
							323.5,281.1 323.4,282.6 323.3,284 323.3,285.4 323.4,286.8 323.5,288.1 323.6,289.3 323.8,290.4 324.1,291.4 324.4,292.4 
							324.8,293.3 325.2,293.9 325.6,294.6 326,295.1 326.5,295.4 327,295.6" class="st2"></polyline>
						<line y2="295.4" x2="327.7" y1="295.3" x1="327.5" class="st2"></line>
						<polyline points="327.9,293.4 327.7,293.5 327.5,293.7 327.5,293.9 327.4,294.9 327.5,295.1 327.6,295.4" class="st2"></polyline>
						<line y2="293.4" x2="328" y1="293.4" x1="327.9" class="st2"></line>
						<polyline points="326.9,290.7 327.2,290.7 327.5,290.8 328.3,291.7 328.5,291.8" class="st2"></polyline>
						<polyline points="329.9,268.1 331.1,268.4 331.5,268.5 332,268.8 332.4,269.1 332.7,269.5 333.1,270.2 
							333.5,270.8 333.7,271.6 334,272.4 334.2,273.4 334.4,274.4 334.4,275.4 334.5,276.5 334.5,277.8 334.5,278.9 334.5,280.2 
							334.4,281.3 334.2,282.6 334,283.8 333.8,285 333.5,286.1 333.1,287.1 332.8,288.2 332.4,289.2 332,290 331.5,290.9 
							331.1,291.5 330.6,292.2 330.1,292.6 329.7,292.9 329.3,293.3 328.8,293.4 328.4,293.4 327.3,293.4" class="st2"></polyline>
						<line y2="268.2" x2="330" y1="268.1" x1="329.9" class="st2"></line>
						<polyline points="329.9,268.1 329.6,268 329.6,267.8 329.5,267.5 329.7,266.5 329.7,266.3 329.8,266.1 329.9,266" class="st2"></polyline>
						<polyline points="327.1,291 326.8,290.5 326.5,289.9 326.2,289.1 326,288.2 325.8,287.2 325.6,286.2 325.5,285.1 
							325.4,283.9 325.5,282.7 325.6,281.5 325.7,280.2 325.9,279 326.2,277.5 326.5,276.1 326.9,274.7 327.4,273.6 327.9,272.5 
							328.4,271.6 329.1,270.8 329.7,270.4" class="st2"></polyline>
						<polyline points="330.2,271.4 330.2,272 330.4,272.3 331.8,272.5 333,272.3" class="st2"></polyline>
						<polyline points="332.4,271 331.2,271.5 329.8,271.4 329.5,271.1 329.6,270.8" class="st2"></polyline>
						<polyline points="328.9,271.1 329,271 330,270.2 330.2,270" class="st2"></polyline>
						<polyline points="331.6,270.3 330.5,270.9 329.2,270.8" class="st2"></polyline>
						<polyline points="330.8,270 329.8,270.8 329.6,270.8 329.2,270.8" class="st2"></polyline>
						<polyline points="330.8,272.4 330.9,272.6 330.7,273.2 330.8,273.7 332.4,273.9 333.5,273.8" class="st2"></polyline>
						<polyline points="333.8,275.7 332.6,275.6 331.2,275.3 331,274.8 331.2,274.2 331.2,274" class="st2"></polyline>
						<polyline points="331.5,277.4 331.5,277.4 331.3,277.3 331.3,276.6 331.5,276.1 331.5,276" class="st2"></polyline>
						<polyline points="331.5,278.1 331.6,278.2 331.2,278.6 331.2,279.4 331.5,279.6 331.5,279.7" class="st2"></polyline>
						<polyline points="331.2,282 331.3,281.7 331.1,281.5 331.2,280.7 331.4,280.5" class="st2"></polyline>
						<polyline points="331.1,282.5 331.1,282.5 331.1,282.6 330.8,282.8 330.7,283.5 330.8,284 330.9,284.1" class="st2"></polyline>
						<polyline points="330.3,286.2 330.3,286 330.3,285.4 330.4,284.9 330.7,284.8 330.7,284.7" class="st2"></polyline>
						<polyline points="329.6,288 329.7,287.8 329.6,287.2 329.9,286.6 331.4,286.8 332.4,286.9" class="st2"></polyline>
						<polyline points="328.9,289.4 328.8,289.2 328.8,288.6 329.2,288.2 330.6,288.3 331.7,288.7" class="st2"></polyline>
						<polyline points="330.9,290.1 329.8,289.6 328.4,289.3 328.1,289.7 328,290.3" class="st2"></polyline>
						<polyline points="327.7,291.5 327.5,291.3 326.7,290.3 326.7,290.3" class="st2"></polyline>
						<polyline points="330,291.1 329,290.4 327.5,290.3 327.3,290.5 327.2,290.7" class="st2"></polyline>
						<polyline points="327.2,290.7 328.2,290.8 329.2,291.7" class="st2"></polyline>
						<line y2="291.1" x2="324" y1="290.9" x1="324.2" class="st2"></line>
						<line y2="290.9" x2="324.2" y1="290.9" x1="324.3" class="st2"></line>
						<polyline points="327.1,274.1 327.3,274.8 327.4,276 327.6,277.4 327.6,279 327.6,279.1 327.7,279.4 327.8,279.8 
							327.7,280.1 327.5,280.4 327.5,280.5 327.5,280.7 327.4,281 327.5,281.4 327.5,281.7 327.4,282.1 327.3,282.5 327.3,282.8 
							327.2,283.1 327,283.3 326.7,284.3 326.4,285.3 326,286.2 325.7,286.9" class="st2"></polyline>
						<polyline points="319.7,258.1 319.6,258 319.5,258.1 319.4,258.2 319.2,258.5 319.1,258.7 318.9,259 318.9,259.3 
							318.8,259.6 318.8,259.9 318.8,260.3 318.8,260.7 318.8,260.9 318.9,261.2 319,261.4 319.1,261.6 319.2,261.7" class="st2"></polyline>
						<polyline points="326.3,277.1 326.4,277.1 326.7,277.9 326.8,278.6 326.8,279.2 326.7,280 326.5,280.5 
							326.1,281.2 325.6,281.7 325.6,281.7" class="st2"></polyline>
						<line y2="271.6" x2="325.6" y1="271.7" x1="325.6" class="st2"></line>
						<line y2="271.6" x2="325.6" y1="271.7" x1="325.6" class="st2"></line>
					</g>
					<g id="ID_1182">
						<polyline points="201.8,261.5 201.9,261.5 202.1,261.7 202.2,262 202.3,262.2 202.4,262.5 202.5,262.8 
							202.6,263.2 202.7,263.5 202.7,263.9 202.7,264.4 202.7,264.8 202.7,265.3 202.7,265.7 202.6,266.2 202.6,266.6 202.5,267.1 
							202.4,267.5 202.3,268 202.2,268.4 202.1,268.7 201.9,269.1 201.8,269.4 201.6,269.7 201.5,269.9 201.2,270.2 201.1,270.4 
							200.9,270.5 200.8,270.6" class="st1"></polyline>
						<polyline points="201.5,261.8 201.5,261.9 201.6,262 201.8,262.2 201.9,262.5 202,262.7 202.1,263 202.2,263.3 
							202.2,263.7 202.3,264 202.3,264.4 202.3,264.8 202.3,265.3 202.2,265.7 202.2,266.1 202.1,266.5 202,267 201.9,267.3 
							201.8,267.8 201.7,268.2 201.6,268.5 201.5,268.8 201.4,269.1 201.2,269.4 201.1,269.6 200.9,269.9 200.8,270 200.6,270.2 
							200.5,270.2" class="st1"></polyline>
						<polyline points="201.7,261.1 202,260.9 202.1,260.8 202.4,260.9" class="st1"></polyline>
						<polyline points="202.3,261.4 202.4,261.5 202.5,261.6 202.8,261.6 202.8,261.8 203,262.1 203.2,262.3 
							203.2,262.6 203.3,262.9 203.4,263.2 203.4,263.6 203.5,264 203.5,264.4 203.5,264.9 203.6,265.3 203.5,265.8 203.4,266.3 
							203.4,266.7 203.3,267.2 203.2,267.6 203.1,268 203,268.4 202.8,268.8 202.7,269.2 202.6,269.5 202.4,269.8 202.2,270 
							202.1,270.3 201.9,270.4 201.7,270.6 201.6,270.7 201.4,270.8 201.2,270.7" class="st1"></polyline>
						<polyline points="201.1,271.3 200.9,271.2 200.8,271.2 200.6,271" class="st1"></polyline>
						<polyline points="201.2,270.7 201,270.7 200.8,270.6 200.7,270.6 200.5,270.3 200.4,270.1 200.3,269.8 
							200.2,269.5 200.1,269.3 200,268.9 200,268.6 200,268.2 199.9,267.7 199.9,267.2 199.9,266.8 199.9,266.4 200,265.9 
							200.1,265.4 200.2,265 200.2,264.6 200.3,264.1 200.4,263.7 200.5,263.3 200.7,263 200.9,262.6 201,262.4 201.2,262.1 
							201.4,261.9 201.6,261.7 201.7,261.6 201.9,261.4 202.1,261.4 202.3,261.4" class="st2"></polyline>
						<polyline points="202,260.9 202.4,260.9 202.5,261 202.7,261 202.9,261.2 203,261.3 203.2,261.6 203.3,261.9 
							203.4,262.2 203.5,262.5 203.5,263 203.6,263.3 203.7,263.9 203.7,264.3 203.7,264.8 203.7,265.3 203.7,265.8 203.6,266.3 
							203.5,266.8 203.5,267.3 203.4,267.8 203.3,268.2 203.1,268.8 203,269.1 202.8,269.6 202.6,269.9 202.5,270.2 202.3,270.5 
							202.1,270.8 202,270.9 201.7,271.1 201.5,271.2 201.3,271.2 201.1,271.3 200.8,271.3" class="st2"></polyline>
					</g>
				</g>
				<g id="ID_1006">
					<g id="ID_1171">
						<line y2="123" x2="587.6" y1="123" x1="587.7" class="st1"></line>
						<line y2="125.1" x2="577.5" y1="125.1" x1="577" class="st1"></line>
						<polyline points="575.4,124.7 574.9,124.6 574.4,124.3 573.9,124.2 573.4,123.9" class="st1"></polyline>
						<line y2="122.9" x2="572" y1="123.3" x1="572.6" class="st1"></line>
						<line y2="121.9" x2="571.2" y1="122.2" x1="571.5" class="st1"></line>
						<line y2="124.8" x2="579.7" y1="124.6" x1="580.1" class="st1"></line>
						<polyline points="580.6,124.1 580.8,124 580.9,123.6 581.1,123.4 581.1,123" class="st1"></polyline>
						<line y2="122" x2="581" y1="121.6" x1="580.9" class="st1"></line>
						<polyline points="571.5,118.1 571.8,117.9 572.2,117.8 572.7,117.7 573.1,117.7" class="st1"></polyline>
						<polyline points="581.3,123.4 581.6,123.3 581.8,123 582,122.6 582.1,122.3 582.1,122 582.2,121.5 582.1,121.1 
							582,120.8 581.9,120.4 581.7,119.9 581.4,119.6 581.1,119.1 580.8,118.7 580.4,118.4 579.9,118 579.5,117.7 578.9,117.3 
							578.5,117.1 577.9,116.8 577.3,116.5 576.7,116.4 576.2,116.2 575.6,116.1 575,116 574.4,116 573.9,116 573.4,116 
							572.9,116.1 572.4,116.2 572.1,116.4 571.7,116.5 571.3,116.8 571.1,117 570.9,117.3 570.6,117.6 570.5,117.9 570.5,118.3 
							570.5,118.7 570.4,118.8" class="st1"></polyline>
						<polyline points="571,118.5 570.7,118.8 570.6,119.1 570.5,119.4 570.5,119.7" class="st1"></polyline>
						<line y2="120.7" x2="570.5" y1="121.1" x1="570.7" class="st1"></line>
						<line y2="113.5" x2="567.3" y1="113.4" x1="567.2" class="st1"></line>
						<polyline points="589.1,124.7 589.3,123.9 589.3,123.1 589.2,122.3 588.9,121.4 588.6,120.4 588.1,119.5 
							587.6,118.6 586.9,117.8 586.1,117 585.3,116.2 584.3,115.4 583.3,114.6 582.2,113.9 581,113.3 579.8,112.7 578.6,112.2 
							577.2,111.8 576,111.4 574.8,111.1 573.5,110.9 572.3,110.8 571.1,110.8 570,110.9 569,111.1 567.9,111.3 567.1,111.6 
							566.2,112 565.5,112.5 564.9,113.1 564.4,113.7" class="st1"></polyline>
						<polyline points="564.2,118.7 564.1,118.9 564.1,119" class="st1"></polyline>
						<polyline points="564.2,119.7 564.3,119.5 564.4,119.4 564.3,119.3" class="st1"></polyline>
						<line y2="119.3" x2="564.3" y1="120.4" x1="564" class="st1"></line>
						<polyline points="584.2,128.6 584.2,128.7 584.2,128.8 584,129" class="st1"></polyline>
						<line y2="129.5" x2="583.7" y1="128.6" x1="584.2" class="st1"></line>
						<polyline points="588.3,126.6 588.6,125.9 588.7,125.2 588.8,124.3 588.6,123.4 588.4,122.6 588.1,121.7 
							587.6,120.8 587.1,119.9 586.3,119.1 585.6,118.2 584.6,117.4 583.7,116.6 582.7,115.8 581.6,115.2 580.5,114.5 579.3,113.9 
							578,113.4 576.7,113 575.5,112.7 574.2,112.4 573,112.2 571.7,112.1 570.6,112 569.5,112.1 568.4,112.3 567.4,112.6 
							566.5,112.9 565.7,113.3 564.9,113.7 564.4,114.3 563.8,115 563.5,115.6" class="st1"></polyline>
						<line y2="126.6" x2="587.4" y1="127" x1="587.2" class="st1"></line>
						<polyline points="584.3,129.3 584.8,128.4 585.4,128.1 585.7,127.9 586.1,127.6 586.6,127.4 586.9,127.1 
							587.2,126.8 587.5,126.4 587.6,126.3" class="st1"></polyline>
						<polyline points="584.7,128.6 584.7,128.5 584.8,128.4" class="st1"></polyline>
						<polyline points="579.4,128.9 579.2,129.1 579.1,129.2 579,129.4" class="st1"></polyline>
						<polyline points="584.2,128.6 583.6,128.7 583.2,128.8 582.6,128.9 581.9,129 581.3,129 580.7,129 580,129 
							579.4,128.9 578.9,129.9" class="st1"></polyline>
						<line y2="129.8" x2="578" y1="128.8" x1="578.5" class="st1"></line>
						<polyline points="573,127.3 572.9,127.3 572.9,127.5 572.7,127.7" class="st1"></polyline>
						<polyline points="578.4,129.4 578.5,129.2 578.5,128.9 578.5,128.8 577.8,128.7 577.1,128.6 576.4,128.5 
							575.8,128.2 575.1,128 574.4,127.8 573.7,127.5 573,127.3 572.6,128.2" class="st1"></polyline>
						<line y2="127.8" x2="571.8" y1="126.9" x1="572.2" class="st1"></line>
						<polyline points="572.1,127.4 572.1,127.1 572.2,127 572.2,126.9 571.6,126.6 571,126.2 570.4,125.8 569.7,125.4 
							569.1,125 568.6,124.6 568,124.2 567.5,123.7 567.4,123.8 567.4,124 567.2,124.1" class="st1"></polyline>
						<line y2="124.7" x2="567.2" y1="123.7" x1="567.5" class="st1"></line>
						<line y2="124.2" x2="566.6" y1="123.1" x1="566.9" class="st1"></line>
						<polyline points="564.3,119.3 564.6,119.8 564.8,120.3 565.1,120.8 565.4,121.3 565.7,121.8 566.2,122.2 
							566.5,122.7 566.9,123.1 567,123.3 566.9,123.5 566.8,123.8" class="st1"></polyline>
						<polyline points="564.1,116.1 564,116.4 564,116.9 564,117.3 564,117.7 564.1,118.2 564.2,118.7 563.8,119.7" class="st1"></polyline>
						<polyline points="575.4,124.7 575.9,124.9 576.4,125 577,125.1" class="st1"></polyline>
						<polyline points="577.5,125.1 578,125.1 578.4,125.1 578.9,125 579.3,124.9 579.7,124.8" class="st1"></polyline>
						<polyline points="573.4,123.9 573,123.6 572.6,123.3" class="st1"></polyline>
						<polyline points="572,122.9 571.8,122.6 571.5,122.2" class="st1"></polyline>
						<polyline points="570.7,121.1 570.8,121.5 571.2,121.9" class="st1"></polyline>
						<polyline points="579.4,123.8 579.1,123.9 578.8,124 578.4,124.1 578,124.1 577.5,124.2 577,124.2 576.6,124.1 
							576.2,124 575.7,123.8 575.2,123.6 574.8,123.5 574.3,123.2 573.9,123 573.6,122.8 573.1,122.5 572.8,122.2 572.5,122 
							572.2,121.6 571.9,121.3 571.7,120.9 571.5,120.7 571.4,120.3" class="st1"></polyline>
						<polyline points="581.5,121.5 581.4,121.2 581.3,120.8 581,120.4 580.8,120 580.5,119.7 580.2,119.4 579.8,119 
							579.4,118.7 579,118.4 578.5,118.1 578,117.8 577.5,117.5 577,117.3 576.5,117.2 576,117 575.4,116.8 574.9,116.8 
							574.4,116.8 573.9,116.7 573.4,116.8 572.9,116.9 572.5,117 572.1,117.1 571.8,117.3" class="st1"></polyline>
						<polyline points="571,118.5 571.2,118.3 571.5,118.1" class="st1"></polyline>
						<polyline points="581.2,123.8 581.3,123.4 581.4,123.1 581.4,122.7 581.3,122.4 581.2,122 581.1,121.6 
							580.9,121.3 580.7,120.8 580.4,120.5 580,120.1 579.6,119.8 579.2,119.3 578.8,119 578.3,118.8 577.8,118.5 577.2,118.2 
							576.7,118 576.2,117.8 575.6,117.6 575.1,117.5 574.5,117.5 574,117.4 573.5,117.4 573,117.5 572.6,117.5 572.1,117.6 
							571.7,117.7 571.3,117.9 571,118.1 570.7,118.4 570.5,118.7 570.4,119" class="st1"></polyline>
						<polyline points="570.5,120.7 570.4,120.3 570.4,120 570.5,119.7" class="st1"></polyline>
						<polyline points="580.3,123.2 580.1,123.2 579.7,123.4 579.4,123.5 578.9,123.5 578.4,123.6 578,123.6 
							577.5,123.5 577.1,123.4 576.5,123.4 576.1,123.2 575.5,123.1 575,122.8 574.6,122.6 574.1,122.4 573.6,122.1 573.2,121.8 
							572.8,121.5 572.5,121.1 572.2,120.8 571.9,120.5 571.7,120.1 571.5,119.7 571.3,119.4 571.3,119.3" class="st1"></polyline>
						<polyline points="581.9,122.6 581.8,122.9 581.5,123.2 581.4,123.2" class="st1"></polyline>
						<polyline points="580.1,124.6 580.3,124.4 580.6,124.1" class="st1"></polyline>
						<polyline points="571,117.8 571.1,117.8 571.2,117.4 571.4,117.2 571.7,117 572,116.8 572.3,116.6 572.7,116.4 
							573.2,116.3 573.6,116.3 574.1,116.3 574.5,116.2 575.1,116.3 575.6,116.4 576.1,116.4 576.7,116.6 577.2,116.8 577.7,117 
							578.3,117.3 578.8,117.5 579.3,117.9 579.7,118.2 580.1,118.5 580.5,118.8 580.8,119.2 581.1,119.6 581.3,120 581.5,120.4 
							581.6,120.8 581.7,121.1 581.8,121.4 581.8,121.8 581.8,122.2 581.6,122.4" class="st1"></polyline>
						<polyline points="580.4,120.9 580.7,121.2 580.9,121.6" class="st1"></polyline>
						<polyline points="581.1,123 581.2,122.6 581.1,122.3 581,122" class="st1"></polyline>
						<polyline points="571.4,119.2 571.4,119.4 571.6,119.7 571.7,120.1 571.9,120.5 572.2,120.8 572.5,121.1 
							572.9,121.4 573.3,121.7 573.7,122.1 574.1,122.4 574.5,122.6 575,122.8 575.5,123 576.1,123.2 576.5,123.4 577.1,123.4 
							577.5,123.5 578,123.6 578.4,123.6 578.9,123.5 579.3,123.4 579.7,123.3 580.1,123.2 580.4,123.1 580.5,123" class="st1"></polyline>
						<polyline points="570.7,117.6 570.6,117.9 570.6,118.2 570.6,118.5" class="st1"></polyline>
						<line y2="128.2" x2="572.4" y1="127.7" x1="572.7" class="st1"></line>
						<line y2="128" x2="572" y1="127.4" x1="572.1" class="st1"></line>
						<line y2="127.6" x2="571.4" y1="128.1" x1="572.6" class="st1"></line>
						<polyline points="564,116.2 564,116.2 564.1,116.3" class="st1"></polyline>
						<line y2="124.9" x2="567.4" y1="124.1" x1="566.6" class="st1"></line>
						<line y2="124.4" x2="566.6" y1="123.8" x1="566.8" class="st1"></line>
						<line y2="124.1" x2="567.2" y1="124.7" x1="567" class="st1"></line>
						<line y2="129.4" x2="578.4" y1="129.9" x1="578.3" class="st1"></line>
						<line y2="129.9" x2="578.7" y1="129.4" x1="579" class="st1"></line>
						<line y2="129" x2="584" y1="129.6" x1="583.9" class="st1"></line>
						<polyline points="563.8,119.8 563.9,120.2 564,120.3 564,120.4 564.3,120.9 564.5,121.3 564.7,121.9 565.1,122.3 
							565.4,122.7 565.7,123.3 566.2,123.8 566.6,124.2 566.6,124.3 566.6,124.4 567,124.7 567,124.7 567.2,124.7 567.7,125.2 
							568.2,125.6 568.8,126.1 569.4,126.4 569.9,126.8 570.5,127.2 571.1,127.5 571.8,127.8 571.8,127.9 572,128 572.4,128.2 
							572.6,128.3 572.6,128.2 573.2,128.5 573.9,128.8 574.6,129.1 575.3,129.3 576,129.4 576.7,129.5 577.4,129.7 578,129.8 
							578.2,129.9 578.3,129.9 578.7,129.9 578.8,129.9 578.9,129.9 579.5,129.9 580.1,130 580.8,130 581.4,129.9 582,129.9 
							582.6,129.8 583.2,129.7 583.7,129.5 583.8,129.5 583.9,129.6 584.2,129.4" class="st1"></polyline>
						<line y2="119.7" x2="564.2" y1="120.2" x1="563.9" class="st1"></line>
						<polyline points="563.8,116.6 563.8,117.1 563.7,117.5 563.7,117.9 563.6,118.3 563.7,118.8 563.7,119.3 
							563.8,119.7 563.9,119.8" class="st1"></polyline>
						<polyline points="587.7,127.6 588.1,126.9 588.4,126.2 588.6,125.4 588.5,124.6 588.4,123.8 588.2,122.8 
							587.8,122 587.4,121.1 586.9,120.3 586.2,119.3 585.4,118.5 584.5,117.7 583.6,116.9 582.6,116.2 581.4,115.4 580.3,114.8 
							579.2,114.3 577.9,113.8 576.6,113.3 575.4,112.9 574.1,112.7 572.9,112.5 571.6,112.5 570.5,112.4 569.3,112.5 568.3,112.6 
							567.3,112.9 566.5,113.2 565.6,113.6 564.9,114.1 564.2,114.6 563.8,115.3 563.3,115.9 563.1,116.7" class="st1"></polyline>
						<line y2="126.7" x2="587.5" y1="127" x1="587.3" class="st1"></line>
						<polyline points="583.9,129.5 584.2,129.4 584.3,129.3 584.8,129.1 585.2,128.9 585.6,128.6 586,128.4 
							586.4,128.1 586.7,127.8 586.9,127.4 587.2,127 587.2,127 587.3,127 587.5,126.7" class="st1"></polyline>
						<polyline points="564,116.4 563.9,117 564.1,117.8 564.3,118.7 564.6,119.5 565.1,120.4 565.6,121.2 566.3,122.1 
							567.1,122.9 567.9,123.7 568.8,124.4 569.8,125.2 570.9,125.8 572,126.5 573.1,127 574.3,127.5 575.6,127.9 576.7,128.2 
							577.9,128.5 579.1,128.7 580.2,128.8 581.4,128.8 582.5,128.7 583.5,128.5 584.5,128.3 585.3,128 586.1,127.6 586.8,127.1 
							587.4,126.6 587.5,126.4" class="st1"></polyline>
						<polyline points="581.3,123.5 581.4,123.3 581.5,123.1 581.6,122.7 581.6,122.6 581.6,122.4 581.6,121.9 
							581.5,121.6 581.4,121.1 581.4,121 581.2,120.9 581,120.5 580.7,120 580.4,119.6 579.9,119.1 579.4,118.8 578.8,118.3 
							578.3,117.9 577.7,117.7 577,117.3 576.4,117.2 575.5,117 574.8,116.9 574.3,116.8 573.5,116.8 573.1,116.9 572.7,116.9 
							572.2,117.1 572.2,117.1 571.9,117.3 571.6,117.3 571.3,117.5 571,117.8 570.9,117.9 570.7,118.2 570.5,118.4 570.4,118.8" class="st2"></polyline>
						<polyline points="581.9,122.6 582,122.2 582.1,121.9 582.1,121.6 582.1,121.1 582,120.8 581.8,120.3 581.6,119.9 
							581.4,119.5 581.1,119.1 580.8,118.7 580.3,118.3 579.9,118 579.4,117.6 578.9,117.3 578.5,117.1 577.9,116.8 577.3,116.5 
							576.7,116.4 576.2,116.2 575.6,116.1 575.1,116 574.4,116 573.9,116 573.5,116 573,116 572.5,116.2 572.2,116.4 571.8,116.5 
							571.4,116.8 571.2,117 571,117.3 570.7,117.6" class="st2"></polyline>
						<polyline points="581.3,123.5 581.3,123.5 581.4,123.5 581.7,123.2 581.9,123 582.1,122.6 582.2,122.3 
							582.2,121.9 582.2,121.5 582.2,121.1 582.1,120.7 582,120.3 581.8,119.9 581.5,119.5 581.2,119.1 580.9,118.7 580.4,118.3 
							579.9,118 579.5,117.6 578.9,117.2 578.4,117 577.8,116.7 577.4,116.5 576.7,116.3 576.1,116.1 575.6,116.1 575,115.9 
							574.4,115.9 573.9,115.9 573.4,115.9 572.9,116 572.4,116.1 572,116.2 571.6,116.4 571.3,116.7 571,116.9 570.8,117.2 
							570.6,117.5 570.5,117.8 570.4,118.2 570.4,118.6 570.4,118.6 570.4,118.8" class="st2"></polyline>
						<polyline points="571.6,118.6 571.7,118.8 571.8,119.2 571.8,119.4 572,119.8 572.2,120.2 572.5,120.5 
							572.8,120.8 573.1,121.2 573.5,121.4 573.9,121.7 574.3,122 574.8,122.2 575.2,122.4 575.7,122.7 576.1,122.7 576.6,122.9 
							577.1,123 577.6,123.1 578,123.2 578.5,123.1 578.9,123.1 579.3,123 579.7,122.9 580,122.8 580.4,122.6 580.6,122.5 
							580.7,122.4" class="st2"></polyline>
						<polygon points="581.3,121.9 581.4,122.3 581.5,122.6 581.5,123 581.4,123.3 581.3,123.7 581.2,123.8 581,124 
							580.8,124.3 580.6,124.6 580.2,124.8 579.8,125 579.5,125.1 579.1,125.2 578.6,125.3 578.1,125.3 577.5,125.3 577,125.3 
							576.5,125.2 575.9,125.1 575.4,124.9 574.9,124.7 574.3,124.5 573.7,124.2 573.3,123.9 572.8,123.6 572.4,123.3 572,123 
							571.6,122.6 571.3,122.3 570.9,121.9 570.6,121.5 570.4,121.2 570.3,120.7 570.2,120.4 570.2,120 570.1,119.6 570.2,119.3 
							570.4,119 570.4,118.8 570.6,118.5 570.8,118.3 571,118 571.4,117.8 571.8,117.6 572.2,117.5 572.5,117.4 573,117.3 
							573.5,117.2 574.1,117.3 574.6,117.3 575.1,117.4 575.7,117.5 576.2,117.6 576.8,117.8 577.3,118.1 577.9,118.3 578.4,118.6 
							578.8,118.9 579.2,119.2 579.7,119.6 580.1,119.9 580.4,120.4 580.7,120.7 581,121 581.2,121.5" class="st2"></polygon>
						<line y2="122.4" x2="581.1" y1="122.1" x1="581" class="st2"></line>
						<polyline points="573.1,117.7 573.6,117.5 574,117.6 574.6,117.7 575.1,117.7 575.6,117.8 576.2,118 576.7,118.2 
							577.1,118.3 577.7,118.6 578.2,118.9 578.6,119.2 579.1,119.5 579.5,119.8 579.8,120.1 580.2,120.5 580.4,120.9" class="st2"></polyline>
						<polyline points="579.4,123.8 579.7,123.8 580,123.5 580.2,123.3 580.4,123.1 580.5,122.8 580.7,122.6 
							580.7,122.4 580.7,122 580.7,121.7 580.6,121.3 580.5,121.1 580.3,120.7 580.1,120.4" class="st2"></polyline>
						<polyline points="571.4,120.1 571.4,120.1 571.6,120.4 571.8,120.8 572.1,121.1 572.4,121.6 572.7,121.9 
							573.1,122.2 573.5,122.4 574,122.7 574.5,123 574.8,123.2 575.4,123.4 575.9,123.6 576.4,123.7 576.8,123.8 577.4,123.9 
							577.8,124 578.3,123.9 578.7,123.9 579.1,123.9 579.5,123.8 579.8,123.6" class="st2"></polyline>
						<polyline points="573.4,117.6 573.3,117.6 572.9,117.7 572.5,117.8 572.3,118 572,118.2 571.8,118.3 571.6,118.6 
							571.5,118.8 571.4,119.2 571.3,119.4 571.3,119.7 571.4,120 571.4,120.3" class="st2"></polyline>
						<polygon points="589,121 589.2,121.9 589.3,122.7 589.3,123.6 589.2,124.3 589.1,124.7 588.9,125.4 588.3,126.6 
							587.9,127.3 587.7,127.6 587.2,128.2 586.6,128.8 585.9,129.3 585,129.7 584.2,130 583.2,130.3 582.1,130.4 581,130.4 
							579.9,130.4 578.6,130.4 577.4,130.2 576.1,129.9 574.9,129.5 573.6,129.1 572.3,128.6 571.2,128 570,127.4 568.9,126.7 
							567.9,126 567,125.2 566.1,124.4 565.3,123.5 564.6,122.6 564.1,121.7 563.6,120.8 563.3,120 563.1,119.1 562.9,118.3 
							562.9,117.5 563.1,116.7 563.2,116.4 563.5,115.6 564,114.4 564.4,113.7 564.5,113.4 565,112.9 565.7,112.3 566.4,111.8 
							567.2,111.4 568.1,111 569.1,110.9 570.1,110.7 571.2,110.6 572.5,110.6 573.6,110.7 574.9,110.9 576.1,111.1 577.4,111.5 
							578.6,111.9 579.9,112.4 581.1,113 582.2,113.7 583.3,114.3 584.3,115.1 585.3,115.8 586.2,116.7 587,117.6 587.6,118.4 
							588.3,119.3 588.7,120.2" class="st2"></polygon>
						<polyline points="564.1,119 563.9,119.8 563.8,119.8" class="st2"></polyline>
						<polyline points="564.1,115.8 564.1,116.3 563.8,116.6" class="st2"></polyline>
						<polyline points="564.3,115.9 564.2,116.3 564.1,117 564.2,117.6 564.3,118.2 564.4,118.8 564.7,119.4 565,120 
							565.3,120.7 565.8,121.3 566.3,121.9 566.9,122.5 567.3,123.1 568,123.7 568.7,124.3 569.4,124.7 570.2,125.3 571,125.8 
							571.8,126.3 572.6,126.7 573.5,127.1 574.4,127.5 575.3,127.7 576.1,128 577.1,128.2 578,128.4 578.8,128.5 580,128.6 
							581.1,128.7 582.3,128.6 583.3,128.5 584.2,128.2 585.1,128 585.9,127.6 586.6,127.1 587.2,126.6 587.6,126.1" class="st2"></polyline>
						<polyline points="587.5,126.7 587.4,126.7 587.4,126.6 587.6,126.2 587.7,125.8 587.8,125.4 587.9,124.9 
							587.9,124.5 587.8,124.1 587.8,123.6 587.6,123.1 587.6,123 587.7,123" class="st2"></polyline>
						<polyline points="587.7,123 587.6,122.6 587.5,122.6 587.5,122.5 587.2,122 587,121.6 586.8,121 586.4,120.6 
							586.1,120.1 585.7,119.6 585.3,119.1 584.9,118.6 584.9,118.6 584.9,118.5 584.5,118.2 584.4,118.1 584.3,118.2 583.8,117.7 
							583.3,117.2 582.7,116.8 582.2,116.4 581.6,116 581,115.7 580.4,115.3 579.7,114.9 579.7,115 579.5,114.9 579,114.6 
							579,114.6 578.9,114.6 578.2,114.3 577.6,114.1 576.9,113.9 576.2,113.6 575.5,113.5 574.8,113.3 574.1,113.1 573.4,113 
							573.3,113 573.3,112.9 572.8,112.9 572.7,112.9 572.6,112.9 572,112.9 571.3,112.9 570.7,112.9 570.1,112.9 569.5,112.9 
							568.9,113.1 568.3,113.2 567.8,113.4 567.7,113.3 567.6,113.3 567.2,113.4" class="st2"></polyline>
						<polyline points="567.2,113.4 567.3,113.5 567.2,113.6 566.7,113.8 566.2,114 565.9,114.2 565.5,114.5 
							565.1,114.8 564.9,115.1 564.6,115.5 564.2,115.8 564.3,115.9 564.1,115.8 564,116.2" class="st2"></polyline>
						<polyline points="584.7,128.6 584.2,129.4 584.2,129.4" class="st2"></polyline>
					</g>
					<g id="ID_1165">
						<line y2="137.2" x2="577.9" y1="138" x1="578.6" class="st1"></line>
						<line y2="141.9" x2="577.7" y1="141.8" x1="577.7" class="st1"></line>
						<line y2="136.4" x2="574.8" y1="137.1" x1="575.8" class="st1"></line>
						<line y2="133" x2="568.2" y1="133.4" x1="569.5" class="st1"></line>
						<polyline points="565.3,134.1 565.1,133.4 565.1,133.4" class="st1"></polyline>
						<polyline points="578.7,138 578.1,137.2 577.2,136.4 576.4,135.6 575.5,134.9 574.5,134.1 573.5,133.5 
							572.3,132.9 571.3,132.3 570,131.8 568.8,131.4 567.6,131.1 566.4,130.8 565.2,130.7 564.1,130.6 562.9,130.6 561.9,130.7" class="st1"></polyline>
						<polyline points="578.8,138.5 578.7,138.3 578.1,137.5 577.5,136.8 576.7,136.1 575.9,135.3 575.1,134.7 
							574.2,134 573.2,133.5 572.1,132.9 571.1,132.5 570,132 568.9,131.7 567.9,131.4 566.8,131.1 565.7,130.9 564.5,130.8 
							563.5,130.8 562.6,130.8 561.6,131 561.4,130.9" class="st1"></polyline>
						<polyline points="578.8,139.1 578.7,138.9 578.2,138.2 577.5,137.5 576.9,136.7 576.1,136 575.2,135.3 
							574.3,134.6 573.4,134 572.3,133.5 571.3,133 570.3,132.6 569.1,132.2 568,131.9 566.9,131.6 565.8,131.4 564.8,131.3 
							563.7,131.2 562.7,131.2 561.8,131.3 561.4,131.4" class="st1"></polyline>
						<polyline points="578.4,139.1 578.2,138.9 577.6,138.1 576.9,137.3 576.1,136.6 575.3,135.9 574.4,135.3 
							573.5,134.6 572.5,134.1 571.5,133.6 570.4,133.1 569.4,132.6 568.3,132.3 567.1,132 566.1,131.9 565,131.6 563.9,131.6 
							562.9,131.6 561.9,131.6 561,131.8 560.7,131.7" class="st1"></polyline>
						<polyline points="563.3,145 562.4,144.6 561.7,144" class="st1"></polyline>
						<polyline points="567.1,146 566.1,145.6 565.3,145.3 564.5,144.9 563.7,144.5" class="st1"></polyline>
						<polyline points="571.4,148.1 571.4,148.1 570.6,148.1 569.9,148 569.9,148 569.8,148 569.6,147.3 569.6,146.6 
							569.9,145.7 570.2,145.7" class="st1"></polyline>
						<polyline points="571.2,146.6 571.9,146.6 572.6,146.5 573.1,146.3 573.7,146.2 574.3,145.9 574.7,145.7 
							575.2,145.4 575.6,145 575.9,144.7 576.1,144.3 576.3,143.8" class="st1"></polyline>
						<line y2="145.8" x2="572.2" y1="145.8" x1="571.5" class="st1"></line>
						<polyline points="576.1,140.6 575.8,140.1 575.5,139.6" class="st1"></polyline>
						<polyline points="576.6,141.8 577.7,141.9 577.7,141.9" class="st1"></polyline>
						<polyline points="571.1,147.4 571.9,147.3 572.6,147.2 573.2,147 573.8,146.9 574.5,146.7 574.9,146.4 
							575.5,146.1 575.8,145.7 576.2,145.3 576.4,144.9 576.7,144.4 576.7,143.9 576.8,143.4 576.8,142.9 576.7,142.4 576.6,141.8 
							576.3,141.3" class="st1"></polyline>
						<polyline points="566.8,146.7 567.7,146.9 568.6,147.1 569.6,147.3" class="st1"></polyline>
						<polyline points="564,143.7 564.8,144.1 565.6,144.5 566.5,144.9 567.4,145.2" class="st1"></polyline>
						<polyline points="560.3,140.4 560.6,141 561.2,141.6 561.9,142.1 562.4,142.7" class="st1"></polyline>
						<polyline points="562.1,143.5 561.5,142.9 560.9,142.4 560.3,141.8 559.9,141.2" class="st1"></polyline>
						<line y2="143.5" x2="561" y1="142.8" x1="560.3" class="st1"></line>
						<polyline points="558.5,140.3 558.9,140.9 559.2,141.6" class="st1"></polyline>
						<polyline points="558.6,138.2 558.7,137.7 558.8,137.2 558.9,136.7" class="st1"></polyline>
						<line y2="139.3" x2="558.9" y1="139.9" x1="559.1" class="st1"></line>
						<polyline points="563,134.1 562.3,134.2 561.6,134.3 561,134.5 560.5,134.7 560,135 559.4,135.3 559.1,135.7 
							558.7,136 558.4,136.5 558.2,137 558.1,137.4 558.1,137.9 558,138.5" class="st1"></polyline>
						<polyline points="559.3,138.6 558.9,139.3 558.3,139.6 557.2,139.5 557.1,139.5 557.1,139.4 557,139 557,138.4" class="st1"></polyline>
						<polyline points="555.6,135.1 555.6,135.1 555.9,134.5 556.2,134.1 556.5,133.6 556.9,133.2 557.4,132.8 
							557.9,132.5 558.5,132.1 559.1,132 559.8,131.7 560.5,131.6 561.3,131.4 562.1,131.3 562.8,131.3 563.6,131.3 564.5,131.4 
							565.4,131.4 566.3,131.6 567.2,131.8 568.1,132 569,132.2 569.9,132.6 570.7,132.9 571.6,133.3 572.5,133.8 573.2,134.2 
							574.1,134.7 574.8,135.1 575.5,135.7 576.2,136.3 576.8,136.9 577.4,137.4 578,138 578.4,138.6 578.8,139.2 579.2,139.8 
							579.5,140.5 579.8,141.1 580,141.7 580,142.3 580.1,142.9 580.2,143.5 580.1,144 579.9,144.6 579.7,145.1 579.7,145.2" class="st1"></polyline>
						<polyline points="555.8,134.6 555.9,134.3 556.2,133.8 556.6,133.4 557,132.9 557.4,132.5 558,132.2 558.5,131.9 
							559.2,131.6 559.8,131.4 560.5,131.2 561.2,131.1 562,131 562.8,130.9 563.6,130.9 564.5,130.9 565.3,131 566.2,131.1 
							567,131.3 568,131.5 568.9,131.8 569.8,132.1 570.7,132.4 571.5,132.8 572.3,133.2 573.2,133.7 574,134.1 574.8,134.6 
							575.4,135.2 576.1,135.7 576.8,136.2 577.4,136.9 577.9,137.5 578.5,138.1 578.9,138.7 579.2,139.3 579.6,139.9 579.9,140.6 
							580,141.2 580.2,141.8 580.3,142.4 580.3,143 580.3,143.5 580.2,144 580,144.6" class="st1"></polyline>
						<line y2="140.6" x2="580" y1="140.6" x1="579.9" class="st1"></line>
						<line y2="140.7" x2="580.1" y1="140.8" x1="580.1" class="st1"></line>
						<polyline points="555.9,135.2 556.2,134.6 556.6,134.1 557.2,133.6 557.8,133.1 558.6,132.8 559.3,132.5 
							560.2,132.3 561,132.1 562.1,132 563.1,131.9 564,132 565.1,132.1 566.3,132.2 567.4,132.5 568.4,132.8 569.5,133.2 
							570.6,133.7 571.6,134.1 572.6,134.7 573.6,135.2 574.6,135.9 575.5,136.5 576.3,137.2 577,137.9 577.6,138.7 578.2,139.5 
							578.7,140.3 579.1,141 579.4,141.8 579.4,141.9" class="st1"></polyline>
						<polyline points="555.8,134.6 555.9,134.4 556.2,134" class="st1"></polyline>
						<polyline points="579.5,145.7 579.7,145.1 579.9,144.6 580,144.1 579.9,143.5 579.9,143 579.8,142.3 579.7,141.7 
							579.4,141 579.1,140.4 578.8,139.8 578.4,139.2 577.9,138.5 577.3,138 576.8,137.4 576.2,136.8 575.5,136.3 574.9,135.7 
							574.1,135.2 573.2,134.7 572.5,134.3 571.6,133.8 570.8,133.4 569.9,133 569,132.7 568.1,132.5 567.3,132.2 566.3,132 
							565.5,131.9 564.6,131.7 563.7,131.7 562.9,131.7 562.1,131.7 561.3,131.8 560.6,131.9 559.8,132.1 559.1,132.3 558.5,132.5 
							557.9,132.8 557.4,133.2 556.9,133.5 556.5,133.9 556.1,134.3 555.8,134.8 555.5,135.3" class="st1"></polyline>
						<line y2="135.9" x2="555.6" y1="135.3" x1="555.8" class="st1"></line>
						<polyline points="559.1,144.3 560,145 561,145.7 562.1,146.3 563.2,146.9 564.2,147.5 565.4,148 566.7,148.4" class="st1"></polyline>
						<line y2="138.5" x2="557.7" y1="139.5" x1="557.2" class="st1"></line>
						<polyline points="556.4,140.9 555.9,140.1 555.6,139.2 555.4,138.4 555.4,137.5 555.3,136.7" class="st1"></polyline>
						<line y2="139.4" x2="557.1" y1="138.5" x1="557.6" class="st1"></line>
						<line y2="140.3" x2="558.5" y1="139.6" x1="558.3" class="st1"></line>
						<polyline points="559.1,139.9 559.5,140.6 559.9,141.2" class="st1"></polyline>
						<polyline points="560.3,142.8 559.7,142.3 559.2,141.6" class="st1"></polyline>
						<line y2="144" x2="561.7" y1="143.5" x1="561" class="st1"></line>
						<polyline points="562.1,143.5 562.9,144 563.7,144.5" class="st1"></polyline>
						<polyline points="562.4,142.7 563.2,143.2 564,143.7" class="st1"></polyline>
						<polyline points="569.6,146.6 568.7,146.4 567.8,146.2 567.1,146" class="st1"></polyline>
						<polyline points="563.3,145 564.1,145.5 565,145.9 565.9,146.3 566.8,146.7" class="st1"></polyline>
						<polyline points="569.9,145.7 569.1,145.6 568.3,145.5 567.4,145.2" class="st1"></polyline>
						<line y2="148" x2="569.9" y1="146.5" x1="570.6" class="st1"></line>
						<line y2="148" x2="569.8" y1="146.4" x1="570.5" class="st1"></line>
						<line y2="148.1" x2="571.3" y1="148.1" x1="571.4" class="st1"></line>
						<polyline points="572.4,149.2 573.5,149.1 574.5,149 575.5,148.8 576.3,148.5 577,148.1 577.7,147.6 578.3,147.1 
							578.8,146.6 579.1,145.9 579.4,145.2 579.6,144.4 579.6,143.7 579.5,142.9 579.3,142.1 578.9,141.3 578.5,140.3 578,139.5 
							577.3,138.7 576.6,137.9 575.8,137.1" class="st1"></polyline>
						<polyline points="569.5,133.4 570.6,133.8 571.7,134.5 572.8,135 573.9,135.7 574.8,136.4" class="st1"></polyline>
						<polyline points="556.9,141.9 556.4,141 556,140.2 555.6,139.3 555.4,138.4 555.3,137.7 555.4,136.9 555.5,136.2 
							555.7,135.5 556.1,134.8 556.6,134.3 557.1,133.7 557.9,133.3 558.6,132.9 559.5,132.6 560.4,132.3 561.4,132.2 562.5,132.1 
							563.6,132.2 564.7,132.2 565.9,132.4 567.1,132.6 568.2,133" class="st1"></polyline>
						<polyline points="555.2,138.1 555.4,138.9 555.6,139.5 556,140.3 556.4,141 556.9,141.7 557.4,142.5" class="st1"></polyline>
						<polyline points="578.9,146.6 578.9,146.5 579.3,146.1 579.5,145.7 579.6,145.5 579.7,145.1 579.9,144.6 
							580,144.2 580,143.7 580,143.2 579.9,142.5 579.9,142 579.6,141.5 579.5,140.9 579.1,140.4 578.9,139.8 578.5,139.2 
							578,138.7 577.6,138.1 577.1,137.6 576.6,137 576,136.5 575.4,136.1 574.7,135.6 574.1,135.1 573.3,134.7 572.6,134.3 
							571.9,133.8 571.2,133.5 570.3,133.1 569.5,132.8 568.7,132.6 567.9,132.3 567.2,132.1 566.4,132 565.5,131.8 564.8,131.7 
							564,131.7 563.2,131.6 562.5,131.6 561.8,131.7 561.1,131.8 560.4,131.8 559.8,132 559.1,132.2 558.6,132.4 558,132.7 
							557.6,133 557.1,133.3 556.7,133.6 556.3,134.1 556,134.5 555.8,134.8 555.5,135.3 555.3,135.8 555.2,136.3 555.2,136.9 
							555.1,137.5 555.2,138.1 555.4,138.7 555.5,139.2 555.7,139.7 556,140.3 556.2,140.8 556.6,141.4 556.9,141.7 557,142 
							557.4,142.5 557.4,142.5" class="st2"></polyline>
						<polyline points="579.7,145.3 579.7,145.1 579.9,144.8" class="st2"></polyline>
						<polyline points="556.3,133.7 556.5,133.4 557,132.7 557.6,132.3 558.3,131.8 559,131.5 559.9,131.1 560.8,130.9 
							561.9,130.7 562.1,130.6 563.1,130.6 564.3,130.6 565.4,130.7 566.5,130.9 567.7,131.1 569,131.5 570.1,131.8 571.3,132.3 
							572.4,132.8 573.5,133.5 574.5,134.1 575.5,134.8 576.4,135.6 577.2,136.3 577.9,137.2 578.7,138 579.2,138.9 579.7,139.7 
							580,140.6 580.1,140.7 580.2,141.5 580.3,142.2 580.4,142.9 580.3,143.7 580.1,144.2 580,144.6 579.9,144.7" class="st2"></polyline>
						<polyline points="580,144.3 580.1,143.8 580.2,143.3 580.2,142.8 580.1,142.3 580,141.7 579.9,141.2 579.6,140.7 
							579.3,140.1 579.1,139.5 578.7,138.9 578.3,138.3 577.8,137.8 577.3,137.2 576.8,136.8 576.3,136.3 575.7,135.7 575,135.3 
							574.3,134.8 573.6,134.3 572.9,134 572.2,133.5 571.4,133.1 570.7,132.8 569.9,132.5 569.1,132.2 568.3,132 567.4,131.7 
							566.6,131.6 565.8,131.4 565.1,131.3 564.2,131.2 563.5,131.2 562.8,131.2 562.1,131.3 561.4,131.4 560.7,131.4 560,131.6 
							559.4,131.8 558.9,132 558.3,132.2 557.8,132.5 557.3,132.9 556.9,133.2 556.6,133.6 556.2,134 556,134.4 555.7,134.9 
							555.6,135.1 555.6,135.1" class="st2"></polyline>
						<polyline points="555.4,137.5 555.3,137.7 555.4,138.4 555.4,138.4 555.6,139.2 555.6,139.3 555.9,140.1 
							556,140.2 556.4,140.9 556.4,141 556.9,141.8 556.9,141.9 557.6,142.6 558.3,143.5 559.1,144.3 559.1,144.3 560,145 
							560.2,145 561,145.7 561.2,145.8 562.1,146.3 562.2,146.5 563.2,146.9 563.4,147.1 564.2,147.5 564.6,147.6 565.4,148 
							565.8,148.1 566.7,148.4 567.8,148.7 569,149 570.2,149.1 571.3,149.2 572.4,149.2 573,149.3 573.5,149.1 573.8,149.2 
							574.5,149.1 575.2,148.9 575.9,148.7 576.5,148.4 577.1,148.2 577.5,147.9 578,147.5 578.4,147.2 578.9,146.8 579.1,146.3 
							579.3,145.8 579.6,145.3 579.7,144.8 579.7,144.2 579.8,143.7 579.7,143.1 579.6,142.5 579.4,141.9 579.1,141.2 578.8,140.5 
							578.3,139.8 577.8,139.1 577.2,138.3 576.5,137.7 575.8,137 575,136.4 574.2,135.7 573.4,135.2 572.4,134.6 571.4,134.2 
							570.5,133.7 569.4,133.2 568.4,132.9 567.4,132.6 566.3,132.4 565.3,132.2 564.3,132.1 563.3,132.1 562.3,132 561.4,132.2 
							560.6,132.3 559.7,132.4 558.9,132.7 558.2,133 557.6,133.4 557,133.8 556.6,134.3 556.1,134.8 555.8,135.3 555.6,135.9 
							555.3,136.7" class="st2"></polyline>
						<polyline points="580.1,140.8 579.8,140.3 579.6,139.7 579.3,139.2 578.9,138.6 578.5,138.1 578,137.6 577.6,137 
							577,136.4 576.5,135.9 575.9,135.4 575.3,134.9 574.6,134.4 573.9,134 573.1,133.6 572.4,133.2 571.7,132.8 570.9,132.4 
							570.2,132.1 569.4,131.8 568.5,131.6 567.7,131.4 566.9,131.2 566.1,131 565.3,130.9 564.6,130.9 563.7,130.8 563,130.8 
							562.3,130.9 561.6,131 560.9,131.1 560.3,131.1 559.6,131.4 559,131.6 558.5,131.8 558.1,132.1 557.5,132.4 557.1,132.7 
							556.8,133.1 556.5,133.5 556.2,134 555.9,134.3 555.9,134.4 555.8,134.7" class="st2"></polyline>
						<polyline points="557,138.4 556.9,138.3 556.9,138.3 558,138.5 558.6,138.2 559,137.4 559,136.9 559.1,136.4 
							559.1,136.2" class="st2"></polyline>
						<polyline points="558.9,136.7 559.2,136.3 559.4,135.8 559.7,135.5 560.1,135.2 560.6,134.9 561,134.7 
							561.6,134.4 562.1,134.3 562.7,134.1 563.1,134.1" class="st2"></polyline>
						<polyline points="563,134.1 563.7,134 564.6,134.1 565.3,134.1 565.6,134.1 565.9,133.5" class="st2"></polyline>
						<polyline points="575.5,139.6 575,139.1 574.6,138.6 574.1,138.1 573.6,137.7 573,137.3 572.5,136.8 571.8,136.4 
							571.2,136.1 570.5,135.6 569.8,135.4 569.1,135.1 568.4,134.9 567.7,134.6 567,134.4 566.7,133.6 566.6,133.7 566.6,133.6 
							565.9,133.5 565.2,133.3 565.1,133.4" class="st2"></polyline>
						<polyline points="575.2,139.4 575.5,139.7 575.7,140.1 576.1,140.6 577.1,140.7 577.2,140.7 577.2,140.8 
							577.5,141.3 577.7,141.8 577.7,141.9" class="st2"></polyline>
						<polyline points="576.6,140.6 576.3,141.3 576.4,141.8 576.5,142.3 576.6,142.8 576.5,143.4 576.3,143.8" class="st2"></polyline>
						<polyline points="572.2,145.8 572.9,145.7 573.5,145.6 574,145.4 574.6,145.2 575.1,144.9 575.5,144.7 
							575.9,144.2 576.2,143.9 576.4,143.7" class="st2"></polyline>
						<polyline points="571.4,148.1 571.4,148.1 571.1,147.4 571.2,146.6 571.5,145.8 571.8,145.8 572.5,145.8" class="st2"></polyline>
						<polyline points="571.2,146.5 570.6,146.5 570.5,146.5 570.5,146.4 570.2,145.7 569.3,145.6 568.4,145.3 
							567.4,145.1 566.5,144.8 565.6,144.4 564.8,144 563.9,143.5 563.1,143 562.4,142.5 561.6,142 561,141.3 560.5,140.7 
							560.2,140.4" class="st2"></polyline>
						<polyline points="560.3,140.4 559.8,139.8 559.5,139.1 559.3,138.6 558.9,138.1 558.7,138.1" class="st2"></polyline>
					</g>
					<g id="ID_1159">
						<polygon points="493.6,449.7 493.2,448.5 492.8,447.5 492.3,446.4 491.6,445.4 490.9,444.5 490.9,444.5 
							490.1,443.6 489.2,442.9 488.2,442.3 487.2,441.7 486.2,441.3 485.1,441 484,440.8 482.8,440.7 481.7,440.8 480.5,440.9 
							480.5,440.9 479.3,441.3 478.3,441.6 477.2,442.1 476.2,442.8 475.3,443.5 474.3,444.2 473.6,445.2 472.8,446.2 472.2,447.2 
							471.6,448.3 471.2,449.4 470.9,450.6 470.7,451.8 470.5,453 470.5,454.3 470.6,455.5 470.8,456.6 471.2,457.7 471.6,458.8 
							472.1,460 472.8,460.9 473.4,461.8 473.5,461.9 474.3,462.7 475.2,463.4 476.1,464.1 477.2,464.6 478.2,464.9 479.3,465.3 
							480.4,465.5 481.6,465.6 482.7,465.5 483.8,465.4 483.9,465.4 485,465.1 486.1,464.7 487.2,464.1 488.2,463.5 489.2,462.8 
							490.1,462 490.9,461.1 491.5,460.1 492.2,459.1 492.7,458.1 493.2,456.9 493.5,455.7 493.7,454.5 493.8,453.3 493.8,452.1 
							493.8,450.8" class="st2"></polygon>
						<polyline points="490.4,444.9 489.5,444.2 488.7,443.5 487.8,442.9 486.9,442.4 486,442.1 484.9,441.7 
							483.9,441.6 482.8,441.5 481.7,441.6 480.6,441.7 479.6,442 478.6,442.3 477.6,442.9 476.6,443.4 475.7,444.1 474.9,444.8 
							474.2,445.6 473.5,446.5 472.8,447.5 472.3,448.6 472,449.7 471.6,450.8 471.4,451.9 471.3,453 471.3,454.2 471.4,455.3 
							471.6,456.5 471.9,457.5 472.3,458.6 472.8,459.6 473.4,460.5 474,461.3" class="st2"></polyline>
						<polyline points="474,461.3 474.8,462.1 475.7,462.7 476.5,463.3 477.5,463.9 478.5,464.3 479.5,464.6 
							480.6,464.7 481.6,464.8 482.7,464.8 483.7,464.6" class="st2"></polyline>
						<polyline points="490.4,444.9 491,445.8 491.6,446.8 492.1,447.8 492.5,448.8 492.8,449.9 493,450.9 493.1,452.2 
							493.1,453.3 493,454.4 492.8,455.6 492.5,456.7 492,457.7 491.6,458.7 490.9,459.7 490.2,460.6 489.5,461.5 488.7,462.2 
							487.7,462.9 486.8,463.5 485.8,463.9 484.8,464.3 483.7,464.6" class="st2"></polyline>
					</g>
					<g id="ID_1153">
						<polygon points="543.6,325.1 543.6,325.1 543.5,324.9 543.5,324.8 543.5,324.6 543.4,324.5 543.4,324.4 
							543.3,324.3 543.3,324.2 543.2,324.2 543.1,324.1 543.1,324.1 543,324.1 543,324 542.9,323.9 542.9,323.9 542.8,323.9 
							542.7,323.9 542.7,323.9 542.6,323.9 542.6,323.9 542.5,323.9 542.4,323.8 542.3,323.8 542.3,323.8 542.2,323.9 542.2,324 
							542.1,324 542,324 542,324 541.9,324.2 541.8,324.2 541.6,324.3 541.6,324.5 541.5,324.6 541.5,324.7 541.4,324.8 541.3,325 
							541.2,325.2 541.1,325.4 541.1,325.6 541,325.9 540.9,326 540.9,326.2 540.9,326.5 540.8,326.7 540.8,327 540.7,327.4 
							540.8,327.6 540.7,327.8 540.7,328.1 540.7,328.2 540.8,328.5 540.7,328.7 540.8,328.9 540.9,329.1 540.9,329.3 540.9,329.3 
							541,329.5 541,329.7 541.1,329.8 541.2,330 541.2,330 541.3,330 541.3,330.1 541.3,330.1 541.5,330.2 541.5,330.3 
							541.6,330.4 541.7,330.3 541.7,330.3 541.8,330.4 541.8,330.4 541.9,330.4 541.9,330.4 542,330.4 542.1,330.3 542.3,330.3 
							542.3,330.3 542.4,330.2 542.5,330.2 542.6,330.2 542.6,330.1 542.7,330.1 542.8,330 542.7,330 542.8,329.9 542.9,329.8 
							543,329.7 543.1,329.5 543.1,329.4 543.2,329.3 543.3,329.1 543.4,328.8 543.4,328.6 543.6,328.4 543.6,328.1 543.7,327.8 
							543.6,327.5 543.7,327.3 543.7,327 543.7,326.8 543.8,326.6 543.8,326.5 543.8,326.1 543.8,325.8 543.8,325.6 543.7,325.4 
							543.7,325.4 543.6,325.2" class="st2"></polygon>
						<polyline points="542.2,325.2 542.1,325.4 542,325.5 541.9,325.7 541.9,325.9 541.8,326.1 541.8,326.3 
							541.8,326.4 541.6,326.6 541.7,326.9 541.6,327.2 541.7,327.4 541.6,327.6 541.6,327.8 541.6,328.1 541.6,328.2 541.6,328.4 
							541.6,328.6 541.7,328.8 541.7,328.9 541.8,329.1" class="st2"></polyline>
						<polyline points="542.1,329.4 542.2,329.4 542.2,329.2 542.4,329" class="st2"></polyline>
						<line y2="329.5" x2="542.1" y1="329.5" x1="542" class="st2"></line>
						<line y2="329.5" x2="542" y1="329.5" x1="542" class="st2"></line>
						<line y2="329.4" x2="542.1" y1="329.5" x1="542" class="st2"></line>
						<line y2="329.5" x2="542" y1="329.5" x1="542" class="st2"></line>
						<polyline points="541.8,329.1 541.8,329.2 541.8,329.3 541.9,329.5 542,329.5 542,329.5" class="st2"></polyline>
						<polyline points="542.3,329.1 542.5,328.9 542.5,328.8 542.6,328.6 542.6,328.3 542.7,328.1 542.8,327.9 
							542.8,327.6 542.9,327.4 542.8,327.2 542.9,326.9 542.9,326.8 542.9,326.6 542.9,326.4 542.9,326.3 542.9,326 542.9,325.8 
							542.8,325.6 542.9,325.5 542.8,325.3" class="st2"></polyline>
						<polyline points="542.4,324.9 542.2,325 542.3,325.1 542.1,325.3" class="st2"></polyline>
						<polyline points="542.5,324.7 542.4,324.9 542.3,324.9" class="st2"></polyline>
						<polyline points="542.6,324.7 542.5,324.7 542.5,324.7" class="st2"></polyline>
						<line y2="324.7" x2="542.6" y1="324.7" x1="542.6" class="st2"></line>
						<polyline points="542.6,324.8 542.6,324.7 542.6,324.7" class="st2"></polyline>
						<polyline points="542.6,324.9 542.6,324.9 542.8,325.1 542.8,325.3" class="st2"></polyline>
						<polyline points="542.6,324.7 542.6,324.8 542.6,324.9" class="st2"></polyline>
						<line y2="324.7" x2="542.6" y1="324.7" x1="542.6" class="st2"></line>
					</g>
					<g id="ID_1147">
						<polygon points="509,355.6 509,355.6 509,355.6 509,355.4 508.9,355.3 508.9,355.2 508.8,355.1 508.8,355 
							508.7,354.9 508.6,354.8 508.6,354.8 508.5,354.8 508.5,354.7 508.3,354.6 508.3,354.5 508.2,354.4 508.1,354.4 507.9,354.3 
							507.8,354.2 507.7,354.2 507.5,354.1 507.4,354 507.3,354.1 507,354 506.8,354 506.6,353.9 506.6,353.9 506.4,354 
							506.2,353.9 506,354 505.7,354 505.5,354 505.3,354.1 505.1,354.1 504.8,354.3 504.7,354.3 504.5,354.4 504.2,354.6 
							504,354.7 503.8,354.8 503.7,354.9 503.7,355 503.4,355.2 503.3,355.3 503.2,355.5 503,355.7 503,355.8 502.9,355.9 
							502.8,356.1 502.8,356.2 502.8,356.3 502.7,356.4 502.7,356.6 502.7,356.7 502.7,356.8 502.7,356.9 502.7,357.1 502.7,357.2 
							502.8,357.3 502.8,357.4 502.8,357.5 502.8,357.6 502.8,357.6 502.9,357.7 503,357.9 503,358 503,358 503.1,358.1 
							503.1,358.1 503.2,358.2 503.2,358.2 503.4,358.4 503.5,358.6 503.7,358.6 503.7,358.6 503.9,358.8 504.1,358.8 504.3,359 
							504.3,359 504.6,359 504.9,359 505.1,359.1 505.3,359 505.6,359.1 505.7,359 505.8,359.1 506,359 506.1,359 506.4,358.9 
							506.5,358.9 506.7,358.9 506.9,358.8 507.1,358.6 507.3,358.6 507.4,358.5 507.6,358.4 507.8,358.3 507.9,358.1 508.1,358.1 
							508.2,357.9 508.4,357.8 508.4,357.7 508.4,357.7 508.6,357.5 508.7,357.4 508.8,357.3 508.8,357.2 508.8,357.2 509,356.9 
							509,356.9 509,356.7 509.1,356.6 509.1,356.5 509,356.4 509,356.4 509.1,356.3 509.1,356.2 509.1,356 509.1,355.8 
							509.1,355.7" class="st2"></polygon>
						<polyline points="507.8,355.2 507.5,355.1 507.4,354.9 507.3,354.9 507.2,354.9 506.9,354.9 506.6,354.7 
							506.4,354.8 506.2,354.8 506.1,354.8 505.9,354.8 505.7,354.9 505.5,354.9 505.3,355 505.1,355 505,355.1 504.9,355.2 
							504.7,355.3 504.5,355.4 504.4,355.4 504.3,355.6" class="st2"></polyline>
						<polyline points="504.3,355.6 504.1,355.7 503.9,355.9" class="st2"></polyline>
						<polyline points="503.7,357.4 503.8,357.6 503.9,357.7" class="st2"></polyline>
						<polyline points="503.6,356.7 503.6,356.5 503.7,356.3 503.8,356.1 503.9,356 504,355.9" class="st2"></polyline>
						<polyline points="503.5,357.1 503.5,357 503.6,356.8 503.5,356.7 503.6,356.6" class="st2"></polyline>
						<polyline points="503.6,357.3 503.6,357.2 503.5,357" class="st2"></polyline>
						<polyline points="504.3,358 504.4,358 504.6,358.1 504.7,358.1 505,358.2 505.2,358.1 505.4,358.2 505.6,358.2 
							505.8,358.2 506,358.1 506.2,358.1 506.4,358 506.6,358 506.7,357.9 507,357.7 507.3,357.6 507.5,357.4" class="st2"></polyline>
						<polyline points="507.5,357.4 507.7,357.2 507.8,357 508,356.9 508.1,356.7" class="st2"></polyline>
						<polyline points="508.1,356.7 508.1,356.5 508.2,356.4 508.2,356.2" class="st2"></polyline>
						<polyline points="508.2,356 508.2,355.9 508.1,355.7 508.1,355.6 508.1,355.5 507.9,355.4 507.9,355.2 
							507.8,355.3" class="st2"></polyline>
						<polyline points="508.2,356 508.2,356.1 508.3,356.3" class="st2"></polyline>
						<polyline points="504.3,358 504.2,357.9 504,357.8 503.9,357.7 503.9,357.7" class="st2"></polyline>
					</g>
					<g id="ID_1141">
						<polyline points="550.4,330.3 550.3,330.2 550.2,330 550.2,329.8 550.1,329.6 550,329.3 550,329 550.1,328.7 
							550,328.4 550.1,328.2" class="st1"></polyline>
						<line y2="329.8" x2="552.9" y1="329.7" x1="552.4" class="st1"></line>
						<line y2="328.3" x2="552.2" y1="328.5" x1="553.4" class="st1"></line>
						<polyline points="552,326.2 552.1,326 552.2,325.6 552.4,325.5 552.5,325.3 552.6,325.1 552.8,325 553,324.8 
							553.1,324.8 553.2,324.8 553.3,324.7 553.5,324.8 553.6,324.9 553.7,324.9 553.9,325.1" class="st1"></polyline>
						<line y2="326.1" x2="551.8" y1="326.4" x1="551.7" class="st1"></line>
						<polyline points="550.9,326 551,325.8 551.1,325.4 551.3,325.2 551.5,325 551.6,324.8 551.8,324.6" class="st1"></polyline>
						<polyline points="552.4,329.6 552.4,329.7 552.4,329.8 552.5,329.9 552.6,330 552.6,330 552.6,330.1 552.7,330.1 
							552.8,330 552.8,330 552.9,330 552.9,330 553,330 553.1,329.9 553.2,329.8 553.1,329.8 553.2,329.6 553.3,329.5 553.4,329.4 
							553.3,329.3 553.4,329.2 553.5,329 553.4,328.8 553.5,328.7 553.6,328.6 553.5,328.4 553.6,328.3 553.6,328.1 553.6,328 
							553.5,327.8 553.6,327.7 553.6,327.5 553.5,327.4 553.5,327.3 553.5,327.2 553.5,327.1 553.4,327 553.4,326.9 553.3,326.8 
							553.3,326.7 553.2,326.6 553.1,326.6 553,326.7 553,326.7 552.9,326.7 552.8,326.7 552.8,326.8 552.7,326.9 552.6,327" class="st1"></polyline>
						<line y2="328.4" x2="553.4" y1="328.3" x1="552.2" class="st1"></line>
						<line y2="327" x2="553.3" y1="327" x1="552.7" class="st1"></line>
						<line y2="327" x2="553.3" y1="327" x1="552.7" class="st1"></line>
						<line y2="331.7" x2="553.1" y1="331.9" x1="552.9" class="st1"></line>
						<polyline points="551.5,327.1 551.5,327.5 551.4,327.8 551.4,328.2 551.3,328.6 551.3,328.9 551.3,329.3 
							551.2,329.6 551.3,330 551.3,330.3 551.4,330.6 551.5,330.9 551.6,331.2 551.6,331.4 551.7,331.7 551.8,331.8 552,331.9 
							552.1,332 552.2,332.1 552.3,332.1" class="st1"></polyline>
						<line y2="328.1" x2="550.4" y1="327.8" x1="550.5" class="st1"></line>
						<polyline points="550.6,327 550.8,326.7 550.8,326.3" class="st1"></polyline>
						<polyline points="548.9,325.8 548.8,325.8 548.7,326" class="st1"></polyline>
						<polyline points="548.2,326.9 548.3,327 548.2,327.2" class="st1"></polyline>
						<polyline points="548.3,327.1 548.3,327.4 548.2,327.7" class="st1"></polyline>
						<polyline points="548.3,327.3 548.3,327.5 548.2,327.7" class="st1"></polyline>
						<line y2="327.6" x2="548.1" y1="327.4" x1="548.1" class="st1"></line>
						<polyline points="548.6,326.1 548.6,326.2 548.5,326.3 548.4,326.5 548.4,326.6" class="st1"></polyline>
						<polyline points="548.2,328.4 548.2,328.3 548.2,328.1 548.2,327.9" class="st1"></polyline>
						<polyline points="548.6,326.1 548.6,326.2 548.5,326.3 548.4,326.5 548.4,326.7 548.3,326.9 548.3,327 
							548.2,327.2 548.2,327.5 548.3,327.7 548.2,328 548.2,328.2 548.2,328.4 548.2,328.6" class="st1"></polyline>
						<line y2="328.2" x2="548.1" y1="327.9" x1="548.1" class="st1"></line>
						<polyline points="549.8,330.4 549.7,330.5 549.6,330.4 549.6,330.3 549.4,330.2 549.3,330.2 549.3,330 
							549.2,329.8 549.2,329.6 549.1,329.4 549.1,329.2 549,328.9 549,328.7 549.1,328.5 549,328.2 549,328 549.1,327.6 
							549.1,327.4 549.1,327.1 549.2,326.9 549.3,326.6 549.3,326.4 549.4,326.3 549.6,326.1 549.6,325.9 549.7,325.8 549.8,325.8 
							549.9,325.7 550,325.6 550.1,325.6 550.2,325.6" class="st1"></polyline>
						<polyline points="549.4,330.4 549.4,330.3 549.2,330.4 549.1,330.3 549,330.2 549,330.1 548.8,330 548.8,329.8 
							548.7,329.6 548.7,329.4 548.6,329.2 548.7,329 548.6,328.7 548.7,328.5 548.6,328.2 548.6,328 548.6,327.6 548.7,327.4 
							548.7,327.1 548.8,326.9 548.9,326.6 548.9,326.4 549,326.3 549.1,326.1 549.2,325.9 549.3,325.8 549.4,325.7 549.5,325.7 
							549.5,325.5 549.6,325.5 549.7,325.6" class="st1"></polyline>
						<polyline points="549.9,329.8 549.9,329.6 549.8,329.4 549.8,329.1 549.8,328.9 549.8,328.7 549.8,328.4 
							549.8,328.2 549.8,327.8 549.9,327.6 549.9,327.3 549.9,327.1 550,326.9 550.1,326.6 550.2,326.4 550.2,326.3" class="st1"></polyline>
						<polyline points="550,325.9 549.9,325.9 549.9,326.1 549.8,326.2 549.7,326.3 549.7,326.4 549.5,326.7 
							549.5,326.9 549.4,327.1 549.4,327.3 549.4,327.7 549.2,327.9 549.3,328.2 549.3,328.4 549.2,328.7 549.3,328.9 549.4,329.2 
							549.3,329.4 549.4,329.6 549.5,329.8 549.6,329.9 549.7,330.1" class="st1"></polyline>
						<polyline points="548.5,326.3 548.5,326.6 548.4,326.7 548.3,327 548.2,327.2 548.2,327.5 548.2,327.8 548.1,328 
							548.2,328.3 548.1,328.5 548.1,328.8 548.2,329 548.2,329.2" class="st1"></polyline>
						<polyline points="550.2,326.4 550.1,326.5 550.1,326.7 549.9,327 549.9,327.2 549.8,327.4 549.8,327.7 549.8,328 
							549.7,328.3 549.7,328.5 549.8,328.8 549.7,329 549.8,329.3 549.9,329.5" class="st1"></polyline>
						<polyline points="549.4,329.5 549.4,329.2 549.4,329 549.4,328.8 549.4,328.5 549.3,328.3 549.3,328 549.4,327.8 
							549.4,327.4 549.5,327.2 549.5,327 549.6,326.8 549.7,326.5 549.7,326.3" class="st1"></polyline>
						<polyline points="549.9,326.1 549.8,326.3 549.8,326.4 549.7,326.6 549.6,326.9 549.5,327.1 549.5,327.3 
							549.5,327.6 549.4,327.8 549.4,328.1 549.4,328.4 549.4,328.6 549.4,328.9 549.4,329.1 549.4,329.4 549.5,329.6 549.5,329.8" class="st1"></polyline>
						<polyline points="549.5,326.1 549.4,326.2 549.3,326.4 549.3,326.6 549.2,326.9 549.1,327.1 549.1,327.3 
							549,327.5 549,327.9 549,328.2 549,328.4 549,328.6 549,328.9 549,329.1 549.1,329.3 549.2,329.6" class="st1"></polyline>
						<polyline points="550.8,326 550.7,326.1 550.6,326.2 550.6,326.3 550.5,326.5 550.3,326.7 550.3,326.9 
							550.3,327.1 550.2,327.3 550.2,327.6 550.1,327.9 550.1,328.2" class="st1"></polyline>
						<polyline points="550,330.1 550,330.1 550,329.9 549.8,329.8 549.8,329.6 549.7,329.4 549.7,329.1 549.7,328.9 
							549.7,328.7 549.7,328.4 549.7,328.2 549.6,327.9 549.8,327.6 549.8,327.3 549.8,327.1 549.9,326.9 549.9,326.7 550.1,326.4 
							550.1,326.3 550.2,326.2 550.3,326.1 550.4,326" class="st1"></polyline>
						<polyline points="548.7,329.6 548.7,329.3 548.6,329.1 548.6,328.9 548.6,328.6 548.6,328.4 548.5,328.1 
							548.6,327.9 548.6,327.6 548.7,327.3 548.7,327.1 548.8,326.8 548.9,326.5 548.9,326.4 549,326.2 549,326.1" class="st1"></polyline>
						<polyline points="549,326.2 548.9,326.3 548.9,326.5 548.8,326.8 548.7,327 548.6,327.2 548.6,327.5 548.6,327.8 
							548.5,328 548.5,328.3 548.6,328.5 548.5,328.8 548.6,329 548.6,329.2" class="st1"></polyline>
						<polyline points="550.7,326.2 550.8,326.3 550.7,326.3 550.6,326.4 550.5,326.5 550.5,326.7 550.4,326.9 
							550.4,327.1 550.3,327.2 550.2,327.4 550.2,327.6 550.1,327.9 550.1,328.1 550.1,328.3 550.1,328.5 550,328.6 550.1,328.8 
							550,329 550.1,329.2 550.1,329.4 550.2,329.6 550.2,329.7 550.3,329.8 550.3,330 550.3,330" class="st1"></polyline>
						<polyline points="552,326.2 552,326.5 551.8,326.8 551.7,327.2 551.7,327.5 551.6,327.9 551.6,328.2 551.6,328.6 
							551.5,329 551.5,329.3 551.5,329.6 551.5,330 551.5,330.3 551.6,330.6 551.7,330.9 551.7,331.1 551.8,331.4 552,331.5 
							552,331.7 552.1,331.8 552.3,331.9 552.4,331.9 552.5,332 552.6,332 552.8,331.9 552.9,331.9 553.1,331.7" class="st1"></polyline>
						<polyline points="550.4,330.5 550.3,330.5 550.3,330.4 550.2,330.3 550.1,330.1 550,330 550,329.9 549.9,329.7 
							549.8,329.4 549.9,329.2 549.8,329 549.8,328.7 549.8,328.5 549.8,328.2 549.9,327.9 549.9,327.6 549.9,327.4 550,327.2 
							550,326.9 550.2,326.7 550.2,326.5 550.2,326.3 550.4,326.1 550.5,326 550.6,325.9 550.6,325.8 550.7,325.7 550.8,325.7 
							550.9,325.7" class="st1"></polyline>
						<polyline points="549.3,326.3 549.3,326.5 549.1,326.8 549.1,327 549,327.2 549,327.4 549,327.8 548.9,328 
							548.9,328.3 549,328.5 549,328.8 549,329 549.1,329.3 549.1,329.5" class="st1"></polyline>
						<polyline points="548.4,329.9 548.4,329.9 548.4,329.7 548.2,329.5 548.2,329.3 548.1,329.1 548.1,328.9 
							548.1,328.7 548,328.4 548.1,328.2" class="st1"></polyline>
						<line y2="327.4" x2="548.1" y1="327.2" x1="548.2" class="st1"></line>
						<polyline points="549,330.4 548.8,330.3 548.7,330.3 548.7,330.2 548.6,330 548.4,330 548.4,329.8 548.3,329.6 
							548.3,329.4 548.2,329.2 548.2,328.9 548.2,328.7 548.2,328.5 548.2,328.2 548.2,328 548.2,327.7" class="st1"></polyline>
						<line y2="327.7" x2="548.2" y1="327.9" x1="548.2" class="st1"></line>
						<polyline points="548.9,325.7 548.9,325.8 548.8,325.8 548.7,326.1 548.7,326.2 548.6,326.3 548.5,326.5 
							548.5,326.7 548.4,326.9 548.3,327.1 548.3,327.3" class="st1"></polyline>
						<polyline points="550.1,330.6 550.1,330.5 550,330.4 549.9,330.4 549.8,330.2 549.7,330.1 549.7,330 549.6,329.8 
							549.6,329.6 549.5,329.4 549.5,329.2 549.4,329 549.4,328.7 549.4,328.5 549.4,328.2 549.4,327.9 549.5,327.6 549.5,327.4 
							549.6,327.2 549.6,327 549.7,326.7 549.8,326.5 549.8,326.3 550,326.1 550,325.9 550.1,325.9 550.2,325.8 550.3,325.7 
							550.4,325.6 550.5,325.6 550.6,325.7" class="st1"></polyline>
						<polyline points="550.4,328.1 550.4,328.5 550.4,328.8 550.4,329.2 550.4,329.6 550.4,329.9 550.5,330.3 
							550.5,330.6 550.5,330.9 550.6,331.1 550.7,331.3 550.8,331.5 550.9,331.7" class="st1"></polyline>
						<polyline points="551.7,326.4 551.6,326.7 551.5,327.1" class="st1"></polyline>
						<polyline points="550.1,328.2 550.1,328 550.1,327.8 550.2,327.6 550.1,327.4 550.2,327.3 550.3,327.1 550.3,327 
							550.4,326.8 550.4,326.6 550.5,326.5 550.5,326.4 550.7,326.3 550.7,326.3 550.7,326.2 550.8,326.1" class="st1"></polyline>
						<polyline points="549.3,330 549.1,329.9 549.1,329.7 549.1,329.6 549,329.4 548.9,329.1 548.9,328.9 548.9,328.7 
							548.8,328.4 548.9,328.2 548.9,327.9 549,327.7 549,327.3 549,327.1 549.1,326.9 549.1,326.7 549.2,326.4 549.3,326.3 
							549.4,326.1 549.4,326 549.5,326 549.6,325.8" class="st1"></polyline>
						<polyline points="548.2,326.9 548.3,326.7 548.4,326.6" class="st1"></polyline>
						<polyline points="548.3,329.5 548.3,329.3 548.2,329.1 548.2,328.9 548.2,328.6 548.2,328.4" class="st1"></polyline>
						<polyline points="549.2,325.8 549.1,325.9 549,326 549,326.1 548.9,326.2 548.7,326.5 548.7,326.7 548.7,326.9 
							548.6,327.1 548.6,327.4 548.5,327.7 548.5,327.9 548.5,328.2 548.4,328.4 548.5,328.7 548.5,328.9 548.5,329.1 548.6,329.4 
							548.6,329.6 548.7,329.7 548.8,329.9 548.8,330" class="st1"></polyline>
						<line y2="326.3" x2="550.8" y1="326" x1="550.9" class="st1"></line>
						<polyline points="552.9,329.8 552.9,329.8 552.9,329.8 553.1,329.5 553,329.3 553.1,329.1 553.2,329 553.2,328.8 
							553.4,328.5 553.4,328.5 553.4,328.4 553.3,328.1 553.3,328 553.3,327.7 553.3,327.5 553.2,327.3 553.3,327 553.3,327 
							553.3,327 553.1,327 553,326.9 552.9,326.9 552.9,326.9 552.8,326.9 552.8,326.8" class="st1"></polyline>
						<line y2="325" x2="553.8" y1="324.9" x1="553.7" class="st1"></line>
						<polyline points="551.8,326.1 552,325.8 552,325.6 552.2,325.4 552.3,325.1 552.5,325 552.6,324.8 552.7,324.7 
							552.9,324.5 553.1,324.5 553.2,324.6" class="st1"></polyline>
						<polyline points="550.5,327.8 550.5,327.3 550.6,327" class="st1"></polyline>
						<polyline points="548.6,326.1 548.6,326 548.7,326" class="st1"></polyline>
						<polyline points="548.4,329.9 548.3,329.7 548.2,329.5 548.2,329.3 548.1,329.1 548,328.8 548,328.5 548.1,328.2 
							548.1,327.9 548.1,327.8 548.1,327.6" class="st1"></polyline>
						<polyline points="548.7,326 548.6,326 548.5,326.1 548.5,326.2 548.4,326.4 548.3,326.5 548.3,326.7 548.2,326.8 
							548.2,327 548.1,327.2 548.1,327.4 548,327.6 548.1,327.8 548,328 548,328.2 548,328.4 548,328.7 548,328.7 548,329 
							548,329.2 548.1,329.4 548.1,329.4 548.1,329.5 548.3,329.7 548.3,329.8 548.4,329.9 548.5,330.1 548.6,330" class="st2"></polyline>
						<polyline points="550.1,330.6 550.3,330.5 550.3,330.5" class="st2"></polyline>
						<polyline points="549.9,329.5 549.9,329.8 550,330 550,330.2 550.2,330.2 550.2,330.3 550.3,330.4 550.4,330.5" class="st2"></polyline>
						<polyline points="549.8,330.4 549.9,330.4 549.9,330.4" class="st2"></polyline>
						<polyline points="549.4,329.5 549.5,329.8 549.6,330 549.7,330.1 549.8,330.2 549.9,330.3 549.9,330.4 550,330.5 
							550.1,330.5" class="st2"></polyline>
						<line y2="330.4" x2="549.6" y1="330.4" x1="549.4" class="st2"></line>
						<polyline points="549.1,329.5 549.2,329.6 549.2,329.8 549.3,330 549.3,330.1 549.3,330.2 549.5,330.3 
							549.6,330.4 549.6,330.5 549.7,330.5" class="st2"></polyline>
						<polyline points="549.4,330.3 549.3,330.4 549.1,330.3 549,330.2 549,330.1 548.9,330.1 548.8,329.9 548.8,329.8 
							548.7,329.6 548.6,329.2" class="st2"></polyline>
						<polyline points="548.2,329.2 548.3,329.5 548.4,329.7 548.4,329.9 548.5,330.1 548.6,330.1 548.7,330.2 
							548.7,330.3 548.9,330.4 549,330.4 549,330.3 549.1,330.3" class="st2"></polyline>
						<polyline points="550.2,325.6 550.3,325.7 550.3,325.7" class="st2"></polyline>
						<polyline points="550.2,326.4 550.2,326.3 550.3,326.1 550.5,325.9 550.6,325.9 550.6,325.8 550.7,325.7 
							550.8,325.7 550.9,325.7" class="st2"></polyline>
						<polyline points="549.9,326.1 550,325.9 550.1,325.8 550.2,325.7 550.3,325.7 550.4,325.6 550.5,325.6" class="st2"></polyline>
						<polyline points="549.7,325.6 549.8,325.6 549.9,325.7" class="st2"></polyline>
						<line y2="326.2" x2="549.8" y1="326.3" x1="549.7" class="st2"></line>
						<line y2="325.7" x2="551" y1="325.7" x1="550.9" class="st2"></line>
						<polyline points="549.3,326.3 549.5,326.1 549.6,325.9 549.7,325.8 549.8,325.7 549.9,325.7 550,325.6 
							550.1,325.6" class="st2"></polyline>
						<polyline points="549,326.2 549,326.1 549.2,325.9 549.3,325.7 549.4,325.7 549.4,325.6 549.5,325.5 549.6,325.5" class="st2"></polyline>
						<polyline points="550.6,325.7 550.6,325.7 550.7,325.7" class="st2"></polyline>
						<polyline points="548.5,326.3 548.6,326.2 548.6,326.1 548.7,326 548.8,325.8 548.9,325.7 549,325.7 549.1,325.6 
							549.2,325.5 549.3,325.6 549.4,325.6 549.4,325.6" class="st2"></polyline>
						<polygon points="554.1,325.7 554.2,325.9 554.2,326.1 554.2,326.5 554.3,326.7 554.3,327.1 554.3,327.5 
							554.4,327.8 554.3,328.1 554.3,328.5 554.2,328.8 554.1,329.2 554.1,329.5 554,329.9 553.9,330.2 553.8,330.5 553.7,330.7 
							553.6,331 553.4,331.2 553.3,331.5 553.2,331.6 553.1,331.7 552.9,331.9 552.7,332 552.6,332.1 552.4,332.1 552.3,332.1 
							551.4,332.1 551.3,332 551.1,331.9 551,331.9 550.9,331.7 550.8,331.5 550.7,331.3 550.6,331.2 550.5,331 550.4,330.7 
							550.4,330.4 550.3,330.1 550.3,329.8 550.3,329.5 550.3,329.2 550.3,328.8 550.3,328.4 550.3,328.1 550.4,327.7 550.4,327.4 
							550.5,327 550.6,326.7 550.7,326.4 550.8,326 550.9,325.8 551,325.6 551.1,325.3 551.3,325.2 551.4,324.9 551.6,324.8 
							551.8,324.6 551.9,324.6 552,324.5 552.1,324.4 552.2,324.4 553.2,324.6 553.3,324.5 553.4,324.6 553.6,324.8 553.7,324.9 
							553.9,325.1 553.9,325.2 554,325.4" class="st2"></polygon>
						<polyline points="552.6,327 552.6,327.1 552.5,327.2 552.5,327.4 552.4,327.6 552.4,327.8 552.3,327.9 
							552.3,328.1 552.3,328.2 552.3,328.4 552.2,328.7 552.3,328.8 552.2,329.1 552.3,329.2 552.3,329.4 552.3,329.5 552.4,329.6" class="st2"></polyline>
						<polyline points="552.3,329.5 552.4,329.6 552.4,329.7 552.4,329.7 552.5,329.7 552.5,329.8 552.6,329.8 
							552.7,329.8 552.9,329.8" class="st2"></polyline>
						<polyline points="552.6,327.2 552.7,327 552.7,326.9" class="st2"></polyline>
					</g>
					<g id="ID_1132">
						<g id="ID_1139">
							<polyline points="510.4,367.3 510.4,367.4 510.4,367.5" class="st1"></polyline>
							<polyline points="510.2,367.2 510.2,367.1 510.2,367 510.2,367 510.1,367" class="st1"></polyline>
							<polyline points="510,366.8 510,366.8 510.1,366.9" class="st1"></polyline>
							<polyline points="510.2,367.3 510.2,367.3 510.1,367.5 510,367.5 510.1,367.6" class="st1"></polyline>
							<polyline points="510.1,367.9 510.1,367.8 510.2,367.8 510.3,367.6" class="st1"></polyline>
							<polyline points="509.8,366.7 509.8,366.7 509.7,366.6 509.6,366.7 509.6,366.7" class="st1"></polyline>
							<polyline points="510,367.7 509.9,367.7 509.8,367.8" class="st1"></polyline>
							<polyline points="510,368 509.9,368.1 509.8,368.1" class="st1"></polyline>
							<polyline points="509.4,366.6 509.3,366.7 509.2,366.7 509.1,366.7 509.1,366.7" class="st1"></polyline>
							<polyline points="509.6,367.9 509.6,367.9 509.5,367.9 509.4,368 509.3,368" class="st1"></polyline>
							<polyline points="509.6,368.1 509.5,368.2 509.4,368.2 509.3,368.2 509.2,368.2" class="st1"></polyline>
							<polyline points="508.9,366.9 508.8,366.9 508.7,366.9" class="st1"></polyline>
							<polyline points="509.2,367.9 509.1,367.9 509,368 508.9,367.9 508.9,367.9" class="st1"></polyline>
							<polyline points="508.7,367 508.6,367.1 508.6,367.2 508.5,367.2 508.5,367.3" class="st1"></polyline>
							<polyline points="508.8,367.8 508.7,367.8 508.7,367.8" class="st1"></polyline>
							<polyline points="508.5,367.7 508.5,367.6 508.5,367.5 508.5,367.5 508.5,367.4" class="st1"></polyline>
							<polyline points="508.9,368.1 508.8,368.1 508.6,368.1 508.6,368" class="st1"></polyline>
							<polyline points="508.5,368 508.5,367.9 508.5,367.8" class="st1"></polyline>
							<polyline points="510.3,367.1 510.3,367.1 510.4,367.2 510.4,367.3" class="st1"></polyline>
							<polyline points="510.1,366.9 510.1,367 510.1,367" class="st1"></polyline>
							<polyline points="510.4,367.5 510.4,367.5 510.4,367.6 510.3,367.6" class="st1"></polyline>
							<polyline points="510.2,367.2 510.2,367.2 510.2,367.3" class="st1"></polyline>
							<polyline points="509.8,366.7 509.9,366.7 510,366.8" class="st1"></polyline>
							<polyline points="510.1,367.6 510,367.6 510,367.7" class="st1"></polyline>
							<polyline points="510.1,367.9 510,367.9 510,368" class="st1"></polyline>
							<polyline points="509.6,366.7 509.5,366.6 509.4,366.6" class="st1"></polyline>
							<polyline points="509.8,367.8 509.7,367.8 509.6,367.9" class="st1"></polyline>
							<polyline points="509.8,368.1 509.7,368.1 509.6,368.1" class="st1"></polyline>
							<polyline points="509.1,366.7 509,366.7 508.9,366.9" class="st1"></polyline>
							<polyline points="509.3,368 509.2,368 509.2,367.9" class="st1"></polyline>
							<polyline points="508.7,366.9 508.8,367 508.7,367" class="st1"></polyline>
							<polyline points="508.9,367.9 508.8,367.8 508.8,367.8" class="st1"></polyline>
							<polyline points="509.2,368.2 509.1,368.2 509,368.2 508.9,368.1 508.9,368.1" class="st1"></polyline>
							<polyline points="508.5,367.3 508.6,367.4 508.5,367.4" class="st1"></polyline>
							<polyline points="508.7,367.8 508.6,367.7 508.5,367.7" class="st1"></polyline>
							<line y2="368" x2="508.5" y1="368" x1="508.6" class="st1"></line>
							<line y2="367.7" x2="508.4" y1="367.8" x1="508.5" class="st1"></line>
							<polyline points="510.4,367.2 510.3,367.1 510.3,367 510.3,366.9 510.3,366.9 510.2,366.8 510.1,366.7 
								510,366.8 510,366.7 509.9,366.7 509.8,366.6 509.7,366.6 509.6,366.7 509.5,366.6 509.4,366.6 509.3,366.7 509.2,366.7 
								509.1,366.7 509,366.7 508.9,366.8 508.8,366.9 508.7,366.9 508.8,367 508.7,367 508.6,367.1 508.5,367.2 508.4,367.2 
								508.4,367.3 508.5,367.4 508.4,367.4 508.4,367.5 508.4,367.6 508.4,367.7 508.4,367.7 508.5,367.9" class="st2"></polyline>
						</g>
						<g id="ID_1133">
							<polyline points="507.5,367.2 507.5,367 507.6,366.9" class="st1"></polyline>
							<polyline points="507.8,366.6 508,366.5 508.2,366.3" class="st1"></polyline>
							<polyline points="507.4,367.4 507.3,367.5 507.4,367.7" class="st1"></polyline>
							<polyline points="508.5,367.4 508.4,367.6 508.4,367.7 508.5,367.9" class="st1"></polyline>
							<polyline points="511.5,367.2 511.5,367.3 511.5,367.5 511.4,367.6 511.4,367.7 511.4,367.9" class="st1"></polyline>
							<line y2="368.9" x2="510.1" y1="369" x1="509.8" class="st1"></line>
							<polyline points="510.5,369.1 510.7,369.1 510.7,369" class="st1"></polyline>
							<line y2="368.7" x2="510.6" y1="368.7" x1="510.4" class="st1"></line>
							<polyline points="508.6,368.9 508.8,369 508.9,369" class="st1"></polyline>
							<polyline points="508.3,368.9 508.2,368.8 508,368.8" class="st1"></polyline>
							<polyline points="510.3,369.2 510.1,369.3 509.9,369.4 509.7,369.4" class="st1"></polyline>
							<polyline points="511.5,367 511.4,367.2 511.4,367.3 511.4,367.4 511.3,367.7 511.3,367.8 511.2,367.9 
								511,368.1 510.9,368.2 510.8,368.3 510.6,368.5 510.5,368.6 510.3,368.7 510.2,368.7 510,368.8 509.7,368.9" class="st1"></polyline>
							<polyline points="510.9,366.1 510.8,366 510.6,366" class="st1"></polyline>
							<polyline points="509.1,365.9 509.3,365.8 509.5,365.9" class="st1"></polyline>
							<polyline points="510.2,365.9 510,365.8 509.8,365.9" class="st1"></polyline>
							<polyline points="508.4,366.3 508.5,366.1 508.7,366.1 508.9,366" class="st1"></polyline>
							<polyline points="507.6,368.3 507.4,368.1 507.4,368" class="st1"></polyline>
							<polyline points="507.6,368.4 507.7,368.4 507.8,368.6" class="st1"></polyline>
							<polyline points="507.2,368.4 507,368.6 506.8,368.9 506.6,369.1 506.6,369.3" class="st1"></polyline>
							<polyline points="512.1,371.7 511.7,371.9 511.5,372.1" class="st1"></polyline>
							<polyline points="513.6,369.5 513.4,369.8 513.3,370.1 513.2,370.4 513,370.6" class="st1"></polyline>
							<polyline points="513.7,369.7 513.9,369.4 513.8,369.2" class="st1"></polyline>
							<polyline points="511.9,371.5 512.3,371.3 512.5,371.1" class="st1"></polyline>
							<polyline points="512.7,371.2 513,371.1 513.2,370.8" class="st1"></polyline>
							<polyline points="509.9,372.2 510.4,372.2 510.6,372.1 511,372 511.3,371.8" class="st1"></polyline>
							<line y2="372.2" x2="511.1" y1="372.3" x1="510.7" class="st1"></line>
							<polyline points="510,372.5 509.6,372.5 509.2,372.5" class="st1"></polyline>
							<polyline points="507.4,371.9 507.6,372.1 507.9,372.2" class="st1"></polyline>
							<polyline points="509.2,372.3 508.9,372.2 508.6,372.1 508.3,372.1 508,372" class="st1"></polyline>
							<polyline points="512.1,369 512.1,369.1 512.1,369.2 512.1,369.4 512,369.5 512,369.8 511.8,369.9 511.8,370 
								511.6,370.2 511.4,370.3 511.3,370.5 511.2,370.5 511,370.7 510.8,370.7 510.6,370.8 510.4,370.8 510.2,370.9 509.9,370.9 
								509.7,371 509.5,370.9 509.4,371 509.2,370.9 509,370.9 508.8,370.8 508.6,370.8 508.5,370.7 508.4,370.6 508.2,370.5 
								508.2,370.4" class="st1"></polyline>
							<line y2="369" x2="513.7" y1="368.8" x1="513.6" class="st1"></line>
							<polyline points="512.7,367.3 512.9,367.4 513.1,367.6" class="st1"></polyline>
							<polyline points="510.7,368.5 510.8,368.4 511,368.4 511.1,368.3 511.2,368.1 511.3,368" class="st1"></polyline>
							<polyline points="511.1,366.4 511.2,366.5 511.4,366.6 511.4,366.7" class="st1"></polyline>
							<polyline points="509.5,369.5 509.8,369.3 510,369.3 510.2,369.2 510.4,369.1 510.6,368.9 510.8,368.7 
								511,368.7 511.1,368.4 511.2,368.3 511.4,368.2 511.4,368 511.5,367.8 511.5,367.6 511.6,367.4 511.5,367.3 511.6,367.1" class="st1"></polyline>
							<line y2="368" x2="513.4" y1="368.2" x1="513.5" class="st1"></line>
							<polyline points="511.7,366.8 511.8,366.9 512.2,367" class="st1"></polyline>
							<polyline points="510.1,366.9 510.3,366.9 510.3,367.1 510.4,367.2" class="st1"></polyline>
							<polyline points="509.1,369 509.3,368.9 509.5,369" class="st1"></polyline>
							<polyline points="512.2,368.6 512.2,368.8 512.3,368.9 512.3,369.1 512.3,369.2 512.3,369.4 512.3,369.6 
								512.2,369.7 512.1,369.9 512.1,370.1 511.9,370.2 511.7,370.4 511.7,370.5 511.5,370.6 511.2,370.8 511,370.8 510.9,371 
								510.7,371 510.5,371.1 510.2,371.2 510,371.2 509.8,371.2 509.6,371.2 509.4,371.2 509.2,371.1 508.9,371.1 508.7,371.1 
								508.6,371 508.5,370.9 508.2,370.8 508.2,370.7 508.1,370.5 507.9,370.4 507.9,370.2 507.9,370.1" class="st1"></polyline>
							<polyline points="507.4,371.7 507.2,371.6 507,371.3" class="st1"></polyline>
							<line y2="370.2" x2="506.5" y1="369.9" x1="506.4" class="st1"></line>
							<line y2="370.7" x2="506.6" y1="371" x1="506.7" class="st1"></line>
							<polyline points="506.9,371.5 506.7,371.4 506.6,371.1" class="st1"></polyline>
							<line y2="368.9" x2="510.9" y1="369" x1="510.7" class="st1"></line>
							<line y2="369.2" x2="510.3" y1="369.1" x1="510.5" class="st1"></line>
							<polyline points="509.8,369 510.1,368.9 510.2,368.8 510.4,368.7" class="st1"></polyline>
							<line y2="369" x2="509.5" y1="368.9" x1="509.7" class="st1"></line>
							<line y2="368.9" x2="508.6" y1="368.9" x1="508.3" class="st1"></line>
							<polyline points="508,368.8 507.9,368.7 507.8,368.6" class="st1"></polyline>
							<line y2="368.4" x2="507.6" y1="368.3" x1="507.6" class="st1"></line>
							<polyline points="509.7,369.4 509.5,369.5 509.3,369.4 509,369.5 508.8,369.5 508.6,369.4 508.3,369.4 
								508.2,369.3 507.9,369.3 507.7,369.2 507.6,369.1 507.4,368.9 507.3,368.8 507.2,368.6 507.2,368.4" class="st1"></polyline>
							<line y2="367.4" x2="507.4" y1="367.2" x1="507.5" class="st1"></line>
							<polyline points="507.8,366.6 507.8,366.8 507.6,366.9" class="st1"></polyline>
							<line y2="366" x2="508.9" y1="365.9" x1="509.1" class="st1"></line>
							<line y2="366.3" x2="508.4" y1="366.3" x1="508.2" class="st1"></line>
							<polyline points="509.8,365.9 509.7,365.8 509.5,365.9" class="st1"></polyline>
							<polyline points="510.9,366.1 511,366.2 511.1,366.4" class="st1"></polyline>
							<line y2="367.9" x2="511.4" y1="368" x1="511.3" class="st1"></line>
							<polyline points="507.3,368.8 507.3,368.9 507.4,369 507.6,369.2 507.6,369.4 507.9,369.4 508,369.6 
								508.2,369.6 508.4,369.7 508.7,369.7 508.9,369.8 509.2,369.8 509.4,369.7 509.7,369.7 509.9,369.7 510.2,369.5 510.5,369.5 
								510.7,369.4 510.9,369.2 511.1,369.1 511.3,368.9 511.4,368.7 511.6,368.5 511.7,368.3 511.8,368.2 511.9,367.9 511.9,367.7 
								511.9,367.5 512,367.3 511.9,367.1 511.8,366.9" class="st1"></polyline>
							<polyline points="510.2,365.9 510.4,365.9 510.6,366" class="st1"></polyline>
							<polyline points="512.7,367.3 512.4,367.1 512.2,367" class="st1"></polyline>
							<polyline points="511.5,367 511.4,366.8 511.4,366.7" class="st1"></polyline>
							<polyline points="513.4,368 513.3,367.8 513.1,367.6" class="st1"></polyline>
							<polyline points="506.9,371.5 507.2,371.8 507.4,371.9" class="st1"></polyline>
							<polyline points="507.9,372.2 508.2,372.3 508.6,372.4 508.9,372.5 509.2,372.5" class="st1"></polyline>
							<polyline points="510,372.5 510.4,372.4 510.7,372.3" class="st1"></polyline>
							<line y2="372.2" x2="511.1" y1="372.1" x1="511.5" class="st1"></line>
							<polyline points="512.5,371.1 512.7,370.9 513,370.6" class="st1"></polyline>
							<polyline points="512.1,371.7 512.4,371.5 512.7,371.2" class="st1"></polyline>
							<polyline points="513.7,369 513.6,369.3 513.6,369.5" class="st1"></polyline>
							<polyline points="513.5,368.2 513.6,368.5 513.6,368.8" class="st1"></polyline>
							<polyline points="513.2,370.8 513.3,370.5 513.6,370.3 513.7,369.9 513.7,369.7" class="st1"></polyline>
							<polyline points="511.3,371.8 511.7,371.7 511.9,371.5" class="st1"></polyline>
							<polyline points="509.2,372.3 509.7,372.3 509.9,372.2" class="st1"></polyline>
							<polyline points="507.4,371.7 507.7,371.9 508,372" class="st1"></polyline>
							<polyline points="506.5,370.2 506.6,370.5 506.6,370.7" class="st1"></polyline>
							<polyline points="507,371.3 506.9,371.1 506.7,371" class="st1"></polyline>
							<polyline points="512.1,367.7 512.1,367.9 512.2,368.1 512.2,368.3 512.2,368.5 512.1,368.7 512.2,368.9 
								512,369.1 512,369.3 511.8,369.5 511.7,369.6 511.5,369.8 511.3,369.9 511.1,370.1 510.9,370.3 510.6,370.3 510.3,370.4 
								510.1,370.5 509.8,370.6 509.6,370.6 509.3,370.7 509.1,370.6 508.9,370.6 508.6,370.6 508.5,370.5 508.2,370.4 508.1,370.3 
								507.9,370.1 507.8,370 507.7,369.9 507.5,369.7 507.5,369.5" class="st1"></polyline>
							<polyline points="507.4,367.7 507.3,367.8 507.4,368" class="st1"></polyline>
							<polyline points="506.4,369.9 506.5,369.7 506.6,369.3" class="st1"></polyline>
							<polyline points="511.5,367.5 511.4,367.6 511.4,367.9 511.2,368.1 511.1,368.3 510.9,368.5 510.7,368.5 
								510.5,368.7 510.2,368.9 510,368.9 509.7,369 509.5,369.1 509.2,369.2 509,369.2 508.7,369.2 508.5,369.1 508.3,369.1 
								508,369 507.9,368.9" class="st1"></polyline>
							<line y2="369" x2="509.1" y1="369" x1="508.9" class="st1"></line>
							<line y2="368.7" x2="510.6" y1="368.5" x1="510.7" class="st1"></line>
							<polygon points="510.5,367 510.6,367.1 510.6,367.3 510.6,367.6 510.4,367.7 510.3,367.8 510.2,368 509.9,368.2 
								509.7,368.2 509.5,368.3 509.2,368.3 509,368.3 508.8,368.3 508.6,368.2 508.4,368.1 508.3,368 508.3,367.9 508.2,367.7 
								508.3,367.5 508.2,367.3 508.4,367.1 508.5,367 508.7,366.8 508.9,366.7 509.1,366.6 509.4,366.5 509.6,366.5 509.8,366.5 
								510,366.6 510.2,366.6 510.3,366.7 510.5,366.9" class="st1"></polygon>
							<polyline points="507.3,368.9 507.3,369 507.4,369.2 507.5,369.4 507.7,369.5 507.8,369.6 508,369.8 
								508.2,369.9 508.3,369.9 508.5,370 508.9,370.1 509.1,370 509.3,370.1 509.6,370 509.8,370 510.1,370 510.3,369.8 
								510.5,369.7 510.8,369.6 511,369.5 511.3,369.3 511.4,369.2 511.6,368.9 511.7,368.8 511.8,368.6 511.9,368.3 512,368.2 
								512,368 512,367.8 512,367.6 512,367.4 512,367.3" class="st1"></polyline>
							<polyline points="513.8,369.2 513.8,368.9 513.8,368.5 513.7,368.4" class="st1"></polyline>
							<polyline points="507.4,369.2 507.4,369.3 507.6,369.5 507.6,369.7 507.8,369.9 507.9,369.9 508.1,370.1 
								508.3,370.1 508.5,370.3 508.7,370.3 508.9,370.4 509.3,370.4 509.5,370.3 509.6,370.3 510,370.3 510.3,370.2 510.4,370.1 
								510.7,370 510.9,369.9 511.1,369.7 511.3,369.6 511.6,369.4 511.7,369.2 511.8,369.1 512,368.8 512,368.6 512,368.4 
								512.1,368.2 512.2,368.1 512.1,367.9 512.1,367.7" class="st1"></polyline>
							<line y2="370.9" x2="506.5" y1="371.1" x1="506.6" class="st1"></line>
							<polyline points="511.7,366.8 511.9,366.9 512.3,367 512.5,367.1 512.9,367.3 513,367.4 513.3,367.7 
								513.4,367.8 513.6,368.1 513.7,368.4 513.9,368.9 514,369.2 514.1,369.5 514.1,369.8 514,370 514,370.4 513.9,370.6 
								513.8,370.9 513.6,371.2 513.4,371.5 513.1,371.6 512.9,371.9 512.6,372.2 512.3,372.4 512,372.6 511.6,372.7 511.3,372.9 
								511,372.9 510.6,373 510.2,373 509.8,373.1 509.5,373.1 509.2,373.1 508.8,373 508.4,373 508.2,372.9 507.8,372.7 
								507.6,372.6 507.3,372.5 507.2,372.2 507,371.9 506.8,371.8 506.7,371.5 506.5,370.9 506.4,370.6 506.4,370.3 506.4,370 
								506.4,369.8 506.4,369.5 506.6,369.2 506.7,368.9 506.8,368.7 507.1,368.4 507.1,368.3" class="st2"></polyline>
							<polyline points="507.3,367.4 507.2,367.5 507.2,367.6 507.1,367.9 507.1,368.1 507.1,368.2 507.2,368.4 
								507.2,368.6 507.3,368.8 507.4,368.9 507.6,369.1 507.7,369.2 507.8,369.3 508.1,369.4 508.3,369.4 508.5,369.5 508.7,369.5 
								509,369.5 509.2,369.5 509.5,369.5 509.7,369.4 510,369.4 510.3,369.3 510.5,369.1 510.7,369 510.9,368.9 511.1,368.7 
								511.2,368.5 511.4,368.4 511.5,368.2 511.6,368.1 511.7,367.9 511.8,367.8 511.8,367.5 511.8,367.3 511.8,367.1 511.8,367 
								511.7,366.8 511.7,366.6 511.6,366.6 511.4,366.4 511.3,366.3 511.1,366.2 510.9,366 510.6,365.9 510.3,365.9 510,365.8 
								509.7,365.8 509.4,365.9 509.1,365.9 508.8,366 508.5,366.1 508.3,366.3 508,366.5 507.8,366.6 507.6,366.9 507.4,367.1 
								507.4,367.3 507.2,367.5 507.2,367.7 507.3,367.9 507.3,368.1 507.4,368.4 507.5,368.6 507.7,368.7 507.8,368.9 508,369 
								508.3,369.1 508.6,369.1 508.9,369.1 509.2,369.2 509.5,369.1 509.8,369 509.8,369" class="st2"></polyline>
							<polyline points="510.4,367.2 510.4,367.3 510.4,367.5 510.4,367.6 510.3,367.8 510.2,368 510.1,368 
								509.9,368.2 509.7,368.2 509.5,368.3 509.3,368.3 509.1,368.3 508.9,368.3 508.8,368.2 508.6,368.1 508.5,368 508.5,367.9" class="st2"></polyline>
							<polyline points="507.2,368.7 507.3,368.8 507.3,368.9 507.4,369 507.5,369.2 507.6,369.4 507.9,369.4 
								508,369.6 508.2,369.6 508.4,369.7 508.7,369.7 508.9,369.8 509.1,369.8 509.4,369.7 509.6,369.8 509.9,369.7 510.2,369.6 
								510.4,369.5 510.7,369.4 510.8,369.3 511.1,369.1 511.3,368.9 511.4,368.8 511.6,368.6 511.6,368.4 511.8,368.2 511.8,368 
								511.9,367.8 511.9,367.6 512,367.4 511.9,367.2 511.9,367.1" class="st2"></polyline>
							<polyline points="511.7,366.7 511.7,366.7 511.8,366.9" class="st2"></polyline>
							<polyline points="511.5,367.5 511.5,367.3 511.6,367.1" class="st2"></polyline>
							<polyline points="512,367.4 512,367.5 512.1,367.7 512,367.9 512.1,368.1 512,368.2 511.8,368.5 511.8,368.7 
								511.6,368.8 511.5,369.1 511.3,369.2 511.2,369.4 511,369.5 510.7,369.7 510.6,369.8 510.3,369.9 510.1,370 509.8,370 
								509.5,370.1 509.3,370.1 509,370.1 508.8,370.1 508.6,370.1 508.3,369.9 508.1,369.9 508,369.8 507.8,369.6 507.7,369.5 
								507.5,369.4 507.4,369.2 507.3,369" class="st2"></polyline>
							<polyline points="512,367.6 512.1,367.7 512.1,367.7 512.1,367.9 512.1,367.9 512.2,368.1 512.1,368.3 
								512.1,368.5 512,368.7 511.9,368.9 511.8,369.1 511.7,369.3 511.5,369.5 511.3,369.6 511.1,369.8 510.9,370 510.6,370 
								510.4,370.2 510.2,370.3 510,370.3 509.7,370.4 509.4,370.4 509.2,370.4 508.9,370.4 508.6,370.4 508.4,370.3 508.3,370.1 
								508,370.1 507.9,369.9 507.8,369.9 507.6,369.7 507.5,369.5 507.4,369.3 507.4,369.2" class="st2"></polyline>
							<polyline points="512.1,367.9 512.1,367.9 512.1,368 512.2,368.1 512.2,368.2 512.2,368.4 512.2,368.6 
								512.1,368.8 512.1,369 512,369.1 511.9,369.4 511.8,369.5 511.7,369.7 511.4,369.9 511.2,370.1 511,370.2 510.8,370.3 
								510.5,370.5 510.3,370.5 510,370.6 509.8,370.6 509.5,370.6 509.3,370.7 509,370.7 508.8,370.6 508.6,370.6 508.4,370.5 
								508.2,370.4 508,370.3 507.9,370.1 507.7,370 507.7,369.8 507.5,369.7 507.5,369.5 507.5,369.4" class="st2"></polyline>
						</g>
					</g>
					<g id="ID_1126">
						<polyline points="267.4,142.5 267.5,142.8 267.6,143.1" class="st1"></polyline>
						<polyline points="262.3,145 262.5,145 262.6,144.9" class="st1"></polyline>
						<line y2="144.8" x2="262.9" y1="144.8" x1="262.7" class="st1"></line>
						<polyline points="262.1,142.2 262.2,142.3 262.3,142.2" class="st1"></polyline>
						<line y2="142.4" x2="262.6" y1="142.4" x1="262.6" class="st1"></line>
						<line y2="143.6" x2="263.4" y1="143.8" x1="263.3" class="st1"></line>
						<polyline points="263.3,143.4 263.3,143.2 263.3,143.1 263.2,142.9 263.2,142.8" class="st1"></polyline>
						<line y2="144.1" x2="263.3" y1="144.3" x1="263.3" class="st1"></line>
						<polyline points="262.8,142.4 262.9,142.5 263,142.7" class="st1"></polyline>
						<polyline points="262.5,145 262.7,144.9 262.9,144.9 263.1,144.7 263.2,144.6 263.3,144.5 263.5,144.3 
							263.5,144.1 263.6,144 263.6,143.7 263.6,143.6 263.6,143.4 263.6,143.3 263.6,143.1 263.5,143 263.4,143 263.4,142.8 
							263.3,142.7 263.2,142.6 263.1,142.5 263,142.5 263,142.4 262.8,142.3 262.7,142.2 262.6,142.3 262.4,142.2 262.3,142.1 
							262.1,142.2" class="st1"></polyline>
						<polyline points="266,141.7 266,141.7 266.2,141.8 266.4,142.1 266.5,142.2 266.6,142.5 266.7,142.8 266.8,143.1 
							266.8,143.4 266.7,143.6 266.6,143.9 266.5,144.1 266.3,144.4 266.1,144.5 266,144.7" class="st1"></polyline>
						<polyline points="265.9,144.8 265.9,144.8 266,144.8 266.2,144.6 266.4,144.4 266.7,144.3 266.8,144 266.9,143.8 
							267,143.5 266.9,143.2 266.9,143 266.9,142.7 266.8,142.4 266.6,142.1 266.5,141.9 266.3,141.7 266,141.5 265.8,141.5" class="st1"></polyline>
						<polyline points="265.9,144.8 266.1,144.7 266.3,144.7 266.5,144.5 266.7,144.4 266.8,144.1 267,143.9 
							267.1,143.6 267.1,143.3 267.2,143.1 267.1,142.8 267,142.5 267,142.2 266.8,142.1 266.6,141.8 266.4,141.7 266.1,141.5 
							265.9,141.4 265.8,141.4" class="st1"></polyline>
						<line y2="143.6" x2="266" y1="141.4" x1="265" class="st1"></line>
						<polyline points="266.1,144.4 266.3,144.3 266.4,144 266.4,143.9" class="st1"></polyline>
						<polyline points="265.8,141.3 266,141.4 266.2,141.4 266.5,141.5 266.7,141.7 267,141.9 267,142.1 267.2,142.4 
							267.3,142.7 267.4,143 267.3,143.3 267.3,143.5 267.2,143.7 267.1,144 267,144.2 266.8,144.4 266.6,144.6 266.4,144.7 
							266.1,144.7 266,144.8" class="st1"></polyline>
						<polyline points="267.4,142.5 267.4,142.2 267.2,142 267,141.8 266.9,141.6 266.6,141.5 266.3,141.4 266.1,141.3 
							265.9,141.3 265.8,141.3" class="st1"></polyline>
						<polyline points="264.6,145.5 266,143.6 266.8,143.4" class="st1"></polyline>
						<polyline points="266.1,142 266.2,142.2 266.4,142.4 266.5,142.7 266.5,143 266.6,143.2" class="st1"></polyline>
						<polyline points="262.8,141.2 265,141.4 265.8,141.3" class="st1"></polyline>
						<polyline points="262.1,144.7 261.9,144.6 261.8,144.6 261.6,144.5 261.4,144.4 261.3,144.3 261.1,144.1 
							261.1,143.9 261,143.7 261.1,143.5 261.1,143.3 261.2,143.2 261.2,142.9 261.4,142.8 261.6,142.6 261.7,142.6 261.9,142.6" class="st1"></polyline>
						<polyline points="263,142.7 263.1,142.8 263.2,142.8" class="st1"></polyline>
						<polyline points="262.6,142.4 262.4,142.3 262.3,142.2" class="st1"></polyline>
						<polyline points="261.8,142.3 262,142.2 262.1,142.2" class="st1"></polyline>
						<polyline points="263.4,142 263.5,142 263.7,142 263.8,141.9 263.9,142 264,142 264.1,142.1 264.2,142.1 
							264.4,142.2 264.5,142.3 264.6,142.3 264.6,142.4 264.8,142.6 264.8,142.7 264.8,142.8 264.9,143 264.9,143.1 265,143.3 
							265,143.4 264.9,143.5 264.9,143.6 264.9,143.8 264.9,143.9 264.8,144 264.8,144.2 264.7,144.3 264.6,144.3 264.5,144.4 
							264.3,144.5 264.3,144.6 264.2,144.6 264.1,144.7 263.9,144.7" class="st1"></polyline>
						<polyline points="263.3,143.4 263.4,143.5 263.4,143.6" class="st1"></polyline>
						<line y2="142.4" x2="262.6" y1="142.4" x1="262.8" class="st1"></line>
						<polyline points="263.3,144.1 263.3,144 263.4,143.9 263.3,143.8" class="st1"></polyline>
						<polyline points="262.9,142.1 262.9,142.1 263,141.9 263.1,141.9 263.3,141.9 263.4,141.8 263.6,141.8 
							263.7,141.8 263.8,141.8 264,141.8 264.2,141.8 264.3,141.9 264.4,142 264.5,142.1 264.6,142.1 264.8,142.2 264.8,142.4 
							264.9,142.5 265,142.7 265,142.8 265.1,142.9 265.1,143 265.2,143.2 265.2,143.3 265.2,143.5 265.2,143.6 265.1,143.9 
							265,144 265.1,144.1 265,144.2 264.9,144.3 264.8,144.5 264.7,144.6 264.6,144.6 264.4,144.8 264.3,144.8 264.1,144.9 
							264,144.9 263.8,144.9 263.7,145 263.6,144.9 263.5,144.9 263.3,144.9 263.3,144.9" class="st1"></polyline>
						<polyline points="263.3,144.3 263.2,144.4 263.1,144.5 263,144.6 262.9,144.7 262.9,144.8" class="st1"></polyline>
						<line y2="144.9" x2="262.6" y1="144.8" x1="262.7" class="st1"></line>
						<line y2="145.1" x2="262.2" y1="145" x1="262.3" class="st1"></line>
						<polygon points="263.1,143.5 263.1,143.3 263,143.1 262.9,142.9 262.7,142.6 262.6,142.6 262.3,142.4 
							262.1,142.4 261.9,142.4 261.6,142.5 261.5,142.6 261.3,142.7 261.1,142.9 261,143 260.9,143.2 260.9,143.5 260.9,143.7 
							260.9,144 261.1,144.2 261.2,144.4 261.4,144.6 261.5,144.7 261.7,144.8 262,144.8 262.2,144.9 262.4,144.8 262.6,144.8 
							262.8,144.6 262.9,144.5 263,144.2 263.1,144 263.2,143.8" class="st1"></polygon>
						<polyline points="261.8,142.3 261.7,142.3 261.6,142.3 261.5,142.3 261.3,142.5 261.2,142.5 261.2,142.6 
							261.1,142.8 261,142.8 260.9,142.9 260.9,143 260.9,143.2 260.8,143.4 260.8,143.5 260.8,143.6 260.8,143.8 260.9,143.9 
							260.9,144 260.9,144.2 261,144.2 261,144.3 261.1,144.5 261.2,144.6 261.3,144.7 261.4,144.8 261.5,144.8 261.7,144.9 
							261.7,145 261.9,144.9 262,145 262.1,145 262.2,145.1 262.5,145" class="st2"></polyline>
						<line y2="144.7" x2="263.9" y1="144.7" x1="263.8" class="st2"></line>
						<line y2="144.7" x2="263.9" y1="144.9" x1="263.3" class="st2"></line>
						<polyline points="262.3,145.1 262.5,145.3 264.6,145.5 265.4,145.4 266.8,143.4 265.8,141.3 263.5,141 
							262.8,141.2 262.2,142" class="st2"></polyline>
						<polyline points="262.9,142.1 263,142.2 263.1,142.2 263.2,142.3 263.4,142.4 263.5,142.4 263.5,142.5 
							263.7,142.7 263.7,142.8 263.7,143 263.8,143.1 263.8,143.3 263.9,143.5 263.9,143.6 263.9,143.7 263.9,143.9 263.8,144 
							263.8,144.1 263.7,144.3 263.7,144.4 263.5,144.6 263.5,144.7 263.4,144.7 263.3,144.9" class="st2"></polyline>
						<polyline points="263.1,144.9 263.1,144.9 263,145 262.9,145.1 262.8,145.1 262.6,145.2 262.4,145.1 262.3,145.1 
							262.1,145.1 262.1,145.1 262,145 261.9,144.9 261.8,145" class="st2"></polyline>
						<polyline points="262.1,144.7 262.3,144.6 262.5,144.6 262.7,144.4 262.7,144.3 262.9,144.1 263,143.9 263,143.7 
							262.9,143.5 262.9,143.3 262.8,143.1 262.8,142.9 262.6,142.8 262.5,142.7 262.3,142.7 262.1,142.6 261.9,142.6" class="st2"></polyline>
						<line y2="142" x2="263.4" y1="142.1" x1="262.9" class="st2"></line>
						<polyline points="261.4,142.4 261.5,142.3 261.6,142.2 261.8,142.2 261.9,142.1 261.9,142 262.1,142 262.2,142 
							262.4,142 262.5,142 262.7,142 262.8,142" class="st2"></polyline>
						<polyline points="265.8,141.3 265.9,141.3 266,141.3 266.2,141.3 266.4,141.3 266.7,141.5 266.9,141.6 267,141.8 
							267.2,142 267.3,142.1 267.4,142.3 267.4,142.5 267.5,142.7 267.5,142.9 267.6,143.1 267.6,143.3 267.5,143.5 267.4,143.8 
							267.3,144 267.2,144.1 267,144.3 266.8,144.4 266.6,144.5" class="st2"></polyline>
						<polyline points="266.1,144.4 266.2,144.4 266.3,144.2 266.5,143.9 266.4,143.8" class="st2"></polyline>
						<polyline points="266,144.8 266,144.8 266.1,144.7 266.3,144.7 266.6,144.6 266.7,144.5 266.9,144.3 267.1,144 
							267.2,143.9 267.3,143.6 267.4,143.4 267.4,143.1 267.4,142.7 267.3,142.4 267.1,142.2 267,142 266.8,141.7 266.6,141.6 
							266.4,141.4 266.1,141.3 265.9,141.3 265.8,141.3" class="st2"></polyline>
						<polyline points="266,144.7 266.1,144.6 266.3,144.5 266.5,144.2 266.6,144 266.7,143.7 266.8,143.4 266.8,143.2 
							266.8,142.9 266.7,142.6 266.6,142.3 266.5,142.1 266.2,141.9 266.1,141.7 266,141.7" class="st2"></polyline>
						<polyline points="265.9,144.8 265.9,144.8 266.1,144.6 266.3,144.6 266.6,144.3 266.7,144.2 266.9,143.8 
							266.9,143.6 266.9,143.4 267,143.1 267,142.7 266.9,142.5 266.8,142.3 266.6,142 266.4,141.8 266.2,141.6 265.9,141.5 
							265.8,141.5" class="st2"></polyline>
						<polyline points="265.9,144.8 266,144.8 266.1,144.7 266.2,144.7 266.4,144.5 266.7,144.4 266.9,144.2 267,144 
							267.1,143.8 267.2,143.5 267.2,143.2 267.1,142.9 267.2,142.6 267,142.4 266.9,142.1 266.8,141.9 266.5,141.7 266.3,141.6 
							266,141.4 265.8,141.4" class="st2"></polyline>
						<polyline points="266.6,143.2 266.6,143.1 266.6,142.7 266.4,142.5 266.3,142.2 266.2,142 266,141.9" class="st2"></polyline>
					</g>
					<g id="ID_1124">
						<line y2="149.6" x2="186.7" y1="149.7" x1="186.9" class="st1"></line>
						<polyline points="187.5,151 187.4,151.1 187.3,151.1 187.2,151.2 187.2,151.2 187.1,151.1 187,151 187,150.9 
							187,150.8 187,150.6 186.9,150.4 187,150.2 187,150.1 187,149.9 187.1,149.7 187.1,149.5 187.2,149.4 187.3,149.3 
							187.4,149.3 187.5,149.2 187.5,149.2 187.6,149.2 187.6,149.3 187.6,149.4" class="st1"></polyline>
						<polyline points="186.6,150.5 186.6,150.7 186.7,150.9" class="st1"></polyline>
						<polyline points="181.1,148.6 180.9,148.7 180.9,148.7 180.8,148.8 180.9,149 180.8,149.2 180.8,149.3 
							180.8,149.4 180.8,149.6 180.7,149.7 180.8,149.8 180.7,150 180.8,150.1 180.8,150.2 180.8,150.4" class="st1"></polyline>
						<polyline points="181.2,148.3 181.1,148.5 181.1,148.6 181,148.8 181,149 181,149.3 180.9,149.6 181,149.7 
							180.9,150.1 181,150.3 181.1,150.4" class="st1"></polyline>
						<polyline points="181.6,148.4 181.5,148.6 181.4,148.8 181.4,149 181.3,149.2 181.3,149.4 181.4,149.7 181.3,150 
							181.4,150.2 181.4,150.5" class="st1"></polyline>
						<polyline points="181.5,150.6 181.4,150.7 181.4,150.5 181.3,150.4 181.3,150.2 181.2,150 181.2,149.8 
							181.2,149.6 181.2,149.4 181.2,149.2 181.3,148.9 181.3,148.8 181.4,148.7 181.5,148.5 181.6,148.4 181.6,148.3 181.6,148.3" class="st1"></polyline>
						<polyline points="181.9,150.9 181.8,151 181.7,150.9 181.7,150.8 181.5,150.6 181.5,150.4 181.4,150.2 181.5,150 
							181.4,149.8 181.4,149.5 181.5,149.3 181.5,149.1 181.6,148.9 181.6,148.6 181.6,148.4 181.7,148.3 181.8,148.3 181.9,148.2 
							182,148.1" class="st1"></polyline>
						<polyline points="182.2,150.4 182.1,150.2 182.1,150 182.1,149.7 182.2,149.5 182.1,149.3 182.1,149.1 
							182.2,148.9 182.3,148.8 182.3,148.7" class="st1"></polyline>
						<polyline points="184.4,148.8 184.4,148.9 184.2,149.2 184.3,149.4 184.1,149.6 184.2,149.8 184.2,150.1 
							184.1,150.3 184.2,150.5 184.2,150.7" class="st1"></polyline>
						<polyline points="184.3,151 184.3,150.9 184.2,150.9 184.1,150.7 184.1,150.5 184,150.3 184.1,150.1 184,149.9 
							184,149.6 184.1,149.4 184.1,149.2 184.2,149.1 184.3,148.9 184.3,148.8 184.3,148.7 184.4,148.7 184.4,148.7" class="st1"></polyline>
						<polyline points="186.7,150.9 186.6,150.7 186.6,150.5 186.5,150.3 186.6,150.1 186.6,149.9 186.5,149.7 
							186.6,149.5 186.7,149.4 186.7,149.2" class="st1"></polyline>
						<polyline points="186.4,148.9 186.4,148.9 186.3,148.9 186.4,149 186.3,149.1 186.2,149.3 186.2,149.4 
							186.1,149.6 186.1,149.8 186,150 186.1,150.2 186,150.5 186.1,150.7 186.1,150.8 186.2,151 186.2,151.1 186.3,151.2 
							186.3,151.2" class="st1"></polyline>
						<polyline points="186.3,151 186.2,150.7 186.1,150.5 186.2,150.3 186.2,150.1 186.2,149.8 186.2,149.6 
							186.2,149.4 186.4,149.1 186.5,149" class="st1"></polyline>
						<polyline points="186.4,148.7 186.4,148.7 186.3,148.7 186.2,148.8 186.1,148.9 186.1,149.1 186,149.2 
							185.9,149.5 185.9,149.7 185.9,150 185.9,150.2 185.8,150.4 185.9,150.6 185.9,150.9 186,151.1 186,151.2 186.1,151.4 
							186.2,151.5 186.3,151.5" class="st1"></polyline>
						<polyline points="186.4,149.1 186.2,149.4 186.3,149.5 186.2,149.7 186.2,149.9 186.1,150.1 186.1,150.3 
							186.1,150.5 186.2,150.7 186.3,150.9" class="st1"></polyline>
						<polyline points="186.8,151.3 186.7,151.2 186.6,151.2 186.6,151 186.5,150.8 186.5,150.7 186.5,150.5 
							186.4,150.3 186.4,150 186.5,149.8 186.5,149.7 186.5,149.5 186.5,149.3 186.6,149.2 186.7,149 186.8,149 186.9,149" class="st1"></polyline>
						<polyline points="186.8,148.7 186.7,148.7 186.6,148.8 186.5,148.9 186.5,149.1 186.4,149.2 186.4,149.4 
							186.3,149.7 186.3,149.9 186.2,150.1 186.2,150.4 186.3,150.6 186.2,150.8 186.3,151.1 186.3,151.2 186.5,151.4 186.6,151.4 
							186.6,151.5 186.7,151.5" class="st1"></polyline>
						<polyline points="185.1,149 185.1,149.2 185,149.4 185,149.6 184.9,149.8 185,150 184.9,150.2 185,150.4 
							184.9,150.6" class="st1"></polyline>
						<polyline points="187.2,148.8 187.1,148.8 187,148.8 187,149 186.9,149 186.8,149.2 186.8,149.4 186.7,149.6 
							186.7,149.8 186.6,150 186.6,150.1 186.6,150.3 186.5,150.4 186.6,150.6 186.6,150.8 186.7,150.9 186.7,151" class="st1"></polyline>
						<polyline points="185.2,148.9 185.1,149 185.1,149.3 185,149.5 185,149.7 185,150 184.9,150.2 185,150.4 
							184.9,150.6 185,150.9" class="st1"></polyline>
						<polyline points="185.1,151.1 185,151 185,150.8 184.9,150.8 184.8,150.6 184.9,150.4 184.8,150.2 184.9,149.9 
							184.8,149.8 184.8,149.5 184.9,149.3 185,149.2 185,149 185.1,148.8 185.2,148.8 185.3,148.8 185.3,148.8" class="st1"></polyline>
						<polyline points="184,148.9 183.9,149.1 183.8,149.3 183.8,149.4 183.7,149.6 183.7,149.8 183.8,150.1 
							183.7,150.4 183.7,150.4" class="st1"></polyline>
						<polyline points="185.6,148.6 185.5,148.6 185.4,148.6 185.3,148.8 185.2,148.9 185.2,149.1 185.1,149.4 
							185.1,149.6 185,149.8 185,150.1 185.1,150.3 185,150.5 185.1,150.7 185.1,150.9 185.2,151.1 185.3,151.2 185.3,151.4 
							185.4,151.3" class="st1"></polyline>
						<polyline points="185.4,150.8 185.3,150.6 185.4,150.4 185.3,150.1 185.4,149.9 185.4,149.7 185.5,149.5 
							185.5,149.3 185.5,149 185.6,148.9" class="st1"></polyline>
						<polyline points="186,149.1 185.9,149.2 185.9,149.5 185.8,149.7 185.7,149.8 185.7,150 185.8,150.2 185.7,150.4 
							185.8,150.6 185.8,150.8" class="st1"></polyline>
						<polyline points="184.3,151.2 184.1,151.2 184.1,151.1 184,151 183.9,150.8 183.9,150.6 183.8,150.4 183.8,150.2 
							183.8,150 183.9,149.7 183.9,149.5 183.9,149.3 184,149 184,148.8 184.1,148.7 184.2,148.6 184.2,148.5 184.3,148.4 
							184.4,148.4" class="st1"></polyline>
						<polyline points="185.9,151 185.8,150.8 185.8,150.6 185.8,150.3 185.7,150.1 185.8,149.9 185.8,149.7 
							185.9,149.5 185.9,149.2 186,149 186.1,148.9" class="st1"></polyline>
						<polyline points="184.4,148.9 184.2,149.1 184.3,149.3 184.1,149.5 184.2,149.7 184.1,149.9 184.1,150.2 
							184.1,150.3 184.2,150.5" class="st1"></polyline>
						<polyline points="186.1,148.9 186.1,148.9 186,148.9 185.9,148.9 185.9,149.1 185.8,149.3 185.7,149.4 
							185.7,149.6 185.7,149.8 185.6,150.1 185.7,150.2 185.6,150.5 185.7,150.7 185.7,150.9 185.7,150.9 185.9,151 185.9,151.2" class="st1"></polyline>
						<line y2="149.2" x2="187.6" y1="149.1" x1="187.5" class="st1"></line>
						<polyline points="186,151.4 185.8,151.5 185.7,151.4 185.6,151.3 185.6,151.1 185.5,150.9 185.5,150.7 
							185.4,150.5 185.4,150.2 185.4,150 185.4,149.8 185.5,149.6 185.5,149.4 185.6,149.1 185.7,148.9 185.8,148.8 185.8,148.6 
							185.9,148.6 186,148.6" class="st1"></polyline>
						<polyline points="186.9,149.7 187,149.5 187.1,149.3 187.1,149.1 187.2,149.1 187.3,149 187.4,149.1" class="st1"></polyline>
						<polyline points="185.3,150.6 185.3,150.4 185.3,150.2 185.3,150 185.3,149.8 185.4,149.6 185.4,149.4 
							185.5,149.3 185.5,149" class="st1"></polyline>
						<polyline points="187.3,149 187.2,149 187.1,149.1 187,149.3 187,149.4 186.9,149.5 186.9,149.7" class="st1"></polyline>
						<line y2="148.8" x2="187.2" y1="148.7" x1="187.1" class="st1"></line>
						<polyline points="185.5,151.1 185.5,151 185.3,151 185.3,150.8 185.2,150.6 185.3,150.4 185.2,150.2 185.2,150 
							185.2,149.7 185.3,149.5 185.3,149.4 185.4,149.2 185.4,149.1 185.5,148.9 185.6,148.8 185.7,148.8 185.7,148.8" class="st1"></polyline>
						<polyline points="184,151.2 183.8,151.2 183.7,151.1 183.6,151 183.5,150.8 183.5,150.7 183.5,150.5 183.4,150.2 
							183.4,150 183.5,149.8 183.5,149.5 183.4,149.3 183.6,149 183.6,148.8 183.7,148.7 183.8,148.6 183.8,148.5 183.9,148.4 
							184,148.4" class="st1"></polyline>
						<polyline points="183.8,150.7 183.8,150.5 183.7,150.4 183.8,150.1 183.8,149.9 183.7,149.6 183.8,149.4 
							183.8,149.2 183.9,149 184,148.8 184.1,148.6" class="st1"></polyline>
						<polyline points="183.9,150.9 183.8,150.8 183.7,150.8 183.7,150.6 183.6,150.5 183.6,150.3 183.6,150.1 
							183.6,149.9 183.6,149.6 183.7,149.4 183.7,149.2 183.8,149 183.8,148.9 183.9,148.7 184,148.6 184.1,148.6 184.1,148.6" class="st1"></polyline>
						<polyline points="182.4,148.5 182.4,148.7 182.3,148.9 182.2,149.1 182.2,149.4 182.2,149.6 182.1,149.8 
							182.1,150.2 182.2,150.4 182.2,150.5" class="st1"></polyline>
						<polyline points="182.5,148.4 182.4,148.4 182.3,148.6 182.3,148.6 182.2,148.7 182.2,148.9 182.1,149 
							182.1,149.2 182,149.5 182,149.7 182,149.9 182,150.1 182,150.3 182.1,150.5 182.1,150.6 182.3,150.7 182.3,150.7" class="st1"></polyline>
						<polyline points="182.7,148.2 182.6,148.3 182.6,148.4 182.5,148.5 182.4,148.6 182.4,148.7 182.3,149 
							182.3,149.2 182.2,149.4 182.2,149.7 182.3,149.9 182.2,150.1 182.3,150.4 182.3,150.6 182.4,150.8 182.4,150.9 182.5,151 
							182.7,151 182.8,151" class="st1"></polyline>
						<polyline points="181.2,148.6 181.1,148.7 181,148.8 181,149 180.9,149.2 180.9,149.5 180.9,149.6 180.9,149.9 
							180.9,150.1 181,150.3" class="st1"></polyline>
						<polyline points="182.8,148.5 182.8,148.5 182.7,148.5 182.6,148.7 182.6,148.8 182.6,148.9 182.5,149.1 
							182.5,149.2 182.4,149.5 182.4,149.8 182.5,150 182.4,150.2 182.5,150.4 182.5,150.5 182.6,150.7 182.7,150.7 182.7,150.8" class="st1"></polyline>
						<polyline points="182.6,150.5 182.6,150.3 182.5,150.1 182.5,149.8 182.6,149.5 182.6,149.3 182.7,149.1 
							182.7,148.9 182.8,148.7 182.8,148.5" class="st1"></polyline>
						<polyline points="180.9,148.7 180.9,148.9 180.8,149.2 180.8,149.4 180.8,149.6 180.8,149.8 180.8,150 
							180.9,150.2 180.9,150.4 181,150.5 181.1,150.5 181.1,150.6" class="st1"></polyline>
						<polyline points="182.4,148.2 182.3,148.2 182.2,148.3 182.1,148.3 182.1,148.5 182,148.6 181.9,148.8 181.9,149 
							181.9,149.3 181.8,149.5 181.8,149.7 181.8,149.9 181.8,150.2 181.9,150.4 181.9,150.6 182,150.8 182.1,150.9 182.1,151 
							182.2,151" class="st1"></polyline>
						<polyline points="182.1,148.4 182,148.5 181.9,148.8 181.8,149 181.8,149.2 181.7,149.4 181.8,149.6 181.7,149.9 
							181.8,150.1 181.8,150.4 181.8,150.6" class="st1"></polyline>
						<polyline points="181.9,150.7 181.8,150.7 181.8,150.6 181.7,150.4 181.6,150.3 181.7,150.1 181.6,149.9 
							181.6,149.7 181.6,149.4 181.7,149.2 181.7,149 181.8,148.8 181.8,148.7 181.9,148.6 182,148.4 182.1,148.4 182.1,148.4" class="st1"></polyline>
						<polyline points="183.7,148.6 183.7,148.6 183.6,148.6 183.5,148.8 183.4,148.9 183.4,149 183.3,149.1 
							183.2,149.3 183.2,149.6 183.2,149.8 183.2,150 183.3,150.2 183.2,150.4 183.3,150.6 183.4,150.6 183.4,150.8 183.5,150.9" class="st1"></polyline>
						<polyline points="181.9,148.6 181.9,148.8 181.8,148.9 181.8,149.1 181.8,149.2 181.7,149.5 181.7,149.8 
							181.7,149.9 181.7,150.2 181.8,150.4" class="st1"></polyline>
						<polyline points="183.6,148.4 183.6,148.3 183.5,148.3 183.4,148.5 183.3,148.6 183.3,148.7 183.1,149 
							183.1,149.1 183,149.4 183,149.6 183,149.8 183,150 183.1,150.3 183,150.5 183.1,150.7 183.1,150.9 183.3,151 183.3,151.1 
							183.4,151.2" class="st1"></polyline>
						<polyline points="184.6,150.5 184.5,150.3 184.5,150.1 184.5,149.9 184.6,149.7 184.5,149.5 184.6,149.4 
							184.6,149.2 184.7,149" class="st1"></polyline>
						<polyline points="183.1,151.1 183,151.1 182.9,151 182.8,150.9 182.8,150.7 182.6,150.5 182.7,150.3 182.6,150.1 
							182.7,149.9 182.6,149.6 182.6,149.4 182.7,149.2 182.7,149 182.8,148.7 182.8,148.6 183,148.5 183.1,148.3 183.2,148.3 
							183.2,148.3" class="st1"></polyline>
						<polyline points="181.6,148.5 181.5,148.7 181.5,148.9 181.4,149 181.3,149.2 181.3,149.4 181.3,149.7 
							181.3,149.9 181.4,150.1 181.3,150.3" class="st1"></polyline>
						<polyline points="183.2,148.5 183.2,148.5 183.2,148.6 183.1,148.7 183,148.8 182.9,148.9 182.9,149.1 
							182.8,149.3 182.8,149.6 182.8,149.8 182.8,150 182.8,150.2 182.9,150.4 182.9,150.6 183,150.7 183,150.8 183.1,150.8" class="st1"></polyline>
						<polyline points="181.5,150.9 181.4,150.9 181.3,150.8 181.2,150.6 181.1,150.5 181,150.3 181,150 181,149.8 
							181,149.6 181.1,149.3 181,149.1 181,148.9 181.1,148.7 181.3,148.5 181.3,148.3 181.4,148.2 181.5,148.2 181.6,148.1 
							181.6,148.1" class="st1"></polyline>
						<polyline points="183,150.4 183,150.2 182.9,150.1 183,149.8 182.9,149.6 183,149.4 183,149.2 183,149 
							183.1,148.9 183.2,148.7" class="st1"></polyline>
						<polyline points="184.8,148.5 184.7,148.5 184.6,148.6 184.5,148.7 184.4,148.8 184.4,149 184.4,149.2 
							184.3,149.5 184.3,149.7 184.2,149.9 184.2,150.1 184.3,150.4 184.3,150.6 184.3,150.8 184.4,151 184.4,151.1 184.6,151.2 
							184.6,151.3 184.8,151.3" class="st1"></polyline>
						<polyline points="183.2,148.6 183.1,148.9 183.1,149.1 183,149.3 183,149.5 182.9,149.7 182.9,150.1 183,150.2 
							183,150.4 183.1,150.6" class="st1"></polyline>
						<polyline points="184.8,148.7 184.8,148.7 184.7,148.7 184.7,148.9 184.6,149 184.5,149.1 184.5,149.3 
							184.5,149.4 184.5,149.6 184.4,149.9 184.5,150.1 184.4,150.4 184.5,150.6 184.5,150.7 184.6,150.8 184.6,150.9 184.7,151" class="st1"></polyline>
						<polyline points="183.4,150.6 183.3,150.5 183.4,150.2 183.4,149.9 183.3,149.7 183.4,149.5 183.4,149.2 
							183.5,149 183.5,148.9 183.7,148.6" class="st1"></polyline>
						<polyline points="183.3,150.5 183.3,150.3 183.3,150 183.3,149.8 183.3,149.6 183.4,149.4 183.4,149.2 
							183.5,149.1 183.5,148.9" class="st1"></polyline>
						<polyline points="185.2,148.5 185.1,148.5 185,148.6 184.9,148.7 184.9,148.8 184.8,148.9 184.7,149.1 
							184.7,149.4 184.7,149.6 184.6,149.9 184.6,150.1 184.6,150.3 184.6,150.5 184.7,150.8 184.7,151 184.8,151.1 184.9,151.3 
							185,151.3 185.1,151.3" class="st1"></polyline>
						<polyline points="186.6,150.5 186.6,150.2 186.6,150 186.6,149.8 186.6,149.6 186.8,149.3 186.8,149.1 186.9,149" class="st1"></polyline>
						<line y2="148.5" x2="185.2" y1="148.5" x1="185.1" class="st1"></line>
						<polyline points="184.6,150.7 184.6,150.5 184.5,150.2 184.6,150 184.6,149.8 184.7,149.6 184.6,149.3 
							184.7,149.1 184.8,148.9 184.8,148.7" class="st1"></polyline>
						<line y2="148.3" x2="183.2" y1="148.3" x1="183.1" class="st1"></line>
						<polyline points="182.6,150.3 182.5,150.2 182.5,150 182.5,149.7 182.6,149.5 182.5,149.3 182.6,149.1 182.6,149 
							182.7,148.8 182.7,148.6" class="st1"></polyline>
						<polyline points="180.8,150.4 180.8,150.3 180.8,150.1 180.7,150 180.7,149.8 180.7,149.7 180.7,149.5 
							180.8,149.4 180.8,149.3 180.8,149.1 180.9,148.9 180.9,148.8 181,148.6 181.1,148.6 181,148.5 181,148.5" class="st1"></polyline>
						<polyline points="180.9,148.7 180.9,148.9 180.8,149.1 180.7,149.3 180.8,149.5 180.8,149.8 180.7,150 
							180.8,150.1 180.8,150.3" class="st1"></polyline>
						<polyline points="179.6,148.1 179.5,148.2 179.4,148.2 179.3,148.2 179.2,148.3 179.2,148.6 179.1,148.7 
							179.1,148.9 179,149.1 179,149.3 179,149.5 179,149.8 179.1,149.9 179.1,150.1 179.1,150.2 179.2,150.3 179.3,150.4" class="st1"></polyline>
						<polyline points="179.6,148.1 179.6,148 179.5,148 179.4,148 179.3,148 179.2,148.1 179.1,148.3 179.1,148.4 
							178.9,148.6 178.9,148.9 178.8,149.1 178.8,149.4 178.9,149.6 178.8,149.8 178.9,150 178.9,150.2 179,150.4 179.1,150.5 
							179.1,150.6 179.2,150.5 179.3,150.5 179.4,150.4" class="st1"></polyline>
						<line y2="147.9" x2="176.3" y1="147.8" x1="176.4" class="st1"></line>
						<line y2="149.9" x2="176" y1="150.1" x1="176.1" class="st1"></line>
						<line y2="148.4" x2="176.2" y1="148.6" x1="177.6" class="st1"></line>
						<polyline points="177.7,150.6 177.7,150.5 177.7,150.5 177.6,150.2 177.5,150 177.4,149.8 177.4,149.6 
							177.4,149.2 177.5,149 177.6,148.8 177.6,148.6 177.6,148.4 177.7,148.2 177.7,148 177.8,147.9 177.9,147.7 178,147.5" class="st1"></polyline>
						<polyline points="179.6,146.4 179.6,146.4 179.4,146.4 179.3,146.5 179.2,146.6 179.1,146.7 179,146.9 178.9,147 
							178.7,147.1 178.7,147.4 178.6,147.6 178.5,147.8 178.4,148 178.4,148.3 178.4,148.6 178.3,148.9 178.2,149.1 178.2,149.5 
							178.2,149.8 178.1,150 178.2,150.3 178.2,150.5 178.2,150.8 178.3,151 178.3,151.2 178.4,151.4 178.5,151.6 178.5,151.7 
							178.6,151.8 178.7,151.9 178.8,152 178.9,152.1 179,152.1" class="st1"></polyline>
						<line y2="146.4" x2="179.3" y1="146.4" x1="179.2" class="st1"></line>
						<polyline points="178,151.6 178,151.4 177.9,151.2 177.9,151 177.8,150.7 177.9,150.5 177.8,150.2 177.8,150 
							177.8,149.7 177.9,149.3 177.9,149.1 177.9,148.8 178,148.6 178,148.3 178,148 178.2,147.8 178.2,147.6 178.4,147.3 
							178.4,147.1 178.4,146.9 178.6,146.8 178.7,146.6" class="st1"></polyline>
						<polyline points="176.4,147.7 176.3,147.9 176.3,148.1 176.2,148.2 176.2,148.4 176.1,148.7 176.1,148.9 
							176,149.1 176,149.3 176.1,149.6 176.1,149.9 176.1,150.1 176.1,150.3 177.7,150.5" class="st1"></polyline>
						<polyline points="177.8,151 176.8,151 176.7,150.9 176.6,150.7 176.5,150.7 176.3,150.6 176.3,150.6 176.3,150.5 
							176.2,150.4 176.1,150.3 176,149.9 176,149.8 176.1,149.7 176.1,149.6 176,149.5 176,149.3 176.1,149.2 176,149 176.1,148.9 
							176.1,148.8 176.1,148.6 176.2,148.4 176.1,148.3 176.2,148.2 176.3,148.1 176.2,147.9 176.3,147.9 176.4,147.7 176.5,147.5 
							176.6,147.4 176.8,147.1 176.9,147 178.3,147.1" class="st2"></polyline>
						<polyline points="179.6,148.1 179.6,148.1 181.2,148.3" class="st2"></polyline>
						<polyline points="182.7,148.6 182.8,148.5 182.9,148.4 183,148.4 183.1,148.3 183.2,148.3 183.3,148.4 
							183.3,148.4" class="st2"></polyline>
						<polyline points="185.1,149 185.2,148.9 185.3,148.8 185.3,148.7 185.4,148.6 185.5,148.5 185.6,148.6 
							185.8,148.7 185.8,148.7" class="st2"></polyline>
						<line y2="149" x2="186.9" y1="149" x1="186.9" class="st2"></line>
						<polyline points="187.3,149 187.4,149.1 187.5,149 187.5,149.1 187.6,149.2 187.6,149.3 187.6,149.4 187.6,149.4 
							187.7,149.6 187.7,149.7 187.7,149.9 187.7,150.1 187.6,150.3 187.7,150.5 187.6,150.6 187.6,150.9 187.5,151 187.4,151.1 
							187.4,151.2 187.3,151.4 187.2,151.4 187.1,151.4 187.1,151.4 187,151.4 187,151.4 186.9,151.5 186.9,151.5 186.8,151.4 
							186.8,151.4 186.8,151.3 186.7,151.2 186.7,151" class="st2"></polyline>
						<polyline points="186.6,151.5 186.7,151.5 186.8,151.5 186.9,151.5" class="st2"></polyline>
						<polyline points="185.5,149 185.6,148.9 185.7,148.8 185.8,148.6 185.8,148.6 185.9,148.6 186,148.6 186.1,148.7 
							186.2,148.8 186.2,148.8" class="st2"></polyline>
						<polyline points="186.4,149.1 186.5,149 186.5,148.9 186.6,148.8 186.7,148.7 186.8,148.7 186.8,148.7 
							186.9,148.8 186.9,148.8 186.9,148.9" class="st2"></polyline>
						<polyline points="186,149.1 186.1,148.9 186.2,148.8 186.3,148.7 186.3,148.7 186.4,148.7 186.5,148.8 
							186.6,148.8" class="st2"></polyline>
						<polyline points="186.7,149.2 186.9,149 186.9,148.9 187,148.7 187.1,148.7 187.2,148.8 187.4,148.9 187.4,148.9 
							187.4,149.1" class="st2"></polyline>
						<polyline points="186.5,151.5 186.5,151.5 186.4,151.3 186.3,151.1 186.3,151 186.3,150.9" class="st2"></polyline>
						<polyline points="184.8,151.3 184.8,151.3 184.9,151.3" class="st2"></polyline>
						<polyline points="185.8,150.8 185.9,151 185.9,151.2 185.9,151.3 186.1,151.4 186.2,151.5 186.3,151.5 
							186.4,151.5 186.5,151.5" class="st2"></polyline>
						<polyline points="184.9,150.6 185,150.9 185,151 185.2,151.2 185.3,151.3 185.3,151.4 185.4,151.3 185.6,151.4 
							185.6,151.3" class="st2"></polyline>
						<polyline points="186.1,151.4 186,151.4 186,151.4 185.8,151.5 185.7,151.4 185.6,151.3 185.5,151.2 185.5,151 
							185.4,150.8 185.3,150.6" class="st2"></polyline>
						<line y2="148.7" x2="184" y1="148.9" x1="184" class="st2"></line>
						<polyline points="184,151.1 184,151.2 184,151.2 183.8,151.2 183.7,151.2 183.6,151.1 183.6,151 183.4,150.8 
							183.4,150.6 183.3,150.5" class="st2"></polyline>
						<polyline points="182,150.9 182,150.9 181.9,150.9 181.8,151 181.7,150.9 181.6,150.8 181.5,150.7 181.4,150.7 
							181.4,150.5 181.3,150.3" class="st2"></polyline>
						<polyline points="180.1,150.5 180.1,150.7 179.9,150.9 179.9,151.2 179.9,151.4 179.7,151.5 179.6,151.7 
							179.5,151.8 179.4,151.9 179.3,152.1 179.2,152.1 179.1,152.1 179,152.1 178.6,152 178.5,152.1 178.4,152 178.2,151.9 
							178.2,151.7 178,151.6 177.7,150.6" class="st2"></polyline>
						<line y2="150.4" x2="179.3" y1="150.4" x1="179.3" class="st2"></line>
						<line y2="150.4" x2="179.4" y1="150.4" x1="179.3" class="st2"></line>
						<line y2="150.4" x2="179.3" y1="150.4" x1="179.3" class="st2"></line>
						<polyline points="180.8,150.4 180.9,150.5 180.9,150.6 180.9,150.6 181,150.7 181,150.8 181.1,150.7 181.1,150.7 
							181.2,150.8" class="st2"></polyline>
						<polyline points="182.8,151 182.9,151 182.9,151" class="st2"></polyline>
						<polyline points="182.6,150.3 182.6,150.5 182.7,150.7 182.7,150.8 182.9,151 182.9,151.1 183,151.1 183.1,151.1 
							183.2,151.1 183.3,151.1" class="st2"></polyline>
						<polyline points="185.2,151.3 185.2,151.3 185.1,151.3 185,151.3 184.9,151.3 184.8,151.2 184.7,151.1 
							184.7,150.9 184.6,150.7 184.6,150.5" class="st2"></polyline>
						<polyline points="185.3,148.7 185.3,148.6 185.2,148.5 185.1,148.5 185,148.6 184.9,148.7 184.8,148.7 184.7,149" class="st2"></polyline>
						<polyline points="182.3,148.7 182.4,148.5 182.5,148.4 182.5,148.3 182.6,148.3 182.7,148.2 182.7,148.2 
							182.9,148.3 183,148.3 183,148.4" class="st2"></polyline>
						<polyline points="184.6,148.6 184.5,148.5 184.4,148.4 184.3,148.4 184.2,148.5 184.1,148.5 184.1,148.6" class="st2"></polyline>
						<polyline points="183.6,151.1 183.5,151.1 183.4,151.2 183.3,151.1 183.3,151.1 183.1,150.9 183.1,150.8 
							183.1,150.6 183,150.4" class="st2"></polyline>
						<polyline points="181.7,150.9 181.5,150.9 181.5,150.9 181.4,150.9 181.3,150.8 181.1,150.7 181.1,150.6 
							181.1,150.4 181,150.3" class="st2"></polyline>
						<polyline points="182.1,148.3 182.1,148.3 182.1,148.2 182,148.1 182,148.1 181.9,148.2 181.8,148.2 181.7,148.3 
							181.6,148.4 181.6,148.5" class="st2"></polyline>
						<polyline points="178,147.5 178.7,146.6 178.8,146.5 178.9,146.5 179,146.3 179.1,146.3 179.2,146.4 179.6,146.4 
							179.8,146.4 179.8,146.5 179.9,146.5 180,146.7 180.1,146.8 180.1,147 180.3,147.1 180.3,147.3 180.3,147.5 180.3,147.7 
							180.4,148 180.5,148.2" class="st2"></polyline>
						<polyline points="181.1,148.6 181.1,148.5 181.2,148.3 181.2,148.3" class="st2"></polyline>
						<polyline points="181.2,148.3 181.4,148.2 181.4,148.2 181.5,148.2" class="st2"></polyline>
						<polyline points="183.2,148.7 183.2,148.6 183.2,148.5 183.3,148.4 183.4,148.4 183.5,148.3" class="st2"></polyline>
						<polyline points="182.6,148.4 182.5,148.3 182.4,148.2 182.3,148.2 182.2,148.3 182.1,148.3 182.1,148.4 
							181.9,148.6" class="st2"></polyline>
						<polyline points="184.4,148.9 184.4,148.8 184.5,148.6 184.6,148.6 184.7,148.4 184.8,148.5 184.8,148.5 
							184.9,148.5 184.9,148.6 184.9,148.6" class="st2"></polyline>
						<polyline points="183.5,148.9 183.7,148.6 183.6,148.5 183.8,148.5 183.8,148.5 183.9,148.4 184,148.4 184,148.4 
							184.1,148.5 184.1,148.5" class="st2"></polyline>
						<polyline points="183.6,148.4 183.7,148.4 183.7,148.5" class="st2"></polyline>
						<polyline points="184.2,150.5 184.2,150.7 184.3,150.9 184.3,151.1 184.5,151.2 184.6,151.3" class="st2"></polyline>
						<polyline points="183.7,150.4 183.8,150.7 183.9,150.9 184,151.1 184,151.2 184.2,151.3 184.3,151.2 184.4,151.2 
							184.5,151.2" class="st2"></polyline>
						<polyline points="181.8,150.4 181.8,150.6 181.9,150.7 182,150.9 182.1,150.9 182.1,151 182.2,151 182.3,151 
							182.4,150.9" class="st2"></polyline>
						<polyline points="182.5,151 182.4,150.9 182.3,150.8 182.3,150.7 182.2,150.5 182.2,150.4" class="st2"></polyline>
						<line y2="150.6" x2="180.9" y1="150.4" x1="179.3" class="st2"></line>
						<polyline points="181.6,148.1 181.7,148.2 181.7,148.2" class="st2"></polyline>
					</g>
					<g id="ID_1122">
						<line y2="155.1" x2="199.1" y1="155.3" x1="199.2" class="st1"></line>
						<polyline points="199.9,156.5 199.7,156.6 199.7,156.7 199.6,156.8 199.5,156.7 199.5,156.7 199.4,156.6 
							199.3,156.5 199.3,156.3 199.3,156.2 199.3,156 199.4,155.8 199.3,155.6 199.4,155.4 199.4,155.3 199.5,155 199.5,154.9 
							199.6,154.8 199.7,154.8 199.8,154.7 199.8,154.7 199.9,154.8 200,154.9 200,155" class="st1"></polyline>
						<polyline points="198.9,156 198.9,156.3 198.9,156.5" class="st1"></polyline>
						<polyline points="193.3,155.7 193.3,155.6 193.2,155.4 193.3,155.1 193.2,154.9 193.3,154.7 193.3,154.5 
							193.4,154.4 193.4,154.2 193.5,154" class="st1"></polyline>
						<polyline points="193.6,153.8 193.5,154 193.4,154.2 193.4,154.4 193.3,154.6 193.3,154.8 193.3,155.1 
							193.3,155.3 193.3,155.6 193.3,155.7 193.4,155.9" class="st1"></polyline>
						<polyline points="193.9,153.9 193.8,154.2 193.8,154.4 193.8,154.6 193.7,154.8 193.7,155 193.6,155.3 
							193.7,155.5 193.7,155.8 193.7,156" class="st1"></polyline>
						<polyline points="194,153.9 193.9,153.9 193.9,153.9 193.8,154.1 193.8,154.2 193.7,154.3 193.6,154.5 
							193.6,154.7 193.5,155 193.5,155.2 193.6,155.4 193.6,155.6 193.7,155.8 193.7,156 193.7,156.1 193.8,156.2 193.9,156.2" class="st1"></polyline>
						<polyline points="194.4,153.7 194.3,153.7 194.2,153.8 194.1,153.9 194,154 193.9,154.1 193.8,154.4 193.8,154.6 
							193.7,154.8 193.8,155.1 193.7,155.3 193.7,155.5 193.8,155.8 193.8,156 193.9,156.2 193.9,156.3 194,156.4 194.2,156.5 
							194.3,156.5" class="st1"></polyline>
						<polyline points="194.4,154 194.3,154.2 194.2,154.3 194.1,154.5 194.1,154.7 194.1,155 194,155.2 194.1,155.4 
							194,155.7 194.1,156 194.2,156.1" class="st1"></polyline>
						<polyline points="194.4,153.9 194.3,153.9 194.2,154.1 194.1,154.1 194.2,154.2 194,154.4 194,154.5 194,154.7 
							194,155 193.9,155.2 194,155.4 193.9,155.6 194,155.8 194,156 194.1,156.1 194.2,156.2 194.2,156.2" class="st1"></polyline>
						<polyline points="194.6,156.1 194.5,155.8 194.5,155.7 194.5,155.4 194.4,155.1 194.5,154.9 194.5,154.7 
							194.6,154.5 194.6,154.3 194.8,154.1" class="st1"></polyline>
						<polyline points="194.5,155.8 194.5,155.7 194.4,155.6 194.4,155.2 194.4,155 194.4,154.8 194.5,154.6 
							194.6,154.5 194.6,154.4 194.7,154.1" class="st1"></polyline>
						<polyline points="194.8,154 194.7,154 194.6,154 194.6,154.2 194.5,154.3 194.4,154.4 194.4,154.6 194.3,154.9 
							194.4,155 194.3,155.2 194.3,155.5 194.4,155.7 194.4,155.9 194.4,156 194.5,156.2 194.5,156.3 194.6,156.3" class="st1"></polyline>
						<polyline points="196,154.1 195.9,154.1 195.9,154.2 195.8,154.2 195.8,154.4 195.7,154.5 195.7,154.7 
							195.6,154.9 195.6,155.1 195.5,155.4 195.6,155.6 195.6,155.8 195.6,156 195.6,156.2 195.8,156.2 195.8,156.4 195.8,156.4" class="st1"></polyline>
						<polyline points="194.3,154.2 194.2,154.3 194.1,154.5 194.1,154.6 194.1,154.8 194.1,155 194,155.2 194.1,155.4 
							194,155.7 194.1,155.9" class="st1"></polyline>
						<polyline points="195.9,154.2 195.9,154.3 195.8,154.6 195.8,154.8 195.7,155 195.7,155.2 195.7,155.5 
							195.7,155.7 195.7,155.9 195.8,156.2" class="st1"></polyline>
						<polyline points="198.8,154.5 198.8,154.5 198.7,154.5 198.6,154.5 198.5,154.7 198.5,154.9 198.5,155 
							198.4,155.2 198.4,155.4 198.4,155.6 198.3,155.9 198.4,156 198.4,156.2 198.5,156.4 198.5,156.5 198.5,156.6 198.6,156.8 
							198.7,156.8" class="st1"></polyline>
						<polyline points="198.5,156.5 198.6,156.3 198.5,156.1 198.5,155.8 198.5,155.6 198.5,155.4 198.6,155.2 
							198.6,155 198.7,154.7 198.8,154.6" class="st1"></polyline>
						<polyline points="198.7,154.2 198.7,154.2 198.6,154.2 198.6,154.3 198.5,154.5 198.4,154.6 198.3,154.8 
							198.2,155.1 198.2,155.3 198.1,155.5 198.1,155.8 198.2,156 198.2,156.2 198.2,156.4 198.2,156.6 198.4,156.8 198.4,156.9 
							198.5,156.9 198.7,157" class="st1"></polyline>
						<polyline points="198.7,154.7 198.6,154.9 198.5,155.1 198.5,155.2 198.4,155.4 198.5,155.6 198.4,155.8 
							198.5,156 198.4,156.2 198.5,156.4" class="st1"></polyline>
						<polyline points="198.2,154.6 198.2,154.8 198.1,155 198.2,155.2 198.1,155.4 198.1,155.6 198,155.8 198.1,156 
							198.1,156.2 198.2,156.4" class="st1"></polyline>
						<polyline points="197.8,156.9 197.7,156.9 197.7,156.8 197.5,156.7 197.5,156.5 197.4,156.3 197.4,156.1 
							197.4,155.8 197.3,155.6 197.4,155.4 197.4,155.2 197.5,154.9 197.5,154.7 197.6,154.5 197.6,154.4 197.7,154.3 197.8,154.1 
							197.9,154.1" class="st1"></polyline>
						<polyline points="197,156.8 197,156.8 196.8,156.8 196.8,156.7 196.8,156.5 196.6,156.3 196.6,156.2 196.6,155.9 
							196.5,155.7 196.6,155.5 196.6,155.2 196.7,155 196.7,154.7 196.7,154.5 196.8,154.4 196.9,154.2 197,154.2 197,154 
							197.1,154" class="st1"></polyline>
						<polyline points="196.9,156.1 196.9,155.9 196.9,155.7 196.9,155.5 196.9,155.3 196.9,155.1 196.9,154.9 
							197,154.7 197.1,154.5" class="st1"></polyline>
						<polyline points="198.3,156.7 198.1,156.6 198.1,156.5 198.1,156.3 198,156.2 198,156 197.9,155.8 197.9,155.5 
							198,155.3 198,155.1 198.1,155 198.2,154.8 198.2,154.6 198.2,154.5 198.4,154.4 198.4,154.4 198.4,154.4" class="st1"></polyline>
						<polyline points="198.2,156.5 198.2,156.3 198.1,156.1 198.1,155.9 198.1,155.7 198.1,155.4 198.2,155.2 
							198.2,155 198.2,154.7 198.3,154.5 198.4,154.4" class="st1"></polyline>
						<polyline points="198.2,156.9 198.1,157 198,156.9 198,156.8 197.9,156.6 197.9,156.4 197.8,156.2 197.8,156 
							197.7,155.8 197.7,155.5 197.8,155.3 197.8,155.1 197.9,154.8 197.9,154.6 198,154.5 198.1,154.4 198.2,154.2 198.3,154.2 
							198.3,154.2" class="st1"></polyline>
						<polyline points="196.6,154.5 196.6,154.7 196.5,154.8 196.5,155 196.4,155.2 196.5,155.4 196.4,155.6 
							196.5,155.8 196.5,156" class="st1"></polyline>
						<polyline points="195.3,156.2 195.3,156.1 195.3,155.7 195.3,155.5 195.3,155.3 195.3,155.1 195.4,154.8 
							195.4,154.6 195.5,154.4 195.5,154.2" class="st1"></polyline>
						<polyline points="195.3,156 195.3,155.7 195.3,155.5 195.3,155.3 195.2,155.1 195.3,154.9 195.3,154.7 
							195.4,154.6 195.5,154.4 195.5,154.2" class="st1"></polyline>
						<polyline points="196.8,154.2 196.8,154.2 196.7,154.2 196.6,154.4 196.5,154.5 196.5,154.6 196.5,154.8 
							196.4,155 196.4,155.2 196.4,155.5 196.3,155.7 196.4,155.9 196.4,156.1 196.5,156.2 196.5,156.3 196.5,156.4 196.7,156.5" class="st1"></polyline>
						<polyline points="196.6,156.3 196.6,156.1 196.5,155.8 196.5,155.6 196.5,155.4 196.5,155.1 196.5,154.9 
							196.6,154.7 196.6,154.5 196.8,154.3" class="st1"></polyline>
						<polyline points="196.8,154 196.7,154 196.6,154 196.5,154.1 196.5,154.3 196.4,154.4 196.2,154.6 196.2,154.8 
							196.1,155 196.2,155.3 196.2,155.5 196.1,155.7 196.2,156 196.3,156.2 196.3,156.4 196.3,156.5 196.4,156.7 196.5,156.8 
							196.6,156.7" class="st1"></polyline>
						<polyline points="195.1,154.2 195,154.4 195,154.5 194.9,154.7 194.9,154.9 194.8,155.1 194.9,155.3 194.8,155.5 
							194.9,155.7 194.9,155.9" class="st1"></polyline>
						<polyline points="195,156.6 194.9,156.6 194.9,156.6 194.8,156.5 194.7,156.3 194.7,156.1 194.6,155.9 
							194.6,155.7 194.5,155.5 194.5,155.2 194.6,155 194.6,154.8 194.7,154.6 194.7,154.3 194.8,154.1 194.8,154 194.9,153.9 
							195,153.8 195.1,153.8" class="st1"></polyline>
						<polyline points="195,156.3 194.9,156.3 194.9,156.2 194.9,156.1 194.8,155.9 194.8,155.7 194.7,155.5 
							194.8,155.3 194.8,155 194.8,154.8 194.8,154.6 194.9,154.5 194.9,154.3 195,154.2 195.1,154 195.2,154 195.2,154" class="st1"></polyline>
						<polyline points="193.9,153.7 193.9,153.6 193.8,153.7 193.7,153.8 193.7,153.9 193.5,154 193.5,154.3 
							193.4,154.5 193.4,154.7 193.3,154.9 193.3,155.1 193.4,155.4 193.4,155.6 193.4,155.8 193.4,156 193.6,156.2 193.6,156.3 
							193.6,156.4 193.7,156.5" class="st1"></polyline>
						<polyline points="195.5,156.4 195.4,156.3 195.3,156.2 195.3,156.1 195.3,156 195.2,155.8 195.2,155.6 
							195.2,155.3 195.1,155.1 195.2,154.8 195.2,154.7 195.3,154.5 195.4,154.4 195.4,154.3 195.5,154.1 195.6,154.1 195.6,154.1" class="st1"></polyline>
						<polyline points="193.8,154.2 193.8,154.3 193.7,154.4 193.7,154.6 193.7,154.8 193.7,155 193.6,155.3 
							193.7,155.4 193.6,155.7 193.7,155.8" class="st1"></polyline>
						<polyline points="195.5,153.8 195.4,153.8 195.3,154 195.3,154 195.2,154.1 195.1,154.3 195.1,154.5 195,154.7 
							195,154.9 195,155.2 194.9,155.4 195,155.6 194.9,155.9 195,156.1 195,156.3 195.2,156.4 195.2,156.6 195.3,156.7 
							195.4,156.6" class="st1"></polyline>
						<polyline points="197.1,156.6 197,156.5 196.9,156.3 196.9,156.2 196.8,156 196.8,155.9 196.7,155.7 196.8,155.4 
							196.8,155.2 196.8,155 196.8,154.8 196.9,154.7 196.9,154.5 197,154.3 197.1,154.3 197.2,154.3 197.2,154.3" class="st1"></polyline>
						<polyline points="195.8,156.7 195.7,156.7 195.6,156.6 195.5,156.4 195.5,156.3 195.4,156.1 195.3,155.8 
							195.4,155.6 195.3,155.4 195.3,155.1 195.4,154.9 195.4,154.7 195.5,154.4 195.5,154.3 195.7,154.1 195.7,154 195.9,153.9 
							195.9,153.9 196,153.9" class="st1"></polyline>
						<polyline points="197.3,156.1 197.2,155.9 197.3,155.7 197.3,155.5 197.3,155.3 197.3,155.1 197.4,154.9 
							197.4,154.8 197.5,154.5" class="st1"></polyline>
						<polyline points="196.2,156.5 196.1,156.5 196.1,156.4 196,156.2 196,156 195.9,155.8 195.9,155.6 195.9,155.4 
							196,155.1 196,154.9 196.1,154.7 196.1,154.6 196.2,154.5 196.2,154.4 196.3,154.2 196.3,154.2 196.4,154.2" class="st1"></polyline>
						<polyline points="196.2,156.3 196.1,156.1 196.1,155.9 196.1,155.7 196.1,155.4 196.1,155.2 196.1,155 
							196.2,154.7 196.2,154.6 196.3,154.3 196.3,154.2" class="st1"></polyline>
						<polyline points="198,154.4 198,154.4 198,154.4 197.9,154.4 197.8,154.6 197.7,154.7 197.7,154.9 197.6,155.1 
							197.6,155.3 197.5,155.6 197.6,155.7 197.5,156 197.6,156.2 197.6,156.4 197.7,156.4 197.7,156.6 197.8,156.6" class="st1"></polyline>
						<polyline points="196.2,156.7 196.2,156.7 196.1,156.7 195.9,156.5 195.9,156.4 195.8,156.2 195.8,156 
							195.7,155.8 195.8,155.6 195.7,155.3 195.8,155.1 195.8,154.8 195.8,154.7 195.9,154.4 196,154.2 196.1,154.1 196.2,154 
							196.3,153.9 196.3,153.9" class="st1"></polyline>
						<polyline points="194.8,153.7 194.7,153.7 194.6,153.8 194.5,153.9 194.4,154 194.4,154.1 194.3,154.3 
							194.3,154.6 194.1,154.8 194.2,155 194.2,155.3 194.1,155.5 194.2,155.7 194.2,156 194.3,156.1 194.3,156.3 194.3,156.4 
							194.5,156.6 194.6,156.5" class="st1"></polyline>
						<polyline points="196.1,156 196.1,155.8 196.1,155.6 196.1,155.4 196.1,155.2 196.1,155 196.1,154.8 196.2,154.7 
							196.2,154.5" class="st1"></polyline>
						<polyline points="198,154.4 197.9,154.6 197.8,154.7 197.8,155 197.8,155.3 197.7,155.5 197.7,155.7 197.7,155.9 
							197.7,156.2 197.8,156.4" class="st1"></polyline>
						<polyline points="197.7,156.2 197.7,156 197.7,155.8 197.6,155.5 197.7,155.3 197.7,155.1 197.8,155 197.8,154.7 
							197.8,154.7" class="st1"></polyline>
						<polyline points="199.6,154.3 199.5,154.3 199.4,154.3 199.3,154.5 199.2,154.6 199.2,154.7 199.1,154.9 
							199.1,155.1 199,155.4 199,155.5 198.9,155.7 198.9,155.8 198.9,156 199,156.2 198.9,156.3 198.9,156.5 199,156.6" class="st1"></polyline>
						<polyline points="197.6,154.3 197.6,154.3 197.5,154.3 197.4,154.4 197.4,154.6 197.3,154.7 197.3,154.9 
							197.2,155 197.1,155.2 197.2,155.4 197.1,155.7 197.2,155.8 197.2,156.1 197.2,156.3 197.4,156.4 197.4,156.5 197.4,156.6" class="st1"></polyline>
						<polyline points="195.8,154.5 195.8,154.6 195.7,154.8 195.7,155 195.7,155.2 195.6,155.4 195.7,155.6 
							195.6,155.9 195.7,156" class="st1"></polyline>
						<polyline points="197.5,154.4 197.5,154.6 197.4,154.8 197.3,155.1 197.4,155.3 197.3,155.5 197.3,155.8 
							197.3,156 197.3,156.2 197.4,156.4" class="st1"></polyline>
						<polyline points="199.2,154.3 199.1,154.3 199,154.3 198.9,154.5 198.8,154.6 198.8,154.8 198.7,154.9 
							198.6,155.3 198.6,155.5 198.6,155.7 198.6,155.9 198.6,156.2 198.6,156.4 198.6,156.6 198.7,156.8 198.8,156.9 198.8,157 
							199,157 199.1,157.1" class="st1"></polyline>
						<line y2="154.8" x2="199.9" y1="154.7" x1="199.9" class="st1"></line>
						<polyline points="199,156.8 199,156.8 199,156.7 198.9,156.5 198.8,156.5 198.8,156.3 198.8,156 198.8,155.8 
							198.8,155.6 198.8,155.4 198.8,155.2 198.8,155 198.9,154.9 199,154.8 199,154.6 199.1,154.5 199.2,154.5" class="st1"></polyline>
						<line y2="154.3" x2="199.5" y1="154.3" x1="199.5" class="st1"></line>
						<polyline points="198.9,156.5 198.9,156.3 198.9,156.1 198.9,155.9 198.9,155.7 198.9,155.5 198.9,155.3 
							199,155.1 199,154.9 199.1,154.7" class="st1"></polyline>
						<polyline points="199.2,155.3 199.3,155.1 199.4,154.8 199.5,154.7 199.6,154.6 199.7,154.6 199.8,154.5" class="st1"></polyline>
						<polyline points="199.2,155.3 199.3,155.1 199.3,154.9 199.4,154.7 199.5,154.6 199.6,154.6 199.6,154.6" class="st1"></polyline>
						<polyline points="197.5,156.9 197.4,156.8 197.2,156.8 197.2,156.7 197.1,156.5 197,156.3 197,156.1 197,155.9 
							197,155.7 197,155.4 197,155.2 197.1,155 197.1,154.7 197.2,154.5 197.2,154.4 197.3,154.3 197.4,154.1 197.5,154.1 
							197.6,154.1" class="st1"></polyline>
						<polyline points="198.9,156 198.9,155.8 198.9,155.6 198.9,155.3 199,155.1 199.1,154.8 199.2,154.7 199.2,154.5" class="st1"></polyline>
						<line y2="154.1" x2="197.5" y1="154" x1="197.4" class="st1"></line>
						<polyline points="196.9,156.2 196.9,156 196.9,155.8 196.9,155.6 196.9,155.3 196.9,155.1 196.9,154.9 
							197.1,154.6 197.1,154.4 197.2,154.3" class="st1"></polyline>
						<line y2="153.8" x2="195.5" y1="153.8" x1="195.4" class="st1"></line>
						<polyline points="195,156 194.9,155.8 194.9,155.6 194.9,155.3 194.9,155.1 195,154.9 195,154.7 195.1,154.5 
							195.1,154.2 195.2,154.1" class="st1"></polyline>
						<polyline points="193.3,154.3 193.2,154.5 193.2,154.7 193.1,154.9 193.2,155.1 193.1,155.4 193.2,155.5 
							193.2,155.7 193.3,155.9 193.3,156.1 193.3,156.2 193.4,156.1" class="st1"></polyline>
						<polyline points="193.3,154.1 193.2,154.2 193.3,154.3 193.2,154.4 193.2,154.5 193.2,154.7 193.1,154.8 
							193.1,155 193.1,155.1 193.1,155.3 193.1,155.4 193.1,155.5 193.1,155.7 193.1,155.8 193.2,155.9" class="st1"></polyline>
						<polyline points="193.4,154 193.4,154 193.3,154.1 193.3,154.2 193.3,154.3 193.2,154.4 193.1,154.6 193.1,154.8 
							193.1,154.9 193.1,155.1 193.1,155.3 193,155.4 193.1,155.5 193.1,155.7 193.1,155.8 193.2,155.9" class="st1"></polyline>
						<polyline points="193.3,154.3 193.2,154.4 193.2,154.7 193.1,154.9 193.1,155.1 193.1,155.3 193.1,155.5 
							193.1,155.7 193.2,155.9" class="st1"></polyline>
						<polyline points="192,153.7 191.9,153.7 191.8,153.8 191.7,153.8 191.6,153.9 191.5,154.1 191.5,154.3 
							191.4,154.4 191.4,154.6 191.3,154.8 191.3,155.1 191.4,155.3 191.4,155.4 191.4,155.6 191.5,155.8 191.5,155.9 191.6,155.9" class="st1"></polyline>
						<polyline points="192,153.7 191.9,153.6 191.8,153.6 191.7,153.6 191.6,153.6 191.5,153.6 191.5,153.8 191.4,154 
							191.3,154.1 191.2,154.3 191.2,154.7 191.1,154.9 191.1,155.1 191.2,155.4 191.2,155.6 191.3,155.8 191.3,155.9 191.3,156 
							191.5,156 191.6,156 191.6,156 191.7,156" class="st1"></polyline>
						<line y2="153.4" x2="188.7" y1="153.3" x1="188.7" class="st1"></line>
						<line y2="155.5" x2="188.4" y1="155.6" x1="188.4" class="st1"></line>
						<polyline points="191.3,157.6 191.2,157.7 191.1,157.6 191,157.5 190.9,157.4 190.8,157.2 190.8,157.1 190.8,157 
							190.6,156.8 190.7,156.6 190.6,156.3 190.5,156.1 190.6,155.8 190.5,155.6 190.5,155.3 190.5,154.9 190.6,154.7 190.6,154.4 
							190.6,154.2 190.8,153.8 190.8,153.6 190.9,153.4 191,153.2 191,152.9 191.1,152.7 191.2,152.5 191.3,152.4 191.5,152.2 
							191.5,152.1 191.6,152.1 191.7,152 191.8,152 192,152" class="st1"></polyline>
						<line y2="151.9" x2="191.6" y1="151.9" x1="191.7" class="st1"></line>
						<line y2="153.9" x2="188.5" y1="154.2" x1="190" class="st1"></line>
						<polyline points="190.1,156.2 189.9,156.1 190,156 189.9,155.9 189.9,155.5 189.8,155.3 189.7,155.1 189.8,154.8 
							189.8,154.6 189.9,154.4 190,154.2 190,154 190,153.7 190.1,153.6 190.1,153.4 190.2,153.3 190.3,153" class="st1"></polyline>
						<polyline points="191.1,152.2 191,152.3 190.8,152.5 190.7,152.6 190.6,152.9 190.6,153.1 190.4,153.3 
							190.4,153.5 190.4,153.9 190.3,154.1 190.3,154.4 190.1,154.6 190.1,154.9 190.1,155.2 190.2,155.5 190.1,155.8 190.1,156 
							190.2,156.3 190.2,156.5 190.3,156.7 190.3,156.9 190.4,157.2" class="st1"></polyline>
						<polyline points="188.7,153.3 188.7,153.4 188.6,153.6 188.6,153.8 188.5,153.9 188.5,154.2 188.4,154.5 
							188.4,154.7 188.4,154.9 188.4,155.2 188.4,155.4 188.4,155.6 188.5,155.9 190,156" class="st1"></polyline>
						<polyline points="190.2,156.6 189.2,156.4 189.1,156.4 188.9,156.3 188.8,156.2 188.7,156.2 188.6,156.1 
							188.5,156 188.5,156 188.5,155.9 188.4,155.5 188.4,155.4 188.3,155.2 188.3,155.1 188.4,155 188.4,154.9 188.3,154.7 
							188.4,154.6 188.3,154.5 188.4,154.3 188.5,154.2 188.4,154.1 188.5,153.8 188.6,153.7 188.5,153.6 188.6,153.5 188.7,153.4 
							188.7,153.3 188.8,153.1 189,152.9 189.1,152.7 189.2,152.6 190.6,152.8" class="st2"></polyline>
						<polyline points="191.9,153.7 192,153.7 193.6,153.8" class="st2"></polyline>
						<polyline points="195.1,154.2 195.2,154.1 195.3,154 195.3,153.9 195.4,153.8 195.5,153.8 195.6,153.9 195.7,154" class="st2"></polyline>
						<polyline points="197.5,154.5 197.5,154.4 197.6,154.3 197.7,154.2 197.8,154.1 197.9,154.1 198,154.2 
							198.1,154.2 198.1,154.3" class="st2"></polyline>
						<line y2="154.5" x2="199.2" y1="154.5" x1="199.2" class="st2"></line>
						<polyline points="199.6,154.6 199.8,154.5 199.8,154.6 199.9,154.7 199.9,154.7 199.9,154.8 200,154.9 200,155 
							200,155.1 200.1,155.3 200,155.5 200.1,155.7 200,155.8 199.9,156 200,156.2 199.8,156.4 199.9,156.5 199.7,156.7 
							199.7,156.7 199.6,156.9 199.6,157 199.5,157 199.5,157 199.4,157 199.3,157.1 199.3,157.1 199.3,157 199.2,157 199.1,156.9 
							199,156.8 199,156.7 199,156.6" class="st2"></polyline>
						<polyline points="199,157 199.1,157.1 199.2,157.1 199.3,157.1" class="st2"></polyline>
						<polyline points="197.8,154.7 198,154.4 198,154.3 198.1,154.3 198.2,154.1 198.3,154.2 198.3,154.2 198.4,154.2 
							198.5,154.3 198.5,154.3" class="st2"></polyline>
						<polyline points="198.7,154.7 198.8,154.6 198.9,154.4 199,154.3 199,154.2 199.1,154.3 199.2,154.3 199.2,154.3 
							199.3,154.4 199.3,154.4" class="st2"></polyline>
						<polyline points="198.2,154.6 198.4,154.4 198.5,154.3 198.5,154.3 198.6,154.2 198.7,154.2 198.8,154.3 
							198.9,154.4" class="st2"></polyline>
						<polyline points="199.1,154.7 199.2,154.5 199.3,154.5 199.4,154.3 199.5,154.3 199.6,154.3 199.6,154.4 
							199.7,154.4 199.8,154.5" class="st2"></polyline>
						<polyline points="198.2,156.4 198.2,156.5 198.3,156.7 198.3,156.9 198.4,157 198.6,157 198.7,157 198.7,157 
							198.8,157" class="st2"></polyline>
						<polyline points="198.9,157.1 198.8,157 198.7,156.9 198.7,156.7 198.5,156.5 198.5,156.4" class="st2"></polyline>
						<polyline points="195.3,154 195.2,153.9 195.2,153.8 195.1,153.8 195.1,153.8 195,153.8 194.9,153.9 194.8,153.9 
							194.8,154.1 194.7,154.1" class="st2"></polyline>
						<polyline points="194.4,156.5 194.4,156.5 194.3,156.5 194.2,156.5 194.1,156.5 193.9,156.4 193.9,156.3 
							193.8,156.2 193.7,156 193.7,155.8" class="st2"></polyline>
						<polyline points="192.5,156.1 192.4,156.2 192.3,156.5 192.2,156.7 192.2,156.9 192.1,157.1 192,157.2 
							191.8,157.4 191.7,157.5 191.7,157.5 191.6,157.6 191.4,157.6 191.3,157.6 190.9,157.6 190.8,157.6 190.7,157.6 190.6,157.4 
							190.4,157.2 190.4,157.2 190.1,156.2" class="st2"></polyline>
						<line y2="155.9" x2="191.6" y1="155.9" x1="191.6" class="st2"></line>
						<line y2="155.9" x2="191.6" y1="155.9" x1="191.6" class="st2"></line>
						<line y2="155.9" x2="191.6" y1="155.9" x1="191.6" class="st2"></line>
						<polyline points="193.2,155.9 193.2,156 193.2,156.1 193.3,156.2 193.4,156.3 193.4,156.3 193.4,156.4 
							193.5,156.3 193.5,156.3" class="st2"></polyline>
						<polyline points="195,156.6 195.2,156.6 195.2,156.6" class="st2"></polyline>
						<polyline points="194.9,155.9 195,156 195,156.2 195.1,156.4 195.1,156.5 195.2,156.6 195.3,156.7 195.4,156.6 
							195.5,156.6 195.6,156.6" class="st2"></polyline>
						<polyline points="197.2,156.8 197.1,156.8 197,156.8" class="st2"></polyline>
						<polyline points="197.6,156.9 197.6,156.9 197.5,156.9 197.4,156.8 197.2,156.8 197.1,156.8 197.1,156.6 
							196.9,156.4 196.9,156.2 196.9,156.1" class="st2"></polyline>
						<polyline points="197.3,156.1 197.4,156.4 197.4,156.6 197.5,156.7 197.6,156.9 197.7,156.9 197.8,156.9 
							197.9,156.9 198,156.9" class="st2"></polyline>
						<polyline points="196.8,156.8 196.8,156.7 196.7,156.6 196.7,156.5 196.6,156.3 196.5,156" class="st2"></polyline>
						<polyline points="196.6,154.5 196.8,154.3 196.9,154.2 196.9,154.1 197,154 197,154 197.1,154 197.2,154.1 
							197.2,154.1 197.3,154.2" class="st2"></polyline>
						<polyline points="197.1,154.5 197.2,154.3 197.3,154.2 197.4,154.1 197.4,154 197.6,154.1 197.7,154.2 
							197.7,154.2" class="st2"></polyline>
						<polyline points="196.5,154.1 196.5,154.1 196.4,154 196.3,153.9 196.3,153.9 196.2,154 196.1,154 196,154.1 
							195.9,154.2 195.8,154.5" class="st2"></polyline>
						<polyline points="194.1,153.8 194,153.7 193.9,153.7" class="st2"></polyline>
						<polyline points="193.8,154.2 193.9,153.9 194.1,153.9 194.1,153.8 194.1,153.7 194.3,153.7 194.4,153.7 
							194.4,153.7 194.5,153.8 194.5,153.8" class="st2"></polyline>
						<polyline points="196.1,154 196.1,154 196,153.9" class="st2"></polyline>
						<line y2="154.3" x2="196.3" y1="154.5" x1="196.2" class="st2"></line>
						<polyline points="196.4,156.7 196.4,156.7 196.2,156.7 196.2,156.7 196.1,156.7 196,156.6 195.9,156.5 
							195.8,156.3 195.8,156.2 195.7,156" class="st2"></polyline>
						<polyline points="195.3,156 195.3,156.2 195.5,156.4 195.5,156.5 195.6,156.6 195.7,156.7 195.8,156.7 
							195.9,156.7 196,156.7" class="st2"></polyline>
						<polyline points="196.8,156.7 196.7,156.8 196.6,156.7 196.5,156.8 196.4,156.7 196.4,156.6 196.2,156.5 
							196.2,156.3 196.1,156" class="st2"></polyline>
						<polyline points="194.5,155.8 194.6,156.1 194.6,156.2 194.7,156.4 194.8,156.5 194.9,156.6" class="st2"></polyline>
						<polyline points="194.1,155.9 194.2,156.1 194.2,156.2 194.3,156.4 194.4,156.5 194.5,156.6 194.6,156.5 
							194.7,156.5 194.8,156.5" class="st2"></polyline>
						<polyline points="193.3,155.7 193.4,155.9 193.4,156.1 193.5,156.3 193.6,156.4 193.6,156.5 193.7,156.5 
							193.8,156.4 193.9,156.4" class="st2"></polyline>
						<line y2="156.1" x2="193.2" y1="155.9" x1="191.6" class="st2"></line>
						<polyline points="194.9,153.9 194.8,153.8 194.8,153.7 194.7,153.7 194.6,153.8 194.5,153.9 194.4,154 
							194.3,154.2" class="st2"></polyline>
						<polyline points="192.7,153.8 192.7,153.5 192.7,153.3 192.6,153.1 192.7,152.8 192.6,152.6 192.5,152.5 
							192.4,152.4 192.3,152.2 192.3,152.1 192.1,152 192,152 192,152 191.6,151.9 191.5,151.9 191.4,151.9 191.2,152 191.1,152.1 
							191.1,152.2 190.3,153" class="st2"></polyline>
						<polyline points="193.6,153.8 193.6,153.8 193.7,153.7 193.8,153.7" class="st2"></polyline>
						<polyline points="195.8,153.8 195.7,153.9 195.7,154 195.6,154.1 195.5,154.2 195.5,154.2" class="st2"></polyline>
						<polyline points="196.3,154.2 196.5,154.1 196.5,154.1 196.7,154 196.8,154 196.8,154.1 197,154.2" class="st2"></polyline>
						<polyline points="193.3,154.1 193.5,153.9 193.6,153.8 193.6,153.8" class="st2"></polyline>
						<polyline points="197.7,156.2 197.8,156.4 197.8,156.6 197.8,156.7 198,156.9 198,157 198.1,157 198.2,156.9 
							198.3,157 198.4,156.9" class="st2"></polyline>
					</g>
					<g id="ID_1120">
						<line y2="133.3" x2="208.4" y1="133.3" x1="208.6" class="st1"></line>
						<polyline points="209.2,134.6 209.1,134.7 209,134.8 209,134.8 209,134.8 208.9,134.8 208.8,134.7 208.7,134.6 
							208.7,134.5 208.7,134.2 208.7,134.1 208.7,133.9 208.7,133.7 208.7,133.5 208.8,133.4 208.8,133.2 208.9,133 209,132.9 
							209.1,132.9 209.2,132.9 209.3,132.8 209.3,132.9 209.3,132.9 209.3,133.1" class="st1"></polyline>
						<polyline points="208.3,134.1 208.3,134.4 208.4,134.5" class="st1"></polyline>
						<polyline points="208.4,134.5 208.3,134.4 208.3,134.2 208.2,134.1 208.3,133.8 208.3,133.6 208.3,133.4 
							208.3,133.2 208.4,133 208.4,132.9" class="st1"></polyline>
						<polyline points="207.1,134.6 207.1,134.4 207.1,134 207,133.9 207.1,133.5 207.1,133.3 207.2,133.1 207.2,132.9 
							207.3,132.8 207.4,132.5" class="st1"></polyline>
						<polyline points="207,134.3 207,134.2 207,133.9 207.1,133.6 207,133.4 207.1,133.2 207.2,133.1 207.2,132.9 
							207.3,132.8" class="st1"></polyline>
						<polyline points="207,132.4 207,132.4 206.9,132.4 206.8,132.6 206.7,132.7 206.7,132.8 206.6,132.9 206.5,133.2 
							206.6,133.4 206.6,133.6 206.5,133.8 206.6,134 206.6,134.2 206.7,134.4 206.7,134.6 206.7,134.7 206.9,134.7" class="st1"></polyline>
						<polyline points="206.5,132.1 206.4,132.2 206.3,132.2 206.2,132.3 206.1,132.4 206.1,132.7 206.1,132.9 
							206,133.1 206,133.3 205.9,133.5 206,133.8 206,134 206,134.2 206.1,134.4 206.1,134.6 206.2,134.8 206.3,134.9 206.3,135 
							206.5,134.9" class="st1"></polyline>
						<polyline points="206.1,132.4 206.1,132.6 206,132.8 206,133 205.8,133.2 205.9,133.4 205.9,133.8 205.8,134 
							205.9,134.3 206,134.5" class="st1"></polyline>
						<polyline points="205.9,134.2 205.8,134 205.9,133.8 205.8,133.6 205.9,133.3 205.9,133.1 206,132.9 205.9,132.8 
							206.1,132.6" class="st1"></polyline>
						<polyline points="206,134.6 206,134.5 205.9,134.5 205.8,134.3 205.8,134.1 205.7,133.9 205.8,133.7 205.7,133.5 
							205.7,133.3 205.8,133.1 205.9,132.9 205.9,132.7 206,132.6 206,132.5 206.1,132.3 206.1,132.3 206.2,132.3" class="st1"></polyline>
						<polyline points="205.6,134.7 205.6,134.6 205.5,134.4 205.4,134.3 205.3,134.1 205.4,133.9 205.3,133.7 
							205.3,133.5 205.3,133.3 205.4,133.1 205.4,132.8 205.5,132.7 205.5,132.5 205.6,132.4 205.7,132.3 205.8,132.3 205.8,132.3" class="st1"></polyline>
						<polyline points="205.5,134.5 205.5,134.3 205.4,134.1 205.5,133.8 205.5,133.5 205.5,133.3 205.5,133 
							205.5,132.8 205.7,132.6 205.7,132.4 205.8,132.3" class="st1"></polyline>
						<polyline points="202.7,133.9 202.6,133.7 202.6,133.5 202.6,133.3 202.6,133.1 202.6,132.9 202.7,132.6 
							202.7,132.4 202.8,132.3 202.9,132.2" class="st1"></polyline>
						<polyline points="202.9,132 202.8,132.1 202.8,132.3 202.8,132.5 202.7,132.7 202.7,133 202.6,133.2 202.7,133.5 
							202.6,133.7 202.7,133.9 202.8,134.1" class="st1"></polyline>
						<polyline points="203.3,132 203.2,132.3 203.1,132.4 203.1,132.6 203,132.9 203,133.2 203.1,133.4 203.1,133.7 
							203.1,133.9 203.2,134.1" class="st1"></polyline>
						<polyline points="203.3,132 203.3,132 203.3,132.1 203.2,132.2 203.1,132.3 203,132.4 203,132.7 203,132.9 
							202.9,133.1 203,133.3 202.9,133.5 203,133.7 203,133.9 203,134 203.1,134.2 203.1,134.3 203.2,134.4" class="st1"></polyline>
						<polyline points="203.7,131.8 203.6,131.9 203.5,131.9 203.4,132 203.4,132.1 203.3,132.3 203.3,132.5 
							203.2,132.7 203.2,132.9 203.2,133.2 203.1,133.5 203.2,133.7 203.1,134 203.2,134.2 203.2,134.3 203.4,134.4 203.4,134.5 
							203.5,134.6 203.6,134.7" class="st1"></polyline>
						<polyline points="203.8,132 203.7,132.3 203.6,132.4 203.5,132.6 203.6,132.8 203.4,133.1 203.5,133.4 
							203.4,133.6 203.5,133.8 203.5,134.1 203.5,134.3" class="st1"></polyline>
						<polyline points="203.8,132 203.8,132 203.7,132.1 203.6,132.2 203.5,132.3 203.5,132.5 203.4,132.7 203.4,132.9 
							203.3,133.1 203.3,133.3 203.3,133.5 203.4,133.7 203.4,133.9 203.5,134.1 203.5,134.2 203.5,134.3 203.7,134.3" class="st1"></polyline>
						<polyline points="203.9,134.2 203.9,134 203.9,133.8 203.9,133.6 203.9,133.3 203.9,133 204,132.8 204,132.6 
							204.1,132.4 204.1,132.2" class="st1"></polyline>
						<polyline points="203.9,134 203.8,133.8 203.9,133.6 203.8,133.4 203.9,133.2 203.9,132.9 203.9,132.7 
							203.9,132.6 204.1,132.4 204,132.3" class="st1"></polyline>
						<polyline points="204.2,132.1 204.2,132.1 204.1,132.2 204,132.2 204,132.4 203.9,132.5 203.8,132.6 203.8,132.9 
							203.7,133.1 203.7,133.3 203.7,133.5 203.7,133.7 203.7,133.9 203.8,134.1 203.9,134.3 204,134.4 204,134.4" class="st1"></polyline>
						<polyline points="204.8,134.4 204.7,134.2 204.7,133.9 204.7,133.6 204.7,133.5 204.7,133.1 204.7,132.9 
							204.8,132.7 204.8,132.5 204.9,132.4" class="st1"></polyline>
						<polyline points="204.7,134.1 204.7,133.9 204.6,133.7 204.7,133.5 204.6,133.3 204.7,133 204.7,132.8 
							204.7,132.6 204.8,132.5 204.9,132.4" class="st1"></polyline>
						<polyline points="205.4,132.2 205.4,132.2 205.3,132.3 205.2,132.4 205.1,132.5 205.1,132.6 205,132.8 205,133.1 
							204.9,133.3 205,133.5 204.9,133.7 205,133.9 205,134.1 205.1,134.2 205.1,134.4 205.1,134.5 205.3,134.5" class="st1"></polyline>
						<polyline points="203.7,132.3 203.6,132.4 203.6,132.5 203.5,132.7 203.5,132.9 203.4,133.2 203.4,133.4 
							203.4,133.6 203.4,133.8 203.5,134" class="st1"></polyline>
						<polyline points="205.3,132 205.3,132 205.2,132.1 205.1,132.1 205.1,132.2 205,132.3 204.8,132.6 204.8,132.8 
							204.7,133 204.7,133.2 204.8,133.4 204.7,133.7 204.8,133.9 204.7,134.2 204.8,134.4 204.9,134.5 205,134.7 205,134.7 
							205.1,134.8" class="st1"></polyline>
						<polyline points="206.6,134.3 206.7,134.1 206.6,133.9 206.7,133.6 206.6,133.4 206.7,133.2 206.7,133 
							206.8,132.9 206.8,132.7" class="st1"></polyline>
						<polyline points="208.6,132.6 208.5,132.6 208.4,132.8 208.4,132.8 208.3,133 208.3,133.1 208.2,133.3 
							208.2,133.5 208.2,133.8 208.2,134 208.2,134.2 208.2,134.4 208.3,134.6 208.3,134.7 208.3,134.8 208.5,134.9 208.5,134.9" class="st1"></polyline>
						<polyline points="208.4,134.7 208.4,134.5 208.3,134.4 208.3,134.2 208.4,134.1 208.3,133.9 208.4,133.8 
							208.3,133.6 208.4,133.4 208.4,133.3 208.5,133.1 208.5,132.8 208.6,132.7 208.7,132.6 208.7,132.5 208.8,132.4 208.9,132.4" class="st1"></polyline>
						<polyline points="206.9,132.5 206.9,132.8 206.8,132.9 206.7,133.1 206.7,133.4 206.7,133.6 206.6,133.9 
							206.7,134.1 206.7,134.4 206.7,134.6" class="st1"></polyline>
						<polyline points="208.5,132.4 208.4,132.4 208.3,132.5 208.3,132.6 208.2,132.7 208.1,132.8 208.1,133.1 
							208,133.3 208,133.5 208,133.8 207.9,134 208,134.3 208,134.5 208,134.7 208.1,134.8 208.2,135 208.3,135.1 208.3,135.2 
							208.4,135.1" class="st1"></polyline>
						<polyline points="208,135.1 207.9,135.1 207.8,135 207.7,134.9 207.7,134.7 207.6,134.5 207.6,134.3 207.5,134.1 
							207.6,133.8 207.6,133.6 207.6,133.4 207.7,133.2 207.7,132.9 207.8,132.7 207.8,132.6 207.9,132.5 208,132.4 208.1,132.3 
							208.2,132.3" class="st1"></polyline>
						<polyline points="208.6,133.3 208.6,133.1 208.7,133 208.7,132.9 208.8,132.8 208.9,132.6 209,132.6" class="st1"></polyline>
						<polyline points="208.6,133.3 208.7,133.1 208.8,133 208.8,132.9 208.9,132.7 209,132.7 209.1,132.7" class="st1"></polyline>
						<polyline points="207.2,134.8 207.2,134.7 207.1,134.6 207,134.4 207,134.3 207,134.1 206.9,133.9 207,133.7 
							206.9,133.4 207,133.2 207,133 207.1,132.8 207.1,132.7 207.2,132.6 207.3,132.5 207.4,132.5 207.4,132.5" class="st1"></polyline>
						<polyline points="205.7,134.8 205.5,134.8 205.4,134.8 205.4,134.6 205.3,134.5 205.2,134.3 205.2,134.2 
							205.2,133.9 205.1,133.6 205.2,133.4 205.2,133.2 205.1,132.9 205.3,132.7 205.3,132.5 205.4,132.3 205.5,132.2 205.5,132.1 
							205.6,132.1 205.7,132" class="st1"></polyline>
						<polyline points="204.1,131.8 204,131.9 203.9,131.9 203.9,132 203.8,132.1 203.7,132.3 203.7,132.5 203.6,132.7 
							203.6,132.9 203.5,133.1 203.5,133.4 203.6,133.6 203.5,133.9 203.6,134.1 203.6,134.2 203.7,134.4 203.8,134.5 203.8,134.6 
							204,134.7" class="st1"></polyline>
						<polyline points="205.5,134.2 205.4,134 205.5,133.8 205.4,133.6 205.5,133.3 205.5,133.1 205.5,132.9 
							205.6,132.7 205.7,132.6" class="st1"></polyline>
						<polyline points="207.3,132.2 207.2,132.2 207.2,132.4 207.1,132.4 207,132.6 206.9,132.8 206.8,133 206.8,133.2 
							206.7,133.4 206.7,133.7 206.8,133.9 206.7,134.2 206.8,134.4 206.8,134.6 206.9,134.8 207,134.9 207,135 207.2,135.1" class="st1"></polyline>
						<polyline points="208.1,132.8 208,133 208,133.1 207.9,133.3 207.9,133.5 207.8,133.7 207.8,134 207.8,134.2 
							207.9,134.3 208,134.5" class="st1"></polyline>
						<polyline points="206.3,134.3 206.3,134.1 206.2,133.9 206.2,133.6 206.3,133.3 206.3,133.2 206.3,133 
							206.3,132.8 206.4,132.7" class="st1"></polyline>
						<polyline points="208.2,132.6 208.1,132.8 208,133 208,133.2 207.9,133.5 207.9,133.7 207.9,133.9 207.9,134.3 
							207.9,134.4 208,134.6" class="st1"></polyline>
						<polyline points="208,134.8 208,134.8 207.9,134.8 207.9,134.7 207.8,134.5 207.8,134.4 207.8,134.2 207.8,134 
							207.7,133.7 207.8,133.5 207.8,133.2 207.9,133.1 207.9,132.9 208,132.8 208.1,132.6 208.2,132.6 208.1,132.5 208.2,132.6" class="st1"></polyline>
						<polyline points="207.7,135 207.6,135.1 207.5,135 207.3,134.9 207.3,134.7 207.2,134.5 207.2,134.3 207.1,134.1 
							207.2,133.9 207.1,133.6 207.1,133.4 207.2,133.2 207.3,133 207.4,132.7 207.4,132.6 207.5,132.5 207.6,132.4 207.6,132.2 
							207.8,132.3" class="st1"></polyline>
						<polyline points="207.6,134.8 207.6,134.7 207.5,134.7 207.4,134.5 207.4,134.3 207.3,134.1 207.4,133.9 
							207.3,133.7 207.4,133.5 207.4,133.2 207.4,133 207.5,132.9 207.6,132.8 207.7,132.7 207.7,132.5 207.8,132.5 207.8,132.5" class="st1"></polyline>
						<polyline points="207.6,134.6 207.5,134.5 207.5,134.3 207.5,134 207.5,133.7 207.5,133.5 207.5,133.3 
							207.6,133.1 207.6,132.9 207.7,132.7 207.8,132.5" class="st1"></polyline>
						<line y2="132.4" x2="208.9" y1="132.4" x1="208.8" class="st1"></line>
						<line y2="132.9" x2="209.3" y1="132.7" x1="209.2" class="st1"></line>
						<polyline points="207.5,134.5 207.5,134.4 207.4,134.2 207.5,133.9 207.4,133.7 207.5,133.5 207.5,133.3 
							207.6,133.1 207.6,132.9 207.7,132.8" class="st1"></polyline>
						<polyline points="206,134.9 205.9,134.9 205.8,134.8 205.7,134.6 205.7,134.5 205.6,134.3 205.6,134.1 
							205.6,133.8 205.5,133.6 205.6,133.4 205.6,133.1 205.6,132.9 205.7,132.7 205.8,132.5 205.8,132.3 205.9,132.2 206,132.2 
							206,132.1 206.2,132.1" class="st1"></polyline>
						<polyline points="204.4,132.3 204.4,132.5 204.3,132.6 204.3,132.8 204.2,133 204.3,133.2 204.2,133.5 
							204.2,133.7 204.3,133.9 204.3,134.1" class="st1"></polyline>
						<polyline points="204.5,134.6 204.4,134.7 204.2,134.6 204.1,134.5 204.1,134.4 204,134.2 204,134 203.9,133.9 
							204,133.5 203.9,133.3 204,133.1 204,132.8 204,132.6 204.1,132.4 204.1,132.3 204.2,132.1 204.3,132 204.4,131.9 
							204.4,131.9" class="st1"></polyline>
						<polyline points="204.4,134.5 204.4,134.4 204.3,134.3 204.2,134.1 204.2,134 204.1,133.8 204.2,133.6 
							204.1,133.4 204.2,133.2 204.2,133 204.3,132.7 204.3,132.5 204.3,132.4 204.3,132.3 204.4,132.2 204.5,132.1 204.6,132.1" class="st1"></polyline>
						<polyline points="203.4,131.8 203.3,131.8 203.2,131.8 203.1,131.9 203,132 203,132.2 202.9,132.3 202.8,132.5 
							202.7,132.7 202.8,133 202.7,133.2 202.7,133.5 202.8,133.8 202.8,133.9 202.9,134.1 202.9,134.2 203,134.4 203.1,134.5 
							203.2,134.6" class="st1"></polyline>
						<polyline points="204.8,134.5 204.8,134.4 204.7,134.4 204.6,134.2 204.6,134 204.5,133.8 204.5,133.6 
							204.5,133.4 204.6,133.2 204.5,133 204.6,132.8 204.6,132.6 204.7,132.4 204.8,132.4 204.9,132.3 204.9,132.1 204.9,132.1" class="st1"></polyline>
						<polyline points="203.3,132.2 203.2,132.3 203.2,132.5 203.1,132.6 203,132.9 203,133.1 203.1,133.3 203,133.6 
							203.1,133.7 203.1,133.9" class="st1"></polyline>
						<polyline points="204.9,131.9 204.9,131.9 204.8,132 204.7,132.1 204.5,132.2 204.5,132.4 204.4,132.6 
							204.4,132.8 204.3,133 204.3,133.3 204.4,133.5 204.3,133.8 204.4,134 204.5,134.2 204.5,134.4 204.5,134.5 204.7,134.6 
							204.7,134.7 204.8,134.8" class="st1"></polyline>
						<polyline points="206.5,134.7 206.3,134.6 206.3,134.5 206.3,134.4 206.2,134.2 206.1,134 206.2,133.8 
							206.1,133.6 206.2,133.4 206.2,133.1 206.3,132.9 206.2,132.8 206.3,132.6 206.4,132.5 206.5,132.5 206.5,132.3 206.6,132.4" class="st1"></polyline>
						<polyline points="205.1,134.3 205.1,134.1 205.1,133.9 205.1,133.6 205,133.4 205.1,133.1 205.1,132.9 
							205.2,132.7 205.2,132.5 205.4,132.3" class="st1"></polyline>
						<polyline points="205,134.1 205.1,133.9 205,133.7 205.1,133.5 205,133.3 205.1,133 205.1,132.9 205.2,132.7 
							205.2,132.5" class="st1"></polyline>
						<polyline points="206.9,132.2 206.9,132.2 206.7,132.3 206.7,132.3 206.6,132.5 206.5,132.6 206.4,132.8 
							206.4,133 206.4,133.3 206.3,133.5 206.4,133.7 206.4,134 206.3,134.3 206.4,134.4 206.4,134.6 206.6,134.8 206.6,134.9 
							206.7,135 206.8,134.9" class="st1"></polyline>
						<polyline points="208.3,134.1 208.3,133.9 208.3,133.6 208.4,133.4 208.3,133.2 208.5,133 208.5,132.7 
							208.6,132.6" class="st1"></polyline>
						<line y2="132.2" x2="206.9" y1="132.2" x1="206.8" class="st1"></line>
						<polyline points="206.3,134.3 206.3,134.2 206.2,134 206.3,133.6 206.3,133.4 206.4,133.2 206.4,133 206.4,132.8 
							206.5,132.6 206.6,132.4" class="st1"></polyline>
						<line y2="131.9" x2="204.9" y1="132" x1="204.8" class="st1"></line>
						<polyline points="204.3,134.2 204.3,134 204.3,133.8 204.2,133.5 204.3,133.2 204.3,132.9 204.4,132.7 
							204.4,132.5 204.5,132.4 204.5,132.2" class="st1"></polyline>
						<polyline points="202.6,132.4 202.6,132.6 202.5,132.8 202.6,133 202.5,133.2 202.6,133.4 202.5,133.6 
							202.6,133.8 202.6,134 202.7,134.1 202.8,134.3 202.8,134.3" class="st1"></polyline>
						<polyline points="202.8,132.2 202.6,132.4 202.6,132.4 202.7,132.5 202.6,132.7 202.5,132.8 202.5,132.9 
							202.5,133.1 202.5,133.2 202.4,133.3 202.5,133.5 202.4,133.6 202.5,133.8 202.5,133.9 202.5,134" class="st1"></polyline>
						<polyline points="202.8,132.1 202.7,132.1 202.8,132.2 202.7,132.3 202.6,132.4 202.6,132.6 202.5,132.7 
							202.5,132.9 202.5,133 202.5,133.2 202.4,133.3 202.4,133.5 202.4,133.6 202.5,133.8 202.5,133.9 202.5,134" class="st1"></polyline>
						<polyline points="202.6,132.4 202.6,132.6 202.5,132.8 202.5,133 202.5,133.2 202.5,133.4 202.4,133.6 
							202.5,133.8 202.5,133.9" class="st1"></polyline>
						<polyline points="201.3,131.8 201.2,131.8 201.1,131.8 201,131.9 201,132.1 200.9,132.2 200.8,132.3 200.8,132.5 
							200.7,132.7 200.7,133 200.7,133.2 200.7,133.4 200.8,133.6 200.8,133.8 200.8,133.9 200.9,134.1 201,134" class="st1"></polyline>
						<polyline points="201.3,131.9 201.3,131.8 201.2,131.7 201.1,131.6 201,131.7 200.9,131.8 200.8,131.9 
							200.8,132.1 200.6,132.3 200.6,132.5 200.5,132.8 200.5,133 200.6,133.2 200.5,133.4 200.6,133.7 200.6,133.8 200.7,134 
							200.8,134.1 200.8,134.2 200.9,134.2 201,134.1 201.1,134.1" class="st1"></polyline>
						<line y2="131.5" x2="198" y1="131.4" x1="198.1" class="st1"></line>
						<line y2="133.6" x2="197.8" y1="133.7" x1="197.8" class="st1"></line>
						<polyline points="200.7,135.8 200.6,135.7 200.5,135.7 200.4,135.6 200.4,135.5 200.2,135.4 200.2,135.2 
							200.1,135 200.1,134.9 200,134.6 199.9,134.4 200,134.1 199.9,133.9 199.9,133.6 200,133.4 199.9,133.1 199.9,132.8 
							200,132.5 200.1,132.2 200.1,132 200.1,131.7 200.3,131.4 200.3,131.2 200.4,131.1 200.5,130.8 200.6,130.6 200.8,130.5 
							200.8,130.3 200.9,130.2 201.1,130.2 201.2,130 201.3,130 201.4,130.1" class="st1"></polyline>
						<line y2="130" x2="200.9" y1="130.1" x1="201.1" class="st1"></line>
						<line y2="132" x2="198" y1="132.2" x1="199.3" class="st1"></line>
						<polyline points="199.4,134.2 199.4,134.2 199.4,134.2 199.3,133.9 199.2,133.7 199.2,133.5 199.1,133.2 
							199.1,133 199.2,132.7 199.3,132.4 199.3,132.2 199.4,132.1 199.4,131.9 199.4,131.7 199.5,131.5 199.6,131.3 199.7,131.2" class="st1"></polyline>
						<polyline points="200.4,130.3 200.3,130.5 200.2,130.6 200.1,130.7 200.1,131 199.9,131.2 199.9,131.4 
							199.7,131.7 199.7,132 199.7,132.2 199.6,132.4 199.6,132.7 199.6,133.1 199.5,133.3 199.5,133.6 199.5,133.8 199.6,134.1 
							199.6,134.4 199.6,134.6 199.6,134.8 199.7,135 199.7,135.2" class="st1"></polyline>
						<polyline points="198.1,131.4 198,131.5 198,131.7 197.9,131.8 198,132 197.8,132.3 197.8,132.5 197.7,132.7 
							197.8,133 197.8,133.2 197.8,133.5 197.8,133.7 197.9,134 199.4,134.2" class="st1"></polyline>
						<polyline points="199.5,134.7 198.5,134.6 198.4,134.5 198.3,134.4 198.2,134.4 198.1,134.3 198,134.2 198,134.1 
							197.9,134 197.9,134 197.8,133.6 197.7,133.5 197.8,133.3 197.8,133.2 197.7,133.1 197.7,132.9 197.8,132.8 197.7,132.7 
							197.8,132.5 197.8,132.4 197.8,132.3 197.9,132.1 197.8,132 197.9,131.8 198,131.7 198,131.6 198,131.5 198.1,131.4 
							198.2,131.1 198.3,131 198.5,130.9 198.6,130.7 200,130.9" class="st2"></polyline>
						<polyline points="201.3,131.8 201.3,131.8 202.9,132" class="st2"></polyline>
						<polyline points="204.4,132.3 204.5,132.2 204.6,132 204.7,132 204.8,132 204.9,131.9 205,132 205.1,132.1" class="st2"></polyline>
						<polyline points="206.8,132.7 206.9,132.5 207,132.4 207,132.3 207.1,132.3 207.2,132.2 207.3,132.2 207.5,132.3 
							207.5,132.4" class="st2"></polyline>
						<line y2="132.6" x2="208.6" y1="132.6" x1="208.6" class="st2"></line>
						<polyline points="209,132.6 209.1,132.7 209.2,132.7 209.2,132.7 209.3,132.8 209.3,132.9 209.3,133 209.3,133.1 
							209.4,133.2 209.4,133.4 209.5,133.6 209.4,133.7 209.4,133.9 209.4,134.2 209.4,134.4 209.3,134.5 209.2,134.6 209.1,134.7 
							209.1,134.9 209,135 208.9,135 208.8,135.1 208.8,135.1 208.7,135.2 208.7,135.2 208.6,135.1 208.6,135.1 208.5,135.1 
							208.5,135 208.5,134.9 208.4,134.8 208.4,134.7" class="st2"></polyline>
						<polyline points="208.3,135.2 208.4,135.1 208.5,135.1 208.6,135.1" class="st2"></polyline>
						<polyline points="207.3,132.8 207.4,132.5 207.4,132.4 207.5,132.3 207.5,132.3 207.6,132.2 207.8,132.3 
							207.8,132.3 207.9,132.4 207.9,132.4" class="st2"></polyline>
						<polyline points="208.1,132.8 208.2,132.6 208.2,132.5 208.3,132.5 208.4,132.4 208.5,132.3 208.5,132.4 
							208.6,132.4 208.6,132.5 208.6,132.5" class="st2"></polyline>
						<polyline points="207.7,132.8 207.8,132.5 207.9,132.4 208,132.4 208.1,132.3 208.2,132.3 208.2,132.4 
							208.3,132.5" class="st2"></polyline>
						<polyline points="208.4,132.9 208.6,132.6 208.7,132.6 208.7,132.5 208.8,132.4 208.9,132.4 209.1,132.5 
							209.1,132.6 209.1,132.7" class="st2"></polyline>
						<polyline points="207.5,134.5 207.6,134.6 207.6,134.8 207.7,134.9 207.8,135.1 207.9,135.1 208,135.1 
							208.1,135.1 208.2,135.1" class="st2"></polyline>
						<polyline points="208.3,135.2 208.2,135.1 208.1,134.9 208,134.8 208,134.6 208,134.5" class="st2"></polyline>
						<polyline points="204.7,132 204.7,132 204.6,131.9 204.4,131.9 204.4,131.9 204.3,131.9 204.3,132 204.2,132 
							204.1,132.2 204,132.3" class="st2"></polyline>
						<polyline points="203.8,134.5 203.7,134.6 203.6,134.7 203.5,134.6 203.4,134.6 203.4,134.5 203.2,134.4 
							203.2,134.3 203.2,134.1 203.1,133.9" class="st2"></polyline>
						<polyline points="201.9,134.2 201.8,134.3 201.7,134.5 201.6,134.8 201.6,135 201.4,135.2 201.3,135.4 
							201.3,135.5 201.1,135.6 201,135.7 200.9,135.7 200.8,135.7 200.7,135.8 200.3,135.8 200.2,135.7 200.1,135.6 199.9,135.5 
							199.9,135.4 199.7,135.2 199.4,134.2" class="st2"></polyline>
						<line y2="134" x2="201.1" y1="134" x1="201" class="st2"></line>
						<line y2="134" x2="201" y1="134" x1="201" class="st2"></line>
						<line y2="134" x2="201" y1="134" x1="201" class="st2"></line>
						<polyline points="202.5,134 202.6,134.1 202.6,134.2 202.6,134.3 202.7,134.3 202.7,134.4 202.9,134.5 
							202.9,134.5 203,134.4" class="st2"></polyline>
						<polyline points="204.5,134.6 204.6,134.6 204.6,134.6" class="st2"></polyline>
						<polyline points="204.3,134.1 204.3,134.2 204.4,134.4 204.4,134.5 204.6,134.6 204.6,134.7 204.7,134.8 
							204.8,134.8 204.9,134.7 205,134.7" class="st2"></polyline>
						<polyline points="206.6,134.9 206.6,134.9 206.5,134.9" class="st2"></polyline>
						<polyline points="207,134.9 206.9,134.9 206.8,134.9 206.7,135 206.6,134.9 206.5,134.8 206.5,134.7 206.4,134.5 
							206.3,134.3 206.3,134.3" class="st2"></polyline>
						<polyline points="206.6,134.3 206.7,134.6 206.9,134.7 206.9,134.8 207,134.9 207,135 207.2,135.1 207.3,135 
							207.4,135" class="st2"></polyline>
						<polyline points="206.3,134.9 206.2,134.8 206,134.7 206,134.6 206,134.5 205.9,134.2" class="st2"></polyline>
						<polyline points="206.1,132.6 206.1,132.4 206.2,132.3 206.3,132.2 206.4,132.2 206.5,132.1 206.5,132.1 
							206.6,132.1 206.6,132.2 206.7,132.3" class="st2"></polyline>
						<polyline points="206.4,132.7 206.6,132.4 206.6,132.3 206.7,132.2 206.8,132.2 206.9,132.2 207,132.2 207,132.3" class="st2"></polyline>
						<polyline points="205.9,132.2 205.8,132.1 205.8,132.1 205.7,132 205.7,132 205.6,132.1 205.5,132.1 205.5,132.2 
							205.4,132.3 205.2,132.5" class="st2"></polyline>
						<polyline points="203.5,131.9 203.4,131.8 203.4,131.8" class="st2"></polyline>
						<polyline points="203.3,132.2 203.3,132 203.4,131.9 203.5,131.9 203.6,131.8 203.7,131.8 203.7,131.8 
							203.8,131.8 203.8,131.9 203.8,131.9" class="st2"></polyline>
						<polyline points="205.4,132.1 205.4,132.1 205.3,132" class="st2"></polyline>
						<line y2="132.4" x2="205.7" y1="132.6" x1="205.7" class="st2"></line>
						<polyline points="205.7,134.8 205.7,134.8 205.7,134.8 205.6,134.9 205.4,134.8 205.3,134.7 205.3,134.6 
							205.1,134.5 205.1,134.3 205,134.1" class="st2"></polyline>
						<polyline points="204.7,134.1 204.8,134.4 204.8,134.4 204.9,134.6 205,134.7 205,134.8 205.1,134.8 205.2,134.9 
							205.4,134.7" class="st2"></polyline>
						<polyline points="206.2,134.8 206.1,134.8 206,134.9 205.9,134.9 205.8,134.8 205.7,134.7 205.6,134.7 
							205.5,134.5 205.5,134.2" class="st2"></polyline>
						<polyline points="203.9,134 203.9,134.2 204,134.4 204.1,134.5 204.1,134.6 204.3,134.7" class="st2"></polyline>
						<polyline points="203.5,134 203.5,134.3 203.7,134.3 203.7,134.5 203.8,134.6 203.8,134.6 204,134.7 204,134.7 
							204.1,134.6" class="st2"></polyline>
						<polyline points="202.7,133.9 202.8,134.1 202.8,134.3 202.9,134.5 203,134.5 203.1,134.5 203.2,134.6 
							203.3,134.5 203.4,134.5" class="st2"></polyline>
						<line y2="134.2" x2="202.6" y1="134" x1="201" class="st2"></line>
						<polyline points="204.3,132 204.2,131.9 204.1,131.8 204,131.9 203.9,131.9 203.8,131.9 203.8,132 203.7,132.3" class="st2"></polyline>
						<polyline points="202.2,131.8 202.1,131.7 202.1,131.5 202.1,131.1 202,131 202,130.8 201.9,130.6 201.8,130.5 
							201.7,130.3 201.6,130.2 201.5,130.2 201.5,130.1 201.4,130.1 200.9,130 200.8,130 200.7,130.1 200.6,130.1 200.5,130.2 
							200.4,130.3 199.7,131.2" class="st2"></polyline>
						<polyline points="202.9,132 203.1,131.8 203.2,131.8 203.3,131.8" class="st2"></polyline>
						<polyline points="205.2,132 205.1,132 205.1,132.1 204.9,132.1 204.9,132.4 204.9,132.4" class="st2"></polyline>
						<polyline points="205.8,132.3 205.9,132.2 205.9,132.1 206,132.1 206.2,132.1 206.2,132.2 206.3,132.2" class="st2"></polyline>
						<polyline points="202.8,132.2 202.8,132.1 202.9,132 202.9,132" class="st2"></polyline>
						<polyline points="207,134.3 207.1,134.6 207.2,134.7 207.3,134.8 207.4,135 207.5,135 207.6,135.1 207.7,135 
							207.8,135 207.8,135" class="st2"></polyline>
					</g>
					<g id="ID_1118">
						<line y2="109.8" x2="209.8" y1="109.9" x1="209.9" class="st1"></line>
						<polyline points="210.6,111.2 210.5,111.3 210.4,111.3 210.3,111.3 210.2,111.4 210.2,111.4 210.1,111.3 
							210.1,111.2 210,111 210,110.8 210,110.6 210.1,110.5 210,110.3 210.1,110.1 210.2,109.9 210.2,109.7 210.3,109.6 
							210.3,109.5 210.4,109.4 210.4,109.4 210.5,109.4 210.7,109.5 210.7,109.6 210.7,109.7" class="st1"></polyline>
						<polyline points="209.6,110.7 209.7,110.9 209.7,111.2" class="st1"></polyline>
						<polyline points="204,110.4 204,110.2 204,110 204,109.8 204,109.6 204,109.4 204.1,109.2 204.1,109.1 
							204.2,108.8 204.2,108.7" class="st1"></polyline>
						<polyline points="204.3,108.5 204.2,108.6 204.2,108.8 204.1,109.1 204.1,109.3 204,109.5 204,109.7 204,110 
							204,110.2 204.1,110.4 204,110.6" class="st1"></polyline>
						<polyline points="204.6,108.6 204.6,108.8 204.5,109 204.5,109.2 204.4,109.5 204.4,109.7 204.4,109.9 
							204.4,110.1 204.4,110.4 204.4,110.6" class="st1"></polyline>
						<polyline points="204.7,108.6 204.7,108.6 204.6,108.6 204.6,108.7 204.5,108.9 204.4,109 204.4,109.2 
							204.3,109.4 204.3,109.5 204.2,109.8 204.3,110.1 204.3,110.2 204.3,110.5 204.4,110.5 204.5,110.7 204.5,110.8 204.5,110.9" class="st1"></polyline>
						<polyline points="205.1,108.4 205,108.4 204.9,108.4 204.8,108.6 204.8,108.7 204.7,108.8 204.6,109 204.5,109.3 
							204.5,109.5 204.5,109.7 204.5,110 204.4,110.2 204.5,110.5 204.6,110.7 204.6,110.9 204.7,111 204.8,111.1 204.9,111.1 
							205,111.2" class="st1"></polyline>
						<polyline points="205.1,108.6 205,108.8 204.9,109 204.9,109.2 204.8,109.4 204.8,109.6 204.9,109.9 204.8,110.1 
							204.8,110.3 204.9,110.6 204.9,110.8" class="st1"></polyline>
						<polyline points="205.1,108.6 205,108.6 204.9,108.6 205,108.7 204.9,108.9 204.9,109.1 204.8,109.2 204.7,109.4 
							204.7,109.6 204.7,109.9 204.7,110 204.7,110.3 204.7,110.5 204.8,110.7 204.9,110.7 204.9,110.8 204.9,110.9" class="st1"></polyline>
						<polyline points="205.3,110.7 205.2,110.5 205.2,110.3 205.2,110.1 205.3,109.8 205.2,109.6 205.3,109.4 
							205.3,109.2 205.4,108.9 205.5,108.7" class="st1"></polyline>
						<polyline points="205.2,110.5 205.2,110.3 205.1,110.1 205.2,109.9 205.2,109.7 205.2,109.5 205.2,109.3 
							205.3,109.2 205.3,108.9 205.4,108.8" class="st1"></polyline>
						<polyline points="205.5,108.7 205.5,108.7 205.4,108.7 205.3,108.8 205.2,109 205.3,109.1 205.1,109.3 
							205.2,109.4 205.1,109.6 205.1,109.8 205.1,110.1 205.1,110.4 205.1,110.5 205.2,110.6 205.2,110.8 205.3,110.9 205.4,111" class="st1"></polyline>
						<polyline points="206.7,108.8 206.7,108.8 206.6,108.8 206.6,108.9 206.5,109 206.4,109.2 206.4,109.4 
							206.3,109.6 206.3,109.8 206.3,110 206.3,110.2 206.4,110.4 206.3,110.7 206.4,110.8 206.4,110.9 206.5,111 206.5,111.1" class="st1"></polyline>
						<polyline points="205,108.8 204.9,109 204.9,109.1 204.8,109.3 204.8,109.5 204.8,109.7 204.8,109.9 204.8,110.1 
							204.8,110.3 204.8,110.5" class="st1"></polyline>
						<polyline points="206.7,108.9 206.6,109 206.6,109.2 206.5,109.5 206.5,109.7 206.4,109.9 206.4,110.2 
							206.5,110.4 206.4,110.6 206.5,110.8" class="st1"></polyline>
						<polyline points="209.5,109.2 209.5,109.2 209.4,109.2 209.3,109.2 209.3,109.3 209.3,109.4 209.2,109.7 
							209.2,109.9 209.2,110.1 209.1,110.2 209.1,110.4 209.1,110.6 209.2,110.8 209.2,111 209.3,111.2 209.3,111.3 209.4,111.4 
							209.4,111.4" class="st1"></polyline>
						<polyline points="209.4,111.2 209.3,111 209.3,110.8 209.3,110.5 209.2,110.3 209.3,110.1 209.3,109.8 
							209.4,109.6 209.4,109.4 209.4,109.2" class="st1"></polyline>
						<polyline points="209.5,108.9 209.5,108.9 209.4,108.9 209.3,109 209.2,109.1 209.2,109.3 209.1,109.5 209,109.7 
							208.9,110 208.9,110.2 208.9,110.4 208.9,110.7 209,110.9 208.9,111.1 209,111.3 209.1,111.5 209.1,111.5 209.3,111.6 
							209.4,111.7" class="st1"></polyline>
						<polyline points="209.4,109.4 209.3,109.5 209.3,109.7 209.2,109.9 209.3,110.1 209.2,110.3 209.2,110.5 
							209.2,110.7 209.3,110.9 209.3,111.1" class="st1"></polyline>
						<polyline points="209.1,109.3 208.9,109.4 208.9,109.6 208.9,109.9 208.9,110.1 208.8,110.3 208.8,110.5 
							208.8,110.7 208.9,110.9 208.9,111.1" class="st1"></polyline>
						<polyline points="208.5,111.6 208.4,111.5 208.4,111.4 208.2,111.3 208.2,111.2 208.2,111 208.1,110.7 
							208.1,110.5 208.1,110.3 208.1,110 208.1,109.7 208.2,109.5 208.2,109.3 208.3,109.2 208.3,109 208.5,108.8 208.5,108.8 
							208.6,108.8" class="st1"></polyline>
						<polyline points="207.8,111.5 207.7,111.4 207.7,111.4 207.5,111.4 207.4,111.2 207.3,111 207.3,110.8 
							207.3,110.6 207.3,110.4 207.3,110.1 207.3,109.9 207.4,109.6 207.4,109.4 207.5,109.2 207.5,109 207.6,108.9 207.7,108.7 
							207.8,108.7 207.9,108.7" class="st1"></polyline>
						<polyline points="207.7,110.8 207.6,110.6 207.6,110.4 207.6,110.2 207.6,109.9 207.6,109.7 207.7,109.6 
							207.7,109.3 207.8,109.2" class="st1"></polyline>
						<polyline points="209,111.4 208.9,111.3 208.8,111.1 208.8,111 208.7,110.8 208.7,110.6 208.7,110.4 208.7,110.2 
							208.7,110 208.8,109.8 208.8,109.6 208.9,109.4 209,109.3 209,109.2 209,109.1 209.1,109.1 209.2,109.1" class="st1"></polyline>
						<polyline points="208.9,111.2 208.9,111 208.8,110.8 208.8,110.6 208.8,110.3 208.9,110.1 208.9,109.9 
							208.9,109.6 209,109.4 209,109.2 209.2,109.1" class="st1"></polyline>
						<polyline points="208.9,111.6 208.9,111.6 208.8,111.5 208.7,111.5 208.7,111.3 208.6,111.1 208.5,110.9 
							208.5,110.7 208.5,110.5 208.5,110.3 208.5,110 208.6,109.7 208.6,109.5 208.6,109.3 208.8,109.2 208.9,108.9 209,108.9 
							209,108.9 209.1,108.9" class="st1"></polyline>
						<polyline points="207.4,109.1 207.3,109.3 207.2,109.5 207.2,109.7 207.2,109.9 207.2,110.1 207.2,110.3 
							207.2,110.5 207.3,110.7" class="st1"></polyline>
						<polyline points="206.1,110.9 206,110.7 206,110.4 206,110.2 206,110 206.1,109.7 206.1,109.5 206.1,109.2 
							206.2,109 206.3,108.9" class="st1"></polyline>
						<polyline points="206,110.6 205.9,110.4 206,110.2 205.9,110 206,109.8 206,109.6 206.1,109.4 206.1,109.2 
							206.2,109 206.3,108.9" class="st1"></polyline>
						<polyline points="207.5,108.9 207.5,108.9 207.4,108.9 207.3,109 207.3,109.2 207.3,109.3 207.1,109.5 
							207.2,109.6 207.1,109.8 207.1,110 207.1,110.2 207.1,110.4 207.1,110.6 207.2,110.8 207.2,111 207.3,111.1 207.4,111.2" class="st1"></polyline>
						<polyline points="207.3,110.9 207.3,110.7 207.2,110.5 207.3,110.3 207.3,110.1 207.2,109.8 207.3,109.6 
							207.3,109.3 207.4,109.1 207.5,109" class="st1"></polyline>
						<polyline points="207.4,108.7 207.4,108.7 207.3,108.7 207.3,108.7 207.2,108.9 207.1,109 207.1,109.2 
							206.9,109.5 207,109.6 206.9,109.9 206.9,110.2 206.9,110.4 206.9,110.7 207,110.9 207,111 207.1,111.2 207.1,111.4 
							207.2,111.4 207.3,111.4" class="st1"></polyline>
						<polyline points="205.8,108.9 205.8,109 205.7,109.2 205.7,109.4 205.6,109.6 205.6,109.8 205.6,110 205.6,110.2 
							205.6,110.4 205.7,110.6" class="st1"></polyline>
						<polyline points="205.9,111.3 205.6,111.2 205.6,111.1 205.5,111.1 205.5,111 205.3,110.8 205.4,110.6 
							205.3,110.4 205.2,110.1 205.3,109.9 205.3,109.7 205.3,109.4 205.4,109.1 205.5,109 205.5,108.8 205.6,108.7 205.6,108.6 
							205.7,108.5 205.8,108.5" class="st1"></polyline>
						<polyline points="205.8,111 205.7,110.9 205.6,110.8 205.6,110.7 205.6,110.5 205.5,110.3 205.5,110.2 
							205.5,109.9 205.4,109.7 205.5,109.5 205.5,109.3 205.6,109.1 205.7,109 205.7,108.8 205.8,108.7 205.9,108.7 205.9,108.7" class="st1"></polyline>
						<polyline points="204.6,108.3 204.6,108.3 204.6,108.3 204.5,108.5 204.4,108.6 204.3,108.7 204.2,108.8 
							204.1,109.1 204.1,109.3 204.1,109.6 204,109.8 204.1,110 204.1,110.3 204.1,110.5 204.2,110.7 204.2,110.9 204.3,111 
							204.4,111.1 204.5,111.1" class="st1"></polyline>
						<polyline points="206.2,111 206.1,111 206.1,110.9 205.9,110.8 205.9,110.6 205.9,110.3 205.9,110.1 205.8,110 
							205.9,109.7 205.9,109.5 206,109.3 206,109.2 206.1,109 206.2,108.9 206.2,108.8 206.3,108.8 206.3,108.8" class="st1"></polyline>
						<polyline points="204.6,108.7 204.6,108.9 204.4,109.1 204.5,109.2 204.4,109.4 204.4,109.6 204.3,109.8 
							204.4,110.1 204.4,110.3 204.4,110.4" class="st1"></polyline>
						<polyline points="206.3,108.5 206.2,108.5 206.1,108.5 206,108.7 205.9,108.8 205.9,109 205.8,109.1 205.8,109.4 
							205.7,109.6 205.7,109.8 205.6,110.1 205.7,110.3 205.7,110.6 205.7,110.8 205.8,111 205.9,111.1 205.9,111.2 206.1,111.2 
							206.2,111.3" class="st1"></polyline>
						<polyline points="207.8,111.2 207.7,111.2 207.7,111 207.6,110.9 207.6,110.7 207.5,110.5 207.5,110.3 
							207.5,110.1 207.6,109.9 207.5,109.7 207.6,109.5 207.6,109.3 207.7,109.1 207.7,109 207.8,109 207.9,109 207.9,109" class="st1"></polyline>
						<polyline points="206.5,111.3 206.4,111.4 206.3,111.2 206.2,111.1 206.2,110.9 206.1,110.7 206.1,110.5 
							206.1,110.3 206,110 206.1,109.8 206.1,109.6 206.2,109.3 206.2,109.1 206.3,108.9 206.3,108.8 206.5,108.6 206.6,108.6 
							206.7,108.6 206.7,108.6" class="st1"></polyline>
						<polyline points="208,110.8 208,110.6 208,110.4 208,110.2 208,110 208,109.8 208.1,109.6 208.1,109.3 
							208.2,109.2" class="st1"></polyline>
						<polyline points="207,111.2 207,111.1 206.8,110.9 206.8,110.8 206.7,110.6 206.7,110.5 206.7,110.2 206.7,110 
							206.7,109.8 206.8,109.6 206.8,109.4 206.9,109.3 206.9,109 207,108.9 207,108.9 207.1,108.8 207.2,108.8" class="st1"></polyline>
						<polyline points="206.9,111 206.9,110.8 206.8,110.6 206.8,110.3 206.8,110.1 206.8,109.9 206.9,109.7 
							206.9,109.4 207,109.2 207,109 207.2,108.9" class="st1"></polyline>
						<polyline points="208.8,109 208.8,109 208.7,109.1 208.6,109.1 208.5,109.2 208.5,109.4 208.4,109.6 208.4,109.8 
							208.3,110 208.3,110.2 208.3,110.4 208.3,110.6 208.3,110.8 208.4,111 208.4,111.1 208.5,111.2 208.6,111.3" class="st1"></polyline>
						<polyline points="207,111.4 206.8,111.3 206.8,111.2 206.7,111.2 206.6,111.1 206.6,110.9 206.5,110.7 
							206.5,110.5 206.5,110.2 206.4,110 206.5,109.8 206.5,109.5 206.6,109.2 206.6,109.1 206.8,108.9 206.8,108.8 206.9,108.7 
							207,108.6 207.1,108.6" class="st1"></polyline>
						<polyline points="205.5,108.4 205.4,108.4 205.3,108.4 205.2,108.6 205.2,108.7 205.1,108.8 205,109 205,109.2 
							205,109.5 204.9,109.7 204.9,110 204.9,110.2 204.9,110.4 205,110.6 205,110.8 205.1,111 205.2,111.1 205.2,111.2 
							205.3,111.2" class="st1"></polyline>
						<polyline points="206.8,110.7 206.8,110.5 206.7,110.3 206.8,110.1 206.8,109.9 206.9,109.7 206.9,109.5 
							206.9,109.3 207,109.1" class="st1"></polyline>
						<polyline points="208.7,109.1 208.6,109.2 208.6,109.4 208.5,109.6 208.5,109.9 208.4,110.1 208.4,110.4 
							208.4,110.6 208.4,110.8 208.5,111.1" class="st1"></polyline>
						<polyline points="208.4,110.8 208.4,110.6 208.4,110.4 208.4,110.2 208.4,110 208.5,109.8 208.5,109.6 
							208.6,109.4 208.6,109.3" class="st1"></polyline>
						<polyline points="210.3,109 210.2,109 210.1,109 210,109.1 210,109.3 209.9,109.4 209.9,109.6 209.8,109.8 
							209.7,109.9 209.7,110.2 209.6,110.3 209.7,110.5 209.6,110.7 209.7,110.9 209.7,111 209.7,111.2 209.7,111.3" class="st1"></polyline>
						<polyline points="208.3,109 208.3,109 208.2,109 208.2,109.1 208.1,109.2 208,109.4 208,109.6 207.9,109.7 
							207.9,109.9 207.8,110.1 207.9,110.3 207.9,110.5 207.9,110.7 207.9,110.9 208,111.1 208.1,111.2 208.1,111.3" class="st1"></polyline>
						<polyline points="206.6,109.1 206.6,109.2 206.5,109.4 206.4,109.6 206.4,109.8 206.4,110 206.4,110.2 
							206.4,110.4 206.4,110.6" class="st1"></polyline>
						<polyline points="208.3,109.1 208.2,109.3 208.2,109.4 208.1,109.7 208.1,110 208.1,110.2 208,110.4 208.1,110.7 
							208,110.9 208.1,111.1" class="st1"></polyline>
						<polyline points="209.9,108.9 209.8,108.9 209.7,109 209.6,109.1 209.6,109.3 209.5,109.4 209.4,109.6 
							209.4,109.8 209.3,110.1 209.3,110.4 209.3,110.6 209.3,110.8 209.3,111.1 209.4,111.3 209.4,111.4 209.6,111.5 209.6,111.6 
							209.7,111.7 209.8,111.7" class="st1"></polyline>
						<line y2="109.5" x2="210.7" y1="109.3" x1="210.6" class="st1"></line>
						<polyline points="209.8,111.5 209.7,111.5 209.7,111.4 209.6,111.2 209.5,111.1 209.5,110.9 209.5,110.7 
							209.5,110.5 209.5,110.3 209.6,110.1 209.5,109.9 209.6,109.7 209.6,109.6 209.7,109.3 209.8,109.3 209.9,109.2 210,109.2" class="st1"></polyline>
						<line y2="109" x2="210.2" y1="109" x1="210.2" class="st1"></line>
						<polyline points="209.6,111.1 209.7,111 209.7,110.8 209.6,110.5 209.6,110.3 209.6,110.1 209.6,110 209.7,109.7 
							209.7,109.5 209.8,109.4" class="st1"></polyline>
						<polyline points="209.9,109.9 210,109.7 210.1,109.5 210.2,109.4 210.3,109.3 210.4,109.2 210.5,109.2" class="st1"></polyline>
						<polyline points="209.9,109.9 210,109.8 210.1,109.5 210.1,109.4 210.2,109.3 210.3,109.3 210.4,109.2" class="st1"></polyline>
						<polyline points="208.2,111.5 208.1,111.5 208,111.4 207.9,111.4 207.8,111.2 207.7,111 207.7,110.8 207.7,110.6 
							207.7,110.3 207.7,110.1 207.8,109.9 207.8,109.6 207.8,109.4 207.9,109.2 207.9,109 208,108.9 208.1,108.8 208.2,108.7 
							208.3,108.8" class="st1"></polyline>
						<polyline points="209.6,110.7 209.7,110.5 209.6,110.2 209.6,110 209.7,109.7 209.7,109.5 209.8,109.4 210,109.2" class="st1"></polyline>
						<line y2="108.7" x2="208.3" y1="108.7" x1="208.2" class="st1"></line>
						<polyline points="207.7,110.9 207.7,110.7 207.6,110.5 207.7,110.3 207.6,110 207.6,109.8 207.7,109.6 
							207.8,109.3 207.9,109.1 207.9,109" class="st1"></polyline>
						<line y2="108.5" x2="206.3" y1="108.5" x1="206.2" class="st1"></line>
						<polyline points="205.7,110.7 205.7,110.5 205.6,110.2 205.6,110 205.7,109.8 205.7,109.6 205.6,109.3 205.8,109 
							205.8,108.9 205.9,108.8" class="st1"></polyline>
						<polyline points="204,109 203.9,109.1 203.9,109.3 203.8,109.6 203.9,109.7 203.9,110 203.9,110.2 204,110.4 
							204,110.5 204,110.6 204.1,110.8 204.2,110.8" class="st1"></polyline>
						<polyline points="204.1,108.7 204,108.9 204,109 203.9,109.1 203.9,109.2 203.9,109.3 203.8,109.5 203.9,109.6 
							203.8,109.8 203.8,109.9 203.9,110.1 203.8,110.2 203.8,110.3 203.9,110.5 203.9,110.6" class="st1"></polyline>
						<polyline points="204.1,108.7 204.1,108.7 204,108.8 204,108.9 204,109 203.9,109.1 203.9,109.2 203.8,109.5 
							203.8,109.6 203.8,109.8 203.8,109.9 203.8,110.1 203.8,110.2 203.9,110.4 203.9,110.5 203.9,110.6" class="st1"></polyline>
						<polyline points="204,108.9 203.9,109.1 203.9,109.3 203.8,109.6 203.8,109.8 203.9,110 203.8,110.2 203.9,110.4 
							203.9,110.5" class="st1"></polyline>
						<polyline points="202.7,108.3 202.6,108.3 202.5,108.4 202.4,108.5 202.3,108.6 202.3,108.7 202.2,108.9 
							202.2,109.1 202.1,109.3 202.1,109.5 202.1,109.8 202.1,110 202.1,110.1 202.1,110.3 202.2,110.4 202.2,110.5 202.4,110.6" class="st1"></polyline>
						<polyline points="202.7,108.4 202.7,108.2 202.6,108.2 202.4,108.2 202.3,108.2 202.3,108.3 202.2,108.4 
							202.1,108.6 202,108.8 201.9,109 201.9,109.2 201.9,109.6 201.9,109.8 201.9,110.1 201.9,110.2 202,110.4 202,110.6 
							202.1,110.6 202.2,110.7 202.3,110.7 202.4,110.7 202.5,110.6" class="st1"></polyline>
						<line y2="108.1" x2="199.4" y1="107.9" x1="199.5" class="st1"></line>
						<line y2="110.2" x2="199.1" y1="110.3" x1="199.2" class="st1"></line>
						<polyline points="202,112.3 202,112.3 201.9,112.3 201.8,112.2 201.6,112.1 201.6,111.9 201.5,111.7 201.4,111.7 
							201.3,111.4 201.4,111.1 201.3,111 201.3,110.8 201.3,110.4 201.2,110.3 201.3,109.9 201.3,109.6 201.3,109.4 201.3,109.1 
							201.4,108.8 201.5,108.5 201.5,108.3 201.6,108 201.7,107.7 201.7,107.5 201.8,107.4 202,107.2 202,107 202.2,106.9 
							202.3,106.8 202.4,106.7 202.4,106.6 202.6,106.6 202.8,106.6" class="st1"></polyline>
						<line y2="106.5" x2="202.3" y1="106.5" x1="202.4" class="st1"></line>
						<line y2="108.6" x2="199.2" y1="108.7" x1="200.7" class="st1"></line>
						<polyline points="200.7,110.8 200.7,110.8 200.7,110.7 200.6,110.5 200.6,110.2 200.6,110 200.5,109.7 
							200.5,109.5 200.5,109.2 200.6,109 200.7,108.7 200.7,108.6 200.7,108.4 200.8,108.2 200.9,108.1 201,107.9 201.1,107.7" class="st1"></polyline>
						<polyline points="201.8,106.9 201.7,106.9 201.5,107.2 201.5,107.3 201.3,107.5 201.3,107.8 201.2,108 
							201.1,108.2 201.1,108.5 201,108.8 200.9,109.1 200.9,109.3 200.9,109.6 200.9,109.8 200.9,110.1 200.9,110.5 200.9,110.6 
							200.9,110.9 201,111.2 201,111.3 201.1,111.5 201.1,111.7" class="st1"></polyline>
						<polyline points="199.5,107.9 199.4,108.1 199.4,108.3 199.3,108.4 199.2,108.6 199.2,108.8 199.2,109 
							199.1,109.4 199.1,109.6 199.1,109.8 199.1,110.1 199.2,110.3 199.3,110.6 200.7,110.7" class="st1"></polyline>
						<polyline points="200.9,111.3 199.9,111.1 199.8,111.1 199.7,111 199.5,110.9 199.4,110.8 199.4,110.7 
							199.3,110.7 199.3,110.6 199.3,110.6 199.1,110.2 199.1,110.1 199.1,109.9 199.1,109.8 199.1,109.7 199.1,109.5 199,109.4 
							199.1,109.3 199.2,109 199.1,109 199.2,108.8 199.1,108.6 199.2,108.5 199.3,108.4 199.4,108.3 199.3,108.2 199.4,108.1 
							199.5,107.9 199.5,107.7 199.7,107.6 199.9,107.4 199.9,107.2 201.3,107.4" class="st2"></polyline>
						<polyline points="202.6,108.3 202.7,108.3 204.3,108.5" class="st2"></polyline>
						<polyline points="205.8,108.9 205.9,108.8 206,108.7 206.1,108.5 206.2,108.5 206.3,108.5 206.4,108.6 
							206.4,108.7" class="st2"></polyline>
						<polyline points="208.2,109.2 208.3,109.1 208.3,109 208.4,108.8 208.5,108.8 208.6,108.8 208.7,108.8 
							208.8,108.8 208.9,108.9" class="st2"></polyline>
						<line y2="109.2" x2="210" y1="109.2" x1="210" class="st2"></line>
						<polyline points="210.4,109.2 210.5,109.2 210.6,109.3 210.6,109.3 210.6,109.4 210.7,109.5 210.7,109.6 
							210.7,109.7 210.7,109.8 210.8,110 210.8,110.2 210.8,110.4 210.7,110.5 210.8,110.7 210.7,110.9 210.7,111 210.6,111.2 
							210.5,111.3 210.4,111.4 210.4,111.5 210.3,111.6 210.2,111.7 210.2,111.7 210.1,111.7 210,111.7 210,111.7 209.9,111.7 
							209.9,111.7 209.9,111.6 209.8,111.5 209.8,111.4 209.7,111.3" class="st2"></polyline>
						<polyline points="209.7,111.7 209.8,111.7 209.9,111.7 210,111.6" class="st2"></polyline>
						<polyline points="208.6,109.3 208.7,109.1 208.8,109 208.8,108.8 208.9,108.8 209,108.8 209.1,108.9 209.1,108.9 
							209.3,108.9 209.3,108.9" class="st2"></polyline>
						<polyline points="209.4,109.4 209.4,109.2 209.5,109.1 209.7,108.9 209.7,108.9 209.8,108.9 209.9,108.9 
							209.9,109 210,109 210,109" class="st2"></polyline>
						<polyline points="209.1,109.3 209.2,109.1 209.2,109 209.3,108.9 209.4,108.9 209.5,108.9 209.6,108.9 209.6,109" class="st2"></polyline>
						<polyline points="209.8,109.4 210,109.2 210,109 210.1,109 210.2,109 210.3,109 210.3,109.1 210.5,109.1 
							210.5,109.2" class="st2"></polyline>
						<polyline points="208.9,111.1 208.9,111.2 209,111.4 209,111.5 209.2,111.6 209.3,111.6 209.4,111.7 209.5,111.7 
							209.6,111.6" class="st2"></polyline>
						<polyline points="209.6,111.7 209.5,111.7 209.5,111.6 209.4,111.4 209.4,111.2 209.3,111.1" class="st2"></polyline>
						<polyline points="206.1,108.5 206,108.6 205.9,108.5 205.8,108.5 205.8,108.4 205.7,108.4 205.6,108.6 
							205.6,108.7 205.5,108.7 205.4,108.8" class="st2"></polyline>
						<polyline points="205.1,111.2 205.1,111.2 205,111.2 204.9,111.1 204.8,111.2 204.7,111.1 204.6,110.9 
							204.5,110.8 204.4,110.6 204.4,110.4" class="st2"></polyline>
						<polyline points="203.2,110.7 203.2,110.9 203,111.1 203,111.3 202.9,111.6 202.8,111.8 202.7,111.9 202.6,112.1 
							202.5,112.1 202.4,112.2 202.3,112.2 202.2,112.3 202,112.3 201.7,112.3 201.6,112.2 201.4,112.2 201.3,112.1 201.3,111.9 
							201.1,111.7 200.7,110.8" class="st2"></polyline>
						<line y2="110.6" x2="202.4" y1="110.6" x1="202.4" class="st2"></line>
						<line y2="110.6" x2="202.4" y1="110.6" x1="202.4" class="st2"></line>
						<line y2="110.6" x2="202.4" y1="110.6" x1="202.4" class="st2"></line>
						<polyline points="203.9,110.6 203.9,110.7 204,110.8 204,110.9 204,110.9 204.1,110.9 204.1,111 204.2,111 
							204.2,111" class="st2"></polyline>
						<polyline points="205.9,111.3 205.8,111.2 205.9,111.2" class="st2"></polyline>
						<polyline points="205.7,110.6 205.7,110.7 205.8,110.9 205.8,111.1 205.8,111.2 206,111.3 206.1,111.2 
							206.2,111.3 206.3,111.3 206.3,111.3" class="st2"></polyline>
						<polyline points="208,111.4 207.9,111.5 207.8,111.5" class="st2"></polyline>
						<polyline points="208.3,111.5 208.3,111.5 208.2,111.5 208.1,111.5 208,111.4 207.9,111.4 207.8,111.3 
							207.8,111.1 207.7,110.9 207.7,110.8" class="st2"></polyline>
						<polyline points="208,110.8 208.1,111.1 208.1,111.3 208.3,111.4 208.3,111.5 208.4,111.5 208.5,111.6 
							208.6,111.6 208.7,111.6" class="st2"></polyline>
						<polyline points="207.7,111.4 207.5,111.4 207.4,111.3 207.4,111.1 207.3,110.9 207.3,110.7" class="st2"></polyline>
						<polyline points="207.4,109.1 207.5,109 207.6,108.9 207.7,108.7 207.8,108.7 207.9,108.7 207.9,108.7 208,108.8 
							208,108.8 208,108.9" class="st2"></polyline>
						<polyline points="207.8,109.2 207.9,109 208,108.9 208.1,108.7 208.2,108.7 208.3,108.8 208.4,108.7 208.4,108.8" class="st2"></polyline>
						<polyline points="207.3,108.7 207.2,108.6 207.1,108.7 207.1,108.6 207,108.6 206.9,108.6 206.9,108.6 
							206.7,108.8 206.7,108.9 206.6,109.1" class="st2"></polyline>
						<polyline points="204.8,108.5 204.8,108.4 204.6,108.3" class="st2"></polyline>
						<polyline points="204.6,108.7 204.6,108.6 204.7,108.5 204.9,108.4 204.9,108.3 205,108.4 205.1,108.4 
							205.1,108.4 205.2,108.5 205.2,108.5" class="st2"></polyline>
						<polyline points="206.8,108.7 206.8,108.7 206.7,108.6" class="st2"></polyline>
						<line y2="109" x2="207" y1="109.1" x1="207" class="st2"></line>
						<polyline points="207.1,111.4 207,111.4 207,111.4 206.9,111.4 206.8,111.3 206.7,111.3 206.6,111.2 206.5,111 
							206.5,110.8 206.4,110.6" class="st2"></polyline>
						<polyline points="206,110.6 206.1,110.9 206.1,111 206.2,111.2 206.4,111.3 206.4,111.4 206.5,111.3 206.6,111.3 
							206.7,111.3" class="st2"></polyline>
						<polyline points="207.5,111.4 207.5,111.5 207.3,111.4 207.2,111.4 207.1,111.4 207.1,111.3 207,111.2 206.9,111 
							206.8,110.7" class="st2"></polyline>
						<polyline points="205.2,110.5 205.3,110.7 205.3,110.9 205.4,111.1 205.5,111.2 205.6,111.2" class="st2"></polyline>
						<polyline points="204.8,110.5 204.9,110.8 204.9,110.9 205.1,111.1 205.2,111.2 205.2,111.2 205.3,111.2 
							205.4,111.2 205.5,111.2" class="st2"></polyline>
						<polyline points="204,110.4 204,110.6 204.2,110.8 204.2,111 204.4,111.1 204.4,111.2 204.5,111.1 204.6,111.1 
							204.7,111.1" class="st2"></polyline>
						<line y2="110.8" x2="204" y1="110.6" x1="202.4" class="st2"></line>
						<polyline points="205.6,108.6 205.5,108.5 205.5,108.4 205.4,108.4 205.3,108.4 205.2,108.6 205.1,108.6 
							205,108.8" class="st2"></polyline>
						<polyline points="203.4,108.4 203.5,108.2 203.4,108 203.4,107.7 203.3,107.5 203.2,107.3 203.2,107.1 
							203.1,106.9 203,106.9 203,106.8 202.9,106.7 202.8,106.6 202.8,106.6 202.3,106.5 202.2,106.6 202.1,106.6 202,106.6 
							201.9,106.8 201.8,106.9 201.1,107.7" class="st2"></polyline>
						<polyline points="204.3,108.5 204.4,108.4 204.5,108.4 204.6,108.3" class="st2"></polyline>
						<polyline points="206.6,108.5 206.5,108.5 206.4,108.7 206.3,108.8 206.3,108.9 206.3,108.9" class="st2"></polyline>
						<polyline points="207.2,108.9 207.3,108.7 207.2,108.6 207.3,108.6 207.4,108.7 207.5,108.7 207.7,108.7" class="st2"></polyline>
						<polyline points="204.1,108.7 204.2,108.6 204.3,108.5 204.3,108.5" class="st2"></polyline>
						<polyline points="208.4,110.8 208.5,111.1 208.5,111.2 208.6,111.4 208.7,111.6 208.8,111.5 208.9,111.6 
							208.9,111.6 209.1,111.7 209.1,111.5" class="st2"></polyline>
					</g>
					<g id="ID_1116">
						<line y2="94.6" x2="205.1" y1="94.7" x1="205.2" class="st1"></line>
						<polyline points="205.9,96 205.8,96.1 205.7,96.1 205.6,96.1 205.5,96.2 205.5,96.1 205.5,96 205.5,95.9 
							205.4,95.8 205.4,95.6 205.3,95.4 205.4,95.2 205.4,95 205.4,94.9 205.4,94.6 205.5,94.5 205.6,94.4 205.6,94.3 205.7,94.2 
							205.8,94.1 205.8,94.2 205.9,94.2 206,94.3 206,94.4" class="st1"></polyline>
						<polyline points="204.9,95.5 205,95.7 205,95.9" class="st1"></polyline>
						<polyline points="205,95.9 205,95.7 204.9,95.5 204.9,95.3 204.9,95.1 205,94.9 204.9,94.7 205,94.4 205,94.3 
							205.1,94.2" class="st1"></polyline>
						<polyline points="203.8,95.8 203.7,95.6 203.8,95.4 203.7,95.2 203.7,94.9 203.8,94.7 203.8,94.4 203.9,94.2 
							203.9,94 204,93.9" class="st1"></polyline>
						<polyline points="203.7,95.6 203.7,95.4 203.7,95.2 203.7,95 203.7,94.8 203.8,94.6 203.8,94.3 203.9,94.2 
							203.9,94" class="st1"></polyline>
						<polyline points="203.7,93.8 203.7,93.8 203.6,93.8 203.5,93.9 203.4,93.9 203.3,94.2 203.3,94.3 203.2,94.5 
							203.2,94.7 203.2,94.9 203.2,95.1 203.2,95.3 203.2,95.5 203.2,95.7 203.4,95.8 203.4,96 203.5,96.1" class="st1"></polyline>
						<polyline points="203.2,93.5 203.1,93.5 203,93.5 202.9,93.7 202.8,93.8 202.8,94 202.7,94.1 202.7,94.3 
							202.6,94.7 202.6,94.9 202.6,95.1 202.6,95.4 202.7,95.6 202.6,95.8 202.8,96 202.8,96.1 203,96.2 203,96.2 203.1,96.3" class="st1"></polyline>
						<polyline points="202.8,93.8 202.8,93.9 202.6,94.1 202.7,94.3 202.5,94.6 202.6,94.8 202.6,95.1 202.5,95.3 
							202.6,95.5 202.6,95.7" class="st1"></polyline>
						<polyline points="202.6,95.5 202.5,95.3 202.5,95.1 202.5,94.9 202.6,94.7 202.5,94.5 202.6,94.2 202.6,94.1 
							202.8,93.9" class="st1"></polyline>
						<polyline points="202.7,96 202.7,95.9 202.5,95.7 202.5,95.6 202.4,95.4 202.4,95.2 202.4,95 202.4,94.8 
							202.4,94.6 202.5,94.4 202.5,94.2 202.6,94 202.7,93.9 202.7,93.7 202.7,93.7 202.8,93.7 202.9,93.7" class="st1"></polyline>
						<polyline points="202.3,95.9 202.2,95.8 202.1,95.7 202.1,95.6 202,95.4 202,95.2 202,95 202,94.8 202,94.6 
							202.1,94.4 202.1,94.2 202.2,94 202.2,93.8 202.3,93.7 202.4,93.6 202.5,93.6 202.5,93.6" class="st1"></polyline>
						<polyline points="202.2,95.8 202.2,95.6 202.1,95.3 202.1,95.1 202.2,94.9 202.1,94.6 202.2,94.4 202.2,94.2 
							202.2,93.9 202.3,93.8 202.5,93.6" class="st1"></polyline>
						<polyline points="199.4,95.2 199.3,95 199.3,94.8 199.3,94.6 199.3,94.4 199.3,94.2 199.4,94 199.4,93.8 
							199.5,93.6 199.5,93.4" class="st1"></polyline>
						<polyline points="199.6,93.3 199.5,93.4 199.5,93.6 199.4,93.9 199.4,94.1 199.3,94.3 199.3,94.5 199.3,94.7 
							199.3,95 199.4,95.2 199.4,95.4" class="st1"></polyline>
						<polyline points="200,93.4 199.9,93.5 199.8,93.8 199.8,94 199.7,94.2 199.7,94.5 199.8,94.7 199.7,94.9 
							199.8,95.1 199.8,95.4" class="st1"></polyline>
						<polyline points="200,93.3 200,93.3 199.9,93.4 199.8,93.4 199.8,93.6 199.7,93.8 199.7,94 199.6,94.1 
							199.6,94.3 199.6,94.5 199.6,94.8 199.6,94.9 199.7,95.1 199.7,95.3 199.8,95.5 199.8,95.6 199.9,95.6" class="st1"></polyline>
						<polyline points="200.4,93.1 200.3,93.1 200.2,93.2 200.1,93.3 200.1,93.5 200,93.6 199.9,93.8 199.9,94 
							199.9,94.3 199.8,94.5 199.8,94.8 199.8,95 199.8,95.2 199.8,95.4 199.9,95.6 200,95.8 200.1,95.9 200.2,95.9 200.3,95.9" class="st1"></polyline>
						<polyline points="200.4,93.4 200.4,93.5 200.3,93.7 200.2,94 200.1,94.2 200.1,94.4 200.1,94.6 200.1,94.9 
							200.1,95.1 200.1,95.3 200.2,95.5" class="st1"></polyline>
						<polyline points="200.4,93.4 200.4,93.4 200.3,93.4 200.3,93.5 200.2,93.7 200.1,93.8 200.1,94 200,94.2 
							200,94.4 200,94.7 200,94.8 200.1,95 200,95.3 200.1,95.5 200.2,95.5 200.2,95.6 200.2,95.7" class="st1"></polyline>
						<polyline points="200.6,95.5 200.5,95.3 200.5,95.1 200.5,94.8 200.6,94.6 200.6,94.4 200.6,94.1 200.7,93.8 
							200.7,93.7 200.8,93.5" class="st1"></polyline>
						<polyline points="200.5,95.3 200.5,95.1 200.4,94.9 200.5,94.7 200.5,94.5 200.5,94.3 200.5,94.1 200.6,93.9 
							200.6,93.7 200.7,93.6" class="st1"></polyline>
						<polyline points="200.9,93.4 200.8,93.4 200.7,93.5 200.7,93.5 200.6,93.6 200.6,93.9 200.5,94 200.5,94.2 
							200.4,94.4 200.4,94.6 200.4,94.8 200.4,95.1 200.4,95.3 200.5,95.4 200.5,95.5 200.6,95.6 200.7,95.7" class="st1"></polyline>
						<polyline points="201.5,95.6 201.4,95.4 201.3,95.2 201.3,95 201.3,94.7 201.4,94.5 201.4,94.3 201.4,94 
							201.5,93.8 201.5,93.6" class="st1"></polyline>
						<polyline points="201.4,95.4 201.3,95.2 201.3,95 201.3,94.8 201.3,94.6 201.3,94.4 201.4,94.2 201.4,93.9 
							201.5,93.8 201.6,93.7" class="st1"></polyline>
						<polyline points="202,93.6 202,93.6 202,93.6 201.9,93.7 201.8,93.8 201.7,94 201.7,94.2 201.6,94.3 201.6,94.5 
							201.6,94.7 201.6,94.9 201.7,95.2 201.6,95.4 201.6,95.5 201.8,95.7 201.8,95.8 201.9,95.9" class="st1"></polyline>
						<polyline points="200.3,93.6 200.3,93.7 200.2,93.9 200.2,94.1 200.1,94.2 200.1,94.4 200.1,94.6 200.1,94.9 
							200.1,95.1 200.1,95.2" class="st1"></polyline>
						<polyline points="202,93.4 202,93.3 201.9,93.3 201.8,93.4 201.7,93.6 201.7,93.7 201.5,93.8 201.4,94 
							201.4,94.3 201.4,94.6 201.4,94.8 201.4,95.1 201.4,95.3 201.4,95.5 201.5,95.7 201.5,95.9 201.7,96 201.8,96 201.8,96.1" class="st1"></polyline>
						<polyline points="203.4,95.6 203.4,95.4 203.3,95.2 203.3,94.9 203.3,94.8 203.3,94.6 203.4,94.4 203.4,94.1 
							203.5,94" class="st1"></polyline>
						<polyline points="205.3,94 205.2,94 205.2,94 205,94.1 205,94.2 204.9,94.5 204.9,94.7 204.9,94.9 204.8,95.1 
							204.8,95.3 204.8,95.5 204.9,95.7 204.9,95.9 205,96 205,96.1 205.1,96.3 205.1,96.3" class="st1"></polyline>
						<polyline points="205.1,96.1 205,95.9 205,95.8 205,95.6 204.9,95.5 205,95.3 205,95.1 205,95 205.1,94.7 
							205.1,94.6 205.2,94.4 205.2,94.2 205.3,94.1 205.4,93.9 205.4,93.8 205.5,93.8 205.6,93.8" class="st1"></polyline>
						<polyline points="203.6,93.9 203.5,94 203.5,94.2 203.4,94.4 203.4,94.7 203.4,95 203.3,95.2 203.4,95.4 
							203.4,95.7 203.5,95.9" class="st1"></polyline>
						<polyline points="205.2,93.7 205.1,93.7 205,93.8 204.9,93.8 204.9,94.1 204.8,94.2 204.8,94.4 204.7,94.6 
							204.7,94.8 204.6,95.2 204.6,95.4 204.7,95.6 204.6,95.8 204.7,96 204.7,96.2 204.9,96.3 205,96.4 205,96.5 205.1,96.5" class="st1"></polyline>
						<polyline points="204.7,96.4 204.6,96.4 204.4,96.3 204.4,96.3 204.4,96.1 204.3,95.9 204.3,95.7 204.2,95.4 
							204.2,95.2 204.3,94.8 204.3,94.6 204.2,94.4 204.4,94.2 204.5,94.1 204.5,93.8 204.6,93.7 204.7,93.7 204.8,93.7 204.9,93.6" class="st1"></polyline>
						<polyline points="205.2,94.7 205.3,94.5 205.4,94.3 205.4,94.2 205.5,94.1 205.6,94 205.7,93.9" class="st1"></polyline>
						<polyline points="205.2,94.7 205.4,94.4 205.5,94.3 205.5,94.2 205.6,94.1 205.7,93.9 205.8,94" class="st1"></polyline>
						<polyline points="203.9,96.1 203.8,96 203.7,95.9 203.7,95.7 203.6,95.5 203.7,95.3 203.6,95.1 203.6,94.9 
							203.6,94.7 203.6,94.5 203.7,94.4 203.8,94.2 203.8,94 203.9,93.9 204,93.8 204.1,93.8 204.1,93.8" class="st1"></polyline>
						<polyline points="202.3,96.2 202.2,96.1 202.1,96 202,96 201.9,95.9 201.9,95.7 201.8,95.5 201.8,95.2 201.8,95 
							201.8,94.8 201.9,94.4 201.8,94.3 202,94 202,93.8 202.1,93.7 202.1,93.5 202.2,93.4 202.3,93.4 202.4,93.4" class="st1"></polyline>
						<polyline points="200.8,93.2 200.7,93.2 200.6,93.2 200.5,93.4 200.4,93.4 200.4,93.6 200.4,93.8 200.3,93.9 
							200.2,94.2 200.2,94.5 200.2,94.7 200.3,95 200.2,95.2 200.3,95.4 200.3,95.6 200.3,95.7 200.5,95.9 200.5,96 200.6,96" class="st1"></polyline>
						<polyline points="202.1,95.4 202.1,95.2 202.1,95.1 202.1,94.9 202.1,94.7 202.2,94.5 202.2,94.2 202.3,94 
							202.3,93.9" class="st1"></polyline>
						<polyline points="204,93.6 203.9,93.6 203.8,93.6 203.7,93.8 203.6,93.9 203.5,94.1 203.5,94.3 203.4,94.5 
							203.4,94.8 203.5,95.1 203.4,95.3 203.4,95.5 203.4,95.7 203.5,95.9 203.5,96.1 203.7,96.2 203.7,96.3 203.8,96.3" class="st1"></polyline>
						<polyline points="204.8,94.1 204.6,94.3 204.7,94.4 204.6,94.6 204.6,94.9 204.5,95.1 204.5,95.3 204.5,95.5 
							204.6,95.7 204.6,95.9" class="st1"></polyline>
						<polyline points="203,95.5 202.9,95.3 202.9,95.1 202.9,94.9 203,94.7 202.9,94.5 203,94.3 203,94.1 203.1,94" class="st1"></polyline>
						<polyline points="204.8,94 204.8,94.2 204.6,94.3 204.6,94.5 204.5,94.8 204.6,95.1 204.6,95.3 204.5,95.5 
							204.6,95.8 204.7,96" class="st1"></polyline>
						<polyline points="204.7,96.2 204.7,96.2 204.6,96.1 204.6,96 204.5,95.8 204.5,95.6 204.4,95.4 204.5,95.2 
							204.4,95 204.4,94.8 204.5,94.6 204.6,94.5 204.6,94.2 204.7,94.1 204.7,94 204.7,93.9 204.8,93.9 204.9,93.8" class="st1"></polyline>
						<polyline points="204.3,96.4 204.2,96.4 204.1,96.3 204,96.2 204,96.1 203.9,95.9 203.9,95.7 203.8,95.5 
							203.8,95.2 203.8,95 203.8,94.8 203.9,94.5 203.9,94.3 203.9,94.1 204.1,93.9 204.2,93.7 204.3,93.7 204.3,93.6 204.4,93.6" class="st1"></polyline>
						<polyline points="204.3,96.2 204.3,96.1 204.1,95.9 204.1,95.8 204,95.6 204,95.4 204,95.2 204,95 204,94.8 
							204.1,94.6 204.1,94.4 204.2,94.1 204.2,94 204.3,93.9 204.4,93.9 204.5,93.8 204.5,93.8" class="st1"></polyline>
						<polyline points="204.2,96 204.2,95.8 204.1,95.6 204.2,95.3 204.1,95.1 204.2,94.9 204.2,94.7 204.2,94.3 
							204.3,94.2 204.3,94 204.5,93.8" class="st1"></polyline>
						<line y2="93.8" x2="205.6" y1="93.8" x1="205.5" class="st1"></line>
						<line y2="94.2" x2="205.9" y1="94.1" x1="205.9" class="st1"></line>
						<polyline points="204.2,95.8 204.2,95.7 204.1,95.5 204.2,95.3 204.1,95 204.1,94.8 204.2,94.6 204.2,94.4 
							204.3,94.2 204.4,94.1" class="st1"></polyline>
						<polyline points="202.6,96.2 202.5,96.1 202.5,96 202.4,96 202.3,95.8 202.3,95.6 202.2,95.4 202.2,95.2 
							202.2,95 202.2,94.7 202.3,94.4 202.3,94.2 202.4,94 202.4,93.8 202.5,93.7 202.6,93.5 202.6,93.4 202.7,93.4 202.8,93.5" class="st1"></polyline>
						<polyline points="201.1,93.6 201.1,93.7 201,94 200.9,94.1 200.9,94.3 200.9,94.5 200.9,94.7 200.9,94.9 
							200.9,95.2 201,95.3" class="st1"></polyline>
						<polyline points="201.1,96 201,96 200.9,95.9 200.8,95.9 200.7,95.7 200.7,95.6 200.7,95.4 200.6,95.1 
							200.6,94.9 200.6,94.7 200.6,94.4 200.7,94.2 200.7,93.9 200.7,93.7 200.8,93.6 200.9,93.5 201,93.3 201,93.2 201.1,93.2" class="st1"></polyline>
						<polyline points="201.1,95.8 201.1,95.7 200.9,95.6 200.9,95.4 200.9,95.3 200.8,95.1 200.9,94.9 200.8,94.6 
							200.8,94.4 200.9,94.2 200.8,94.1 200.9,93.9 201,93.8 201,93.6 201.1,93.5 201.2,93.5 201.3,93.5" class="st1"></polyline>
						<polyline points="200,93.1 200,93.1 199.9,93.1 199.8,93.2 199.7,93.3 199.6,93.5 199.5,93.6 199.5,93.8 
							199.5,94.1 199.4,94.3 199.4,94.6 199.4,94.8 199.4,95 199.4,95.3 199.5,95.5 199.6,95.6 199.6,95.8 199.8,95.8 199.9,95.8" class="st1"></polyline>
						<polyline points="201.5,95.8 201.4,95.7 201.4,95.6 201.3,95.5 201.3,95.3 201.2,95.1 201.2,94.9 201.2,94.7 
							201.2,94.5 201.2,94.3 201.3,94.1 201.3,93.9 201.4,93.8 201.4,93.6 201.5,93.6 201.6,93.5 201.6,93.5" class="st1"></polyline>
						<polyline points="200,93.5 199.9,93.6 199.8,93.9 199.8,94 199.7,94.2 199.7,94.4 199.6,94.6 199.7,94.8 
							199.7,95 199.8,95.2" class="st1"></polyline>
						<polyline points="201.6,93.3 201.6,93.3 201.4,93.3 201.4,93.4 201.3,93.6 201.2,93.7 201.1,93.9 201.1,94.1 
							201,94.4 201,94.6 201.1,94.9 201,95.1 201.1,95.3 201,95.5 201.1,95.7 201.2,95.9 201.2,96 201.4,96 201.5,96" class="st1"></polyline>
						<polyline points="203.1,96 203,95.9 203,95.8 202.9,95.6 202.9,95.4 202.8,95.2 202.8,95 202.8,94.9 202.9,94.7 
							202.9,94.5 202.9,94.3 203,94 203,93.9 203,93.8 203.1,93.7 203.2,93.7 203.2,93.7" class="st1"></polyline>
						<polyline points="201.9,95.6 201.8,95.4 201.8,95.2 201.7,94.9 201.7,94.7 201.8,94.5 201.8,94.2 201.8,93.9 
							201.9,93.8 202,93.6" class="st1"></polyline>
						<polyline points="201.8,95.4 201.8,95.2 201.7,95 201.7,94.8 201.7,94.6 201.7,94.4 201.8,94.2 201.9,94 
							201.9,93.8" class="st1"></polyline>
						<polyline points="203.6,93.5 203.5,93.5 203.4,93.5 203.3,93.6 203.2,93.8 203.2,94 203.1,94.1 203.1,94.3 
							203,94.6 203,94.9 203,95.1 203,95.3 203,95.6 203.1,95.8 203.1,96 203.2,96.1 203.3,96.2 203.4,96.3 203.5,96.3" class="st1"></polyline>
						<polyline points="204.9,95.5 205,95.3 205,95 205,94.8 205.1,94.5 205.1,94.3 205.2,94.1 205.3,94" class="st1"></polyline>
						<line y2="93.5" x2="203.6" y1="93.5" x1="203.5" class="st1"></line>
						<polyline points="203,95.7 203,95.5 202.9,95.2 202.9,95 203,94.8 203,94.6 203.1,94.2 203.1,94 203.2,93.9 
							203.2,93.8" class="st1"></polyline>
						<line y2="93.3" x2="201.6" y1="93.3" x1="201.5" class="st1"></line>
						<polyline points="201,95.5 200.9,95.2 200.9,95 200.9,94.8 201,94.6 201,94.3 201,94.1 201.1,93.8 201.2,93.7 
							201.2,93.5" class="st1"></polyline>
						<polyline points="199.3,93.7 199.2,93.9 199.2,94.1 199.1,94.3 199.2,94.5 199.2,94.8 199.2,95 199.3,95.1 
							199.3,95.3 199.3,95.4 199.5,95.5 199.5,95.6" class="st1"></polyline>
						<polyline points="199.5,93.5 199.4,93.7 199.3,93.7 199.2,93.9 199.2,93.9 199.2,94.1 199.2,94.2 199.1,94.3 
							199.2,94.5 199.1,94.7 199.2,94.9 199.1,95 199.1,95.1 199.2,95.2 199.2,95.4" class="st1"></polyline>
						<polyline points="199.4,93.4 199.4,93.4 199.5,93.5 199.4,93.7 199.3,93.7 199.2,93.9 199.2,94 199.2,94.1 
							199.1,94.3 199.1,94.5 199.1,94.7 199.1,94.9 199.1,95 199.1,95.1 199.2,95.3 199.2,95.4" class="st1"></polyline>
						<polyline points="199.3,93.7 199.2,93.9 199.2,94.1 199.1,94.3 199.1,94.5 199.1,94.7 199.1,94.9 199.1,95.1 
							199.2,95.3" class="st1"></polyline>
						<polyline points="198,93.1 197.9,93.1 197.8,93.2 197.7,93.3 197.6,93.3 197.6,93.5 197.5,93.6 197.5,93.9 
							197.4,94.1 197.4,94.3 197.4,94.5 197.4,94.7 197.4,94.9 197.5,95.1 197.5,95.2 197.5,95.3 197.7,95.4" class="st1"></polyline>
						<polyline points="198,93.1 198,93 197.8,92.9 197.7,93 197.6,93 197.6,93.1 197.5,93.2 197.4,93.4 197.4,93.6 
							197.2,93.8 197.2,94 197.2,94.3 197.2,94.6 197.2,94.8 197.2,95 197.3,95.2 197.3,95.4 197.5,95.4 197.5,95.5 197.6,95.5 
							197.7,95.5 197.8,95.3" class="st1"></polyline>
						<line y2="92.8" x2="194.7" y1="92.7" x1="194.8" class="st1"></line>
						<line y2="95" x2="194.5" y1="95.1" x1="194.5" class="st1"></line>
						<polyline points="197.4,97.1 197.3,97 197.2,97 197.1,97 197,96.8 196.9,96.7 196.8,96.5 196.8,96.3 196.7,96.1 
							196.7,95.9 196.6,95.8 196.5,95.5 196.6,95.2 196.5,95 196.5,94.6 196.6,94.4 196.6,94.1 196.6,93.9 196.8,93.5 196.8,93.3 
							196.8,93 196.9,92.8 197,92.5 197.1,92.3 197.2,92.1 197.3,92 197.3,91.8 197.5,91.7 197.6,91.6 197.6,91.4 197.7,91.4 
							197.9,91.4 198,91.3" class="st1"></polyline>
						<line y2="91.3" x2="197.6" y1="91.3" x1="197.7" class="st1"></line>
						<line y2="93.4" x2="194.5" y1="93.5" x1="196" class="st1"></line>
						<polyline points="196.1,95.6 196,95.5 196,95.5 196,95.2 195.9,95 195.8,94.7 195.9,94.5 195.8,94.2 195.8,94 
							196,93.7 196,93.5 196,93.3 196,93.2 196.1,93 196.2,92.9 196.3,92.6 196.4,92.5" class="st1"></polyline>
						<polyline points="197.1,91.6 197,91.7 197,91.9 196.8,92.1 196.7,92.3 196.6,92.5 196.6,92.8 196.4,93 
							196.4,93.2 196.3,93.5 196.3,93.8 196.3,94.1 196.2,94.3 196.2,94.6 196.2,94.9 196.2,95.2 196.2,95.4 196.2,95.7 196.3,96 
							196.3,96.1 196.4,96.3 196.4,96.5" class="st1"></polyline>
						<polyline points="194.8,92.7 194.7,92.8 194.6,93 194.6,93.2 194.5,93.4 194.5,93.6 194.5,93.8 194.4,94.1 
							194.4,94.4 194.4,94.6 194.5,94.8 194.5,95.1 194.6,95.4 196,95.5" class="st1"></polyline>
						<polyline points="196.2,96 195.2,95.9 195.1,95.8 195,95.8 194.8,95.6 194.7,95.6 194.7,95.5 194.7,95.4 
							194.6,95.4 194.6,95.4 194.5,95 194.4,94.8 194.4,94.7 194.4,94.6 194.4,94.4 194.4,94.3 194.4,94.2 194.4,94 194.5,93.8 
							194.4,93.7 194.5,93.5 194.5,93.4 194.5,93.3 194.6,93.2 194.7,93.1 194.6,93 194.7,92.8 194.8,92.7 194.9,92.5 195,92.4 
							195.2,92.2 195.3,92 196.7,92.1" class="st2"></polyline>
						<polyline points="197.9,93.1 198,93.1 199.6,93.3" class="st2"></polyline>
						<polyline points="201.1,93.6 201.2,93.5 201.3,93.4 201.4,93.3 201.5,93.3 201.6,93.3 201.7,93.3 201.7,93.5" class="st2"></polyline>
						<polyline points="203.5,94 203.6,93.9 203.7,93.8 203.7,93.6 203.8,93.6 203.9,93.6 204,93.6 204,93.6 
							204.1,93.6 204.2,93.7" class="st2"></polyline>
						<line y2="94" x2="205.3" y1="94" x1="205.3" class="st2"></line>
						<polyline points="205.7,93.9 205.8,94 205.9,94 205.9,94.1 205.9,94.2 206,94.3 206,94.4 206,94.4 206,94.6 
							206.1,94.8 206.1,94.9 206.1,95.1 206,95.3 206.1,95.5 206,95.6 206,95.8 205.9,96 205.8,96.1 205.8,96.2 205.7,96.2 
							205.6,96.4 205.6,96.4 205.5,96.5 205.4,96.5 205.4,96.5 205.3,96.4 205.3,96.4 205.2,96.4 205.1,96.3 205.1,96.3 205.1,96.2 
							205.1,96.1" class="st2"></polyline>
						<polyline points="205,96.5 205.1,96.5 205.2,96.5 205.3,96.4" class="st2"></polyline>
						<polyline points="203.9,94 204,93.9 204.1,93.8 204.2,93.6 204.2,93.6 204.3,93.6 204.4,93.6 204.5,93.7 
							204.6,93.7 204.6,93.7" class="st2"></polyline>
						<polyline points="204.8,94.1 204.8,94 204.9,93.8 205,93.7 205.1,93.7 205.2,93.7 205.2,93.7 205.3,93.7 
							205.3,93.8 205.3,93.8" class="st2"></polyline>
						<polyline points="204.4,94.1 204.5,93.8 204.6,93.7 204.6,93.6 204.6,93.6 204.9,93.6 204.9,93.7 204.9,93.7" class="st2"></polyline>
						<polyline points="205.1,94.2 205.3,94 205.3,93.8 205.4,93.8 205.5,93.8 205.6,93.8 205.7,93.7 205.8,93.9 
							205.8,94" class="st2"></polyline>
						<polyline points="204.2,95.8 204.2,96 204.3,96.2 204.3,96.3 204.4,96.3 204.6,96.4 204.7,96.4 204.8,96.5 
							204.9,96.3" class="st2"></polyline>
						<polyline points="204.9,96.4 204.9,96.3 204.7,96.3 204.7,96.2 204.7,96 204.6,95.9" class="st2"></polyline>
						<polyline points="201.4,93.3 201.3,93.4 201.2,93.3 201.1,93.2 201.1,93.2 201,93.2 200.9,93.3 200.9,93.4 
							200.8,93.5 200.7,93.6" class="st2"></polyline>
						<polyline points="200.4,95.9 200.4,95.9 200.3,95.9 200.2,95.9 200.1,95.9 200,95.8 199.9,95.7 199.9,95.5 
							199.8,95.4 199.8,95.2" class="st2"></polyline>
						<polyline points="198.5,95.5 198.5,95.7 198.3,95.9 198.3,96.1 198.2,96.3 198.1,96.5 198,96.6 197.9,96.7 
							197.8,96.9 197.7,97 197.6,97 197.5,97.1 197.4,97.1 197,97 196.9,97 196.7,97 196.6,96.9 196.6,96.7 196.4,96.5 196.1,95.6" class="st2"></polyline>
						<line y2="95.3" x2="197.8" y1="95.4" x1="197.7" class="st2"></line>
						<line y2="95.4" x2="197.7" y1="95.4" x1="197.7" class="st2"></line>
						<line y2="95.4" x2="197.7" y1="95.4" x1="197.7" class="st2"></line>
						<polyline points="199.2,95.4 199.2,95.5 199.3,95.6 199.3,95.7 199.4,95.6 199.4,95.7 199.5,95.7 199.5,95.8 
							199.5,95.8" class="st2"></polyline>
						<polyline points="201.1,96 201.2,96 201.2,96" class="st2"></polyline>
						<polyline points="201,95.3 201,95.5 201.1,95.7 201.1,95.8 201.2,96 201.3,96.1 201.4,96 201.5,96 201.6,96.1 
							201.7,96" class="st2"></polyline>
						<polyline points="203.3,96.1 203.2,96.3 203.1,96.3" class="st2"></polyline>
						<polyline points="203.6,96.3 203.6,96.3 203.5,96.3 203.4,96.3 203.3,96.2 203.2,96.2 203.1,96.1 203.1,95.9 
							203,95.7 203,95.5" class="st2"></polyline>
						<polyline points="203.4,95.6 203.5,95.9 203.5,96.1 203.6,96.2 203.6,96.3 203.7,96.3 203.8,96.3 203.9,96.4 
							204,96.4" class="st2"></polyline>
						<polyline points="203,96.2 202.8,96.2 202.7,96.1 202.7,95.9 202.6,95.7 202.6,95.5" class="st2"></polyline>
						<polyline points="202.8,93.9 202.8,93.8 202.9,93.7 203,93.5 203,93.4 203.2,93.5 203.2,93.5 203.3,93.5 
							203.3,93.6 203.3,93.6" class="st2"></polyline>
						<polyline points="203.1,94 203.2,93.8 203.3,93.6 203.4,93.5 203.5,93.5 203.6,93.5 203.7,93.5 203.7,93.6" class="st2"></polyline>
						<polyline points="202.5,93.4 202.5,93.4 202.4,93.4 202.4,93.4 202.3,93.4 202.2,93.3 202.2,93.4 202,93.5 
							202,93.6 201.9,93.8" class="st2"></polyline>
						<polyline points="200.1,93.3 200.1,93.2 200,93.1" class="st2"></polyline>
						<polyline points="200,93.5 200,93.4 200.1,93.3 200.2,93.1 200.3,93.1 200.4,93.1 200.4,93.1 200.4,93.2 
							200.5,93.3 200.5,93.3" class="st2"></polyline>
						<polyline points="202.1,93.5 202.1,93.4 202,93.4" class="st2"></polyline>
						<line y2="93.8" x2="202.3" y1="93.9" x1="202.3" class="st2"></line>
						<polyline points="202.4,96.2 202.4,96.2 202.3,96.2 202.2,96.1 202.1,96.1 202,96.1 201.9,95.9 201.9,95.8 
							201.9,95.6 201.8,95.4" class="st2"></polyline>
						<polyline points="201.4,95.4 201.5,95.6 201.5,95.8 201.6,96 201.7,96.1 201.8,96.1 201.8,96.1 201.9,96.1 
							202,96.1" class="st2"></polyline>
						<polyline points="202.8,96.2 202.7,96.2 202.6,96.2 202.6,96.2 202.4,96.2 202.4,96.1 202.3,95.9 202.2,95.8 
							202.1,95.4" class="st2"></polyline>
						<polyline points="200.5,95.3 200.6,95.5 200.7,95.7 200.7,95.8 200.8,96 200.9,95.9" class="st2"></polyline>
						<polyline points="200.1,95.2 200.2,95.5 200.2,95.7 200.4,95.8 200.5,95.9 200.5,96 200.6,96 200.7,96 200.8,96" class="st2"></polyline>
						<polyline points="199.4,95.2 199.4,95.4 199.5,95.6 199.5,95.7 199.6,95.8 199.8,95.8 199.9,95.8 200,95.9 
							200,95.8" class="st2"></polyline>
						<line y2="95.6" x2="199.3" y1="95.4" x1="197.7" class="st2"></line>
						<polyline points="200.9,93.3 200.9,93.3 200.8,93.2 200.7,93.2 200.6,93.2 200.5,93.3 200.4,93.4 200.3,93.6" class="st2"></polyline>
						<polyline points="198.8,93.2 198.8,93 198.7,92.7 198.7,92.5 198.7,92.3 198.7,92.1 198.5,91.9 198.5,91.7 
							198.4,91.6 198.3,91.6 198.2,91.4 198.2,91.4 198,91.3 197.6,91.3 197.5,91.4 197.4,91.4 197.3,91.4 197.1,91.5 197.1,91.6 
							196.4,92.5" class="st2"></polyline>
						<polyline points="199.6,93.3 199.8,93.2 199.8,93.2 199.9,93.1" class="st2"></polyline>
						<polyline points="201.9,93.3 201.8,93.3 201.7,93.5 201.6,93.5 201.5,93.6 201.6,93.7" class="st2"></polyline>
						<polyline points="202.5,93.6 202.6,93.5 202.6,93.4 202.7,93.4 202.8,93.5 202.8,93.5 203,93.5" class="st2"></polyline>
						<polyline points="199.5,93.5 199.5,93.4 199.6,93.3 199.6,93.3" class="st2"></polyline>
						<polyline points="203.7,95.6 203.8,95.8 203.8,96 203.9,96.2 204,96.3 204.1,96.3 204.2,96.4 204.3,96.4 
							204.4,96.4 204.4,96.3" class="st2"></polyline>
					</g>
					<g id="ID_1114">
						<line y2="116.6" x2="186.3" y1="116.8" x1="186.4" class="st1"></line>
						<polyline points="187.2,116.5 187.1,116.4 187.1,116.3 187,116.3 186.9,116.3 186.9,116.3 186.8,116.4 
							186.8,116.5 186.7,116.6 186.6,116.8 186.6,117 186.5,117.1 186.5,117.3 186.5,117.5 186.5,117.7 186.5,117.9 186.5,118 
							186.6,118.1 186.7,118.2 186.7,118.3 186.8,118.3 186.9,118.2 187,118.1 187.1,118.1" class="st1"></polyline>
						<polyline points="186.1,117.6 186.1,117.8 186.1,118" class="st1"></polyline>
						<polyline points="186.4,115.8 186.3,115.8 186.2,115.8 186.1,116 186,116.1 186,116.3 185.8,116.6 185.8,116.8 
							185.8,117 185.8,117.2 185.8,117.5 185.7,117.7 185.8,117.9 185.8,118.1 185.9,118.3 185.9,118.4 186.1,118.6 186.2,118.5 
							186.3,118.6" class="st1"></polyline>
						<polyline points="186,115.8 185.9,115.8 185.9,115.8 185.8,115.8 185.7,116 185.5,116.2 185.5,116.3 185.4,116.6 
							185.4,116.8 185.3,117 185.3,117.3 185.4,117.5 185.5,117.8 185.4,118 185.5,118.2 185.6,118.3 185.6,118.5 185.8,118.5 
							185.8,118.5" class="st1"></polyline>
						<polyline points="186.2,118.1 186.1,118 186.1,117.9 186.2,117.7 186.1,117.6 186.2,117.4 186.1,117.2 186.2,117 
							186.2,116.9 186.3,116.6 186.3,116.4 186.4,116.3 186.5,116.2 186.5,116 186.6,115.9 186.7,115.9 186.8,115.9" class="st1"></polyline>
						<polyline points="185.1,116.1 185.1,116.3 185,116.5 184.9,116.7 184.9,116.9 184.9,117.1 184.9,117.3 
							184.9,117.5 184.9,117.7" class="st1"></polyline>
						<polyline points="183.9,115.8 183.8,116.1 183.8,116.3 183.8,116.5 183.7,116.7 183.7,116.9 183.6,117.2 
							183.7,117.4 183.8,117.6 183.8,117.8" class="st1"></polyline>
						<polyline points="183.8,117.6 183.7,117.4 183.6,117.2 183.7,117 183.6,116.8 183.7,116.6 183.7,116.4 
							183.8,116.2 183.8,116.1" class="st1"></polyline>
						<polyline points="184,115.8 184,115.8 183.9,115.8 183.8,115.9 183.7,116 183.7,116.2 183.6,116.3 183.6,116.5 
							183.5,116.8 183.6,117 183.5,117.2 183.6,117.4 183.6,117.6 183.7,117.8 183.7,117.8 183.8,118 183.9,118.1" class="st1"></polyline>
						<polyline points="183.4,118 183.3,118 183.3,117.9 183.2,117.7 183.2,117.6 183.2,117.4 183.1,117.2 183.2,117 
							183.2,116.6 183.2,116.5 183.2,116.3 183.3,116.1 183.3,116 183.4,115.9 183.5,115.7 183.5,115.7 183.6,115.7" class="st1"></polyline>
						<polyline points="183.4,117.9 183.4,117.7 183.3,117.4 183.3,117.2 183.3,117 183.3,116.7 183.3,116.5 
							183.4,116.3 183.4,116.1 183.5,115.9 183.5,115.7" class="st1"></polyline>
						<polyline points="180.6,117.3 180.5,117.1 180.5,117 180.4,116.8 180.5,116.5 180.5,116.3 180.5,116.1 
							180.6,115.9 180.7,115.8 180.7,115.5" class="st1"></polyline>
						<polyline points="180.8,115.4 180.7,115.5 180.7,115.8 180.6,115.9 180.5,116.1 180.5,116.3 180.5,116.6 
							180.4,116.9 180.5,117.1 180.6,117.3 180.6,117.5" class="st1"></polyline>
						<polyline points="181.1,117.7 181,117.7 180.9,117.6 180.8,117.5 180.8,117.3 180.7,117.1 180.8,116.9 
							180.7,116.7 180.7,116.5 180.8,116.2 180.8,116 180.9,115.9 181,115.7 181,115.6 181.1,115.4 181.1,115.4 181.2,115.4" class="st1"></polyline>
						<polyline points="181.6,115.5 181.5,115.7 181.4,115.9 181.4,116.1 181.3,116.3 181.3,116.5 181.2,116.7 
							181.3,117 181.3,117.3 181.3,117.5 181.4,117.6" class="st1"></polyline>
						<polyline points="181.6,115.5 181.5,115.5 181.4,115.6 181.4,115.7 181.3,115.8 181.2,115.9 181.3,116.1 
							181.2,116.3 181.2,116.6 181.1,116.8 181.2,117 181.1,117.2 181.2,117.4 181.2,117.5 181.3,117.7 181.4,117.7 181.4,117.8" class="st1"></polyline>
						<polyline points="181.8,117.6 181.7,117.4 181.7,117.3 181.7,116.9 181.6,116.7 181.7,116.4 181.7,116.2 
							181.8,116 181.8,115.8 182,115.6" class="st1"></polyline>
						<polyline points="181.7,117.4 181.7,117.3 181.6,117.1 181.7,116.8 181.6,116.6 181.7,116.4 181.7,116.2 
							181.8,116 181.8,115.9 181.9,115.7" class="st1"></polyline>
						<polyline points="182,115.5 181.9,115.5 181.8,115.6 181.8,115.7 181.7,115.8 181.7,116 181.6,116.1 181.5,116.4 
							181.5,116.6 181.6,116.8 181.5,117 181.6,117.2 181.6,117.4 181.7,117.6 181.7,117.7 181.7,117.8 181.8,117.8" class="st1"></polyline>
						<polyline points="182.7,115.7 182.7,115.9 182.6,116.1 182.6,116.3 182.5,116.4 182.4,116.6 182.4,116.9 
							182.5,117.1 182.5,117.3 182.5,117.6" class="st1"></polyline>
						<polyline points="182,115.3 181.9,115.3 181.8,115.4 181.7,115.5 181.6,115.5 181.6,115.7 181.5,115.8 
							181.4,116.1 181.3,116.3 181.4,116.6 181.4,116.8 181.3,117 181.4,117.3 181.4,117.5 181.5,117.7 181.5,117.8 181.6,118 
							181.7,118.1 181.8,118" class="st1"></polyline>
						<polyline points="183.3,117.5 183.3,117.3 183.3,117.1 183.3,116.9 183.3,116.7 183.2,116.5 183.3,116.4 
							183.4,116.2 183.4,116" class="st1"></polyline>
						<polyline points="185.1,115.7 185,115.7 184.9,115.8 184.8,115.9 184.8,116 184.7,116.2 184.7,116.4 184.6,116.7 
							184.6,116.9 184.5,117.1 184.5,117.4 184.6,117.6 184.6,117.8 184.7,118 184.7,118.2 184.8,118.4 184.9,118.4 185,118.4" class="st1"></polyline>
						<polyline points="183.4,118.3 183.4,118.2 183.3,118.2 183.2,118.1 183.1,117.9 183.1,117.8 183,117.5 
							182.9,117.3 183,117.1 182.9,116.9 183,116.6 183,116.4 183,116.2 183.1,115.9 183.3,115.8 183.2,115.7 183.4,115.5 
							183.5,115.5 183.5,115.5" class="st1"></polyline>
						<polyline points="185,118.2 184.9,118.1 184.9,118 184.8,117.9 184.8,117.7 184.7,117.5 184.8,117.2 184.7,117.1 
							184.8,116.8 184.8,116.6 184.9,116.4 184.9,116.3 185,116.2 185.1,116 185.1,115.9 185.2,115.9 185.2,115.9" class="st1"></polyline>
						<polyline points="185,117.9 184.9,117.7 185,117.5 184.9,117.2 184.9,117 185,116.8 185,116.6 185.1,116.3 
							185.1,116.1 185.2,116" class="st1"></polyline>
						<polyline points="185.9,116.2 185.8,116.4 185.7,116.6 185.7,116.8 185.7,117 185.7,117.2 185.7,117.4 
							185.7,117.6 185.7,117.8 185.7,118" class="st1"></polyline>
						<polyline points="184.1,117.6 184.1,117.4 184.1,117.2 184,117 184.1,116.8 184.1,116.6 184.1,116.4 184.2,116.3 
							184.3,116" class="st1"></polyline>
						<polyline points="185.9,116.1 185.9,116.2 185.8,116.5 185.8,116.7 185.7,116.9 185.7,117.1 185.7,117.4 
							185.7,117.6 185.8,117.9 185.7,118.1" class="st1"></polyline>
						<polyline points="185.9,118.3 185.8,118.3 185.8,118.2 185.7,118.2 185.6,118 185.5,117.8 185.6,117.5 
							185.5,117.4 185.6,117.1 185.5,116.9 185.6,116.7 185.6,116.5 185.7,116.4 185.8,116.3 185.8,116.1 185.9,116 186,116 
							186,116" class="st1"></polyline>
						<polyline points="185.4,118.5 185.3,118.5 185.2,118.4 185.2,118.3 185.1,118.2 185.1,118 185,117.8 185,117.6 
							184.9,117.3 185,117.1 185,116.9 185,116.6 185.1,116.3 185.1,116.2 185.2,116 185.2,115.9 185.4,115.7 185.4,115.7 
							185.5,115.7" class="st1"></polyline>
						<polyline points="185.5,118.3 185.4,118.2 185.3,118 185.3,117.8 185.2,117.7 185.2,117.6 185.1,117.4 185.1,117 
							185.2,116.8 185.2,116.6 185.2,116.5 185.4,116.3 185.3,116.2 185.4,116 185.5,116 185.6,116 185.6,116" class="st1"></polyline>
						<polyline points="185.4,118.1 185.4,117.9 185.3,117.7 185.3,117.4 185.3,117.2 185.3,117 185.4,116.7 
							185.4,116.5 185.4,116.2 185.5,116.1 185.6,116" class="st1"></polyline>
						<line y2="116.2" x2="187.1" y1="116.3" x1="187.1" class="st1"></line>
						<polyline points="185.4,117.9 185.3,117.7 185.3,117.5 185.2,117.3 185.3,117.1 185.3,116.9 185.3,116.7 
							185.3,116.6 185.4,116.4 185.4,116.2" class="st1"></polyline>
						<polyline points="183.8,118.3 183.7,118.3 183.6,118.2 183.6,118.1 183.5,117.9 183.5,117.7 183.4,117.5 
							183.4,117.3 183.4,117 183.3,116.8 183.4,116.6 183.4,116.4 183.5,116.2 183.5,115.9 183.7,115.8 183.7,115.7 183.8,115.5 
							183.9,115.5 184,115.5" class="st1"></polyline>
						<polyline points="182.3,115.7 182.2,115.9 182.2,116.1 182.1,116.2 182.1,116.4 182,116.6 182,116.9 182,117.1 
							182.1,117.2 182.1,117.4" class="st1"></polyline>
						<polyline points="182.2,118.1 182.1,118.2 182.1,118.1 182,118 181.8,117.8 181.8,117.7 181.7,117.4 181.8,117.2 
							181.7,117 181.8,116.8 181.8,116.5 181.8,116.3 181.9,116.1 181.9,115.8 182,115.7 182,115.5 182.1,115.5 182.2,115.4 
							182.3,115.3" class="st1"></polyline>
						<polyline points="182.3,117.9 182.2,117.8 182.1,117.8 182,117.6 181.9,117.4 182,117.2 181.9,117 182,116.8 
							181.9,116.6 182,116.3 182,116.1 182.1,116 182.1,115.9 182.2,115.7 182.3,115.6 182.4,115.6 182.4,115.6" class="st1"></polyline>
						<polyline points="180.9,117.4 180.8,117.2 180.9,116.9 180.8,116.8 180.9,116.5 180.9,116.3 180.9,116.1 
							181,115.9 181,115.8 181.1,115.6" class="st1"></polyline>
						<polyline points="181.1,115.5 181,115.7 181,115.9 181,116.1 180.9,116.3 180.9,116.5 180.9,116.9 180.9,117 
							181,117.2 180.9,117.5" class="st1"></polyline>
						<polyline points="182.7,115.4 182.6,115.3 182.5,115.5 182.5,115.6 182.4,115.6 182.3,115.8 182.3,116.1 
							182.2,116.3 182.2,116.5 182.2,116.7 182.1,116.9 182.2,117.2 182.1,117.4 182.2,117.6 182.2,117.8 182.3,118 182.4,118.1 
							182.5,118.2 182.6,118.1" class="st1"></polyline>
						<polyline points="181.1,115.2 181.1,115.2 181,115.2 180.9,115.3 180.9,115.4 180.7,115.5 180.7,115.8 180.6,116 
							180.6,116.2 180.5,116.4 180.5,116.7 180.6,116.9 180.5,117.1 180.6,117.3 180.6,117.5 180.7,117.7 180.8,117.8 180.8,118 
							180.9,118" class="st1"></polyline>
						<polyline points="182.7,117.9 182.6,117.8 182.4,117.8 182.4,117.6 182.4,117.5 182.3,117.3 182.4,117.1 
							182.4,116.9 182.4,116.7 182.4,116.4 182.4,116.2 182.5,116 182.6,115.9 182.6,115.8 182.7,115.6 182.8,115.6 182.8,115.6" class="st1"></polyline>
						<polyline points="181.3,117.4 181.2,117.2 181.3,116.9 181.2,116.7 181.3,116.5 181.3,116.3 181.3,116.1 
							181.3,116 181.4,115.8 181.5,115.7" class="st1"></polyline>
						<polyline points="183.1,115.7 183.1,115.9 183,116.1 183,116.3 182.9,116.5 182.9,116.8 182.9,117 182.9,117.2 
							182.9,117.5 183,117.7" class="st1"></polyline>
						<polyline points="181.6,115.2 181.5,115.2 181.4,115.4 181.3,115.4 181.2,115.6 181.2,115.7 181,116 181,116.2 
							180.9,116.4 181,116.6 180.9,116.8 180.9,117.1 181,117.3 181,117.5 181.1,117.7 181.1,117.9 181.3,118 181.4,118.1 
							181.5,118" class="st1"></polyline>
						<polyline points="183,118 183,117.9 182.9,117.9 182.8,117.7 182.8,117.5 182.7,117.3 182.8,117.1 182.7,116.9 
							182.8,116.7 182.8,116.4 182.9,116.2 182.9,116.1 183,115.9 183.1,115.8 183,115.7 183.1,115.6 183.2,115.7" class="st1"></polyline>
						<polyline points="184.2,118.3 184.2,118.3 184,118.3 184,118.2 183.9,118.1 183.8,117.9 183.8,117.7 183.7,117.5 
							183.7,117.2 183.8,117 183.7,116.8 183.9,116.5 183.8,116.3 183.9,116 184,115.9 184.1,115.8 184.2,115.7 184.3,115.6 
							184.3,115.6" class="st1"></polyline>
						<polyline points="182.7,115.7 182.7,115.9 182.6,116.2 182.6,116.4 182.5,116.6 182.5,116.8 182.5,117.1 
							182.5,117.3 182.5,117.6 182.5,117.7" class="st1"></polyline>
						<polyline points="184.4,115.8 184.4,115.8 184.3,115.8 184.2,115.9 184.2,116.1 184.1,116.2 184,116.4 184,116.5 
							183.9,116.8 184,116.9 183.9,117.2 184,117.4 183.9,117.6 184,117.8 184,118 184.2,118 184.3,118.1" class="st1"></polyline>
						<polyline points="182.9,117.5 182.8,117.4 182.9,117.1 182.8,116.9 182.9,116.7 182.9,116.5 182.9,116.3 
							183,116.1 183,116" class="st1"></polyline>
						<polyline points="184.8,116 184.7,116.1 184.7,116.4 184.5,116.6 184.6,116.8 184.5,117 184.5,117.3 184.5,117.5 
							184.5,117.8 184.6,118" class="st1"></polyline>
						<polyline points="184.6,118.2 184.6,118 184.5,118 184.4,117.9 184.4,117.7 184.3,117.5 184.4,117.3 184.4,117 
							184.4,116.8 184.4,116.6 184.5,116.4 184.5,116.3 184.6,116.1 184.6,115.9 184.7,115.9 184.8,115.8 184.8,115.9" class="st1"></polyline>
						<polyline points="183,118.2 182.9,118.2 182.7,118.1 182.7,117.9 182.7,117.8 182.6,117.6 182.6,117.4 
							182.6,117.1 182.5,116.9 182.6,116.7 182.6,116.4 182.6,116.2 182.7,115.9 182.7,115.8 182.9,115.7 182.9,115.6 183,115.5 
							183.1,115.4 183.2,115.4" class="st1"></polyline>
						<polyline points="184.5,117.6 184.5,117.5 184.5,117.2 184.4,117 184.5,116.8 184.5,116.7 184.6,116.5 
							184.6,116.3 184.7,116.1" class="st1"></polyline>
						<polyline points="186.4,116 186.3,116.1 186.2,116.1 186.2,116.3 186.1,116.4 186.1,116.6 186,116.7 185.9,116.9 
							186,117.1 186,117.4 185.9,117.7 186,117.9 186,118 186.1,118.1 186.2,118.2 186.2,118.3 186.2,118.3" class="st1"></polyline>
						<line y2="115.9" x2="186.7" y1="115.8" x1="186.7" class="st1"></line>
						<polyline points="186.1,118 186.1,117.8 186.1,117.6 186.1,117.4 186,117.2 186.1,117 186.1,116.8 186.2,116.6 
							186.2,116.4 186.3,116.3" class="st1"></polyline>
						<polyline points="186.4,116.8 186.5,116.6 186.5,116.5 186.6,116.2 186.7,116.2 186.8,116.1 186.9,116.1" class="st1"></polyline>
						<polyline points="186.4,116.8 186.5,116.6 186.6,116.3 186.7,116.2 186.8,116.2 186.9,116.1 186.9,116" class="st1"></polyline>
						<polyline points="184.6,118.4 184.6,118.3 184.4,118.3 184.3,118.2 184.3,118.1 184.2,117.9 184.2,117.7 
							184.1,117.4 184.2,117.2 184.2,116.9 184.2,116.7 184.3,116.5 184.3,116.2 184.4,116 184.4,115.9 184.5,115.8 184.6,115.7 
							184.7,115.6 184.8,115.6" class="st1"></polyline>
						<polyline points="186.1,117.6 186,117.3 186.1,117.1 186.1,116.9 186.2,116.7 186.2,116.4 186.4,116.2 
							186.4,116.1" class="st1"></polyline>
						<line y2="115.6" x2="184.7" y1="115.6" x1="184.7" class="st1"></line>
						<polyline points="184.1,117.8 184.2,117.6 184.1,117.3 184.1,117.1 184.1,116.9 184.1,116.6 184.1,116.4 
							184.2,116.2 184.4,116 184.4,115.9" class="st1"></polyline>
						<line y2="115.4" x2="182.7" y1="115.3" x1="182.6" class="st1"></line>
						<polyline points="182.2,117.6 182.1,117.3 182.1,117.1 182.1,116.9 182.1,116.6 182.1,116.4 182.2,116.2 
							182.2,116 182.3,115.7 182.4,115.6" class="st1"></polyline>
						<polyline points="180.5,115.8 180.4,116 180.4,116.3 180.3,116.5 180.4,116.7 180.3,116.9 180.4,117.1 
							180.3,117.3 180.4,117.4 180.5,117.6 180.5,117.7 180.7,117.7" class="st1"></polyline>
						<polyline points="180.5,115.6 180.5,115.8 180.5,115.8 180.4,115.9 180.4,116 180.4,116.2 180.3,116.4 
							180.3,116.5 180.3,116.6 180.3,116.8 180.2,116.9 180.3,117.1 180.3,117.2 180.3,117.3 180.4,117.4" class="st1"></polyline>
						<polyline points="180.6,115.6 180.6,115.6 180.5,115.6 180.5,115.7 180.5,115.8 180.4,115.9 180.4,116.2 
							180.3,116.3 180.3,116.5 180.3,116.6 180.2,116.8 180.2,116.9 180.3,117.1 180.3,117.2 180.4,117.4 180.4,117.5" class="st1"></polyline>
						<polyline points="180.5,115.8 180.4,115.9 180.4,116.2 180.3,116.4 180.3,116.6 180.2,116.8 180.3,117 
							180.3,117.2 180.4,117.4" class="st1"></polyline>
						<polyline points="179.2,115.2 179.1,115.3 179,115.3 178.9,115.3 178.8,115.4 178.8,115.7 178.6,115.8 178.7,116 
							178.5,116.2 178.6,116.4 178.5,116.6 178.6,116.8 178.5,117.1 178.6,117.3 178.6,117.4 178.7,117.4 178.8,117.5" class="st1"></polyline>
						<polyline points="179.2,115.2 179.1,115.1 179,115.1 178.9,115.1 178.8,115.1 178.8,115.2 178.7,115.4 
							178.5,115.5 178.5,115.7 178.4,115.9 178.4,116.2 178.3,116.4 178.3,116.7 178.4,116.9 178.3,117.1 178.4,117.3 178.5,117.5 
							178.6,117.6 178.7,117.6 178.8,117.6 178.9,117.6 178.9,117.5" class="st1"></polyline>
						<line y2="114.9" x2="175.9" y1="114.8" x1="176" class="st1"></line>
						<line y2="117" x2="175.6" y1="117.1" x1="175.6" class="st1"></line>
						<line y2="115.4" x2="175.7" y1="115.7" x1="177.2" class="st1"></line>
						<polyline points="177.2,117.7 177.1,117.6 177.1,117.6 177.1,117.4 177,117.1 177,116.8 177,116.7 177,116.3 
							177,116.1 177.1,115.9 177.2,115.7 177.2,115.5 177.2,115.2 177.3,115.1 177.3,114.9 177.4,114.8 177.6,114.6" class="st1"></polyline>
						<polyline points="179.1,113.5 179,113.5 178.9,113.5 178.8,113.6 178.8,113.7 178.7,113.7 178.5,114 178.5,114.1 
							178.3,114.2 178.2,114.4 178.1,114.7 178.1,114.9 178,115.1 177.9,115.5 177.8,115.7 177.8,115.9 177.8,116.2 177.8,116.5 
							177.7,116.8 177.7,117.1 177.8,117.4 177.7,117.6 177.8,117.9 177.9,118.1 177.8,118.3 178,118.5 178,118.6 178.1,118.8 
							178.1,118.9 178.2,119 178.3,119.1 178.4,119.2 178.5,119.2" class="st1"></polyline>
						<line y2="113.4" x2="178.9" y1="113.5" x1="178.8" class="st1"></line>
						<polyline points="177.6,118.7 177.6,118.5 177.5,118.3 177.4,118 177.4,117.8 177.3,117.6 177.3,117.3 177.4,117 
							177.3,116.8 177.3,116.5 177.4,116.2 177.5,115.9 177.5,115.6 177.6,115.4 177.6,115.1 177.6,114.8 177.8,114.6 177.8,114.4 
							178,114.2 178,114 178.1,113.9 178.3,113.7" class="st1"></polyline>
						<polyline points="175.9,114.8 175.9,115 175.8,115.1 175.8,115.3 175.7,115.4 175.7,115.8 175.6,116 175.6,116.2 
							175.6,116.5 175.6,116.7 175.6,116.9 175.7,117.2 175.7,117.4 177.1,117.6" class="st1"></polyline>
						<polyline points="177.4,118.1 176.4,118 176.3,117.9 176.1,117.8 176,117.7 175.9,117.7 175.8,117.6 175.8,117.6 
							175.7,117.5 175.7,117.4 175.6,117 175.6,116.9 175.6,116.8 175.5,116.7 175.6,116.5 175.6,116.4 175.6,116.3 175.6,116.1 
							175.5,116 175.6,115.9 175.6,115.7 175.6,115.6 175.7,115.4 175.7,115.3 175.7,115.1 175.8,115.1 175.9,114.9 175.9,114.8 
							176,114.6 176.2,114.4 176.2,114.3 176.4,114.1 177.8,114.3" class="st2"></polyline>
						<polyline points="179.1,115.3 179.2,115.2 180.8,115.4" class="st2"></polyline>
						<polyline points="182.3,115.7 182.4,115.6 182.5,115.5 182.5,115.4 182.6,115.3 182.7,115.4 182.8,115.4 
							182.9,115.5" class="st2"></polyline>
						<polyline points="184.7,116.1 184.8,116 184.8,115.8 184.9,115.8 185,115.6 185.1,115.6 185.2,115.7 185.2,115.8 
							185.3,115.8" class="st2"></polyline>
						<line y2="116.1" x2="186.4" y1="116" x1="186.4" class="st2"></line>
						<polyline points="186.9,116.1 186.9,116 187,116.1 187.1,116.2 187.1,116.3 187.1,116.4 187.2,116.5 187.2,116.5 
							187.2,116.7 187.3,116.9 187.2,117 187.3,117.2 187.2,117.4 187.2,117.6 187.2,117.7 187,117.9 187.1,118.1 186.9,118.2 
							186.9,118.3 186.8,118.4 186.8,118.5 186.7,118.5 186.6,118.6 186.6,118.6 186.5,118.6 186.5,118.6 186.4,118.6 186.4,118.5 
							186.3,118.4 186.2,118.3 186.2,118.2 186.2,118.1" class="st2"></polyline>
						<polyline points="186.2,118.6 186.3,118.6 186.4,118.6 186.4,118.6" class="st2"></polyline>
						<polyline points="185.1,116.1 185.2,116 185.2,115.9 185.3,115.8 185.4,115.7 185.5,115.7 185.5,115.7 
							185.6,115.8 185.7,115.9 185.7,115.9" class="st2"></polyline>
						<polyline points="185.9,116.2 185.9,116.1 186.1,116 186.1,115.9 186.3,115.8 186.3,115.8 186.4,115.8 
							186.4,115.9 186.5,115.9 186.5,116" class="st2"></polyline>
						<polyline points="185.4,116.2 185.6,116 185.7,115.9 185.7,115.8 185.8,115.7 186,115.8 186.1,115.9 186.1,115.9" class="st2"></polyline>
						<polyline points="186.3,116.3 186.4,116.1 186.5,116 186.6,115.9 186.7,115.8 186.8,115.9 186.8,115.9 186.9,116 
							187,116.1" class="st2"></polyline>
						<polyline points="185.7,118 185.7,118.1 185.9,118.2 185.9,118.4 185.9,118.5 186.1,118.6" class="st2"></polyline>
						<polyline points="185.9,118.5 186,118.6 185.8,118.5 185.8,118.5 185.6,118.5 185.5,118.4 185.5,118.3 
							185.4,118.1 185.4,117.9" class="st2"></polyline>
						<polyline points="183.9,118.3 183.9,118.3 183.8,118.3 183.7,118.3 183.6,118.3 183.6,118.2 183.4,118 
							183.4,117.9 183.3,117.5" class="st2"></polyline>
						<polyline points="182,118 181.9,118.1 181.8,118 181.7,118.1 181.6,118 181.5,117.9 181.4,117.8 181.4,117.6 
							181.3,117.4" class="st2"></polyline>
						<polyline points="182.5,115.5 182.4,115.4 182.4,115.4 182.3,115.3 182.2,115.4 182.2,115.4 182.1,115.4 
							182,115.5 182,115.6 181.9,115.7" class="st2"></polyline>
						<polyline points="180.8,115.4 180.7,115.4 180.7,115.5 180.5,115.6" class="st2"></polyline>
						<polyline points="181.5,115.7 181.6,115.5 181.6,115.4 181.8,115.3 181.8,115.3 182,115.3 182,115.4 182,115.4" class="st2"></polyline>
						<polyline points="183.8,116.1 183.9,115.8 184.1,115.7 184.2,115.7 184.2,115.5 184.2,115.5 184.3,115.6 
							184.4,115.6 184.5,115.7 184.5,115.7" class="st2"></polyline>
						<polyline points="183.5,115.7 183.6,115.6 183.7,115.6 183.8,115.5 184,115.5 184,115.6 184.1,115.7" class="st2"></polyline>
						<polyline points="183.3,115.6 183.3,115.5 183.2,115.4" class="st2"></polyline>
						<line y2="116" x2="183.4" y1="115.9" x1="183.5" class="st2"></line>
						<polyline points="184.9,115.8 184.9,115.7 184.8,115.6 184.7,115.6 184.6,115.7 184.5,115.7 184.4,115.9 
							184.3,116" class="st2"></polyline>
						<polyline points="182.7,115.7 182.7,115.7 182.8,115.6 182.9,115.5 183,115.5 183.1,115.4" class="st2"></polyline>
						<polyline points="183.6,118.2 183.6,118.3 183.4,118.3 183.4,118.2 183.3,118.3 183.2,118.2 183.1,118 183,117.9 
							183,117.7 182.9,117.5" class="st2"></polyline>
						<polyline points="180.9,117.4 180.9,117.5 181,117.7 181.1,117.8 181.1,117.9 181.3,118 181.4,118.1 181.5,118 
							181.6,118 181.6,118" class="st2"></polyline>
						<polyline points="182.7,118.1 182.8,118.2 182.6,118.1 182.5,118.2 182.4,118.2 182.3,118 182.3,117.9 
							182.2,117.7 182.2,117.6 182.1,117.4" class="st2"></polyline>
						<polyline points="183,116 183.1,115.7 183.2,115.6 183.3,115.6 183.4,115.5 183.5,115.5 183.5,115.5 183.6,115.5 
							183.6,115.6 183.7,115.6" class="st2"></polyline>
						<polyline points="184.1,117.6 184.1,117.8 184.2,118 184.3,118.1 184.3,118.3 184.5,118.4 184.6,118.4 
							184.6,118.4 184.8,118.4 184.8,118.4" class="st2"></polyline>
						<polyline points="183.8,117.6 183.8,117.8 183.9,118 183.9,118.2 183.9,118.3 184.1,118.4" class="st2"></polyline>
						<polyline points="183.2,118.2 183.1,118.2 183,118.2 182.9,118.2 182.8,118.2 182.7,118.1 182.7,117.9 
							182.5,117.7 182.5,117.6" class="st2"></polyline>
						<polyline points="181.1,117.9 181,117.9 180.9,118 180.8,118 180.8,117.9 180.7,117.8 180.7,117.7 180.6,117.5 
							180.6,117.3" class="st2"></polyline>
						<polyline points="181.7,115.4 181.7,115.4 181.6,115.3 181.6,115.2 181.5,115.2 181.4,115.3 181.3,115.3 
							181.2,115.4 181.1,115.5 181.1,115.6" class="st2"></polyline>
						<polyline points="179.9,115.3 180,115.1 179.9,114.8 179.8,114.6 179.8,114.4 179.7,114.3 179.7,114.1 
							179.6,113.9 179.5,113.8 179.5,113.6 179.3,113.5 179.2,113.6 179.1,113.5 178.8,113.5 178.7,113.4 178.6,113.5 178.4,113.6 
							178.3,113.6 178.3,113.7 177.6,114.6" class="st2"></polyline>
						<polyline points="181,115.2 180.9,115.3 180.8,115.3 180.8,115.4" class="st2"></polyline>
						<polyline points="181.1,115.2 181.3,115.3 181.3,115.4" class="st2"></polyline>
						<polyline points="180.4,117.4 180.4,117.6 180.4,117.6 180.5,117.7 180.5,117.8 180.6,117.9 180.6,117.9 
							180.7,117.8 180.7,117.8" class="st2"></polyline>
						<polyline points="182.3,118.1 182.3,118.1 182.2,118.1" class="st2"></polyline>
						<polyline points="182.1,118.1 182,118 181.9,117.9 181.8,117.8 181.8,117.6 181.7,117.4" class="st2"></polyline>
						<polyline points="184.3,118.3 184.3,118.3 184.2,118.3" class="st2"></polyline>
						<polyline points="185.2,118.4 185.1,118.4 185,118.4 184.9,118.5 184.8,118.4 184.8,118.3 184.6,118.1 184.6,118 
							184.5,117.6" class="st2"></polyline>
						<polyline points="184.9,117.7 185,117.9 185,118.1 185.1,118.3 185.2,118.4 185.2,118.5 185.3,118.5 185.4,118.5 
							185.5,118.5 185.6,118.5" class="st2"></polyline>
						<line y2="117.7" x2="180.5" y1="117.5" x1="178.8" class="st2"></line>
						<polyline points="179.7,117.6 179.7,117.8 179.5,118 179.5,118.3 179.3,118.4 179.3,118.6 179.2,118.7 179,118.9 
							178.9,119 178.9,119.1 178.7,119.2 178.6,119.2 178.5,119.2 178.1,119.1 178.1,119.2 177.9,119.1 177.8,119 177.7,118.8 
							177.6,118.7 177.2,117.7" class="st2"></polyline>
						<line y2="117.5" x2="178.8" y1="117.5" x1="178.8" class="st2"></line>
						<line y2="117.5" x2="178.8" y1="117.5" x1="178.8" class="st2"></line>
						<line y2="117.5" x2="178.8" y1="117.5" x1="178.8" class="st2"></line>
					</g>
					<g id="ID_1108">
						<line y2="96.8" x2="193.7" y1="97" x1="194" class="st1"></line>
						<polyline points="194.7,96.7 194.7,96.6 194.6,96.5 194.6,96.5 194.4,96.4 194.4,96.6 194.3,96.6 194.2,96.7 
							194.1,96.8 194.1,97 194,97.2 194,97.3 194,97.5 193.9,97.7 194,97.9 194,98 194.1,98.2 194.1,98.3 194.1,98.4 194.2,98.5 
							194.2,98.5 194.3,98.4 194.4,98.3 194.5,98.3" class="st1"></polyline>
						<polyline points="193.6,97.8 193.6,98 193.7,98.2" class="st1"></polyline>
						<polyline points="193.8,96 193.7,96 193.6,96 193.5,96.2 193.5,96.3 193.4,96.5 193.4,96.7 193.3,96.9 
							193.3,97.2 193.2,97.4 193.2,97.7 193.3,97.9 193.2,98.1 193.3,98.3 193.3,98.5 193.5,98.7 193.6,98.7 193.6,98.7 193.7,98.8" class="st1"></polyline>
						<polyline points="193.5,96 193.4,96 193.3,96 193.2,96.1 193.1,96.2 193,96.3 193,96.5 192.9,96.8 192.9,97 
							192.9,97.2 192.8,97.5 192.8,97.7 192.9,97.9 192.9,98.2 193,98.3 193,98.5 193.1,98.7 193.2,98.7 193.3,98.7" class="st1"></polyline>
						<polyline points="193.7,98.3 193.7,98.2 193.6,98.1 193.6,97.9 193.5,97.7 193.6,97.6 193.6,97.4 193.6,97.2 
							193.7,97.1 193.7,96.8 193.8,96.7 193.8,96.5 193.9,96.3 193.9,96.2 194.1,96.1 194.1,96 194.2,96.1" class="st1"></polyline>
						<polyline points="192.5,96.3 192.5,96.5 192.4,96.7 192.4,96.9 192.3,97.1 192.3,97.3 192.3,97.5 192.4,97.7 
							192.3,97.9" class="st1"></polyline>
						<polyline points="191.4,96 191.4,96.2 191.3,96.4 191.3,96.7 191.1,96.9 191.2,97.1 191.2,97.4 191.2,97.6 
							191.2,97.8 191.2,98" class="st1"></polyline>
						<polyline points="191.2,97.8 191.1,97.6 191.2,97.4 191.1,97.2 191.2,97 191.2,96.8 191.3,96.6 191.2,96.4 
							191.4,96.2" class="st1"></polyline>
						<polyline points="191.5,96 191.4,96 191.3,96 191.3,96 191.2,96.2 191.2,96.4 191.1,96.5 191.1,96.7 191,96.9 
							191,97.2 191,97.3 191,97.6 191.1,97.8 191.1,98 191.1,98.1 191.3,98.1 191.3,98.3" class="st1"></polyline>
						<polyline points="191,98.2 190.8,98.1 190.7,98.1 190.7,97.9 190.6,97.8 190.7,97.5 190.6,97.4 190.7,97.1 
							190.6,96.9 190.7,96.7 190.7,96.5 190.8,96.3 190.8,96.2 190.9,96 191,95.9 191.1,95.9 191.1,95.9" class="st1"></polyline>
						<polyline points="190.8,98.1 190.8,97.9 190.8,97.6 190.8,97.4 190.8,97.2 190.8,96.9 190.8,96.7 190.9,96.5 
							191,96.2 191,96.1 191.1,95.9" class="st1"></polyline>
						<polyline points="188,97.4 187.9,97.4 187.9,97.2 187.9,96.9 187.9,96.7 187.9,96.5 188,96.3 188,96.1 
							188.1,95.9 188.1,95.7" class="st1"></polyline>
						<polyline points="188.3,95.6 188.1,95.7 188.1,95.9 188,96.1 188,96.3 187.9,96.5 187.9,96.8 188,97 187.9,97.3 
							188,97.5 188,97.7" class="st1"></polyline>
						<polyline points="188.5,97.9 188.5,97.9 188.4,97.8 188.3,97.7 188.3,97.5 188.2,97.3 188.2,97.1 188.2,96.9 
							188.2,96.7 188.2,96.4 188.3,96.2 188.3,96.1 188.4,95.9 188.5,95.8 188.5,95.7 188.6,95.6 188.7,95.6" class="st1"></polyline>
						<polyline points="189.1,95.7 189,95.8 188.9,96 188.9,96.3 188.8,96.5 188.8,96.7 188.8,96.9 188.7,97.2 
							188.8,97.4 188.8,97.6 188.9,97.8" class="st1"></polyline>
						<polyline points="189.1,95.7 189.1,95.7 189,95.7 188.9,95.9 188.8,96 188.7,96.1 188.7,96.3 188.7,96.5 
							188.6,96.8 188.7,97 188.6,97.1 188.7,97.4 188.6,97.5 188.8,97.7 188.8,97.8 188.8,97.9 189,98" class="st1"></polyline>
						<polyline points="189.2,97.8 189.2,97.6 189.2,97.3 189.1,97.1 189.2,96.9 189.2,96.6 189.2,96.4 189.3,96.2 
							189.3,95.9 189.4,95.8" class="st1"></polyline>
						<polyline points="189.2,97.6 189.2,97.4 189.2,97.2 189.1,97 189.1,96.8 189.1,96.6 189.2,96.4 189.2,96.2 
							189.3,96.1 189.3,95.9" class="st1"></polyline>
						<polyline points="189.5,95.7 189.4,95.7 189.3,95.8 189.3,95.8 189.2,96 189.2,96.2 189.1,96.3 189.1,96.5 
							189,96.8 189,97 189,97.2 189,97.4 189,97.6 189.1,97.8 189.1,97.9 189.2,97.9 189.4,98" class="st1"></polyline>
						<polyline points="190.2,96 190.1,96.2 190,96.3 190,96.5 189.9,96.6 190,96.9 190,97.1 189.9,97.3 190,97.5 
							190,97.7" class="st1"></polyline>
						<polyline points="189.4,95.5 189.3,95.5 189.2,95.6 189.1,95.6 189.1,95.7 189,95.9 188.9,96 188.9,96.3 
							188.9,96.5 188.8,96.8 188.8,97 188.8,97.2 188.8,97.5 188.9,97.7 188.9,97.9 189,98 189.1,98.2 189.2,98.3 189.2,98.3" class="st1"></polyline>
						<polyline points="190.7,97.7 190.8,97.5 190.7,97.3 190.7,97.1 190.7,96.9 190.8,96.7 190.8,96.5 190.9,96.4 
							190.9,96.1" class="st1"></polyline>
						<polyline points="192.6,95.9 192.5,95.9 192.4,95.9 192.4,96.1 192.3,96.2 192.2,96.4 192.1,96.7 192.1,96.9 
							192,97.1 192.1,97.3 192,97.6 192,97.8 192.1,98 192.1,98.2 192.2,98.4 192.3,98.5 192.4,98.6 192.4,98.6" class="st1"></polyline>
						<polyline points="190.9,98.4 190.8,98.4 190.7,98.4 190.7,98.3 190.6,98.2 190.5,98 190.5,97.8 190.4,97.5 
							190.4,97.3 190.4,97 190.5,96.8 190.5,96.6 190.6,96.3 190.6,96.1 190.7,96 190.8,95.9 190.8,95.8 190.9,95.7 191,95.7" class="st1"></polyline>
						<polyline points="192.6,98.4 192.4,98.3 192.3,98.2 192.3,98.1 192.2,97.9 192.3,97.6 192.2,97.4 192.3,97.2 
							192.2,97 192.3,96.8 192.3,96.6 192.4,96.5 192.4,96.4 192.5,96.2 192.6,96.1 192.7,96.1 192.7,96.1" class="st1"></polyline>
						<polyline points="192.4,98.1 192.4,97.9 192.4,97.7 192.3,97.5 192.4,97.2 192.4,97 192.4,96.8 192.5,96.5 
							192.5,96.3 192.6,96.2" class="st1"></polyline>
						<polyline points="193.4,96.4 193.2,96.6 193.3,96.8 193.2,97 193.2,97.2 193.1,97.4 193.1,97.6 193.1,97.8 
							193.2,98 193.2,98.2" class="st1"></polyline>
						<polyline points="191.6,97.8 191.5,97.6 191.5,97.4 191.5,97.2 191.6,97 191.5,96.8 191.6,96.6 191.6,96.5 
							191.7,96.2" class="st1"></polyline>
						<polyline points="193.5,96.3 193.4,96.4 193.2,96.7 193.2,96.9 193.2,97.1 193.2,97.3 193.2,97.6 193.1,97.8 
							193.2,98 193.2,98.2" class="st1"></polyline>
						<polyline points="193.3,98.5 193.3,98.5 193.2,98.4 193.2,98.2 193.1,98.1 193.1,97.9 193,97.8 193.1,97.5 
							193,97.3 193.1,97.1 193.1,96.9 193.1,96.7 193.2,96.6 193.3,96.4 193.4,96.3 193.3,96.2 193.4,96.2 193.5,96.2" class="st1"></polyline>
						<polyline points="193,98.7 192.9,98.7 192.7,98.7 192.6,98.5 192.6,98.4 192.5,98.2 192.5,98 192.4,97.8 
							192.4,97.5 192.5,97.3 192.4,97.1 192.5,96.7 192.5,96.5 192.7,96.4 192.7,96.2 192.8,96.1 192.8,95.9 192.9,95.9 193,95.9" class="st1"></polyline>
						<polyline points="192.9,98.5 192.9,98.3 192.7,98.2 192.7,98.1 192.7,98 192.6,97.8 192.7,97.5 192.7,97.3 
							192.6,97 192.7,96.9 192.7,96.7 192.8,96.5 192.9,96.3 192.9,96.2 193,96.2 193.1,96.1 193.1,96.1" class="st1"></polyline>
						<polyline points="192.9,98.3 192.8,98.1 192.9,97.9 192.8,97.6 192.7,97.4 192.8,97.2 192.8,96.9 192.8,96.7 
							192.9,96.4 192.9,96.3 193.1,96.2" class="st1"></polyline>
						<line y2="96.4" x2="194.5" y1="96.5" x1="194.6" class="st1"></line>
						<polyline points="192.8,98.1 192.8,97.9 192.7,97.7 192.8,97.5 192.7,97.3 192.7,97.1 192.8,96.9 192.9,96.8 
							192.9,96.5 193,96.4" class="st1"></polyline>
						<polyline points="191.3,98.5 191.1,98.5 191.1,98.4 191,98.3 190.9,98.1 190.9,97.9 190.8,97.7 190.8,97.5 
							190.8,97.2 190.8,97 190.9,96.8 190.9,96.5 191,96.3 191,96.1 191.1,96 191.2,95.9 191.2,95.7 191.3,95.7 191.4,95.7" class="st1"></polyline>
						<polyline points="189.7,95.9 189.7,96.1 189.6,96.3 189.6,96.4 189.5,96.6 189.6,96.8 189.5,97 189.5,97.3 
							189.5,97.4 189.6,97.6" class="st1"></polyline>
						<polyline points="189.8,98.3 189.7,98.3 189.5,98.3 189.4,98.2 189.4,98 189.3,97.9 189.3,97.7 189.2,97.4 
							189.3,97.2 189.2,96.9 189.2,96.7 189.3,96.5 189.3,96.3 189.4,96 189.4,95.9 189.5,95.7 189.7,95.6 189.7,95.5 189.7,95.5" class="st1"></polyline>
						<polyline points="189.7,98.1 189.7,98 189.6,98 189.5,97.8 189.5,97.6 189.4,97.4 189.4,97.2 189.4,97 
							189.4,96.7 189.5,96.5 189.4,96.3 189.6,96.2 189.6,96.1 189.7,95.9 189.7,95.8 189.8,95.8 189.9,95.8" class="st1"></polyline>
						<polyline points="188.4,97.5 188.4,97.3 188.3,97.2 188.4,96.9 188.3,96.7 188.3,96.5 188.4,96.3 188.4,96.1 
							188.5,96 188.6,95.8" class="st1"></polyline>
						<polyline points="188.6,95.7 188.6,95.8 188.4,96.1 188.4,96.3 188.3,96.5 188.4,96.7 188.4,97 188.3,97.2 
							188.4,97.4 188.4,97.6" class="st1"></polyline>
						<polyline points="190.3,95.6 190.2,95.6 190.1,95.6 190,95.8 189.9,95.8 189.8,96 189.7,96.3 189.7,96.5 
							189.6,96.7 189.6,96.9 189.6,97.1 189.6,97.4 189.7,97.6 189.6,97.8 189.8,98 189.8,98.2 189.9,98.3 190,98.4 190.1,98.3" class="st1"></polyline>
						<polyline points="188.7,95.4 188.6,95.4 188.5,95.5 188.4,95.5 188.3,95.6 188.2,95.7 188.2,95.9 188.1,96.2 
							188.1,96.4 188.1,96.6 188,96.9 188,97.1 188,97.3 188.1,97.5 188,97.7 188.2,97.9 188.2,98.1 188.4,98.2 188.5,98.1" class="st1"></polyline>
						<polyline points="190.1,98.1 190,98 190,97.9 189.9,97.8 189.9,97.7 189.8,97.5 189.8,97.3 189.8,97.1 
							189.9,96.8 189.9,96.6 189.9,96.4 189.9,96.2 190,96.1 190.1,96 190.1,95.8 190.2,95.8 190.3,95.8" class="st1"></polyline>
						<polyline points="188.8,97.5 188.8,97.4 188.7,97.1 188.7,97 188.7,96.7 188.8,96.5 188.8,96.3 188.9,96.2 
							188.9,96 188.9,95.9" class="st1"></polyline>
						<polyline points="190.7,95.9 190.6,96.1 190.4,96.3 190.4,96.5 190.4,96.7 190.3,97 190.4,97.2 190.3,97.4 
							190.4,97.7 190.5,97.9" class="st1"></polyline>
						<polyline points="189,95.4 188.9,95.4 188.8,95.5 188.7,95.6 188.6,95.7 188.6,95.9 188.6,96.2 188.5,96.4 
							188.5,96.6 188.4,96.8 188.4,97 188.5,97.3 188.4,97.5 188.5,97.7 188.5,97.9 188.7,98.1 188.7,98.2 188.8,98.3 188.9,98.2" class="st1"></polyline>
						<polyline points="190.6,98.2 190.4,98.1 190.4,98 190.4,97.8 190.3,97.7 190.3,97.5 190.2,97.3 190.2,97 
							190.2,96.9 190.2,96.6 190.3,96.4 190.4,96.3 190.4,96.1 190.5,96 190.6,95.9 190.7,95.9 190.7,95.9" class="st1"></polyline>
						<polyline points="191.8,98.6 191.6,98.6 191.6,98.5 191.4,98.4 191.4,98.3 191.4,98.1 191.3,97.9 191.2,97.7 
							191.2,97.4 191.2,97.2 191.3,97 191.3,96.7 191.3,96.4 191.4,96.3 191.4,96.1 191.5,96 191.7,95.8 191.7,95.8 191.8,95.8" class="st1"></polyline>
						<polyline points="190.2,95.9 190.1,96.2 190.1,96.4 190,96.6 190,96.8 189.9,97 189.9,97.3 190,97.5 190,97.7 
							190.1,97.9" class="st1"></polyline>
						<polyline points="191.9,96 191.8,96 191.7,96 191.8,96.1 191.6,96.3 191.6,96.4 191.4,96.5 191.5,96.7 
							191.5,96.9 191.4,97.1 191.5,97.3 191.4,97.6 191.5,97.8 191.5,97.9 191.6,98.1 191.6,98.2 191.7,98.3" class="st1"></polyline>
						<polyline points="190.4,97.7 190.4,97.5 190.3,97.3 190.4,97.1 190.3,96.9 190.4,96.7 190.4,96.5 190.4,96.3 
							190.5,96.1" class="st1"></polyline>
						<polyline points="192.2,96.2 192.1,96.3 192.1,96.6 192,96.8 192,97 191.9,97.2 191.9,97.5 192,97.7 192,97.9 
							192.1,98.1" class="st1"></polyline>
						<polyline points="192.1,98.3 192,98.3 192,98.1 191.9,97.9 191.9,97.8 191.9,97.7 191.8,97.5 191.8,97.2 
							191.9,97 191.9,96.8 191.9,96.6 191.9,96.4 192,96.3 192.1,96.1 192.2,96.1 192.3,96.1 192.3,96.1" class="st1"></polyline>
						<polyline points="190.4,98.5 190.4,98.4 190.3,98.3 190.1,98.2 190.1,98 190,97.8 190.1,97.6 190,97.3 
							190.1,97.1 190,96.9 190,96.6 190.1,96.4 190.2,96.1 190.3,96 190.3,95.9 190.4,95.8 190.5,95.6 190.6,95.6 190.7,95.6" class="st1"></polyline>
						<polyline points="192,97.9 192,97.7 191.9,97.5 191.9,97.2 192,97 191.9,96.8 192,96.7 192.1,96.5 192.1,96.3" class="st1"></polyline>
						<polyline points="193.9,96.3 193.8,96.3 193.8,96.3 193.6,96.5 193.6,96.6 193.6,96.8 193.5,97 193.5,97.1 
							193.4,97.3 193.4,97.6 193.4,97.7 193.5,97.9 193.5,98.1 193.6,98.3 193.6,98.4 193.7,98.5 193.7,98.5" class="st1"></polyline>
						<line y2="96" x2="194.2" y1="96" x1="194.1" class="st1"></line>
						<polyline points="193.7,98.2 193.6,98 193.6,97.8 193.5,97.6 193.5,97.4 193.6,97.2 193.5,97 193.7,96.7 
							193.7,96.6 193.7,96.5" class="st1"></polyline>
						<polyline points="194,97 193.9,96.8 194,96.7 194,96.4 194.1,96.4 194.2,96.3 194.3,96.3" class="st1"></polyline>
						<polyline points="194,97 194,96.8 194.1,96.6 194.1,96.4 194.2,96.4 194.3,96.3 194.4,96.2" class="st1"></polyline>
						<polyline points="192.1,98.6 192,98.5 191.9,98.5 191.8,98.4 191.7,98.2 191.6,98 191.6,97.9 191.6,97.6 
							191.7,97.4 191.6,97.1 191.6,96.9 191.7,96.7 191.7,96.4 191.8,96.2 192,96.1 192,95.9 192.1,95.8 192.2,95.8 192.2,95.8" class="st1"></polyline>
						<polyline points="193.6,97.8 193.6,97.5 193.6,97.3 193.7,97.1 193.7,96.8 193.8,96.6 193.8,96.4 193.9,96.3" class="st1"></polyline>
						<line y2="95.8" x2="192.2" y1="95.8" x1="192.1" class="st1"></line>
						<polyline points="191.6,98 191.6,97.8 191.5,97.5 191.6,97.3 191.6,97.1 191.6,96.8 191.7,96.6 191.7,96.3 
							191.8,96.2 191.9,96.1" class="st1"></polyline>
						<line y2="95.6" x2="190.2" y1="95.5" x1="190" class="st1"></line>
						<polyline points="189.6,97.8 189.5,97.5 189.5,97.4 189.5,97.1 189.6,96.8 189.6,96.6 189.7,96.4 189.7,96.2 
							189.7,95.9 189.8,95.8" class="st1"></polyline>
						<polyline points="187.9,96 187.9,96.2 187.8,96.5 187.9,96.6 187.8,96.9 187.9,97.1 187.8,97.3 187.9,97.5 
							187.9,97.6 188,97.8 188.1,97.8 188.1,97.9" class="st1"></polyline>
						<polyline points="188.1,95.9 188,96 187.9,96 187.9,96.1 187.9,96.2 187.8,96.5 187.8,96.6 187.8,96.7 
							187.8,96.9 187.7,97 187.8,97.1 187.7,97.3 187.8,97.4 187.8,97.5 187.8,97.6" class="st1"></polyline>
						<polyline points="188.1,95.7 188.1,95.7 188,95.8 188,95.9 187.9,96 187.8,96.1 187.9,96.3 187.8,96.5 
							187.8,96.7 187.7,96.8 187.7,97 187.7,97.2 187.7,97.3 187.8,97.4 187.8,97.5 187.8,97.7" class="st1"></polyline>
						<polyline points="187.9,96 187.9,96.2 187.8,96.4 187.7,96.6 187.8,96.8 187.7,97 187.7,97.2 187.8,97.4 
							187.8,97.6" class="st1"></polyline>
						<polyline points="186.6,95.4 186.5,95.5 186.4,95.5 186.3,95.5 186.2,95.6 186.2,95.8 186.1,96 186.1,96.2 
							186,96.4 186,96.6 186,96.8 186,97 186.1,97.2 186.1,97.4 186.1,97.5 186.2,97.6 186.3,97.7" class="st1"></polyline>
						<polyline points="186.7,95.4 186.6,95.3 186.5,95.3 186.5,95.3 186.3,95.3 186.2,95.4 186.1,95.6 186,95.7 
							186,95.9 185.9,96.1 185.8,96.4 185.8,96.6 185.9,96.9 185.8,97.1 185.9,97.3 185.9,97.5 186,97.7 186.1,97.7 186.1,97.7 
							186.2,97.8 186.3,97.8 186.4,97.7" class="st1"></polyline>
						<line y2="95.2" x2="183.3" y1="95.1" x1="183.4" class="st1"></line>
						<line y2="97.2" x2="183" y1="97.3" x1="183.1" class="st1"></line>
						<line y2="95.7" x2="183.3" y1="95.9" x1="184.6" class="st1"></line>
						<polyline points="184.7,97.9 184.7,97.8 184.7,97.8 184.6,97.5 184.5,97.2 184.4,97 184.5,96.8 184.4,96.5 
							184.6,96.3 184.6,96.1 184.6,95.9 184.7,95.6 184.7,95.5 184.7,95.3 184.8,95.2 184.9,95 185,94.8" class="st1"></polyline>
						<polyline points="186.6,93.7 186.5,93.7 186.5,93.7 186.3,93.8 186.2,93.9 186.1,93.9 185.9,94.1 185.9,94.3 
							185.8,94.4 185.7,94.6 185.6,94.9 185.6,95.1 185.4,95.3 185.4,95.6 185.4,95.9 185.2,96.1 185.2,96.4 185.2,96.7 185.1,97 
							185.2,97.3 185.2,97.6 185.3,97.8 185.2,98 185.3,98.3 185.3,98.5 185.4,98.7 185.4,98.8 185.5,99 185.6,99.1 185.6,99.2 
							185.8,99.3 185.9,99.4 186,99.4" class="st1"></polyline>
						<line y2="93.6" x2="186.3" y1="93.7" x1="186.2" class="st1"></line>
						<polyline points="185,98.9 185,98.7 184.9,98.5 184.9,98.2 184.8,98 184.8,97.8 184.9,97.5 184.8,97.2 
							184.8,96.9 184.9,96.6 184.9,96.4 184.9,96.1 184.9,95.8 185,95.6 185,95.3 185.2,95.1 185.2,94.8 185.4,94.6 185.4,94.4 
							185.5,94.2 185.6,94 185.7,93.9" class="st1"></polyline>
						<polyline points="183.4,95 183.3,95.2 183.3,95.3 183.2,95.5 183.3,95.7 183.1,96 183.1,96.2 183,96.4 
							183.1,96.6 183.1,96.9 183.1,97.1 183.1,97.4 183.1,97.6 184.7,97.8" class="st1"></polyline>
						<polyline points="184.9,98.3 183.8,98.2 183.7,98.1 183.6,98.1 183.4,97.9 183.4,97.9 183.3,97.8 183.3,97.8 
							183.2,97.7 183.1,97.6 183,97.2 183,97.1 183.1,97 183.1,96.9 183,96.7 183.1,96.6 183.1,96.5 183,96.3 183.1,96.2 183,96.1 
							183.1,95.9 183.2,95.7 183.1,95.6 183.2,95.4 183.3,95.3 183.2,95.2 183.3,95.2 183.4,95 183.5,94.8 183.6,94.7 183.7,94.4 
							183.9,94.3 185.3,94.4" class="st2"></polyline>
						<polyline points="186.6,95.4 186.6,95.4 188.2,95.6" class="st2"></polyline>
						<polyline points="189.7,95.9 189.8,95.8 189.9,95.7 190,95.6 190,95.5 190.3,95.6 190.3,95.6 190.4,95.7" class="st2"></polyline>
						<polyline points="192.1,96.3 192.2,96.2 192.2,96 192.3,96 192.5,95.8 192.5,95.9 192.6,95.9 192.7,96 192.7,96" class="st2"></polyline>
						<line y2="96.3" x2="193.9" y1="96.3" x1="193.9" class="st2"></line>
						<polyline points="194.3,96.3 194.4,96.2 194.5,96.3 194.5,96.4 194.6,96.5 194.7,96.6 194.7,96.7 194.7,96.7 
							194.8,96.9 194.7,97.1 194.7,97.2 194.7,97.4 194.7,97.6 194.7,97.8 194.6,97.9 194.6,98.1 194.5,98.3 194.4,98.4 194.4,98.5 
							194.3,98.6 194.2,98.7 194.2,98.7 194.1,98.8 194,98.8 194,98.7 193.9,98.8 193.9,98.8 193.8,98.7 193.8,98.6 193.7,98.5 
							193.7,98.5 193.7,98.3" class="st2"></polyline>
						<polyline points="193.6,98.8 193.7,98.8 193.8,98.8 193.9,98.8" class="st2"></polyline>
						<polyline points="192.5,96.3 192.6,96.2 192.7,96.1 192.8,95.9 192.8,95.9 192.9,95.9 193,95.9 193.1,96 
							193.2,96.1 193.2,96.1" class="st2"></polyline>
						<polyline points="193.4,96.4 193.5,96.3 193.5,96.2 193.6,96 193.7,96 193.8,96 193.8,96 193.9,96.1 193.9,96.1 
							193.9,96.2" class="st2"></polyline>
						<polyline points="193,96.4 193.1,96.2 193.2,96.1 193.3,95.9 193.4,95.9 193.5,96 193.5,96 193.6,96" class="st2"></polyline>
						<polyline points="193.7,96.5 193.9,96.3 193.9,96.2 194,96 194.1,96 194.2,96.1 194.3,96.1 194.4,96.2 
							194.4,96.3" class="st2"></polyline>
						<polyline points="193.2,98.2 193.2,98.2 193.3,98.4 193.4,98.6 193.5,98.7 193.6,98.7" class="st2"></polyline>
						<polyline points="193.5,98.7 193.4,98.8 193.3,98.7 193.2,98.7 193.1,98.7 193,98.6 192.9,98.5 192.9,98.3 
							192.8,98.1" class="st2"></polyline>
						<polyline points="191.5,98.5 191.4,98.5 191.3,98.5 191.1,98.5 191.1,98.5 191,98.4 191,98.2 190.8,98.1 
							190.7,97.7" class="st2"></polyline>
						<polyline points="189.4,98.3 189.4,98.3 189.2,98.3 189.2,98.3 189.1,98.2 189,98.1 189,98 188.9,97.8 
							188.8,97.5" class="st2"></polyline>
						<polyline points="190,95.7 190,95.6 189.9,95.6 189.7,95.5 189.7,95.5 189.6,95.6 189.5,95.6 189.5,95.7 
							189.4,95.8 189.3,95.9" class="st2"></polyline>
						<polyline points="188.2,95.6 188.2,95.6 188.1,95.7 188.1,95.9" class="st2"></polyline>
						<polyline points="188.9,95.9 189.1,95.7 189.1,95.6 189.2,95.6 189.3,95.4 189.4,95.5 189.5,95.5 189.5,95.6" class="st2"></polyline>
						<polyline points="191.4,96.2 191.4,96 191.5,95.9 191.6,95.9 191.7,95.7 191.8,95.7 191.8,95.8 191.9,95.8 
							191.9,95.9 192,95.9" class="st2"></polyline>
						<polyline points="191.1,95.9 191.2,95.9 191.2,95.7 191.3,95.7 191.4,95.7 191.5,95.8 191.6,95.9" class="st2"></polyline>
						<polyline points="190.7,95.8 190.7,95.7 190.7,95.6" class="st2"></polyline>
						<line y2="96.1" x2="190.9" y1="96.1" x1="191" class="st2"></line>
						<polyline points="192.3,96 192.3,95.9 192.2,95.8 192.1,95.8 192,95.9 191.9,95.9 191.9,96.1 191.7,96.2" class="st2"></polyline>
						<polyline points="190.2,96 190.2,95.9 190.3,95.8 190.4,95.7 190.5,95.6 190.5,95.6" class="st2"></polyline>
						<polyline points="191,98.4 191,98.4 190.9,98.4 190.8,98.4 190.7,98.5 190.6,98.4 190.6,98.2 190.5,98.1 
							190.5,97.9 190.4,97.7" class="st2"></polyline>
						<polyline points="188.4,97.5 188.4,97.6 188.5,97.8 188.5,98 188.7,98.1 188.7,98.2 188.8,98.3 188.9,98.2 
							189,98.2 189,98.2" class="st2"></polyline>
						<polyline points="190.3,98.3 190.2,98.4 190.1,98.3 190,98.4 189.9,98.4 189.8,98.2 189.7,98.1 189.7,97.9 
							189.6,97.8 189.6,97.6" class="st2"></polyline>
						<polyline points="190.5,96.1 190.7,95.9 190.7,95.8 190.8,95.8 190.9,95.6 190.9,95.7 191,95.7 191,95.7 
							191.1,95.8 191.1,95.8" class="st2"></polyline>
						<polyline points="191.6,97.8 191.6,98 191.7,98.2 191.7,98.3 191.8,98.5 191.9,98.6 192,98.5 192.1,98.6 
							192.2,98.6 192.3,98.6" class="st2"></polyline>
						<polyline points="191.2,97.8 191.2,98 191.3,98.2 191.4,98.3 191.5,98.5 191.6,98.6" class="st2"></polyline>
						<polyline points="190.7,98.4 190.6,98.4 190.4,98.5 190.4,98.4 190.3,98.4 190.2,98.3 190.1,98.1 190.1,97.9 
							190,97.7" class="st2"></polyline>
						<polyline points="188.7,98.1 188.6,98.2 188.5,98.1 188.4,98.2 188.2,98.1 188.1,98 188.1,97.8 188,97.7 
							188,97.4" class="st2"></polyline>
						<polyline points="189.1,95.6 189.1,95.6 189.1,95.5 189,95.4 189,95.4 188.9,95.4 188.8,95.5 188.7,95.6 
							188.6,95.7 188.6,95.8" class="st2"></polyline>
						<polyline points="187.5,95.5 187.4,95.3 187.3,95 187.4,94.8 187.3,94.6 187.2,94.3 187.1,94.3 187.1,94.1 
							187,94 186.9,93.8 186.8,93.7 186.8,93.7 186.6,93.7 186.2,93.7 186.1,93.7 186,93.7 185.9,93.7 185.8,93.8 185.7,93.9 
							185,94.8" class="st2"></polyline>
						<polyline points="188.4,95.4 188.4,95.4 188.4,95.5 188.3,95.6" class="st2"></polyline>
						<polyline points="188.7,95.4 188.7,95.5 188.7,95.5" class="st2"></polyline>
						<polyline points="187.8,97.6 187.8,97.7 187.9,97.9 187.9,97.9 188,98 188,98.1 188.1,98 188.1,98 188.2,98" class="st2"></polyline>
						<polyline points="189.9,98.3 189.9,98.3 189.8,98.3" class="st2"></polyline>
						<polyline points="189.5,98.3 189.4,98.3 189.4,98.1 189.3,98 189.2,97.8 189.2,97.6" class="st2"></polyline>
						<polyline points="191.9,98.5 191.8,98.5 191.8,98.6" class="st2"></polyline>
						<polyline points="192.6,98.6 192.5,98.6 192.4,98.6 192.4,98.6 192.3,98.6 192.2,98.5 192.1,98.3 192.1,98.1 
							192,97.9" class="st2"></polyline>
						<polyline points="192.3,97.9 192.4,98.1 192.4,98.3 192.6,98.5 192.6,98.6 192.7,98.7 192.9,98.7 193,98.7 
							193.1,98.7 193.1,98.7" class="st2"></polyline>
						<line y2="97.9" x2="187.9" y1="97.7" x1="186.3" class="st2"></line>
						<polyline points="187.1,97.8 187.1,98 187,98.2 186.9,98.5 186.8,98.6 186.8,98.8 186.6,99 186.5,99.1 
							186.4,99.2 186.3,99.3 186.2,99.4 186.1,99.4 186,99.4 185.6,99.3 185.5,99.4 185.4,99.3 185.3,99.2 185.2,99 185,98.9 
							184.7,97.9" class="st2"></polyline>
						<line y2="97.7" x2="186.3" y1="97.7" x1="186.3" class="st2"></line>
						<line y2="97.7" x2="186.3" y1="97.7" x1="186.4" class="st2"></line>
						<line y2="97.7" x2="186.3" y1="97.7" x1="186.3" class="st2"></line>
					</g>
					<g id="ID_1086">
						<polyline points="458.5,302.8 458.8,302.9 459.1,302.8 459.3,302.6 459.6,302.4 459.8,302.2 460.1,301.8 
							460.3,301.4 460.6,301 460.8,300.5 461,300 461.3,299.4 461.4,298.8 461.5,298.2 461.7,297.5 461.8,296.9 461.9,296.1 
							462,295.5 462,294.9 462,294.1 462,293.5 462,292.9 461.9,292.3 461.8,291.7 461.7,291.2 461.6,290.7 461.4,290.3 
							461.2,289.9 461,289.6 460.8,289.4 460.6,289.1 460.4,289.1 460.1,288.9" class="st1"></polyline>
						<polyline points="458.7,289.9 458.7,289.9 458.8,290.4 459,290.9 459.1,291.4 459.3,292 459.3,292.6 459.3,293.2 
							459.3,293.8 459.3,294.5 459.3,295.2 459.2,295.8 459.1,296.5 459,297.2 458.9,297.9 458.7,298.4 458.6,299.1 458.3,299.7 
							458.1,300.1 457.9,300.7 457.7,301.1 457.4,301.5 457.3,301.6" class="st1"></polyline>
						<polyline points="457.2,293.6 457.4,293 457.5,292.3 457.8,291.7 457.9,291.3 458.1,290.7 458.4,290.3 
							458.7,289.9 458.9,289.6 459.2,289.3 459.4,289.1 459.7,288.9 460,288.9 460.2,288.9 460.5,288.9 460.8,289.1 460.9,289.2 
							461.2,289.5 461.4,289.8 461.6,290.2 461.7,290.7 461.8,291.2 462,291.6 462,292.3 462.1,292.9 462.1,293.5 462.1,294.1 
							462.1,294.8 462.1,295.5 462,296.2 461.9,296.8 461.8,297.6 461.6,298.2 461.5,298.8 461.4,299.5 461.1,300.1 460.9,300.5 
							460.7,301.1 460.5,301.5 460.2,301.9 459.9,302.2 459.7,302.5 459.4,302.7 459.2,302.9 458.9,302.9 458.7,302.9 458.4,302.9 
							458.1,302.7 458,302.6 457.7,302.3 457.5,302 457.3,301.6 457.2,301.1 457,300.6 456.9,300.2 456.8,299.5 456.8,298.9 
							456.7,298.3 456.8,297.7" class="st1"></polyline>
						<polyline points="455.8,296.6 455.9,296.4 456,295.5 456.1,294.7 456.2,293.9 456.3,293.1 456.5,292.3 
							456.8,291.6 457,290.8 457.2,290.2 457.6,289.6 457.9,289 458.1,288.5 458.4,288.1" class="st1"></polyline>
						<polyline points="456.8,303.2 456.6,302.7 456.3,302.3 456.2,301.7 456,301 455.9,300.3 455.8,299.6 455.8,298.8 
							455.8,298.1 455.8,297.2 455.8,297.1" class="st1"></polyline>
						<polyline points="461.9,287.1 462.1,287.7 462.4,288.2 462.6,289 462.7,289.7 462.9,290.6 462.9,291.4 463,292.3 
							463,293.3 463,294.3 463,295.3 462.9,296.3 462.8,296.5" class="st1"></polyline>
						<polyline points="459.8,305 460.2,304.5 460.6,303.9 461,303.3 461.3,302.6 461.6,301.8 461.9,301 462.2,300.1 
							462.3,299.2 462.6,298.2 462.7,297.2 462.7,297.1" class="st1"></polyline>
						<polyline points="460.4,287.3 460.1,287.4 459.8,287.5 459.5,287.7 459.1,287.9 458.8,288.3 458.5,288.7 
							458.2,289.1 457.9,289.6 457.6,290.2 457.3,290.9 457.1,291.6 456.9,292.4 456.7,293.1 456.6,293.9 456.4,294.7 456.3,295.6 
							456.2,296.4 456.1,297.3 456.1,298.1 456.1,298.9 456.1,299.6 456.2,300.4 456.3,301.1 456.5,301.7 456.6,302.3 456.9,302.8 
							457.1,303.3 457.3,303.7 457.6,304 457.9,304.2 458.1,304.4 458.5,304.5" class="st1"></polyline>
						<polyline points="460.6,285.7 460.9,285.8 461.3,286 461.7,286.2 462,286.7 462.2,287.1 462.5,287.7 462.7,288.2 
							462.9,289 463.1,289.8 463.2,290.6 463.3,291.5 463.3,292.4 463.4,293.3 463.4,294.3 463.3,295.3 463.2,296.3 463.1,297.3 
							462.9,298.2 462.7,299.2 462.5,300.1 462.2,301 461.9,301.9 461.6,302.6 461.3,303.3 460.9,304 460.6,304.6 460.2,305.1 
							459.8,305.5 459.4,305.7 459.1,305.9 458.7,306 458.3,306.1" class="st1"></polyline>
						<polyline points="464,293 463.9,291.9 463.8,290.8 463.8,289.8 463.6,288.8 463.5,287.9 463.3,287.2 462.9,286.4 
							462.7,285.8 462.3,285.2 462,284.8 461.6,284.5 461.1,284.3 460.8,284.2 460.3,284.2 459.9,284.3 459.5,284.7 459,285 
							458.5,285.4 458.2,285.9 457.7,286.6 457.3,287.3 456.9,288.1 456.6,289 456.2,290 456,291 455.7,292.1 455.4,293.2 
							455.2,294.3 455.1,295.5 455,296.6 454.9,297.8 454.9,298.8 454.9,300 454.9,301 455.1,302 455.3,303 455.4,303.9 
							455.6,304.6 455.9,305.4 456.2,306 456.5,306.6 457,307 457.3,307.3 457.7,307.5 458.1,307.6 458.5,307.6 459,307.5 
							459.4,307.2 459.8,306.9 460.3,306.4 460.7,305.9 461.2,305.2 461.6,304.5 462,303.7 462.3,302.8 462.6,301.8 463,300.8 
							463.2,299.7" class="st1"></polyline>
						<polyline points="460.7,284.1 460.3,284.1 459.8,284.3 459.3,284.5 458.9,284.8 458.4,285.4 458,285.9 
							457.6,286.5 457.2,287.2 456.8,288.1 456.5,289 456.1,289.9 455.8,290.9 455.5,292 455.3,293.1 455.1,294.3 455,295.5 
							454.9,296.5 454.8,297.7 454.8,298.9 454.8,300 454.9,301 454.9,302 455.1,303 455.3,303.9 455.5,304.8 455.8,305.4 
							456.1,306.1 456.4,306.6 456.8,307 457.2,307.3 457.5,307.5 458,307.6" class="st1"></polyline>
						<polyline points="454.5,307 454.1,306.7 453.7,306.3 453.4,305.7 453.1,305.1 452.9,304.4 452.6,303.6 
							452.4,302.7 452.2,301.7 452.2,300.7 452.1,299.7 452.1,298.5 452.1,297.4 452.1,296.3 452.3,295.2 452.5,294 452.6,292.8 
							452.9,291.7 453.1,290.7 453.4,289.6 453.7,288.7 454.1,287.8 454.5,286.9 454.9,286.2 455.4,285.6 455.7,285 456.2,284.5 
							456.7,284.2 457.1,283.9" class="st1"></polyline>
						<polyline points="452.8,291.7 453,290.7 453.3,289.6 453.7,288.7 454.1,287.8 454.4,286.9 454.8,286.2 
							455.3,285.6 455.7,285 456.1,284.5 456.6,284.2 457,284 457.1,283.9 457.6,283.8 458,283.8 460.7,284.1 461.1,284.2 
							461.5,284.4 461.6,284.5 462,284.8 462.3,285.2 462.7,285.8 462.9,286.4 463.2,287.1 463.5,287.9 463.6,288.8 463.7,289.7 
							463.9,290.7 463.9,291.9 464,292.9 464,293 464,294 463.8,295.2 463.7,296.3 463.6,297.5 463.4,298.6 463.2,299.7 
							463.2,299.7 462.9,300.8 462.6,301.8 462.3,302.8 461.9,303.7 461.5,304.5 461.2,305.2 460.7,305.9 460.3,306.5 459.8,306.9 
							459.4,307.2 459,307.5 458.9,307.6 458.4,307.7 458,307.6 455.3,307.3 454.9,307.2 454.5,307 454.4,307 454,306.7 
							453.7,306.2 453.3,305.7 453.1,305.1 452.7,304.4 452.5,303.6 452.4,302.7 452.2,301.7 452.1,300.7 452,299.7 452,298.6" class="st2"></polyline>
						<polyline points="452.8,291.7 452.6,292.8 452.4,294 452.2,295.1 452.1,296.3 452,297.4 452,298.6" class="st2"></polyline>
						<polyline points="458.3,306.1 457.9,306 457.6,305.8 457.2,305.6 456.9,305.1 456.7,304.7 456.4,304.1 
							456.2,303.6 455.9,302.8 455.8,302.1 455.6,301.2 455.6,300.4 455.6,299.4 455.5,298.5 455.6,297.5 455.6,296.5 455.7,295.5 
							455.8,294.5 456,293.6 456.2,292.6 456.4,291.7 456.7,290.8 457,290 457.3,289.2 457.6,288.5 457.9,287.8 458.3,287.2 
							458.7,286.7 459.1,286.3 459.5,286.1 459.8,285.9 460.2,285.8 460.6,285.7" class="st2"></polyline>
						<polyline points="461.5,286.4 461.6,286.7 461.6,286.9" class="st2"></polyline>
						<polyline points="460,287.3 460,287.3 460.2,287 460.3,286.8 460.3,286.5 460.3,286.2 460.2,286 460.2,285.8" class="st2"></polyline>
						<polyline points="460.4,285.8 460.6,285.8 461,286 461.2,286.3 461.5,286.6 461.9,287.1" class="st2"></polyline>
						<polyline points="461.7,287.3 461.6,287.5 461.6,287.8 461.5,287.8 461.4,288" class="st2"></polyline>
						<polyline points="462.4,290.3 462.5,290.2 462.5,289.9 462.6,289.8 462.7,289.6 462.6,289.4 462.7,289.2 
							462.6,289 462.6,288.8" class="st2"></polyline>
						<polyline points="462.4,288.7 462.4,288.5 462.2,288.4 462.1,288.3 462,288.1 461.7,288.1 461.5,288 461.4,288" class="st2"></polyline>
						<polyline points="460.1,288.9 459.9,289 459.7,289 459.4,289.1 459.2,289.4 458.9,289.7 458.6,290 458.4,290.3 
							458.1,290.8 457.9,291.3 457.7,291.8 457.5,292.4 457.4,293 457.1,293.7 457.1,294.3 457,295 456.8,295.6 456.8,296.3 
							456.7,297 456.8,297.7 456.7,298.3 456.8,298.9 456.8,299.5 456.9,300.2 457,300.6 457.2,301.1 457.3,301.5 457.5,301.9 
							457.7,302.2 457.9,302.5 458.1,302.6 458.3,302.8 458.5,302.8" class="st2"></polyline>
						<polyline points="457.3,301.5 457.4,301.5 457.6,301.1 457.9,300.7 458,300.2 458.3,299.7 458.5,299.1 
							458.6,298.4 458.8,297.9" class="st2"></polyline>
						<polyline points="458.9,297.2 459,296.6 459.2,295.8 459.2,295.2 459.2,294.5" class="st2"></polyline>
						<polyline points="459.2,293.8 459.3,293.1 459.2,292.5 459.2,292 459.1,291.4 459,290.9 458.8,290.3 458.7,289.9" class="st2"></polyline>
						<polyline points="456.7,290.8 456.9,290.7 456.9,290.6 457,290.5 457.2,290.3 457.2,290.2 457.3,290 457.5,289.9 
							457.4,289.7 457.4,289.4 457.4,289.3 457.3,289.1 457.3,289" class="st2"></polyline>
						<polyline points="458.4,288.1 458.5,288.1 458.6,288 458.8,287.7 458.8,287.5 458.9,287.4 458.8,287.1 
							458.8,286.9 458.8,286.8 458.8,286.7" class="st2"></polyline>
						<line y2="287.8" x2="458.8" y1="287.9" x1="458.7" class="st2"></line>
						<polyline points="458.3,288.4 458.4,288.1 458.8,287.8 459.1,287.5 459.4,287.5 459.8,287.3 460.1,287.3 
							460.4,287.3 460.7,287.4 461,287.6 461.3,287.8 461.5,288.1 461.7,288.5 462,289 462.2,289.5 462.4,290.1 462.4,290.7 
							462.6,291.5 462.6,292.2 462.7,292.9 462.7,293.7 462.7,294.5 462.7,295.4 462.6,296.2 462.5,297.1 462.4,297.9 462.2,298.7 
							462,299.5 461.8,300.2 461.6,301 461.2,301.6 461,302.2 460.7,302.8 460.4,303.1 460.1,303.5 459.8,303.9 459.4,304.1 
							459.1,304.3 458.8,304.4 458.5,304.5 458.1,304.4 457.8,304.4 457.6,304.2 457.3,303.9 457,303.6 456.8,303.2 456.6,303" class="st2"></polyline>
						<polyline points="455.8,302 456,302.1 456.1,302.2 456.1,302.3 456.3,302.4 456.4,302.6 456.4,302.7 456.6,302.8 
							456.6,302.9 456.7,303.2 456.6,303.4 456.7,303.5 456.5,303.9 456.5,304 456.4,304.1" class="st2"></polyline>
						<polyline points="457.7,304.3 457.7,304.3 457.7,304.4 457.8,304.6 457.9,304.9 457.8,305.2 457.7,305.4 
							457.5,305.7 457.6,305.8" class="st2"></polyline>
						<polyline points="459.8,305 459.4,305.4 459.1,305.7 458.6,305.9 458.3,306 458.1,306.1" class="st2"></polyline>
						<polyline points="458.8,306 458.9,305.9 459,305.7 459.2,305.5 459.1,305.5 459.3,305.2 459.3,304.9 459.2,304.6 
							459.2,304.3 459.2,304.3" class="st2"></polyline>
						<polyline points="460.7,302.8 460.8,302.9 460.8,303 460.8,303.4 460.7,303.5 460.7,303.7 460.7,303.8 460.5,304 
							460.5,304.2 460.3,304.3 460.2,304.4 460,304.5 459.9,304.5 459.9,304.6 459.7,304.7 459.5,304.7 459.4,304.7 459.3,304.7" class="st2"></polyline>
						<polyline points="461.2,301.6 461.3,301.6 461.6,301.4 461.7,301.2 461.8,301.1 461.9,301 461.9,300.8 462,300.6 
							462,300.4 462,300.1 461.9,299.9 461.9,299.8" class="st2"></polyline>
						<polyline points="456.6,303.4 456.7,303.5 456.8,303.5 456.8,303.5 456.9,303.5 456.9,303.6 457,303.5" class="st2"></polyline>
						<line y2="303.5" x2="457" y1="303.5" x1="456.9" class="st2"></line>
						<polyline points="455.9,300.3 456,300.5 455.9,300.7 455.9,300.9 455.8,301.2 455.7,301.3 455.7,301.3" class="st2"></polyline>
						<polyline points="455.9,300 455.8,299.8 455.6,299.6 455.6,299.5" class="st2"></polyline>
						<line y2="287.8" x2="458.8" y1="287.8" x1="458.8" class="st2"></line>
						<polyline points="458.4,288.3 458.3,288.3 458.1,288.4 458,288.6 457.9,288.6 457.7,288.6 457.7,288.7 
							457.6,288.7 457.6,288.7" class="st2"></polyline>
						<polyline points="455.9,294 455.9,293.9 456.2,293.7 456.3,293.5 456.4,293.2 456.3,293 456.4,292.7 456.3,292.6 
							456.3,292.4 456.3,292.4" class="st2"></polyline>
						<polyline points="462.7,293.6 462.8,293.6 462.9,293.4 463,293.1 463.1,293 463.1,292.7 463,292.5 462.9,292.2 
							462.9,292.2 462.8,292 462.7,291.9 462.6,291.8" class="st2"></polyline>
						<polyline points="455.6,296.1 455.7,296.1 455.8,296.3 455.8,296.6 455.8,296.9 455.8,297.1 455.7,297.4 
							455.7,297.5 455.6,297.6 455.5,297.7" class="st2"></polyline>
						<polyline points="462.6,295.9 462.6,296 462.7,296.1 462.8,296.3 462.8,296.6 462.8,296.8 462.7,297.1 
							462.7,297.4 462.5,297.5 462.3,297.7" class="st2"></polyline>
					</g>
					<g id="ID_1065">
						<polyline points="377.5,137.6 377.8,137.6 378.1,137.8 378.4,138.1 378.7,138.4 378.9,138.7 379.1,139.2 
							379.3,139.8 379.5,140.3 379.6,141 379.7,141.6 379.8,142.4 379.9,143.2 379.9,144 379.9,144.9 379.8,145.7 379.7,146.5 
							379.6,147.3 379.4,148.2 379.3,149 379.1,149.9 378.8,150.6 378.6,151.3 378.4,151.9 378.1,152.6 377.7,153.1 377.5,153.6 
							377.2,154 376.8,154.3 376.5,154.6 376.1,154.8 375.8,154.9 375.5,154.9" class="st1"></polyline>
						<polyline points="376.2,138.2 376.4,138.5 376.6,138.9 376.8,139.4 376.9,140 377.1,140.7 377.2,141.4 
							377.3,142.2 377.3,142.9 377.3,143.7 377.3,144.5 377.3,145.4 377.2,146.2 377.1,147.1 377,147.9 376.8,148.7 376.6,149.5 
							376.4,150.3 376.1,151 375.8,151.7 375.6,152.3 375.3,152.9 375,153.2 374.6,153.8 374.4,153.9" class="st1"></polyline>
						<polygon points="380,140.1 379.8,139.4 379.5,139 379.3,138.4 379.1,138.1 378.8,137.7 378.5,137.5 378.2,137.3 
							377.9,137.2 377.5,137.2 377.2,137.3 376.9,137.5 376.5,137.8 376.2,138.1 375.9,138.5 375.5,139 375.3,139.6 374.9,140.2 
							374.7,140.9 374.4,141.7 374.2,142.5 374,143.3 373.8,144.1 373.6,145 373.5,145.9 373.5,146.8 373.4,147.7 373.3,148.5 
							373.3,149.4 373.5,150.2 373.5,150.9 373.6,151.7 373.7,152.4 373.9,153 374.1,153.6 374.4,154 374.6,154.5 374.9,154.8 
							375.2,155.1 375.5,155.2 375.8,155.3 376.2,155.3 376.5,155.2 376.8,155 377.1,154.7 377.6,154.4 377.9,153.9 378.1,153.4 
							378.5,152.9 378.8,152.2 379.1,151.5 379.3,150.8 379.6,150 379.8,149.2 380,148.4 380.1,147.5 380.2,146.6 380.3,145.7 
							380.4,144.9 380.4,143.9 380.3,143.1 380.3,142.3 380.2,141.5 380.1,140.8" class="st1"></polygon>
						<polyline points="375.7,156.7 375.3,156.6 375,156.4 374.6,156.1 374.3,155.7 374,155.3 373.7,154.7 373.5,154 
							373.3,153.3 373.1,152.5 373,151.7 372.9,150.8 372.8,149.9 372.8,148.9 372.8,147.9 372.9,146.9 373,145.9 373.1,144.8 
							373.3,143.9 373.5,142.9 373.7,141.9 374.1,141 374.4,140.2 374.7,139.4 375,138.6 375.3,137.9 375.7,137.4 376.1,136.9 
							376.5,136.5 376.8,136.2 377.3,136 377.7,135.9 378.1,135.9" class="st1"></polyline>
						<polyline points="375.5,137.4 375.1,138 374.8,138.6 374.5,139.3 374.1,140.1 373.9,141 373.5,141.9 373.3,142.8 
							373.1,143.8 372.9,144.8 372.8,145.9 372.6,146.8 372.6,147.9 372.7,148.8 372.6,149.8 372.7,150.8 372.8,151.7 372.9,152.6 
							373.1,153.3 373.3,154 373.5,154.7" class="st1"></polyline>
						<line y2="135.1" x2="380.3" y1="135.1" x1="380.3" class="st1"></line>
						<polyline points="380.4,134.7 380.3,134.7 380.2,134.9 380.3,135.1 380.3,135.2 380.3,135.2" class="st1"></polyline>
						<polyline points="380.3,135.2 380.3,135.2 380.4,135.1 380.5,135 380.4,134.9 380.4,134.8 380.4,134.7 
							380.3,134.6" class="st1"></polyline>
						<polyline points="380.3,135.3 380.3,135.2 380.4,135.1 380.5,135 380.4,134.9 380.4,134.8 380.4,134.7 
							380.3,134.6" class="st1"></polyline>
						<polyline points="380.3,134.7 380.3,134.7 380.2,134.9 380.3,135.1 380.3,135.2 380.3,135.2" class="st1"></polyline>
						<polyline points="380.1,134.5 380.1,134.6 380.2,134.7 380.2,134.8 380.1,134.9" class="st1"></polyline>
						<polyline points="380.7,135.5 380.8,135.5 380.8,135.5" class="st1"></polyline>
						<polyline points="380.1,134.8 380.1,134.8 380,134.7 379.9,134.6 380,134.6 380,134.5" class="st1"></polyline>
						<polyline points="380,134.5 380,134.6 380.1,134.7 380.1,134.7 380.1,134.8 380.1,134.8" class="st1"></polyline>
						<polyline points="380.7,136.1 380.7,136.1 380.8,136 380.9,135.8 380.9,135.7 380.8,135.6 380.8,135.5 
							380.8,135.4" class="st1"></polyline>
						<polyline points="380.3,136.4 380.6,137.1 380.8,138 381,138.9 381.1,139.9 381.3,140.9 381.3,142 381.3,143.2 
							381.3,144.3 381.3,145.5 381.1,146.7 381,147.9 380.8,149 380.6,150.2 380.3,151.3 379.9,152.3 379.6,153.4 379.2,154.3 
							378.8,155.1 378.4,156 378,156.6" class="st1"></polyline>
						<polyline points="380.9,135.7 380.9,135.7 380.8,135.9 380.7,136 380.7,136.1 380.7,136.1" class="st1"></polyline>
						<polyline points="380.1,134.3 380.2,134.4 380.2,134.4 380.2,134.5 380.2,134.6" class="st1"></polyline>
						<polyline points="380,134.5 380.1,134.4 380.1,134.4" class="st1"></polyline>
						<line y2="135.9" x2="380.6" y1="136" x1="380.7" class="st1"></line>
						<polyline points="380.1,134.3 380.2,134.4 380.2,134.5 380.1,134.6" class="st1"></polyline>
						<polyline points="380.5,135.5 380.6,135.2 380.6,135.1" class="st1"></polyline>
						<polyline points="380.5,135.6 380.6,135.2 380.6,135.2" class="st1"></polyline>
						<line y2="135.1" x2="380.5" y1="135.1" x1="380.5" class="st1"></line>
						<line y2="135.1" x2="380.6" y1="135.1" x1="380.5" class="st1"></line>
						<line y2="135.2" x2="380.6" y1="135.2" x1="380.6" class="st1"></line>
						<polyline points="380.1,134.9 380.2,134.8 380.2,134.7 380.1,134.6 380,134.5 380.1,134.4 380.1,134.4" class="st1"></polyline>
						<polyline points="380.7,136 380.7,135.9 380.7,135.8 380.6,135.7 380.7,135.6 380.7,135.6" class="st1"></polyline>
						<line y2="135.8" x2="380.7" y1="135.8" x1="380.6" class="st1"></line>
						<polyline points="380,134.1 379.9,134.1 379.8,134.6" class="st1"></polyline>
						<polyline points="379.8,134.6 380,134.1 379.9,134.1" class="st1"></polyline>
						<polyline points="380.6,135.8 380.6,135.7 380.7,135.6 380.7,135.6" class="st1"></polyline>
						<line y2="134.1" x2="379.9" y1="134.1" x1="379.9" class="st1"></line>
						<polyline points="378.3,134.2 378.7,134.2 379.1,134.5 379.5,134.9 379.9,135.3 380.2,135.8 380.5,136.4 
							380.8,137.2 381,138 381.2,139 381.4,139.9 381.5,140.9 381.5,142.1 381.6,143.2 381.5,144.4 381.5,145.5 381.3,146.7 
							381.2,147.9 381,149 380.8,150.2 380.5,151.4 380.1,152.4 379.8,153.4 379.4,154.3 379,155.2 378.6,155.9 378.3,156.6 
							377.8,157.2 377.3,157.6 376.9,158 376.4,158.2 375.9,158.4 375.5,158.4" class="st1"></polyline>
						<line y2="134.4" x2="380.1" y1="134.4" x1="380.1" class="st1"></line>
						<line y2="135.6" x2="380.8" y1="135.6" x1="380.8" class="st1"></line>
						<line y2="134.8" x2="380.4" y1="134.8" x1="380.4" class="st1"></line>
						<line y2="135" x2="380.5" y1="135" x1="380.5" class="st1"></line>
						<line y2="135.2" x2="380.3" y1="135.2" x1="380.3" class="st1"></line>
						<line y2="134.7" x2="380.2" y1="134.7" x1="380.2" class="st1"></line>
						<line y2="134.9" x2="380.1" y1="134.9" x1="380.1" class="st1"></line>
						<line y2="134.6" x2="379.9" y1="134.7" x1="380.1" class="st1"></line>
						<line y2="134.7" x2="380" y1="134.7" x1="380.1" class="st1"></line>
						<line y2="135.9" x2="380.8" y1="135.8" x1="380.9" class="st1"></line>
						<line y2="136.1" x2="380.7" y1="136.1" x1="380.7" class="st1"></line>
						<polygon points="381.4,137.1 381.2,136.2 380.9,135.3 380.6,134.7 380.2,134 379.7,133.5 379.3,133.1 378.9,133 
							378.4,132.8 377.9,132.8 377.4,132.9 376.9,133.2 376.4,133.6 375.9,134.2 375.3,134.7 374.9,135.5 374.4,136.4 374,137.3 
							373.6,138.4 373.2,139.5 372.9,140.7 372.6,141.9 372.3,143.1 372,144.4 371.8,145.7 371.8,147.1 371.7,148.3 371.7,149.7 
							371.7,150.9 371.7,152.2 371.9,153.3 372,154.5 372.3,155.4 372.5,156.3 372.8,157.1 373.1,157.9 373.5,158.5 373.9,159 
							374.3,159.3 374.8,159.6 375.4,159.7 375.8,159.8 376.4,159.6 376.8,159.3 377.3,158.9 377.9,158.4 378.4,157.7 378.9,157 
							379.3,156.1 379.7,155.2 380.1,154.2 380.5,153.1 380.9,151.9 381.2,150.6 381.4,149.5 381.7,148.1 381.8,146.8 382,145.5 
							382.1,144.1 382,142.9 382,141.6 382,140.4 381.9,139.2 381.7,138.1" class="st1"></polygon>
						<polyline points="375,160.1 374.4,159.9 373.9,159.7 373.5,159.3 373.1,158.8 372.7,158.2 372.4,157.5 
							372.1,156.6 371.8,155.7 371.5,154.6 371.3,153.5 371.2,152.3 371.2,151.1 371.1,149.7 371.2,148.4 371.2,147 371.4,145.7 
							371.6,144.3 371.8,143 372.1,141.7 372.4,140.4 372.8,139.2 373.1,138.1 373.5,137 374,136 374.5,135.2 375,134.4 
							375.5,133.8 376,133.2 376.6,132.8 377.1,132.5 377.6,132.4 378.1,132.3" class="st1"></polyline>
						<polyline points="371.9,159.7 371.4,159.4 371.1,159.1 370.6,158.6 370.2,157.9 369.8,157.1 369.5,156.3 
							369.2,155.3 369.1,154.3 368.8,153.1 368.8,152 368.6,150.7 368.7,149.4 368.6,148.1 368.7,146.8 368.8,145.4 369,144.1 
							369.3,142.7 369.5,141.5 369.9,140.1 370.2,138.9 370.6,137.7 371.1,136.7 371.4,135.8 372,134.9 372.5,134.2 373,133.5 
							373.5,132.9 374,132.5 374.5,132.2 375.1,132.1" class="st1"></polyline>
						<polyline points="372.4,153 372.6,153.1 372.7,153.1 372.8,153.2 372.9,153.4 373.1,153.5 373.1,153.7 
							373.3,153.9 373.3,154.2 373.3,154.4 373.4,154.6 373.3,154.8 373.2,155.2 373.2,155.3 373,155.5" class="st2"></polyline>
						<line y2="155.5" x2="373.9" y1="155.4" x1="373.9" class="st2"></line>
						<polyline points="373.4,154.3 373.5,154.7 373.8,155.2 374.1,155.7 374.4,156.1 374.8,156.3 375,156.5 
							375.5,156.6 375.7,156.7 376.1,156.7 376.5,156.5 376.9,156.4 377.3,156 377.6,155.7 378.1,155.1 378.4,154.5 378.8,153.9 
							379.1,153.2 379.4,152.4 379.7,151.5 380,150.6 380.2,149.7 380.4,148.7 380.5,147.7 380.7,146.7 380.8,145.7 380.9,144.6 
							380.9,143.6 380.8,142.7 380.8,141.7 380.7,140.9 380.6,139.9 380.4,139.2 380.2,138.5 380,137.8 379.7,137.3 379.4,136.8 
							379.1,136.4 378.8,136.2 378.4,136 378.1,135.9 377.9,135.8 377.5,135.8 377.1,135.9 376.7,136.1 376.3,136.4 375.9,136.9 
							375.3,137.6" class="st2"></polyline>
						<polyline points="375.4,136.7 375.5,136.7 375.6,136.7 375.6,136.7 375.7,136.7 375.7,136.7 375.8,136.7 
							376,136.7 376.1,136.7" class="st2"></polyline>
						<polyline points="377,136 377.2,135.8 377.2,135.7 377.3,135.3 377.3,135 377.4,134.7 377.3,134.4" class="st2"></polyline>
						<polyline points="378.2,134.2 378.5,134.2 378.8,134.4 379.3,134.8 379.7,135.2 379.9,135.8 380.3,136.4" class="st2"></polyline>
						<polyline points="379.1,135.9 379.1,135.9 379.4,135.9 379.5,136 379.7,136.1 379.8,136.2 380,136.3 380.1,136.4 
							380.2,136.5 380.4,136.7 380.4,136.9 380.5,137.1 380.6,137.4 380.6,137.6 380.7,137.7 380.6,138 380.5,138.3 380.4,138.4 
							380.3,138.7 380.3,138.7" class="st2"></polyline>
						<polyline points="380.1,134.4 380.1,134.4 380.2,134.5 380.2,134.5 380.1,134.6 380.2,134.6" class="st2"></polyline>
						<polyline points="380.7,136 380.7,136 380.8,135.9 380.9,135.7 380.8,135.6 380.7,135.6 380.7,135.6" class="st2"></polyline>
						<polyline points="379.1,134.5 379.2,134.8 379.2,134.9 379.2,135.3 379.2,135.6 379.1,135.9 378.9,136.2 
							378.9,136.2" class="st2"></polyline>
						<polyline points="379.8,134.6 379.8,134.6 379.9,134.1" class="st2"></polyline>
						<polyline points="380.6,135.2 380.6,135.1 380.5,135.1" class="st2"></polyline>
						<polyline points="380.8,135.4 380.7,135.5 380.6,135.7 380.6,135.7 380.6,135.8 380.6,136 380.7,136.1" class="st2"></polyline>
						<polyline points="372.3,134.2 372.7,133.6 373.3,133 373.8,132.6 373.9,132.5 374.4,132.3 374.9,132.1 
							375.1,132.1 375.6,132.1 378.1,132.3 378.6,132.5 378.7,132.5 379.2,132.8 379.6,133.2 379.8,133.2 380.1,133.8 380.5,134.4 
							380.9,135.1 381.2,135.9" class="st2"></polyline>
						<polyline points="380.5,135.6 380.4,135.5 380.6,135.2 380.5,135.2 380.5,135.1 380.5,135.1" class="st2"></polyline>
						<polyline points="379.9,134.1 379.8,134.1 379.8,134.1 379.9,134.1 379.9,134.1" class="st2"></polyline>
						<polyline points="380.3,135.2 380.3,135.2 380.4,135 380.4,134.8 380.4,134.7 380.4,134.7 380.3,134.7" class="st2"></polyline>
						<polyline points="381.2,136 381.5,137 381.7,138 381.9,139.1 382,140.3 382.1,141.5 382.1,142.7 382.1,144.1 
							382,145.5 381.8,146.8 381.7,148.1 381.5,149.4 381.2,150.7 381,152 380.5,153.1 380.1,154.3 379.8,155.3 379.3,156.2 
							378.8,157.1 378.4,157.8 378.3,157.9 377.8,158.6 377.3,159.2 376.8,159.5 376.6,159.6 376.1,159.9 375.6,160 375.5,160.1 
							375,160.1 372.4,159.7 371.9,159.7 371.8,159.6 371.4,159.4 370.8,159 370.8,158.9 370.4,158.4 370,157.8 369.6,157.1 
							369.3,156.2 369.2,156.1 369,155.2 368.8,154.2 368.6,153 368.5,151.9 368.4,150.7 368.4,149.3 368.4,148.1 368.5,146.7 
							368.6,145.4 368.8,144 369.1,142.7 369.3,141.4 369.6,140.2 369.9,139 370.4,137.9 370.8,136.9 371.2,135.8 371.6,135 
							372.2,134.2" class="st2"></polyline>
						<polyline points="380.3,135.3 380.3,135.2 380.3,135.1 380.2,135 380.2,134.9 380.3,134.7 380.3,134.6" class="st2"></polyline>
						<polyline points="380.1,134.8 380.2,134.8 380.2,134.7 380.1,134.6 380,134.5 380,134.5" class="st2"></polyline>
						<polyline points="380.1,134.3 380.1,134.4 380,134.5 380,134.6 380,134.7 380,134.8 380.1,134.9 380.1,134.9" class="st2"></polyline>
						<polyline points="380.1,134.5 380,134.5 380,134.5" class="st2"></polyline>
						<polyline points="375.5,158.4 375.1,158.3 374.6,158.1 374.2,157.7 373.9,157.3 373.5,156.7 373.3,156.1 
							373,155.3 372.7,154.5 372.5,153.6 372.3,152.6 372.3,151.6 372.2,150.5 372.2,149.3 372.2,148.2 372.3,146.9 372.4,145.8 
							372.6,144.6 372.8,143.4 373,142.3 373.2,141.2 373.6,140.2 373.9,139.1 374.3,138.2 374.7,137.4 375.1,136.6 375.5,135.9 
							376,135.4 376.4,134.9 376.9,134.5 377.4,134.3 377.8,134.2 378.3,134.2" class="st2"></polyline>
						<polyline points="375.3,158.3 375.7,158.3 376.2,158.2 376.7,158 377.1,157.7 377.6,157.1 378,156.6" class="st2"></polyline>
						<polyline points="376.6,157 376.6,157 376.8,157 377,156.9 377.2,156.9 377.4,156.8 377.5,156.8 377.7,156.7 
							377.9,156.6 378,156.5 378.2,156.3 378.3,156.2 378.4,156 378.4,155.7 378.5,155.5 378.5,155.3 378.6,155 378.5,154.8 
							378.4,154.5 378.4,154.5" class="st2"></polyline>
						<polyline points="379.1,153.1 379.3,152.9 379.5,152.8 379.8,152.6 379.9,152.3 380,152.2 380.1,152 380.1,151.7 
							380.1,151.6 380.1,151.2 380.1,151 380,150.8 380,150.7" class="st2"></polyline>
						<polyline points="376.5,156.6 376.6,156.9 376.7,157.2 376.6,157.6 376.4,157.8 376.4,157.9 376.3,158.2" class="st2"></polyline>
						<polyline points="374.5,157.9 374.5,157.8 374.6,157.6 374.7,157.3 374.7,156.9 374.8,156.6 374.7,156.5 
							374.6,156.2" class="st2"></polyline>
						<line y2="154.9" x2="375.5" y1="154.8" x1="375.3" class="st2"></line>
						<polyline points="374.1,153.4 374.3,153.8 374.6,154.2 374.8,154.5" class="st2"></polyline>
						<polyline points="375.3,154.8 375.1,154.7 374.8,154.5" class="st2"></polyline>
						<polyline points="374.3,153.8 374.4,153.8 374.7,153.3 375,152.9 375.3,152.4 375.5,151.8 375.9,151.1 
							376.1,150.4 376.4,149.6 376.5,148.8 376.7,147.9 376.9,147.2 376.9,146.2 377,145.4 377.1,144.5 377.1,143.7 377.1,142.9 
							377.1,142 376.9,141.2 376.9,140.5 376.7,139.9 376.5,139.3" class="st2"></polyline>
						<polyline points="376.5,139.4 376.4,138.8 376.2,138.3" class="st2"></polyline>
						<polyline points="376.7,137.8 376.4,138 376.1,138.4 375.8,138.8" class="st2"></polyline>
						<polyline points="376.7,137.8 377,137.7 377.3,137.6" class="st2"></polyline>
						<line y2="136.6" x2="376.1" y1="136.6" x1="376" class="st2"></line>
						<line y2="137.6" x2="377.5" y1="137.6" x1="377.3" class="st2"></line>
						<polyline points="374.2,138.6 374.3,138.5 374.4,138.5 374.5,138.5 374.8,138.3 374.9,138.2 375,138 375.2,137.9 
							375.3,137.6 375.4,137.4 375.4,137.2 375.5,137 375.4,136.7 375.4,136.5 375.3,136.3" class="st2"></polyline>
						<polyline points="373.1,142.2 373.1,142.2 373.3,142 373.5,141.8 373.6,141.5 373.7,141.4 373.8,141.1 
							373.8,140.8 373.8,140.7 373.8,140.4 373.7,140.1 373.7,139.9 373.7,139.8" class="st2"></polyline>
						<polyline points="374,152.9 373.8,152.3 373.6,151.6 373.5,150.9 373.4,150.1 373.4,149.3 373.4,148.5 
							373.4,147.7 373.5,146.8 373.5,145.9 373.6,145 373.8,144.2 374,143.4 374.2,142.5 374.4,141.8 374.6,141 374.9,140.3 
							375.2,139.7 375.5,139.1 375.8,138.6" class="st2"></polyline>
						<polyline points="373.2,155.2 373.2,155.2 373.3,155.1 373.3,155.2 373.4,155.2 373.5,155.2 373.6,155.3 
							373.6,155.3 373.8,155.4 373.9,155.4" class="st2"></polyline>
						<polyline points="372.2,151.5 372.3,151.5 372.4,151.3 372.5,151.1 372.7,150.8 372.6,150.7 372.7,150.4 
							372.7,150 372.6,149.9 372.5,149.7 372.4,149.5 372.2,149.2 372.2,149.2" class="st2"></polyline>
						<polyline points="372.6,144.6 372.7,144.7 372.8,145 372.9,145.3 372.8,145.6 372.7,146 372.7,146.3 372.5,146.6 
							372.3,146.7" class="st2"></polyline>
						<polyline points="380.8,145.7 381,145.9 381.1,146.2 381.2,146.5 381.1,146.8 381,147.2 381,147.5 380.8,147.8 
							380.6,147.9 380.5,148" class="st2"></polyline>
						<polyline points="380.6,140.3 380.8,140.5 381.1,140.7 381.1,141 381.2,141.2 381.2,141.3 381.3,141.6 
							381.3,141.9 381.3,142 381.2,142.4 381,142.6 381,142.7 380.9,142.9" class="st2"></polyline>
					</g>
					<g id="ID_1059">
						<polyline points="351.5,113.8 352.5,114 353.4,114.6 354.4,115.4 355.3,116.5 356.1,117.8 356.9,119.4 
							357.5,121.2 358.1,123.1 358.5,125.4 358.9,127.7 359.2,130.2 359.4,132.8 359.4,135.6 359.3,138.3 359.2,141.2 358.8,144 
							358.5,146.9 358,149.7 357.5,152.4 356.8,155.1 356.1,157.6 355.3,160 354.3,162.2 353.4,164.3 352.4,166.1 351.3,167.8 
							350.2,169.1 349.2,170.2 348.1,171.1 347,171.7 345.9,172 344.8,172" class="st1"></polyline>
						<polyline points="351.6,112.9 350.4,113 349.3,113.3 348.2,113.9 347,114.9 346,116 344.8,117.4 343.7,119.1 
							342.7,120.9 341.7,123 340.8,125.3 339.9,127.8 339.2,130.4 338.5,133.1 337.9,135.9 337.4,138.9 337,141.8 336.8,144.7 
							336.6,147.7 336.5,150.5 336.6,153.4 336.7,156 337,158.7 337.4,161 337.8,163.3 338.5,165.4 339.1,167.2 339.9,168.8 
							340.7,170.2 341.6,171.3 342.6,172.1 343.6,172.6 344.7,172.8" class="st1"></polyline>
						<polygon points="357.8,120.5 358.4,122.6 358.9,124.8 359.2,127.2 359.5,129.8 359.7,132.5 359.7,135.3 
							359.7,138.2 359.5,141.1 359.2,144.1 358.8,147 358.4,149.9 357.8,152.7 357,155.5 356.3,158 355.4,160.6 354.6,162.9 
							353.6,164.9 352.5,166.8 351.4,168.5 350.4,169.9 349.2,171 348.1,171.9 346.9,172.6 345.8,172.9 344.7,172.8 343.9,172.8 
							342.9,172.5 341.8,172 340.9,171.2 340,170.1 339.1,168.8 338.3,167.1 337.6,165.2 337.1,163.2 336.6,161 336.2,158.6 
							336,155.9 335.7,153.2 335.7,150.4 335.8,147.6 335.9,144.7 336.2,141.7 336.6,138.8 337.1,135.9 337.7,133.1 338.4,130.3 
							339.2,127.7 340,125.2 340.9,122.9 341.9,120.8 342.9,119 344,117.2 345.1,115.9 346.2,114.7 347.3,113.9 348.5,113.2 
							349.7,112.9 350.7,112.9 351.6,112.9 352.6,113.2 353.6,113.7 354.6,114.6 355.5,115.7 356.4,117 357.1,118.7" class="st2"></polygon>
						<polyline points="351.5,113.8 350.4,113.9 349.3,114.2 348.2,114.8 347,115.7 345.9,116.7 344.9,118.1 
							343.9,119.8 342.9,121.6 341.9,123.6 341.1,125.9 340.2,128.3 339.5,130.8 338.8,133.4 338.2,136.2 337.7,139 337.3,141.8 
							337.1,144.7 336.9,147.5 336.8,150.3 336.9,153.1 337,155.7 337.3,158.2 337.7,160.5 338.2,162.7 338.7,164.7 339.4,166.5 
							340.1,168.1 340.9,169.4 341.8,170.4 342.7,171.2 343.8,171.7 344.8,172" class="st2"></polyline>
						<polyline points="351.1,113.8 351.6,114.1 352.7,114.5 353.6,115.3 354.5,116.4 355.3,117.7 356.1,119.3 
							356.7,121.1 357.3,123.1 357.8,125.3 358.1,127.6 358.3,130.1 358.5,132.7 358.6,135.5 358.6,138.3 358.4,141 358.1,143.9 
							357.7,146.8 357.2,149.6 356.6,152.4 356,155 355.2,157.5 354.4,159.9 353.6,162.2 352.6,164.2 351.6,166 350.6,167.7 
							349.5,169 348.3,170.1 347.2,171 346.2,171.6 345.1,171.9 344.4,171.9" class="st2"></polyline>
					</g>
					<g id="ID_1053">
						<line y2="153.6" x2="417.5" y1="152.1" x1="417.8" class="st1"></line>
						<line y2="127.3" x2="407.7" y1="126.8" x1="408.3" class="st1"></line>
						<line y2="162" x2="413.3" y1="161.9" x1="413.3" class="st1"></line>
						<polyline points="413.2,162.1 413.1,162.1 412.3,162" class="st1"></polyline>
						<polyline points="412.3,162 412.3,162 412.2,162.1" class="st1"></polyline>
						<line y2="130.8" x2="400.9" y1="129.9" x1="401.4" class="st1"></line>
						<line y2="165.4" x2="414.7" y1="164" x1="415.2" class="st1"></line>
						<polyline points="412.4,170.3 413,169.2 413.6,168" class="st1"></polyline>
						<line y2="171.3" x2="411.6" y1="171.3" x1="411.7" class="st1"></line>
						<polyline points="411.6,171.3 411.7,171.3 411.8,171.3" class="st1"></polyline>
						<line y2="171.4" x2="410.9" y1="171.9" x1="410.4" class="st1"></line>
						<line y2="149.2" x2="417.8" y1="149.2" x1="417.9" class="st1"></line>
						<polyline points="418.4,148.6 417.1,148.7 416.9,148.7" class="st1"></polyline>
						<polyline points="417.1,148.1 417.2,148 418.4,147.8" class="st1"></polyline>
						<line y2="144.9" x2="418.1" y1="146.3" x1="418" class="st1"></line>
						<polyline points="418.6,148.9 417.5,149.1 417.2,149 417.1,148.7 417.2,148 417.2,147.8 417.5,147.8 417.5,147.7" class="st1"></polyline>
						<polyline points="419.2,149.2 418,149.4 417.9,149.4 417.8,149.2 417.4,149.2" class="st1"></polyline>
						<polyline points="417.4,149.2 417.5,149.1 417.9,149.2 419.1,149" class="st1"></polyline>
						<polyline points="417.9,147.7 418,147.6 418.2,147.6 419.4,147.5" class="st1"></polyline>
						<polyline points="417.5,147.7 417.9,147.7 418,147.8 418.1,147.8 418.2,147.6 418.2,146.2 418.3,144.9 
							418.2,143.5 418.3,142.3" class="st1"></polyline>
						<polyline points="417.8,152.1 417.9,150.8 418,149.4 418,149.2 417.9,149.2" class="st1"></polyline>
						<polyline points="416.7,157.6 417,156.3 417.2,154.9 417.5,153.6" class="st1"></polyline>
						<line y2="158.8" x2="416.3" y1="157.5" x1="416.6" class="st1"></line>
						<polyline points="417.1,161.6 416.9,161.4 416.8,161.4 416.7,161.4" class="st1"></polyline>
						<polyline points="414.9,160.6 415,160.4 415.1,160.4 416.2,160.5 416.3,160.4 416.1,160.1 415.9,160.1 415,159.9" class="st1"></polyline>
						<polyline points="410.8,170.6 411.1,170 411.8,169 412.4,167.8 412.9,166.5 413.5,165.2 414,163.7 414.5,162.3 
							415,160.7 415,160.7 414.9,160.6 414.8,160.3 414.6,160.2" class="st1"></polyline>
						<line y2="169.1" x2="410.2" y1="169.1" x1="410.3" class="st1"></line>
						<polyline points="410.4,170.5 410.4,170.5 410.3,170.3" class="st1"></polyline>
						<polyline points="410.2,169.2 410.2,169 410.1,168.9 409.4,168.8 409.3,169 410.2,169" class="st1"></polyline>
						<polyline points="411.6,168.4 411,169.5 410.4,170.5 410.4,170.5" class="st1"></polyline>
						<polyline points="413.2,164.5 412.7,165.9 412,167.1" class="st1"></polyline>
						<polyline points="416.5,158.9 416.1,160.1 416,160.2 415,160.1 414.8,160.2 414.8,160.3 414.3,161.8 413.9,163.2 
							413.3,164.6" class="st1"></polyline>
						<polyline points="416.2,160.9 416.2,160.7 416.2,160.5" class="st1"></polyline>
						<line y2="160.1" x2="415.9" y1="160.2" x1="416" class="st1"></line>
						<polyline points="411.1,170.6 411.4,170.1 412,169.1 412.6,167.9 413.1,166.6 413.7,165.2 414.3,163.8 
							414.7,162.4 415.2,160.8 415.2,160.6 415.1,160.4 415,160.1 415,159.9" class="st1"></polyline>
						<polyline points="415.4,164.1 415.9,162.6 416.3,161 416.2,160.9 415.2,160.8 415,160.8 415,160.7" class="st1"></polyline>
						<polyline points="413.1,169.2 413.6,168 414.3,166.8 414.8,165.5" class="st1"></polyline>
						<line y2="170.3" x2="412.5" y1="171.3" x1="411.8" class="st1"></line>
						<polyline points="411.4,170.6 411.6,170.8 411,171.4 410.4,172" class="st1"></polyline>
						<polyline points="410.1,167.3 409.4,168.8 409.3,168.9 409.3,169 409.6,169.9 409.7,169.9" class="st1"></polyline>
						<polyline points="409.6,170 409.6,169.9 409.4,169.8" class="st1"></polyline>
						<polyline points="401,138.4 401,138.6 400.9,138.5" class="st1"></polyline>
						<line y2="138.2" x2="400.5" y1="139.8" x1="400.2" class="st1"></line>
						<line y2="136.7" x2="398.8" y1="136.6" x1="398.8" class="st1"></line>
						<line y2="129.3" x2="401.7" y1="129.3" x1="401.7" class="st1"></line>
						<polyline points="398.9,136.1 399.5,134.3 400.2,132.4 400.9,130.8" class="st1"></polyline>
						<polyline points="400.5,138.2 399.5,138.2 399.4,138 399.3,137.8 399.8,136.1" class="st1"></polyline>
						<polyline points="406.1,128.7 406,128.5 405.8,128.5" class="st1"></polyline>
						<polyline points="404.6,126.4 405.6,126.5 405.6,127" class="st1"></polyline>
						<polyline points="401.1,133 401.7,131.5 402.3,130.1 403,128.8 403.7,127.5" class="st1"></polyline>
						<line y2="129.7" x2="404.4" y1="128.6" x1="405" class="st1"></line>
						<line y2="128.7" x2="405.9" y1="129.3" x1="406" class="st1"></line>
						<polyline points="405.8,127 405.8,127.3 405.7,127.6" class="st1"></polyline>
						<line y2="123.8" x2="408.2" y1="124.3" x1="407.6" class="st1"></line>
						<line y2="122.2" x2="409.8" y1="122.2" x1="409.8" class="st1"></line>
						<line y2="122.3" x2="410.6" y1="122.3" x1="411.1" class="st1"></line>
						<polyline points="411.2,122.2 410.7,122.2 410.3,122.1 410,122.1" class="st1"></polyline>
						<line y2="123.8" x2="414.7" y1="124.2" x1="415.2" class="st1"></line>
						<polyline points="413.1,122.6 413.6,122.9 414.2,123.3" class="st1"></polyline>
						<line y2="122.3" x2="411.8" y1="122.2" x1="411.2" class="st1"></line>
						<line y2="122.6" x2="409.9" y1="122.8" x1="409.4" class="st1"></line>
						<line y2="123.7" x2="408.1" y1="124.2" x1="407.5" class="st1"></line>
						<polyline points="403.6,127.5 404.2,126.4 404.4,126.3 404.6,126.3 405.7,126.4 406.3,125.6" class="st1"></polyline>
						<line y2="127.5" x2="405.6" y1="128.6" x1="404.9" class="st1"></line>
						<polyline points="400.9,138.3 401.4,136.7 401.9,135.2 402.5,133.7 403.1,132.3 403.7,130.9 404.3,129.7" class="st1"></polyline>
						<line y2="139.7" x2="400.3" y1="141.3" x1="399.9" class="st1"></line>
						<line y2="144.4" x2="399.1" y1="142.8" x1="399.4" class="st1"></line>
						<line y2="177.4" x2="406.4" y1="177.4" x1="406.8" class="st1"></line>
						<line y2="152.2" x2="397.7" y1="152.3" x1="398.1" class="st1"></line>
						<line y2="149.1" x2="398.4" y1="150.7" x1="398.3" class="st1"></line>
						<polyline points="398.2,150.7 397.8,150.8 397.4,150.9 397.3,151.2" class="st1"></polyline>
						<polyline points="398.2,152.4 397.6,152.4 397.4,152.2 397.3,151.8" class="st1"></polyline>
						<line y2="155.7" x2="398" y1="154.1" x1="398.1" class="st1"></line>
						<line y2="160.2" x2="398.1" y1="158.8" x1="398" class="st1"></line>
						<polyline points="398.2,158.7 398.2,160.2 398.4,161.7" class="st1"></polyline>
						<polyline points="408.9,173.5 409.5,173.1 410,172.5 410.4,172" class="st1"></polyline>
						<line y2="174.2" x2="406.6" y1="174.2" x1="406.1" class="st1"></line>
						<line y2="169.1" x2="410.2" y1="169" x1="410.2" class="st1"></line>
						<polyline points="412,167.1 411.5,168.3 410.9,169.4 410.3,170.3 410.2,170.4" class="st1"></polyline>
						<polyline points="407.6,172.5 408.3,171.8 408.9,171 409.6,170.1 410.3,169.1 410.3,169 410.1,168.9" class="st1"></polyline>
						<polyline points="417.9,149.4 417.8,150.7 417.5,152.1 417.4,153.5 417.1,154.9 416.9,156.2 416.6,157.5" class="st1"></polyline>
						<polyline points="417.5,147.7 417.2,147.7 417.1,148.1 416.9,148.7 417,149.1 417.4,149.2" class="st1"></polyline>
						<line y2="146.3" x2="418" y1="147.6" x1="418" class="st1"></line>
						<polyline points="418,139.6 418.1,141 418.1,142.2 418.1,143.5 418.1,144.9" class="st1"></polyline>
						<polyline points="418.3,142.3 418.2,140.9 418.1,139.6" class="st1"></polyline>
						<line y2="138.4" x2="417.9" y1="137.2" x1="417.8" class="st1"></line>
						<line y2="135.4" x2="416.4" y1="136.8" x1="416.6" class="st1"></line>
						<polyline points="418.3,136.3 418.1,136.6 418.1,136.8" class="st1"></polyline>
						<line y2="137.1" x2="417.8" y1="136.8" x1="418" class="st1"></line>
						<line y2="135.7" x2="418.8" y1="135.8" x1="418.8" class="st1"></line>
						<line y2="135.4" x2="419" y1="135.6" x1="418.7" class="st1"></line>
						<polyline points="414.1,133 413.6,131.4 413.1,130 412.5,128.7" class="st1"></polyline>
						<polyline points="412.9,127.9 413.4,128.8 413.4,128.9 413.3,128.8" class="st1"></polyline>
						<polyline points="415,130.5 414.5,129.6 414.1,128.7 413.5,127.9 413.6,127.8" class="st1"></polyline>
						<line y2="125.9" x2="412.6" y1="125.7" x1="412.1" class="st1"></line>
						<line y2="126.9" x2="414" y1="127.3" x1="414.4" class="st1"></line>
						<line y2="127.8" x2="412.8" y1="128.6" x1="412.5" class="st1"></line>
						<polyline points="411.5,125.7 411.9,125.7 412.5,125.9 413,126.2 413.5,126.5 413.9,126.9" class="st1"></polyline>
						<line y2="128.6" x2="413.3" y1="128.7" x1="413.2" class="st1"></line>
						<line y2="128.7" x2="413.3" y1="128.7" x1="413.2" class="st1"></line>
						<line y2="127.4" x2="414.3" y1="127.9" x1="414.8" class="st1"></line>
						<polyline points="417.1,131 416.7,129.9 416.3,128.8" class="st1"></polyline>
						<polyline points="415.2,127.1 415.3,127.1 415.8,127.9" class="st1"></polyline>
						<polyline points="416.1,128.9 415.6,128 415.1,127.2" class="st1"></polyline>
						<polyline points="418.1,136.3 417.9,134.9 417.6,133.5 417.3,132.2 417,131 416.6,129.9" class="st1"></polyline>
						<polyline points="416.8,137.2 416.5,137 416.5,136.9 416.3,135.5 415.9,134.1 415.7,132.8" class="st1"></polyline>
						<polyline points="415.1,130.5 415.5,131.6 415.8,132.8 416.1,134" class="st1"></polyline>
						<polyline points="413.1,162.1 413.3,162 413.3,161.9 413.7,160.4 414.3,158.8 414.6,157.1 415,155.4 415.3,153.6 
							415.5,151.8 415.7,150 415.9,148.3 416,146.5 416.1,144.7 416.1,142.9 416.1,141.3 416,139.7 415.8,138.1 415.6,136.6 
							415.5,135.1 415.3,134.9" class="st1"></polyline>
						<polyline points="410.1,167.3 410.9,165.7 411.6,163.9 412.3,162" class="st1"></polyline>
						<line y2="165.5" x2="414.8" y1="164.1" x1="415.4" class="st1"></line>
						<polyline points="411.6,168.4 412.3,167.3 412.8,166 413.3,164.6" class="st1"></polyline>
						<line y2="160.5" x2="416.2" y1="160.2" x1="416" class="st1"></line>
						<polyline points="413.2,164.5 413.8,163.1 414.2,161.7 414.6,160.2 414.8,160 415,159.9" class="st1"></polyline>
						<line y2="160.1" x2="415.9" y1="158.8" x1="416.3" class="st1"></line>
						<line y2="157.6" x2="416.7" y1="158.9" x1="416.5" class="st1"></line>
						<polyline points="416.3,161 416.3,160.7 416.3,160.4" class="st1"></polyline>
						<line y2="161.7" x2="416.9" y1="161.4" x1="416.8" class="st1"></line>
						<line y2="161.4" x2="416.9" y1="161.3" x1="416.8" class="st1"></line>
						<polyline points="415.2,164 415.7,162.5 416.2,160.9" class="st1"></polyline>
						<polyline points="413.6,168 414.1,166.8 414.7,165.4" class="st1"></polyline>
						<line y2="169.2" x2="413.1" y1="170.3" x1="412.5" class="st1"></line>
						<line y2="170.6" x2="411.4" y1="171.4" x1="410.9" class="st1"></line>
						<line y2="171.3" x2="411.8" y1="171.5" x1="411.7" class="st1"></line>
						<line y2="170.3" x2="412.4" y1="171.3" x1="411.7" class="st1"></line>
						<polyline points="407.2,174.1 407.8,174 408.3,173.6 408.8,173.4 409.3,172.9 409.9,172.5 410.4,171.9" class="st1"></polyline>
						<polyline points="406.7,174.1 406.3,174 406,174 405.8,174.1 405.8,174.1" class="st1"></polyline>
						<polyline points="405.7,174.2 405.1,174.1 404.6,173.8" class="st1"></polyline>
						<line y2="172" x2="401.1" y1="171" x1="400.7" class="st1"></line>
						<polyline points="400.8,174.8 401.9,174.9 402,174.5" class="st1"></polyline>
						<polyline points="402.3,175.7 401.9,175.1 400.9,175 400.7,174.9 400.6,174.9 400,173.9" class="st1"></polyline>
						<line y2="176.3" x2="402.9" y1="176.7" x1="403.4" class="st1"></line>
						<line y2="177.3" x2="404.6" y1="177" x1="404.1" class="st1"></line>
						<line y2="176.2" x2="403" y1="175.6" x1="402.5" class="st1"></line>
						<polyline points="402.2,173.9 402.2,174.1 402.1,174.5" class="st1"></polyline>
						<polyline points="402.4,172.8 402.6,172.9 402.7,172.6" class="st1"></polyline>
						<line y2="172" x2="402.7" y1="172.6" x1="402.5" class="st1"></line>
						<line y2="173.1" x2="403.7" y1="172.6" x1="403.3" class="st1"></line>
						<line y2="164.3" x2="399" y1="165.8" x1="399.2" class="st1"></line>
						<polyline points="397.6,166.2 397.9,167.7 398.3,169.2 398.7,170.5" class="st1"></polyline>
						<polyline points="402,174 401.5,173.1 401.1,172.1 400.6,171 400.2,169.9 399.8,168.6 399.5,167.3" class="st1"></polyline>
						<polyline points="399.3,165.8 399.6,167.3 399.9,168.6" class="st1"></polyline>
						<polyline points="398.8,164.1 399,164.1 399.1,164.3" class="st1"></polyline>
						<polyline points="397.3,164.7 397.2,164.5 397.4,164.4 398.5,164.5" class="st1"></polyline>
						<line y2="167.7" x2="397.8" y1="166.3" x1="397.5" class="st1"></line>
						<line y2="167.3" x2="397" y1="167.8" x1="397.1" class="st1"></line>
						<polyline points="398.9,136.1 398.7,136.4 398.8,136.6" class="st1"></polyline>
						<polyline points="410.1,122.3 410.2,122.3 410.4,122.2 410.6,122.3" class="st1"></polyline>
						<polyline points="410.6,122.4 410.6,122.3 410.7,122.2" class="st1"></polyline>
						<polyline points="410.6,122.5 410.6,122.4 409.9,122.6" class="st1"></polyline>
						<line y2="165.2" x2="396.6" y1="165.2" x1="396.5" class="st1"></line>
						<polyline points="397.6,166.2 397.4,164.5 397.4,164.5" class="st1"></polyline>
						<polyline points="396.6,165.6 396.5,165.6 396.6,165.4 396.6,165.3" class="st1"></polyline>
						<polyline points="397.5,164.5 397.4,164.5 397.3,164.7 397.5,166.3" class="st1"></polyline>
						<line y2="164.4" x2="397.4" y1="164.5" x1="397.6" class="st1"></line>
						<line y2="164.3" x2="399.1" y1="165.8" x1="399.3" class="st1"></line>
						<polyline points="398,164.5 398.1,165.8 398.4,167.2 398.7,168.5 399.1,169.8 399.5,171 400,172 400.5,173 
							401,173.8 401,174 401,174.3 400.8,174.8 400.9,175" class="st1"></polyline>
						<polyline points="398.7,170.5 399.1,171.7 399.6,172.8 400.1,173.9 400.6,174.7 400.7,174.8 400.8,174.8" class="st1"></polyline>
						<line y2="172.8" x2="402.5" y1="172.6" x1="402.5" class="st1"></line>
						<polyline points="402.7,172.6 402.5,172.6 402.3,172.5" class="st1"></polyline>
						<polyline points="403.7,173.1 404.1,173.5 404.6,173.8" class="st1"></polyline>
						<polyline points="402.7,172.6 402.8,172.1 402.8,172" class="st1"></polyline>
						<polyline points="402,174.5 402,174.2 402,174" class="st1"></polyline>
						<polyline points="402.5,175.6 402,175 401.9,174.9" class="st1"></polyline>
						<line y2="174.9" x2="401.9" y1="175.1" x1="401.9" class="st1"></line>
						<polyline points="397.7,164.5 397.9,165.8 398.2,167.3 398.6,168.7 398.9,169.9 399.3,171.1 399.8,172.2 
							400.3,173.2 400.8,174 400.8,174.1 400.8,174.3 400.6,174.7 400.6,174.9" class="st1"></polyline>
						<polyline points="401.9,175.1 402,175 402.1,174.5 402,174.5 401,174.3 400.9,174.3 400.8,174.3" class="st1"></polyline>
						<polyline points="403,176.2 403.5,176.7 404.1,177" class="st1"></polyline>
						<polyline points="403.4,176.7 404,177.2 404.5,177.3 405.1,177.6 405.6,177.6" class="st1"></polyline>
						<polyline points="406.8,177.4 407,177.5 407,177.5 407.7,177.3 408.3,176.9 408.9,176.6 409.5,176.2 410.2,175.6" class="st1"></polyline>
						<polyline points="406.9,177.5 406.8,177.4 407.1,174.2 407.1,174.2" class="st1"></polyline>
						<polyline points="405.7,174.2 406.1,174.3 406.6,174.3" class="st1"></polyline>
						<line y2="174.1" x2="405.8" y1="174.1" x1="405.8" class="st1"></line>
						<polyline points="406,174 406.2,174.2 406.4,174.1 406.6,174.2 407.1,174.2 407.2,174.2 407.3,174.2 407.8,174.1 
							408.3,173.8 408.9,173.5" class="st1"></polyline>
						<line y2="174.3" x2="406.6" y1="174.2" x1="406.6" class="st1"></line>
						<polyline points="407,177.5 407,177.5 407.3,174.2 407.2,174.1 407.1,174.2 406.7,174.1 406.6,174.2 406.6,174.3" class="st1"></polyline>
						<polyline points="404.6,177.3 405.2,177.5 405.8,177.6 406.4,177.5" class="st1"></polyline>
						<line y2="176.3" x2="402.9" y1="175.7" x1="402.3" class="st1"></line>
						<polyline points="408.2,122.3 407.3,122.7 406.4,123.3 405.6,124.1 404.7,125 403.9,126.2 403,127.4 402.2,128.9 
							401.4,130.4 400.7,132.2 400,134 399.3,136 398.7,137.9 398.1,140 397.7,142.2 397.3,144.5 396.9,146.6 396.6,149 
							396.4,151.2 396.3,153.5 396.3,155.7 396.2,158 396.3,160.2 396.4,162.2 396.7,164.2 397,166.1 397.3,167.9 397.7,169.5 
							398.2,171 398.8,172.4 399.3,173.7 400,174.8 400.5,175.5 401.1,176.1" class="st1"></polyline>
						<polyline points="406.3,125.6 406.8,124.8 407.5,124.2" class="st1"></polyline>
						<polyline points="409.4,122.8 408.7,123.2 408.1,123.7" class="st1"></polyline>
						<polyline points="410.2,122.3 410.2,122.3 410,122.1 409.8,122.2" class="st1"></polyline>
						<line y2="122.2" x2="409.8" y1="122.3" x1="409.9" class="st1"></line>
						<line y2="124.2" x2="415.2" y1="124.9" x1="415.7" class="st1"></line>
						<line y2="123.8" x2="414.7" y1="123.3" x1="414.2" class="st1"></line>
						<polyline points="411.1,122.3 411.2,122.3 411.3,122.4 411.9,122.3 412.5,122.5 413.1,122.6" class="st1"></polyline>
						<polyline points="408.3,126.8 408.8,126.5 409.3,126.1 409.9,125.9 410.4,125.8" class="st1"></polyline>
						<line y2="125.8" x2="410.4" y1="125.8" x1="410.3" class="st1"></line>
						<polyline points="410.4,125.5 410.9,125.6 411,125.6 411.1,125.6 411.6,125.6 412.1,125.7" class="st1"></polyline>
						<line y2="128.7" x2="412.5" y1="128.6" x1="412.5" class="st1"></line>
						<polyline points="415.7,132.8 415.3,131.7 415,130.5" class="st1"></polyline>
						<polyline points="415.2,134.9 414.5,134.8 414.1,133" class="st1"></polyline>
						<line y2="135.1" x2="415.5" y1="135" x1="415.3" class="st1"></line>
						<line y2="139.6" x2="418" y1="138.4" x1="417.9" class="st1"></line>
						<polyline points="416.6,136.8 416.7,136.9 416.8,137 417.8,137.1 417.9,137.2 418,138.4 418.1,139.6" class="st1"></polyline>
						<line y2="137.1" x2="417.8" y1="137.2" x1="417.8" class="st1"></line>
						<polyline points="418.8,135.7 419.1,135.4 419,135.4" class="st1"></polyline>
						<line y2="135.6" x2="418.7" y1="135.6" x1="418.7" class="st1"></line>
						<polyline points="418.8,135.7 418.7,135.6 418.7,135.6" class="st1"></polyline>
						<polyline points="416.8,136.2 416.9,136.2 417.1,136.2 418.1,136.3 418.3,136.3 418,134.8 417.7,133.4 
							417.4,132.2 417.1,131" class="st1"></polyline>
						<polyline points="418,136.8 418,136.5 418.1,136.3" class="st1"></polyline>
						<line y2="135.4" x2="416.4" y1="134" x1="416.1" class="st1"></line>
						<polyline points="415.1,127.2 415.1,127.2 415.3,127.1" class="st1"></polyline>
						<polyline points="416.8,136.6 416.9,136.6 417,136.7 418,136.8 418.1,136.8 417.9,137.2 417.8,137.2 416.8,137.2 
							416.8,137 417,136.7 417.1,136.5 417.1,136.2 416.8,134.8 416.6,133.4 416.2,132.2 415.9,130.9 415.5,129.8 415.1,128.8 
							414.7,127.9" class="st1"></polyline>
						<line y2="128.7" x2="413.3" y1="128.8" x1="413.4" class="st1"></line>
						<line y2="127.4" x2="414.3" y1="126.9" x1="413.9" class="st1"></line>
						<polygon points="413.3,128.8 413.2,128.7 412.5,128.6 412.4,128.6 412.5,128.7" class="st1"></polygon>
						<polyline points="416.5,136.9 416.6,136.8 416.8,136.6 416.9,136.4 416.8,136.2 416.6,134.8 416.4,133.5 
							416,132.2 415.7,131 415.3,129.9 414.8,128.9 414.4,128 414.3,127.8" class="st1"></polyline>
						<line y2="128.9" x2="416.1" y1="129.9" x1="416.6" class="st1"></line>
						<line y2="127.9" x2="414.9" y1="127.3" x1="414.4" class="st1"></line>
						<polyline points="415.1,130.5 414.7,129.5 414.1,128.6 413.7,127.8 413.5,127.9" class="st1"></polyline>
						<line y2="128.8" x2="416.3" y1="127.9" x1="415.8" class="st1"></line>
						<polyline points="412.6,125.9 413,126.1 413.6,126.4 414,126.9" class="st1"></polyline>
						<polyline points="410.9,125.7 410.9,125.6 411.1,122.3 411.2,122.2 411.2,122.2 411.3,122.4 411.1,125.6" class="st1"></polyline>
						<polyline points="408.2,123.8 408.8,123.3 409.4,122.9 410.1,122.6 410.6,122.5" class="st1"></polyline>
						<polyline points="405.6,126.5 405.8,126.5 406.3,125.7 406.9,124.9 407.6,124.3" class="st1"></polyline>
						<line y2="126.4" x2="405.7" y1="126.5" x1="405.6" class="st1"></line>
						<polyline points="405.7,126.4 405.8,126.5 405.8,127 405.6,127 404.7,126.9 404.6,126.9 404.5,126.9" class="st1"></polyline>
						<polyline points="405.6,127 405.7,127.2 405.6,127.5" class="st1"></polyline>
						<line y2="128.6" x2="405.9" y1="128.7" x1="405.9" class="st1"></line>
						<polyline points="406.1,128.7 405.9,128.7 405.8,128.7" class="st1"></polyline>
						<polyline points="406.1,128.7 406.1,129.2 406,129.3" class="st1"></polyline>
						<line y2="129.7" x2="404.3" y1="128.6" x1="404.9" class="st1"></line>
						<polyline points="404.6,126.4 404.4,126.4 404.3,126.4 403.7,127.5" class="st1"></polyline>
						<polyline points="399.9,138.2 400.4,136.6 400.9,135 401.5,133.5 402,132.1 402.6,130.8 403.3,129.5 403.9,128.4 
							404.6,127.4 404.6,127.2 404.7,126.9 404.6,126.4 404.6,126.3" class="st1"></polyline>
						<polyline points="404.2,126.4 404.3,126.4 404.5,126.9 404.4,127.1 404.5,127.2 403.8,128.2 403.1,129.4 
							402.5,130.7 401.8,132 401.2,133.4 400.7,134.9 400.2,136.4 399.7,138.1 399.7,138.1" class="st1"></polyline>
						<polyline points="399.3,137.8 399.4,137.9 399.6,138.1 399.5,138.2" class="st1"></polyline>
						<line y2="138.2" x2="400.5" y1="138.2" x1="400.6" class="st1"></line>
						<line y2="152.2" x2="397.7" y1="152.4" x1="397.6" class="st1"></line>
						<polyline points="399.7,150.6 398.4,150.7 398.3,150.7 398.2,150.7 398.3,150.9 398.4,150.9 398.4,150.7 
							398.6,149.1 398.8,147.6 399,146 399.3,144.3 399.6,142.8 399.9,141.3" class="st1"></polyline>
						<polyline points="400.5,138.2 400.6,138.3 400.3,139.7" class="st1"></polyline>
						<polyline points="401,138.4 400.9,138.3 400.6,138.3" class="st1"></polyline>
						<line y2="138.3" x2="400.9" y1="138.5" x1="400.9" class="st1"></line>
						<polyline points="399.5,138.1 399.4,137.9 399.9,136.2 400.5,134.5 401.1,133" class="st1"></polyline>
						<polyline points="398.8,136.5 398.8,136.6 398.9,136.6" class="st1"></polyline>
						<polyline points="398.8,136.2 398.9,136.1 399,136.2" class="st1"></polyline>
						<polyline points="403.6,127.5 402.9,128.7 402.2,130 401.5,131.4 400.9,132.9 400.4,134.5 399.8,136.1" class="st1"></polyline>
						<polyline points="405,128.6 405.7,127.6 405.6,127.5 404.6,127.4 404.5,127.3 404.5,127.2" class="st1"></polyline>
						<polyline points="405.5,129.2 406,129.3 406,129.3" class="st1"></polyline>
						<polyline points="401,138.4 401.5,136.8 402,135.2 402.6,133.7 403.1,132.3 403.8,131 404.4,129.7" class="st1"></polyline>
						<polyline points="399.4,142.8 399.8,141.2 400.2,139.8" class="st1"></polyline>
						<polyline points="398.4,149.1 398.7,147.5 398.9,145.9 399.1,144.4" class="st1"></polyline>
						<polyline points="399,152 397.7,152.2 397.5,152.1 397.4,151.8 397.4,151.2 397.6,150.9 397.8,150.8 397.8,150.8" class="st1"></polyline>
						<polyline points="398.7,151.7 397.4,151.8 397.3,151.8 397.3,151.2 397.4,151.2 398.7,150.9" class="st1"></polyline>
						<line y2="150.7" x2="399.7" y1="150.6" x1="399.7" class="st1"></line>
						<polyline points="398.2,152.5 398.3,152.5 399.6,152.3" class="st1"></polyline>
						<polyline points="398,158.8 398,157.2 398,155.7" class="st1"></polyline>
						<polyline points="399.4,152.1 398.1,152.3 398.2,152.4 398.2,152.5 398.1,154.1" class="st1"></polyline>
						<line y2="152.3" x2="399.6" y1="152.2" x1="399.5" class="st1"></line>
						<polyline points="398.2,158.7 398.2,157.2 398.2,155.6 398.2,154.1 398.3,152.5 398.3,152.4 398.1,152.3" class="st1"></polyline>
						<polyline points="398.5,164.5 398.5,164.5 398.3,163.1 398.2,161.7 398.1,160.2" class="st1"></polyline>
						<polyline points="398.5,164.5 398.6,164.5 398.4,163.1 398.4,161.7" class="st1"></polyline>
						<polyline points="398.8,164.4 399,164.3 399.1,164.3" class="st1"></polyline>
						<line y2="164.3" x2="399" y1="164.2" x1="398.8" class="st1"></line>
						<line y2="165.8" x2="399.2" y1="167.3" x1="399.5" class="st1"></line>
						<polyline points="400.7,171 400.2,169.9 399.9,168.6" class="st1"></polyline>
						<polyline points="403.3,172.6 402.8,172.1 402.7,172 401.9,171.9" class="st1"></polyline>
						<line y2="172" x2="402.8" y1="172" x1="402.7" class="st1"></line>
						<polyline points="400.8,174 400.9,173.8 401,173.8 402,174 402.2,173.9 401.6,173 401.1,172" class="st1"></polyline>
						<polyline points="397.8,167.7 398.1,169.2 398.6,170.5 399,171.8 399.5,172.9 400,173.9" class="st1"></polyline>
						<polyline points="396.5,165.5 396.5,165.6 397,167.3" class="st1"></polyline>
						<polyline points="396.6,165.2 396.5,165.2 396.5,165.4 396.5,165.5 396.9,167.3 397.1,168.3" class="st2"></polyline>
						<polyline points="397.4,164.5 397.6,164.5 398.5,164.5 398.6,164.5 398.8,164.1" class="st2"></polyline>
						<line y2="164.2" x2="398.8" y1="164.1" x1="398.8" class="st2"></line>
						<line y2="164.2" x2="398.8" y1="164.2" x1="398.8" class="st2"></line>
						<polyline points="418.8,135.8 418.7,135.6 418.4,134.1 418.1,132.7 417.8,131.3 417.4,130.1 417,128.9 
							416.6,127.8 416.1,126.9 415.5,126 415.4,125.7 415.6,125.4 415.7,124.9 415.6,124.8 415.1,124.2 414.7,123.7 414.1,123.2 
							413.5,122.8 413,122.6 412.4,122.3 411.8,122.3 410.1,122 409.1,122.1 408.2,122.3 407.7,122.5 407.3,122.7 406.6,123 
							405.6,123.9 404.6,124.9 403.6,126.2 402.6,127.7 401.7,129.5 400.7,131.4 399.9,133.5 399.1,135.8 398.4,138.2 397.8,140.7 
							397.3,143.3 396.7,146 396.4,148.6 396.2,151.3 396,154 396,156.7 395.9,159.2 396.2,161.7 396.4,164.1 396.7,166.4 
							397.2,168.4 397.8,170.3 398.3,171.9 399,173.5 399.8,174.7 400.7,175.7 401.1,176.1 401.6,176.5 402.3,177 402.8,177.3 
							403.5,177.4 405.6,177.6 406.3,177.7 406.4,177.5 406.6,174.3" class="st2"></polyline>
						<polyline points="407.6,172.5 408.2,171.9 408.9,171.1 409.5,170.1 410.2,169.1" class="st2"></polyline>
						<polyline points="410.2,170.4 410.4,170.5 411.4,170.6 411.5,170.7 411.6,170.8 411.6,171.2 411.7,171.5" class="st2"></polyline>
						<polyline points="412.2,162.1 411.6,163.9 410.9,165.8 410.2,167.4 409.3,168.9 409.4,169.8 409.5,169.9 
							409.6,170 409.6,170" class="st2"></polyline>
						<polyline points="412.3,162 413.2,162.1 413.3,162 413.8,160.5 414.2,158.8 414.5,157.1 414.9,155.4 415.3,153.6 
							415.5,151.8 415.7,150 415.9,148.2 415.9,146.4 416.1,144.6 416,143 416,141.2 415.9,139.6 415.8,138 415.6,136.5 415.3,135 
							415.2,134.9" class="st2"></polyline>
						<polyline points="412.7,127.7 412.4,128.6 413,129.9 413.5,131.3 414,133 414.3,134.7 414.5,134.8 414.5,134.8 
							415.2,134.9 415.3,134.9" class="st2"></polyline>
						<polyline points="413.6,127.8 413.7,127.9 414.8,127.9 414.9,127.9 415,127.3 415.2,127.1" class="st2"></polyline>
						<polyline points="412.9,127.9 412.3,127.2 411.7,126.6 411.2,126.1 410.6,125.8 410.4,125.8" class="st2"></polyline>
						<polyline points="411,125.7 411,125.7 411.1,125.6" class="st2"></polyline>
						<polyline points="410.4,125.6 410.9,125.7 411,125.7 411.5,125.7" class="st2"></polyline>
						<polyline points="407.7,127.4 408.2,127 408.7,126.5 409.3,126.3 409.8,125.9 410.3,125.8 410.4,125.8 
							410.4,125.8 410.6,122.5 410.6,122.4" class="st2"></polyline>
						<polyline points="409.8,122.2 410.1,122.3 410.5,122.3 410.6,122.4" class="st2"></polyline>
						<polyline points="405.4,129.3 406,129.3 406.1,129.2 406.7,128.5 407.2,127.8 407.7,127.3" class="st2"></polyline>
						<polyline points="405.8,128.5 405.2,129.5 404.6,130.6 404,131.8 403.4,133.1 402.9,134.5 402.3,135.9 
							401.9,137.3 401.4,138.9 401.4,139.2 401.4,139.5 401.6,139.8 401.2,141 401,142.4 400.7,143.7 400.4,145.1 400.2,146.4 
							400,147.8 399.8,149.2 399.7,150.6 399.6,150.6 399.7,150.7 399.5,150.7 398.3,150.9 397.8,150.8" class="st2"></polyline>
						<polyline points="402.4,172.8 402,172 401.5,171.1 401,170.1 400.6,168.9 400.3,167.8 399.9,166.4 399.7,165.2 
							399.5,163.7 399.5,163.3 399.6,163 399.8,162.8 399.7,161.5 399.5,160.2 399.5,159 399.5,157.7 399.4,156.3 399.5,155 
							399.4,153.6 399.6,152.3 399.6,152.3 399.5,152.2 399.4,152.1 399,152 398.7,151.9 398.7,151.7 398.7,150.9 398.8,150.8" class="st2"></polyline>
						<line y2="172.8" x2="402.5" y1="172.7" x1="402.4" class="st2"></line>
						<polyline points="401.9,171.9 402.8,172 403.2,172.5 403.6,173 404.1,173.4 404.6,173.7 405.1,174 405.5,174.2 
							406.1,174.2" class="st2"></polyline>
						<polyline points="405.8,174.1 406,174.1 406.5,174.2 406.6,174.2 406.6,174.3" class="st2"></polyline>
						<polyline points="405,173.9 405.5,173.7 406.2,173.5 406.9,173.1 407.6,172.5" class="st2"></polyline>
						<line y2="138.5" x2="400.9" y1="138.5" x1="400.7" class="st2"></line>
						<polyline points="399.5,138.1 399.6,138.1 400.6,138.2 400.6,138.3 400.9,138.5" class="st2"></polyline>
						<polyline points="401.7,129.3 401.7,129.3 401,130.9 400.2,132.5 399.4,134.3 398.8,136.2 398.7,136.3 
							398.8,136.5 398.8,136.7" class="st2"></polyline>
						<line y2="128.6" x2="405.9" y1="128.6" x1="405.9" class="st2"></line>
						<line y2="128.6" x2="405.9" y1="128.6" x1="405.9" class="st2"></line>
						<line y2="128.7" x2="413.3" y1="127.9" x1="412.8" class="st2"></line>
						<polyline points="417.5,147.8 418,147.8 419.2,147.6 419.3,147.6 419.4,147.5 419.5,145.9 419.5,144.3 
							419.6,142.7 419.5,141.2 419.5,139.7 419.4,138.2 419.2,136.8 419.1,135.4 419,135.3 419,135.4 418.6,135.2" class="st2"></polyline>
						<polyline points="418.4,147.7 418.4,147.8 418.4,148.6 418.4,148.8 418.6,148.9 419.1,149 419.2,149.1 
							419.2,149.2 419,150.8 418.9,152.4 418.7,154 418.5,155.6 418.2,157.1 417.8,158.6 417.4,160.1 417.1,161.6 416.9,161.7 
							416.7,161.6" class="st2"></polyline>
						<polyline points="406.4,177.5 406.9,177.5 407,177.5 407.5,177.3 408.2,177.1 408.8,176.7 409.4,176.2 410,175.7 
							410.2,175.6 410.7,174.9 411.4,174.2 412,173.5 411.8,173 411.9,172.7 412,172.3 412.6,171.3 413.3,170.1 414,168.9 
							414.5,167.6 415.1,166.2 415.6,164.7 416.1,163.1 416.7,161.5 416.8,161.3" class="st2"></polyline>
					</g>
					<g id="ID_1047">
						<line y2="244.8" x2="525.2" y1="244.7" x1="525.3" class="st1"></line>
						<line y2="242.8" x2="520.7" y1="242.7" x1="520.8" class="st1"></line>
						<line y2="245.2" x2="525.2" y1="245.3" x1="525.1" class="st1"></line>
						<polyline points="525.3,244.8 525.3,244.7 525.2,244.5 525.2,244.3 525,244.1 525,243.9 524.8,243.8 524.7,243.6 
							524.5,243.4 524.3,243.3 524.2,243.2 523.9,243.1 523.7,242.9 523.4,242.8 523.2,242.6 523,242.6 522.7,242.6 522.5,242.5 
							522.2,242.5 522,242.4 521.8,242.5 521.6,242.4 521.4,242.5 521.2,242.6 521,242.6 520.8,242.7 520.7,242.8" class="st1"></polyline>
						<line y2="243.3" x2="520.3" y1="243.1" x1="520.4" class="st1"></line>
						<polyline points="523.7,247.8 523.7,247.7 523.5,247.5 523.5,247.3 523.4,247.2" class="st1"></polyline>
						<polyline points="523.7,248.1 523.7,248.3 523.7,248.4" class="st1"></polyline>
						<polyline points="523.5,248.2 523.5,248.4 523.4,248.4" class="st1"></polyline>
						<polyline points="522.9,248.9 523.1,248.9 523.2,248.8 523.3,248.7 523.4,248.7" class="st1"></polyline>
						<polyline points="522.5,249 522.3,249.1 522.1,249 521.9,249.1" class="st1"></polyline>
						<polyline points="521.7,248.7 521.5,248.7 521.3,248.6" class="st1"></polyline>
						<polyline points="522.5,248.8 522.7,248.8 522.8,248.7" class="st1"></polyline>
						<polyline points="520.8,248.8 521,248.8 521.2,248.9" class="st1"></polyline>
						<polyline points="520.9,248.5 520.7,248.4 520.5,248.3" class="st1"></polyline>
						<polyline points="520.4,248.5 520.2,248.4 520,248.2 519.8,248.1 519.6,247.9" class="st1"></polyline>
						<polyline points="519.3,246.9 519.3,246.8 519.3,246.7" class="st1"></polyline>
						<polyline points="519.6,247.5 519.7,247.6 519.8,247.8" class="st1"></polyline>
						<polyline points="519.4,246.2 519.4,246.1 519.5,246 519.7,245.9 519.9,245.9" class="st1"></polyline>
						<polyline points="523.9,248.4 523.8,248.3 523.9,248 524,247.9 523.9,247.7 523.9,247.5 523.8,247.4 523.7,247.3 
							523.6,247.1 523.5,246.9 523.3,246.7 523.2,246.6 522.9,246.4 522.8,246.3 522.6,246.1 522.3,246.1 522.1,245.9 521.8,245.8 
							521.6,245.7 521.4,245.7 521.2,245.6 520.8,245.5 520.6,245.5 520.4,245.5 520.2,245.6 520,245.6 519.8,245.6 519.7,245.8 
							519.5,245.8 519.4,245.8 519.2,246 519.1,246.1 519.1,246.2" class="st1"></polyline>
						<line y2="246.7" x2="519.1" y1="246.5" x1="519.1" class="st1"></line>
						<polyline points="519.3,247.6 519.3,247.5 519.2,247.3 519.1,247.1" class="st1"></polyline>
						<polyline points="523.7,247.8 523.7,248 523.7,248.1" class="st1"></polyline>
						<polyline points="523.7,248.4 523.5,248.6 523.4,248.7" class="st1"></polyline>
						<polyline points="522.5,249 522.7,249 522.9,248.9" class="st1"></polyline>
						<polyline points="520.8,248.8 520.5,248.6 520.4,248.5" class="st1"></polyline>
						<polyline points="522.5,248.8 522.3,248.8 522.1,248.8 521.9,248.8 521.7,248.7" class="st1"></polyline>
						<polyline points="521.2,248.9 521.5,249 521.7,248.9 521.9,249.1" class="st1"></polyline>
						<polyline points="523.4,248.4 523.3,248.5 523.1,248.6 523,248.7 522.8,248.7" class="st1"></polyline>
						<polyline points="520.9,248.5 521.1,248.6 521.3,248.6" class="st1"></polyline>
						<polyline points="520.5,248.3 520.3,248.2 520.2,248 520,247.9 519.8,247.8" class="st1"></polyline>
						<polyline points="519.1,247.1 519.1,247.1 519.1,246.8 519.1,246.7" class="st1"></polyline>
						<polyline points="519.1,246.5 519.2,246.4 519.2,246.3 519.4,246.2" class="st1"></polyline>
						<polyline points="519.6,247.5 519.5,247.4 519.4,247.2 519.4,247.1 519.3,246.9" class="st1"></polyline>
						<polyline points="519.3,246.7 519.3,246.5 519.4,246.3" class="st1"></polyline>
						<polyline points="519.6,247.9 519.5,247.8 519.3,247.6" class="st1"></polyline>
						<polyline points="519.9,245.9 520,245.9 520.2,245.8" class="st1"></polyline>
						<polyline points="523.5,248.8 523.5,248.6 523.6,248.6 523.7,248.5 523.8,248.3 523.8,248.2 523.8,248 
							523.7,247.9 523.7,247.7 523.7,247.6 523.6,247.4 523.5,247.2 523.3,247.1 523.3,246.9 523,246.7 522.9,246.6 522.6,246.4 
							522.5,246.2 522.3,246.2 522,246.1 521.8,246 521.6,245.9 521.3,245.8 521.1,245.8 520.8,245.8 520.6,245.7 520.4,245.8 
							520.2,245.7 520,245.8 519.8,245.8 519.7,245.9 519.5,245.9 519.3,246.1 519.3,246.2 519.2,246.3 519,246.4 519,246.5 
							519,246.7 519,246.9" class="st1"></polyline>
						<polyline points="523.6,248.7 523.6,248.6 523.8,248.5 523.9,248.4 525.2,245.2 525.3,245.1 525.2,245 
							525.3,244.8 525.3,244.7 525.2,244.5 525.2,244.3 525.1,244.2 525,244 524.9,243.8 524.8,243.7 524.6,243.5 524.5,243.3 
							524.3,243.2 524.1,243 524,242.9 523.7,242.8 523.5,242.7 523.3,242.6 523,242.5 522.8,242.4 522.5,242.4 522.3,242.4 
							522,242.3 521.9,242.4 521.6,242.3 521.4,242.4 521.3,242.4 521.1,242.5 520.9,242.6 520.8,242.7 520.7,242.8 520.6,242.9 
							520.5,243 520.4,243.1 519.1,246.2 519,246.3 518.9,246.6 519,246.7 519,246.9 519,247 519,247.2 519.2,247.3 519.2,247.4 
							519.3,247.6 519.4,247.8 519.5,248 519.8,248.1 519.9,248.3 520.2,248.4 520.3,248.6 520.5,248.6 520.8,248.8 521,248.9 
							521.2,249 521.5,249 521.7,249 521.9,249.1 522.1,249.1 522.4,249.2 522.6,249.1 522.8,249 523,249 523.1,249 523.3,248.9 
							523.5,248.8" class="st2"></polyline>
						<polyline points="523.4,247.2 523.3,247.1 523.2,246.9 523,246.7 522.8,246.6 522.7,246.5 522.4,246.4 
							522.2,246.2 522,246.2 521.8,246 521.6,246 521.4,245.9 521.1,245.9 520.8,245.9 520.6,245.8 520.4,245.8 520.2,245.8" class="st2"></polyline>
						<polyline points="519.4,246.3 519.5,246.2 519.6,246.2 519.6,246.1 519.7,245.9 519.9,245.9 520,245.9 
							520.2,245.8 520.3,245.8" class="st2"></polyline>
						<polyline points="523.5,248.2 523.6,248.1 523.6,247.9 523.6,247.8 523.6,247.7 523.5,247.5 523.5,247.4 
							523.4,247.2 523.3,247.1" class="st2"></polyline>
					</g>
					<g id="ID_1041">
						<line y2="281.1" x2="442.2" y1="282.3" x1="442.5" class="st1"></line>
						<polyline points="442.9,284.7 443.1,286.1 443.2,287.7 443.2,289.2 443.2,290.8" class="st1"></polyline>
						<polyline points="443.2,290.8 443.1,292.4 442.9,294" class="st1"></polyline>
						<polyline points="442.9,294 442.7,295.6 442.4,297.1 442.1,298.6 441.8,300.1" class="st1"></polyline>
						<line y2="305.2" x2="439.8" y1="304.1" x1="440.3" class="st1"></line>
						<polyline points="440.3,304.1 440.9,302.9 441.3,301.5 441.8,300.1" class="st1"></polyline>
						<polyline points="439.8,305.2 439.3,306.3 438.7,307.2" class="st1"></polyline>
						<polyline points="438.7,307.2 438.1,308 437.5,308.6" class="st1"></polyline>
						<polyline points="441.4,309.9 440.8,310.3 440.1,310.5 439.5,310.4" class="st1"></polyline>
						<polyline points="443.3,277.2 442.7,277.3 442.1,277.4" class="st1"></polyline>
						<line y2="277.6" x2="444.4" y1="278.1" x1="445" class="st1"></line>
						<polyline points="443,277.5 443.5,277.6 444.1,277.9 444.6,278.4 445.1,279" class="st1"></polyline>
						<polyline points="445.5,278.7 446,279.5 446.4,280.4 446.8,281.3 447.1,282.5 447.3,283.8 447.6,285.1" class="st1"></polyline>
						<polyline points="447.4,291.2 447.4,289.7 447.4,288.1 447.3,286.7 447.1,285.3" class="st1"></polyline>
						<polyline points="447.5,294.5 447.7,292.9 447.8,291.2" class="st1"></polyline>
						<polyline points="445.9,300.6 446.3,299.2 446.6,297.5 446.9,296 447.1,294.4" class="st1"></polyline>
						<polyline points="443.3,308 443.8,307.1 444.4,306 445,304.8 445.5,303.6 445.9,302.2 446.4,300.8" class="st1"></polyline>
						<polyline points="440.4,309.8 441.1,309.6 441.7,309.1 442.2,308.4 442.9,307.6" class="st1"></polyline>
						<polyline points="444.6,277.3 443.9,276.9 443.4,276.8 442.8,276.8 442.1,277 441.4,277.3 440.8,277.9 
							440.1,278.5 439.5,279.2 438.9,280.2 438.3,281.3 437.8,282.5 437.2,283.8 436.8,285.3 436.3,286.7 435.9,288.3 435.6,289.8 
							435.3,291.5 435,293.2 435,294.8 434.8,296.5 434.8,298.1 434.8,299.7 434.9,301.3 435,302.8 435.3,304.1 435.5,305.4 
							435.9,306.6 436.3,307.6 436.7,308.6 437.2,309.3 437.7,310 438.3,310.4 438.8,310.7 439.5,310.8 440.1,310.9" class="st1"></polyline>
						<polyline points="442.9,284.7 442.7,283.5 442.5,282.3" class="st1"></polyline>
						<polyline points="442.2,281.1 441.8,280.1 441.4,279.3 440.9,278.4" class="st1"></polyline>
						<polyline points="442.1,277.4 441.5,277.7 440.8,278.3" class="st1"></polyline>
						<line y2="278.7" x2="445.5" y1="278.1" x1="445" class="st1"></line>
						<polyline points="437.3,308.9 437.8,309.5 438.3,310 438.9,310.4 439.5,310.4" class="st1"></polyline>
						<polyline points="440.4,309.8 439.8,310 439.3,310.1" class="st1"></polyline>
						<polyline points="441.4,309.9 442,309.4 442.6,308.7 443.3,308" class="st1"></polyline>
						<polyline points="442.9,307.6 443.4,306.8 444,305.8 444.5,304.6 445,303.3 445.5,302 445.9,300.6" class="st1"></polyline>
						<polyline points="446.4,300.8 446.7,299.3 447,297.7 447.3,296.1 447.5,294.5" class="st1"></polyline>
						<polyline points="447.1,294.4 447.3,292.8 447.4,291.2" class="st1"></polyline>
						<polyline points="447.8,291.2 447.9,289.6 447.9,288.1 447.8,286.6 447.6,285.1" class="st1"></polyline>
						<polyline points="445.1,279 445.5,279.7 446,280.6 446.3,281.6 446.6,282.7 446.8,283.9 447.1,285.3" class="st1"></polyline>
						<polyline points="443.3,277.2 443.9,277.3 444.4,277.6" class="st1"></polyline>
						<polyline points="439.2,310.9 438.5,310.8 438,310.5 437.4,310 436.9,309.3 436.4,308.6 435.9,307.7 435.6,306.6 
							435.2,305.4 435,304.2 434.8,302.8 434.6,301.3 434.5,299.7 434.5,298.2 434.6,296.5 434.7,294.8 434.8,293.1 435,291.4 
							435.3,289.8 435.7,288.1 436,286.6 436.5,285.1 437,283.7 437.4,282.4 438,281.2 438.6,280.1 439.3,279.2 439.9,278.3 
							440.5,277.7 441.1,277.2 441.9,276.9 442.4,276.7 443.1,276.6" class="st1"></polyline>
						<polyline points="433.7,310 433.1,309.5 432.6,308.9 432.1,308.1 431.7,307.2 431.3,306.1 431,304.9 430.7,303.6 
							430.4,302.3 430.3,300.7 430.2,299.2 430.2,297.7 430.2,296 430.3,294.3 430.5,292.6 430.7,291 431,289.3 431.3,287.7 
							431.7,286.1 432.1,284.6 432.7,283.2 433.2,281.9 433.8,280.7 434.3,279.6 434.9,278.7 435.6,277.9 436.3,277.2 436.9,276.7 
							437.5,276.4 438.2,276.2" class="st1"></polyline>
						<polygon points="447.2,282.2 446.9,281.1 446.5,280 446.1,279.1 445.6,278.3 445.1,277.7 444.6,277.3 
							444.3,277.1 443.7,276.8 443.1,276.6 438.8,276.1 438.2,276.2 437.9,276.3 437.3,276.4 436.7,276.8 436,277.3 435.3,278 
							434.7,278.8 434.1,279.7 433.5,280.8 433,281.9 432.4,283.2 431.9,284.7 431.5,286.1 431.1,287.7 430.8,289.3 430.5,291 
							430.2,292.6 430.1,294.3 430,296 430,297.6 430,299.2 430.1,300.7 430.2,302.2 430.5,303.6 430.7,304.9 431,306 431.4,307.1 
							431.9,308 432.4,308.8 432.9,309.4 433.4,309.9 433.7,310 434.2,310.3 434.9,310.4 439.2,310.9 439.8,310.9 440.1,310.9 
							440.8,310.7 441.4,310.3 442,309.8 442.6,309.1 443.3,308.4 443.9,307.5 444.5,306.3 445.1,305.2 445.6,303.8 446,302.4 
							446.6,301 446.9,299.4 447.3,297.8 447.5,296.1 447.7,294.4 447.9,292.8 448,291.2 448,289.5 447.9,288 447.9,286.4 
							447.7,284.9 447.6,283.5" class="st2"></polygon>
						<polyline points="440.8,278.3 440.2,278.8 439.6,279.6 438.9,280.5 438.4,281.6 437.9,282.8 437.4,284.1 
							436.9,285.4 436.5,286.9 436,288.4 435.7,290 435.4,291.5 435.3,293.2 435.1,294.8 435,296.5 435,298 435,299.6 435.1,301.1 
							435.3,302.5 435.4,303.8 435.7,305.1 436.1,306.3 436.4,307.3 436.8,308.1 437.3,308.9" class="st2"></polyline>
						<line y2="308.6" x2="437.5" y1="308.7" x1="437.2" class="st2"></line>
						<polyline points="437.1,308.7 437.6,309.2 438.1,309.6 438.6,309.9 439.3,310.1" class="st2"></polyline>
						<polyline points="437.3,308.7 437.8,308.3 438.5,307.5 439,306.5 439.6,305.5 440.1,304.3 440.6,303.1 
							441.2,301.7 441.6,300.2 441.9,298.7 442.2,297.1 442.5,295.5 442.7,293.9 442.9,292.2 443,290.6 443.1,289.1 443,287.5 
							443,286 442.8,284.6 442.5,283.2 442.3,282 442,280.9 441.6,279.8 441.2,278.9 440.8,278.5" class="st2"></polyline>
						<polyline points="443,277.5 442.4,277.5 441.8,277.7 441.1,278 440.6,278.4" class="st2"></polyline>
						<line y2="278.4" x2="440.9" y1="278.3" x1="440.8" class="st2"></line>
					</g>
					<g id="ID_1033">
						<polyline points="248.5,130 248.4,130.7 248.3,131.4" class="st1"></polyline>
						<polyline points="248.5,130 248.5,129.4 248.4,128.8 248.4,128.2 248.3,127.6" class="st1"></polyline>
						<polyline points="248.3,131.4 248.3,132 248.1,132.7 248,133.3 247.9,134" class="st1"></polyline>
						<line y2="126" x2="248" y1="125.6" x1="247.9" class="st1"></line>
						<polyline points="243.8,137.9 243.7,137.9 243.4,138 243.2,137.9 243,137.8" class="st1"></polyline>
						<polyline points="243.5,137.9 243.3,137.8 243.1,137.7 242.9,137.6" class="st1"></polyline>
						<polyline points="245.5,125.5 245.5,125.6 245.7,126.2 245.7,126.8 245.8,127.4 245.9,128.1 245.9,128.8 
							245.9,129.6 245.8,130.3 245.7,131 245.6,131.8 245.5,132.6 245.4,133.3 245.3,134 245,134.5 244.8,135.2 244.5,135.8 
							244.4,136.4 244.3,136.4" class="st1"></polyline>
						<polyline points="247.5,124.9 247.2,124.6 247.1,124.4 246.8,124.3 246.6,124.3" class="st1"></polyline>
						<polyline points="244.5,140.6 244.1,140.5 243.8,140.4 243.5,140 243.2,139.7 243,139.2 242.6,138.8 242.5,138.2 
							242.3,137.6 242.1,136.8 242,136.1 241.9,135.2 241.9,134.4 241.8,133.4 241.9,132.6 242,131.6 242,130.7 242.2,129.7 
							242.3,128.8 242.4,128 242.7,127.1 242.9,126.3 243.2,125.4 243.5,124.7 243.8,124.1 244.1,123.5 244.5,123 244.8,122.5 
							245.2,122.2 245.6,121.9 245.9,121.7 246.3,121.6 246.6,121.6" class="st1"></polyline>
						<polyline points="242.3,136.1 242.4,136.8 242.6,137.6 242.8,138.2 243,138.8 243.2,139.3 243.5,139.7" class="st1"></polyline>
						<polyline points="242.3,130.7 242.3,131.7 242.2,132.6" class="st1"></polyline>
						<polyline points="242.4,136.1 242.3,135.3 242.3,134.4 242.3,133.5 242.3,132.6" class="st1"></polyline>
						<polyline points="243.8,127 243.6,127.6 243.4,128.2 243.3,128.8 243.1,129.5 243,130.1 243,130.8 242.9,131.5 
							242.8,132.1 242.8,132.8 242.8,133.4 242.9,134 243,134.6" class="st1"></polyline>
						<polyline points="242.5,130.8 242.5,129.8 242.7,129 242.8,128 243,127.2" class="st1"></polyline>
						<polyline points="243,127.1 243.2,126.3 243.5,125.5 243.8,124.8 244.1,124.1 244.4,123.5 244.8,123" class="st1"></polyline>
						<polyline points="246.3,121.8 245.9,122 245.6,122.3 245.2,122.6 244.8,123.1" class="st1"></polyline>
						<polyline points="245.2,123.9 244.9,124 244.6,124.1 244.5,124.1" class="st1"></polyline>
						<polyline points="246.1,124.3 245.8,124.5 245.6,124.7" class="st1"></polyline>
						<polyline points="245.4,124 245.3,123.9 245.1,123.9 244.9,123.9 244.6,124" class="st1"></polyline>
						<line y2="124.2" x2="247" y1="124" x1="246.9" class="st1"></line>
						<polyline points="245.1,123.2 245.1,123.3 245.4,123.4 245.7,123.5 246,123.7 246.1,123.9" class="st1"></polyline>
						<polyline points="246.9,121.6 246.6,121.6 246.2,121.7" class="st1"></polyline>
						<polyline points="247,121.7 247.3,121.7 247.6,121.9 247.9,122.2 248.2,122.5" class="st1"></polyline>
						<polyline points="244.6,140.6 244.2,140.5 243.9,140.3 243.6,140 243.3,139.8 243.1,139.3 242.8,138.8 
							242.6,138.2 242.4,137.5 242.3,136.8 242.1,136.1 242.1,135.2 242,134.4 241.9,133.5 242,132.6 242.1,131.6 242.1,130.7 
							242.3,129.8 242.4,128.8 242.6,127.9 242.8,127.2 243.1,126.3 243.3,125.5 243.6,124.8 244,124.1 244.2,123.5 244.6,123 
							244.9,122.6 245.3,122.1 245.7,121.9 246,121.7 246.4,121.5 246.7,121.6" class="st1"></polyline>
						<polyline points="245.6,140.4 245.9,140.2 246.2,139.9" class="st1"></polyline>
						<polyline points="243.6,139.7 243.9,140 244.2,140.3 244.5,140.5 244.8,140.5" class="st1"></polyline>
						<polyline points="244.6,139.2 244.3,139.4 244.3,139.5" class="st1"></polyline>
						<polyline points="244.1,137.3 244.3,137.5 244.5,137.8 244.8,137.9 245,138" class="st1"></polyline>
						<polyline points="245.5,137.8 245.7,137.7 246,137.5 246.3,137.2 246.6,136.9" class="st1"></polyline>
						<polyline points="243.3,138.5 243.4,138.5 243.7,138.5 244,138.4 244.3,138.3 244.5,138.1" class="st1"></polyline>
						<polyline points="244.8,121.4 244.4,121.5 244,121.7 243.7,122 243.3,122.3 243,122.8 242.6,123.3 242.3,123.9 
							241.9,124.6 241.7,125.3 241.4,126.1 241.2,126.9 240.9,127.8 240.7,128.7 240.6,129.6 240.5,130.5 240.4,131.4 240.3,132.4 
							240.3,133.3 240.4,134.2 240.4,135.1 240.5,135.9 240.6,136.7 240.7,137.4 241,138 241.1,138.6 241.4,139.1 241.6,139.6 
							241.9,139.9 242.3,140.1 242.6,140.3" class="st1"></polyline>
						<polyline points="241.3,125.6 241,126.1 240.8,126.8 240.5,127.5 240.4,128.2 240.3,128.9 240.1,129.7 240,130.4 
							240,131.2 239.9,132 239.9,132.8 239.9,133.5 239.9,134.1 240,134.9 240.1,135.5" class="st1"></polyline>
						<polyline points="240.8,124.6 240.5,125.2 240.3,125.9 240.1,126.5 239.8,127.2 239.6,128 239.5,128.8 
							239.3,129.5 239.2,130.4 239.1,131.2 239.2,132 239.1,132.8 239.1,133.6 239.2,134.4 239.3,135.1 239.3,135.7 239.5,136.3" class="st1"></polyline>
						<polyline points="248.3,127.6 248.3,126.9 248.1,126.5 248,126" class="st1"></polyline>
						<polyline points="244.8,140.6 244.4,140.5 244.1,140.3 243.8,140.1 243.5,139.7" class="st1"></polyline>
						<polyline points="246.6,124.3 246.3,124.3 246.1,124.3" class="st1"></polyline>
						<polyline points="243.9,125.3 244,125.1 244.4,124.8 244.6,124.5 244.9,124.3 245.1,124.2" class="st1"></polyline>
						<polyline points="247,124.2 247,124.1 246.8,123.5 246.6,123 246.4,122.6 246.1,122.4" class="st1"></polyline>
						<polyline points="244.8,123 245.1,122.5 245.5,122.2 245.9,121.9 246.2,121.7" class="st1"></polyline>
						<line y2="123.3" x2="245.4" y1="123.2" x1="245.1" class="st1"></line>
						<line y2="123.3" x2="245.4" y1="123.3" x1="245.3" class="st1"></line>
						<polyline points="243,127.2 243.3,126.3 243.5,125.5 243.9,124.8 244.2,124.2 244.6,123.6 244.8,123.1" class="st1"></polyline>
						<polyline points="242.3,130.7 242.4,129.8 242.6,128.9 242.7,128 243,127.1" class="st1"></polyline>
						<polyline points="242.3,132.6 242.3,131.7 242.5,130.8" class="st1"></polyline>
						<polyline points="242.3,136.1 242.2,135.3 242.2,134.4 242.2,133.6 242.2,132.6" class="st1"></polyline>
						<polyline points="244.6,125.4 244.3,125.8 244.2,126.4 243.9,126.9 243.7,127.4 243.5,128.1 243.4,128.8 
							243.2,129.4 243.1,130.1 243,130.8 243,131.5 242.9,132.2 242.9,132.8 242.9,133.6 242.9,134.2 243,134.8 243.1,135.4 
							243.2,135.9 243.3,136.3" class="st1"></polyline>
						<polyline points="245.9,126.6 246,127 246,127.5 246.1,128.1 246.1,128.7 246.2,129.3 246.2,129.9 246.1,130.5 
							246,131.1 246,131.7 245.9,132.4 245.7,132.9 245.6,133.5 245.5,134 245.2,134.6 245,135.1 244.9,135.5" class="st1"></polyline>
						<polyline points="245.6,124.9 245.8,124.9 245.8,125.2 246,125.6 246.3,126 246.4,126.4 246.4,126.9 246.5,127.5 
							246.6,128 246.6,128.6 246.6,129.3 246.7,129.9 246.6,130.5 246.5,131.2 246.4,131.8 246.3,132.4 246.2,133.1 246,133.7 
							245.9,134.2 245.7,134.8 245.5,135.2 245.3,135.7 245,136.1 244.8,136.5 244.6,136.8 244.3,137 244.3,137.1" class="st1"></polyline>
						<polyline points="242.7,136.3 242.8,136.6 243,137 243.1,137.2 243.3,137.5 243.4,137.6" class="st1"></polyline>
						<polyline points="245.5,137.8 245.3,137.9 245,138" class="st1"></polyline>
						<polyline points="243.3,138.6 243.6,138.6 243.9,138.6" class="st1"></polyline>
						<polyline points="242.4,136.1 242.5,136.8 242.7,137.5 242.9,138.1 243,138.7 243.3,139.3 243.6,139.7" class="st1"></polyline>
						<polyline points="247.3,122.2 247.6,122.5 247.9,122.8 248.1,123.3 248.3,123.7 248.6,124.3 248.8,125 
							248.9,125.6 249,126.3 249.1,127.1 249.2,128 249.2,128.8 249.1,129.6 249.1,130.5 248.9,131.4 248.9,132.4 248.7,133.2 
							248.5,134 248.3,134.9 248.1,135.7 247.9,136.4 247.6,137.1 247.3,137.8 246.9,138.3 246.7,138.8 246.3,139.3 246,139.6 
							245.6,139.9 245.3,140.1" class="st1"></polyline>
						<polyline points="244.8,140.5 245.2,140.5 245.6,140.4" class="st1"></polyline>
						<line y2="139.2" x2="244.6" y1="138.2" x1="244.6" class="st1"></line>
						<line y2="139.7" x2="244.1" y1="139.5" x1="244.2" class="st1"></line>
						<polyline points="246.6,124 246.3,124 246.2,124.1 245.8,124.2 245.5,124.5 245.3,124.6 245.1,125 244.7,125.4 
							244.6,125.9 244.3,126.4 244.1,126.9 243.9,127.5 243.7,128.1 243.5,128.8 243.3,129.4 243.2,130.2 243.2,130.8 243.1,131.5 
							243,132.2 243,132.9 243.1,133.5 243.1,134.2 243.1,134.8 243.3,135.4 243.4,135.9 243.5,136.4 243.7,136.9 243.9,137.2 
							244.1,137.6 244.2,137.9 244.5,138 244.7,138.1 245,138.2" class="st1"></polyline>
						<line y2="123.5" x2="245.8" y1="122.4" x1="245.9" class="st1"></line>
						<polyline points="244.3,137.1 244.4,137.1 244.6,136.8 244.8,136.6 245,136.2 245.3,135.7 245.5,135.2 
							245.7,134.8 245.9,134.2 246,133.7 246.2,133.1 246.3,132.4 246.4,131.8 246.5,131.2 246.6,130.5 246.7,129.9 246.7,129.2 
							246.6,128.6 246.6,128 246.5,127.4 246.5,126.9 246.4,126.4 246.2,125.9 246.1,125.6 245.9,125.2 245.7,124.8" class="st1"></polyline>
						<polyline points="244.5,139.1 244.5,139.2 244.6,139.2 244.6,139.2 245,138.8 245.3,138.4 245.5,138.2" class="st1"></polyline>
						<polyline points="247.9,134 247.7,134.6 247.5,135.1 247.3,135.6 247,136.1 246.8,136.6 246.6,136.9" class="st1"></polyline>
						<polyline points="246.4,125.2 246.7,125.4 246.9,125.7 247,126 247.2,126.4 247.3,126.8 247.4,127.3 247.5,127.8 
							247.5,128.3 247.5,128.9 247.6,129.4 247.5,130 247.5,130.7 247.4,131.2 247.4,131.8 247.2,132.4 247.2,133 247,133.6 
							246.9,134.1 246.7,134.6 246.5,135.1 246.2,135.6 246.1,135.9 245.9,136.3 245.7,136.6 245.4,136.8 245.2,137" class="st1"></polyline>
						<polyline points="247.5,124.9 247.7,125.2 247.9,125.6" class="st1"></polyline>
						<polyline points="246.1,122.4 246.2,122.5 246.6,123 246.8,123.3 247,123.9" class="st1"></polyline>
						<polyline points="246.3,121.8 246.6,121.7 247,121.7" class="st1"></polyline>
						<polyline points="244.9,140.1 245.2,140 245.5,139.9 245.9,139.8 246.2,139.5 246.5,139.1 246.9,138.7 
							247.2,138.2 247.5,137.6 247.8,137 248.1,136.3 248.3,135.6 248.6,134.8 248.8,134 249,133.2 249.1,132.3 249.3,131.4 
							249.2,130.6 249.3,129.7 249.4,128.8 249.4,128 249.4,127.2 249.2,126.4 249.1,125.7 249,125 248.7,124.4 248.6,123.9 
							248.3,123.4 248.1,122.9 247.8,122.6 247.6,122.4 247.2,122.3 246.9,122.1" class="st1"></polyline>
						<polyline points="245.4,138.2 245.1,138.7 244.8,139.1 244.5,139.5 244.1,139.7" class="st1"></polyline>
						<polyline points="242.9,122.4 242.6,122.5 242.3,122.6 242,122.9 241.7,123.2 241.4,123.6 241.1,124.1 
							240.8,124.6 240.7,124.7 240.5,125.3 240.2,125.9 240,126.6 239.8,127.4 239.6,128 239.4,128.8 239.3,129.5 239.2,130.4 
							239.1,131.2 239.1,132 239,132.7 239,133.5 239.1,134.2 239.2,135 239.3,135.6 239.4,136.1 239.5,136.3 239.6,136.9 
							239.8,137.4 240,137.9 240.3,138.2 240.5,138.6 240.8,138.8 241,138.8" class="st2"></polyline>
						<polyline points="246.8,121.5 246.6,121.6 245.1,121.4 244.8,121.4 244.4,121.4 244,121.5 243.6,121.7 243.3,122 
							243,122.4 242.6,122.8 242.2,123.3 242,123.9 241.6,124.6 241.4,125.3 241.1,126.1 240.8,126.9 240.6,127.8 240.4,128.6 
							240.3,129.6 240.2,130.5 240,131.4 240,132.4 240,133.2 240,134.1 240.1,134.9 240.2,135.7 240.3,136.5 240.5,137.2 
							240.6,137.9 240.8,138.5 241,139 241.4,139.5 241.6,139.8 241.9,140 242.2,140.3 242.6,140.3 243,140.4 244.5,140.6 
							244.7,140.5" class="st2"></polyline>
						<polyline points="244.2,139.3 244.3,139.3 244.5,139.1 244.4,138.2" class="st2"></polyline>
						<polyline points="244.8,137.1 244.8,137.1 245,136.8 245.3,136.5 245.6,136.2 245.7,135.7 246,135.3 246.2,134.7 
							246.4,134.3 246.6,133.7 246.7,133.1 246.9,132.5 246.9,131.9 247,131.2 247.1,130.6 247.1,130 247.1,129.3 247.1,128.7 
							247,128.1 247,127.5 246.9,127 246.8,126.5 246.7,126 246.6,125.6 246.4,125.3 246.2,125 246.2,124.9" class="st2"></polyline>
						<line y2="124.5" x2="245.9" y1="124.5" x1="245.8" class="st2"></line>
						<polyline points="244.2,125 244.5,124.6 244.8,124.4 245,124.2 245.1,124.2 245.4,124 245.7,123.9 245.8,123.9 
							246,123.9 246.3,124 246.3,124" class="st2"></polyline>
						<line y2="123.4" x2="245.7" y1="122.6" x1="245.7" class="st2"></line>
						<polyline points="245.6,124.7 245.3,124.9 245,125.2 244.8,125.6 244.5,126.1 244.3,126.6 244.2,127.1 244,127.6 
							243.7,128.3 243.6,128.8 243.5,129.5 243.3,130.1 243.3,130.9 243.2,131.5 243.1,132.2 243.2,132.9 243.2,133.5 243.2,134.1 
							243.3,134.7 243.3,135.2 243.5,135.8 243.6,136.2 243.7,136.7 243.9,137 244.1,137.3" class="st2"></polyline>
						<polyline points="243.9,136.8 244,136.8 244.2,136.5 244.4,136.3 244.7,135.9 244.9,135.5" class="st2"></polyline>
						<polyline points="243.9,136.8 244,137 244.3,137.1 244.5,137.2 244.7,137.1 244.9,137.1 245.2,137" class="st2"></polyline>
						<line y2="139.5" x2="244.2" y1="138.4" x1="244.2" class="st2"></line>
						<polyline points="246.9,122.1 246.6,122.2 246.3,122.3 245.9,122.4 245.6,122.7 245.3,123.1 245,123.5 244.6,124 
							244.3,124.6 244,125.2 243.7,125.9 243.5,126.6 243.2,127.4 243,128.2 242.8,129 242.7,129.9 242.6,130.8 242.5,131.6 
							242.5,132.5 242.4,133.4 242.4,134.2 242.6,135 242.6,135.8 242.6,136.5 242.8,137.2 243,137.8 243.2,138.3 243.5,138.8 
							243.7,139.3 244,139.6 244.3,139.8 244.6,139.9 244.9,140.1" class="st2"></polyline>
						<polyline points="244.6,140.6 244.8,140.6 245.1,140.6 245.5,140.5 245.8,140.2 246.2,140 246.2,139.9 
							246.6,139.6 247,139.1 247.2,138.6 247.6,138 248,137.4 248.2,136.7 248.5,135.9 248.7,135 249,134.2 249.1,133.2 
							249.3,132.4 249.4,131.4 249.4,130.6 249.5,129.6 249.6,128.7 249.5,127.8 249.5,126.9 249.4,126.1 249.3,125.4 249.1,124.7 
							248.9,124.1 248.7,123.5 248.5,122.9 248.2,122.5 248.2,122.4 247.9,122.1 247.6,121.8 247.2,121.6 246.9,121.6 246.7,121.6" class="st2"></polyline>
						<polyline points="245.4,123.3 245.4,123.3 245.7,123.4" class="st2"></polyline>
						<polyline points="246.4,125.2 246.3,125 246.1,124.9 245.8,124.9 245.6,124.9 245.3,124.9 245.2,125.1" class="st2"></polyline>
						<polyline points="243.9,125.4 243.7,125.9 243.7,126" class="st2"></polyline>
						<polyline points="243,134.6 243,134.6 243,135.2 243.1,135.7 243.3,136.2 243.3,136.3 243.5,136.8 243.7,137.2 
							243.9,137.6 244.1,137.8 244.4,137.9 244.6,138.1 244.8,138.1 245,138.2 245.3,138.2 245.6,138.1 245.8,138 246.1,137.8 
							246.3,137.5 246.5,137.1 246.8,136.7 247,136.3 247.3,135.8 247.6,135.2 247.7,134.6 247.9,134.1 248,133.4 248.3,132.7 
							248.3,132.1 248.4,131.4 248.5,130.7 248.6,130 248.6,129.3 248.5,128.6 248.5,128 248.5,127.4 248.3,126.8 248.3,126.2 
							248,125.8 247.9,125.4 247.7,125 247.5,124.7 247.4,124.4 247.1,124.2 246.9,124.1 246.6,124 246.4,124 246.2,124 
							245.9,124.1 245.7,124.2 245.4,124.4 245.1,124.7 244.8,125 244.6,125.4 244.5,125.7 244.2,126.1 244,126.5 243.8,127 
							243.8,127.1" class="st2"></polyline>
						<polyline points="244.2,126.2 244,126.6 243.8,127.1 243.6,127.7 243.4,128.2 243.3,128.8 243.1,129.5 243,130.1 
							243,130.8 242.8,131.4 242.8,132.1 242.9,132.7 242.8,133.4 242.9,134 243,134.6 243,135.1 243.1,135.7" class="st2"></polyline>
						<polyline points="242.5,135.6 242.5,135.7 242.7,136.2 242.8,136.3 242.9,136.7 243.1,137 243.3,137.4 
							243.5,137.7 243.6,137.7 243.7,137.9 244.1,138 244.1,138.1 244.4,138.1 244.6,138.2" class="st2"></polyline>
						<line y2="137.6" x2="244.5" y1="137.5" x1="244.3" class="st2"></line>
						<line y2="137.9" x2="243.7" y1="137.9" x1="243.5" class="st2"></line>
						<polyline points="243.9,138.6 244,138.5 244.3,138.4 244.5,138.1" class="st2"></polyline>
						<polyline points="245,125.3 245.1,125.8 245.2,126.4 245.3,127.1 245.3,127.8 245.3,128.6 245.3,129.4 
							245.3,130.2 245.2,131 245.1,131.8 245,132.6 244.8,133.3 244.6,134 244.4,134.7 244.2,135.4 244,136.1 243.7,136.6" class="st2"></polyline>
						<polyline points="245.9,126.5 246,126.9 246,127.4 246.1,128.1 246.1,128.6 246.2,129.2 246.1,129.8 246.1,130.4 
							246,131.1 245.9,131.7 245.9,132.4 245.7,133 245.6,133.6 245.4,134.1 245.3,134.7 245.1,135.2 244.9,135.6" class="st2"></polyline>
						<polyline points="245.9,126.6 245.8,126.2 245.7,125.8 245.5,125.4 245.3,125.1 245.3,125.1" class="st2"></polyline>
						<line y2="124" x2="245.3" y1="123.9" x1="245.2" class="st2"></line>
						<line y2="124.1" x2="246.9" y1="123.9" x1="247" class="st2"></line>
						<polyline points="245.4,122.8 245.4,123.3 245.5,123.3 245.7,123.4 245.9,123.6 246.2,123.9 246.2,124" class="st2"></polyline>
					</g>
					<g id="ID_1025">
						<polyline points="538.2,302.2 538.1,302.7 537.9,303.2" class="st1"></polyline>
						<polyline points="538.1,302.2 538,302.6 537.9,303.1" class="st1"></polyline>
						<line y2="297" x2="537.5" y1="297.5" x1="537.1" class="st1"></line>
						<polyline points="536.8,298.1 536.5,298.7 536.2,299.5" class="st1"></polyline>
						<line y2="305.5" x2="537.5" y1="305.5" x1="537.5" class="st1"></line>
						<line y2="305.8" x2="537.5" y1="305.8" x1="537.5" class="st1"></line>
						<line y2="306.3" x2="537.5" y1="306.2" x1="537.5" class="st1"></line>
						<line y2="305.9" x2="537.4" y1="305.9" x1="537.4" class="st1"></line>
						<polyline points="537.5,306 537.4,305.9 537.5,305.8 537.5,305.8 537.5,305.7 537.5,305.7" class="st1"></polyline>
						<line y2="306" x2="537.6" y1="306.1" x1="537.5" class="st1"></line>
						<line y2="306" x2="537.6" y1="306.1" x1="537.5" class="st1"></line>
						<line y2="305.7" x2="537.5" y1="305.7" x1="537.5" class="st1"></line>
						<line y2="305.8" x2="537.5" y1="305.8" x1="537.5" class="st1"></line>
						<line y2="306" x2="537.6" y1="305.9" x1="537.5" class="st1"></line>
						<polyline points="537.4,305.6 537.4,305.5 537.5,305.5" class="st1"></polyline>
						<line y2="306" x2="537.6" y1="305.9" x1="537.5" class="st1"></line>
						<line y2="305.5" x2="537.4" y1="305.5" x1="537.4" class="st1"></line>
						<line y2="305.7" x2="537.6" y1="305.8" x1="537.5" class="st1"></line>
						<line y2="305.7" x2="537.6" y1="305.8" x1="537.5" class="st1"></line>
						<line y2="305.4" x2="537.5" y1="305.4" x1="537.5" class="st1"></line>
						<polyline points="537.5,305.7 537.5,305.7 537.5,305.8 537.5,305.8 537.4,305.9 537.5,306" class="st1"></polyline>
						<line y2="306.2" x2="537.5" y1="306.3" x1="537.5" class="st1"></line>
						<line y2="306.2" x2="537.4" y1="306.2" x1="537.5" class="st1"></line>
						<line y2="306.1" x2="537.4" y1="306.1" x1="537.5" class="st1"></line>
						<polyline points="537.5,305.5 537.5,305.5 537.5,305.5 537.5,305.4 537.5,305.3" class="st1"></polyline>
						<line y2="305.6" x2="537.5" y1="305.5" x1="537.5" class="st1"></line>
						<polyline points="537.5,306 537.5,306.1 537.5,306.2 537.5,306.2 537.4,306.3 537.4,306.3" class="st1"></polyline>
						<line y2="306.3" x2="537.4" y1="306.3" x1="537.4" class="st1"></line>
						<polyline points="537.4,305.6 537.4,305.5 537.5,305.5 537.5,305.5 537.5,305.4 537.5,305.3" class="st1"></polyline>
						<line y2="305.6" x2="537.7" y1="305.5" x1="537.5" class="st1"></line>
						<line y2="305.2" x2="537.6" y1="305.3" x1="537.6" class="st1"></line>
						<line y2="305.3" x2="537.7" y1="305.4" x1="537.6" class="st1"></line>
						<polyline points="537.4,306 537.4,306.1 537.4,306.1 537.4,306.2 537.4,306.3 537.4,306.3" class="st1"></polyline>
						<polyline points="537.6,308.4 537.7,308.8 537.7,309.2" class="st1"></polyline>
						<polyline points="537.5,308.5 537.6,308.9 537.6,309.3" class="st1"></polyline>
						<line y2="302.9" x2="535.3" y1="302" x1="535.4" class="st1"></line>
						<polyline points="540.2,297.8 540,298.1 539.8,298.2" class="st1"></polyline>
						<polyline points="540.3,297.9 540.1,298.1 539.9,298.4" class="st1"></polyline>
						<polyline points="542.2,299.3 542.1,299.1 541.8,298.8 541.6,298.6 541.4,298.5 541.4,298.5" class="st1"></polyline>
						<polyline points="541.6,298.7 541.4,298.6 541.3,298.7" class="st1"></polyline>
						<polyline points="542.4,296.9 542.5,297 542.6,297.2" class="st1"></polyline>
						<polyline points="542.4,296.8 542.6,297 542.7,297.1" class="st1"></polyline>
						<polyline points="541.5,298.5 541.7,298.6 541.9,298.6 542.2,298.8 542.3,299.1 542.5,299.4 542.7,299.7 
							542.8,300.2 543,300.7 543.1,301.2 543.3,301.8 543.3,302.3 543.4,303 543.3,303.6 543.3,304.2 543.3,304.9 543.2,305.6 
							543.1,306.2 543,306.9 542.8,307.6 542.7,308.2 542.5,308.8 542.4,309.3 542.1,309.8 541.9,310.3 541.6,310.8 541.4,311.1 
							541.2,311.4 540.9,311.7 540.7,312 540.4,312 540.1,312.1 539.9,312.2" class="st1"></polyline>
						<line y2="311.3" x2="537.9" y1="311.3" x1="537.9" class="st1"></line>
						<polyline points="541.4,298.4 541.5,298.4 541.7,298.4 542,298.6 542.2,298.7 542.4,299.1 542.6,299.3 
							542.8,299.7 542.9,300.2 543.2,300.6 543.2,301.2 543.3,301.6 543.4,302.2 543.4,303 543.4,303.6 543.4,304.2 543.4,304.9 
							543.2,305.6 543.2,306.2 543.1,307 543,307.6 542.8,308.2 542.5,308.8 542.4,309.3 542.2,309.9 541.9,310.4 541.8,310.9 
							541.5,311.2 541.2,311.5 541,311.8 540.7,312 540.4,312.1 540.2,312.2 540,312.3 539.8,312.2" class="st1"></polyline>
						<polyline points="538.8,312.8 538.9,312.9 539,313" class="st1"></polyline>
						<polyline points="538.8,312.7 539,312.8 539.1,313" class="st1"></polyline>
						<polyline points="542.3,297.8 542.6,297.9 542.9,298 543.1,298.2 543.3,298.4 543.5,298.8 543.7,299.2 
							543.9,299.7 544.1,300.2 544.1,300.8 544.3,301.4 544.4,302.1 544.3,302.7 544.4,303.5 544.3,304.2 544.3,304.9 544.3,305.6 
							544.2,306.5 544.1,307.1 543.9,307.9 543.7,308.6 543.5,309.2 543.2,309.8 543.1,310.5 542.8,311 542.5,311.5 542.2,311.9 
							542,312.2 541.7,312.5 541.5,312.8 541.2,312.9 540.9,313.1 540.6,313" class="st1"></polyline>
						<polyline points="539.7,312 539.8,312 540.1,311.9" class="st1"></polyline>
						<polyline points="539.8,312.1 539.8,312.1 540.1,312 540.4,311.8 540.6,311.7 540.8,311.5" class="st1"></polyline>
						<polyline points="541.7,297.6 541.5,297.8 541.1,298 540.9,298.4 540.6,298.6 540.3,299.1 540,299.6 539.7,300.2 
							539.5,300.8 539.3,301.5 539.1,302.1 538.9,302.8 538.8,303.6 538.7,304.3 538.6,305.1 538.4,305.8 538.5,306.7 538.4,307.4 
							538.4,308.1 538.4,308.8 538.5,309.5 538.7,310.1 538.7,310.7 538.9,311.3 539.1,311.8 539.3,312.2 539.5,312.6 539.7,312.9 
							540,313.1" class="st1"></polyline>
						<line y2="313.8" x2="540" y1="313.8" x1="540" class="st1"></line>
						<polyline points="541.4,295.7 541.1,295.7 540.7,295.8 540.4,296.1 540,296.3 539.6,296.7 539.3,297.1 
							538.9,297.6 538.6,298.3 538.4,298.9 538,299.6 537.7,300.4 537.5,301.3 537.3,302.2 537.1,303.1 537,303.9 536.9,304.9 
							536.8,305.9 536.7,306.7 536.7,307.7 536.7,308.6 536.7,309.4 536.8,310.2 536.9,311 537.1,311.8 537.3,312.5 537.5,312.9 
							537.8,313.5 538,313.9 538.3,314.3 538.6,314.5 539,314.7 539.3,314.8" class="st1"></polyline>
						<line y2="302" x2="538" y1="302.2" x1="538.2" class="st1"></line>
						<polyline points="541.4,296.8 541.5,297 541.5,297 541.4,297.1" class="st1"></polyline>
						<line y2="296.9" x2="541.3" y1="296.8" x1="541.4" class="st1"></line>
						<polyline points="541.4,296.8 541.5,297 541.4,297.1" class="st1"></polyline>
						<polyline points="541.4,297 541.4,297 541.4,297.1" class="st1"></polyline>
						<line y2="296.9" x2="541.3" y1="296.9" x1="541.3" class="st1"></line>
						<line y2="297.1" x2="541.4" y1="297" x1="541.4" class="st1"></line>
						<polyline points="541.2,296.8 541.2,296.8 541.3,296.8 541.3,296.8" class="st1"></polyline>
						<polyline points="541.3,296.8 541.3,296.9 541.4,297 541.3,297.1" class="st1"></polyline>
						<polyline points="541.3,296.8 541.3,296.9 541.3,297.1" class="st1"></polyline>
						<polyline points="541.3,296.9 541.4,296.8 541.4,296.8 541.4,296.8 541.5,296.7" class="st1"></polyline>
						<line y2="297" x2="541.5" y1="297.1" x1="541.5" class="st1"></line>
						<line y2="297" x2="541.5" y1="297" x1="541.5" class="st1"></line>
						<polyline points="541.5,297.1 541.5,297 541.5,297" class="st1"></polyline>
						<line y2="296.7" x2="541.5" y1="296.8" x1="541.5" class="st1"></line>
						<line y2="297.1" x2="541.2" y1="297" x1="541.2" class="st1"></line>
						<polyline points="541.1,297.2 541.1,296.9 541.1,296.8" class="st1"></polyline>
						<polyline points="541.3,296.8 541.2,296.8 541.2,296.9" class="st1"></polyline>
						<line y2="296.9" x2="541.2" y1="296.8" x1="541.3" class="st1"></line>
						<polyline points="541.2,297 541.2,297 541.2,297.1" class="st1"></polyline>
						<polyline points="541.1,296.8 541.1,296.8 541.2,296.8" class="st1"></polyline>
						<line y2="296.9" x2="541.1" y1="296.9" x1="541.1" class="st1"></line>
						<polyline points="542.1,296.6 542.3,296.7 542.6,297 542.9,297.2" class="st1"></polyline>
						<polyline points="542.4,296.8 542.2,296.7 541.9,296.5" class="st1"></polyline>
						<line y2="296.5" x2="541.7" y1="296.5" x1="541.9" class="st1"></line>
						<polyline points="541.5,296.8 541.5,296.7 541.5,296.7 541.6,296.7" class="st1"></polyline>
						<polyline points="541,313.7 540.7,313.8 540.3,314 540,314.1 539.7,314.1" class="st1"></polyline>
						<polyline points="540.9,313.7 540.9,313.7 540.5,313.9 540.2,314.1 539.9,314.1 539.7,314.1" class="st1"></polyline>
						<line y2="313.5" x2="540.1" y1="313.8" x1="540" class="st1"></line>
						<line y2="313.8" x2="540.1" y1="313.8" x1="540" class="st1"></line>
						<line y2="313.8" x2="540.1" y1="313.8" x1="540" class="st1"></line>
						<polyline points="538,312.1 538,312 538.1,311.7 538,311.6 538,311.6" class="st1"></polyline>
						<line y2="312" x2="538" y1="312" x1="538" class="st1"></line>
						<line y2="311.8" x2="538" y1="311.8" x1="537.9" class="st1"></line>
						<polyline points="538,311.9 538,311.8 538,311.5 538,311.5 538.1,311.4" class="st1"></polyline>
						<polyline points="537.9,311.4 537.9,311.4 537.8,311.3 537.8,311.3 537.9,311.2 537.9,311.2" class="st1"></polyline>
						<polyline points="537.9,311.5 538,311.4 537.9,311.3 537.9,311.3 537.9,311.2 537.9,311.2" class="st1"></polyline>
						<line y2="311.3" x2="537.9" y1="311.3" x1="537.9" class="st1"></line>
						<polyline points="538,311.4 538,311.4 538,311.4" class="st1"></polyline>
						<line y2="311.5" x2="538" y1="311.5" x1="538" class="st1"></line>
						<line y2="311.5" x2="538" y1="311.5" x1="538" class="st1"></line>
						<line y2="311.6" x2="538" y1="311.6" x1="538" class="st1"></line>
						<polyline points="537.9,311.2 537.9,311.3 537.9,311.3" class="st1"></polyline>
						<polyline points="538,311.5 538,311.4 538,311.4" class="st1"></polyline>
						<line y2="311.6" x2="538" y1="311.5" x1="538" class="st1"></line>
						<line y2="311.4" x2="537.9" y1="311.4" x1="537.8" class="st1"></line>
						<polyline points="537.8,311.5 537.8,311.4 537.8,311.3" class="st1"></polyline>
						<polyline points="537.9,311.5 537.9,311.4 537.8,311.3" class="st1"></polyline>
						<line y2="311.4" x2="538" y1="311.4" x1="537.9" class="st1"></line>
						<polyline points="538,311.9 537.9,311.8 538,311.5 538,311.5 538,311.5" class="st1"></polyline>
						<line y2="313" x2="539.1" y1="313.8" x1="538.9" class="st1"></line>
						<polyline points="539.8,311.6 540,311.4 540.3,311.1 540.5,310.9 540.7,310.5 541,310 541.2,309.6 541.4,309.1 
							541.6,308.5 541.8,307.9 542,307.4 542,306.7 542.1,306.1 542.3,305.4 542.3,304.8 542.4,304.2 542.4,303.5 542.3,302.9 
							542.4,302.3 542.2,301.7 542.2,301.2 542,300.7 541.9,300.3 541.8,299.9 541.6,299.5 541.4,299.1 541.3,299" class="st1"></polyline>
						<polyline points="539.4,310.9 539.6,310.7 539.9,310.3 540.1,310.1 540.3,309.7 540.5,309.2 540.7,308.8 
							540.9,308.3 541,307.7 541.2,307.2 541.3,306.5 541.4,306 541.5,305.3 541.6,304.8 541.6,304.2 541.6,303.6 541.6,303 
							541.6,302.4 541.5,301.9 541.4,301.4 541.3,300.9 541.2,300.6 541.1,300.2 540.9,299.8 540.7,299.5" class="st1"></polyline>
						<polyline points="538,312.1 538,312 538.1,311.7 538,311.6 538.1,311.6" class="st1"></polyline>
						<line y2="311.6" x2="538" y1="311.6" x1="538" class="st1"></line>
						<line y2="311.7" x2="538.1" y1="311.7" x1="538.1" class="st1"></line>
						<line y2="311.8" x2="538.2" y1="311.7" x1="538.2" class="st1"></line>
						<polyline points="540.4,311.7 540.2,311.8 540,311.7 539.7,311.7 539.6,311.6" class="st1"></polyline>
						<polyline points="541.7,297.4 541.4,297.4 541.1,297.5 540.7,297.7 540.5,297.9 540.1,298.2 539.8,298.6 
							539.6,299 539.3,299.5 539.1,300.1 538.8,300.7 538.6,301.3 538.4,302 538.3,302.8 538,303.5 537.9,304.2 537.8,305.1 
							537.7,305.8 537.7,306.6 537.7,307.3 537.7,308 537.7,308.8 537.9,309.4 537.9,310.1 538,310.7 538.2,311.2 538.4,311.7 
							538.6,312.1 538.8,312.5 539,312.7 539.3,313 539.6,313.1 539.8,313.2" class="st1"></polyline>
						<polyline points="540,313.8 540.1,313.5 540.1,313.5 540.1,313.5" class="st1"></polyline>
						<polyline points="541.9,297.5 541.7,297.3 541.4,297.4 541.1,297.5 540.8,297.6 540.4,297.8 540.1,298.1 
							539.8,298.5 539.6,298.9 539.3,299.5 539.1,300 538.8,300.7 538.6,301.3 538.3,301.9 538.2,302.7 538,303.5 537.9,304.2 
							537.8,305 537.7,305.8 537.7,306.6 537.7,307.3 537.7,308.1 537.7,308.8 537.8,309.5 537.8,310.1 538,310.7 538.2,311.3 
							538.4,311.8 538.6,312.2 538.8,312.6 539,312.8 539.2,313.1 539.5,313.2 539.8,313.3" class="st1"></polyline>
						<polyline points="539.8,311.6 539.8,311.6 540,311.3 540.3,311 540.5,310.8 540.8,310.4 541,310 541.2,309.6 
							541.4,309.1 541.6,308.5 541.8,307.9 541.9,307.3 542,306.7 542.1,306.1 542.3,305.4 542.3,304.8 542.4,304.2 542.4,303.5 
							542.3,302.9 542.3,302.3 542.2,301.8 542.2,301.2 542,300.7 541.9,300.3 541.7,299.9 541.6,299.5 541.4,299.2 541.2,299 
							541.2,299" class="st1"></polyline>
						<line y2="297.9" x2="540.3" y1="297.2" x1="540.3" class="st1"></line>
						<polyline points="541.1,297.2 541.2,297 541.1,296.9 541.1,296.8 541.1,296.8" class="st1"></polyline>
						<polyline points="540.5,313.6 540.2,313.3 540,313 539.8,312.6 539.6,312.2 539.4,311.7 539.2,311.1 539.1,310.4 
							539,309.8 538.9,309.1 538.9,308.3 538.9,307.6 538.9,306.8 538.9,305.9 539,305.2 539.1,304.3 539.3,303.5 539.4,302.8 
							539.6,302 539.8,301.3 540.1,300.6 540.3,300 540.5,299.4 540.8,298.9 541.2,298.4 541.4,298 541.8,297.7 542.1,297.4 
							542.4,297.3" class="st1"></polyline>
						<polyline points="541.1,298.9 541.2,298.9 541.4,298.8 541.7,298.9 541.9,299" class="st1"></polyline>
						<line y2="297.2" x2="542.8" y1="297.1" x1="542.7" class="st1"></line>
						<polyline points="540.2,297.3 540.2,297.8 540.3,297.9 540.3,297.9 540.5,297.7 540.8,297.6 541,297.4 
							541.2,297.3 541.6,297.3" class="st1"></polyline>
						<polyline points="538,302 538.1,302.2 538.2,302.2 538.2,302.2 538.4,301.6 538.5,301.1 538.8,300.5 539,300 
							539.1,299.5 539.5,299.2 539.6,298.7 539.9,298.4" class="st1"></polyline>
						<polyline points="537.9,303.2 537.9,303.8 537.8,304.5 537.7,305.1 537.7,305.7 537.6,306.5 537.6,307.1 
							537.6,307.7 537.6,308.4" class="st1"></polyline>
						<line y2="309.5" x2="537.4" y1="309.2" x1="537.7" class="st1"></line>
						<polyline points="538.8,312.7 538.7,312.4 538.4,312.1 538.3,311.7 538.1,311.2 538,310.8 537.9,310.3 
							537.7,309.8 537.7,309.2 537.6,309.3 537.6,309.3 537.4,309.4" class="st1"></polyline>
						<polyline points="542,297.8 542.1,297.9 542.4,298.2 542.6,298.4 542.9,298.8 543,299.1 543.2,299.6 543.4,300.2 
							543.5,300.7 543.6,301.4 543.6,302 543.7,302.7 543.7,303.4 543.7,304.1 543.7,304.9 543.6,305.6 543.5,306.4 543.3,307.1 
							543.2,307.8 543,308.6 542.8,309.1 542.6,309.8 542.4,310.4 542.1,311 541.9,311.4 541.6,311.8 541.3,312.1 541.1,312.5 
							540.7,312.7 540.4,312.9 540.2,312.9" class="st1"></polyline>
						<polyline points="540.7,313.3 541,313.4 541.2,313.6 541.6,313.6 541.8,313.4 542.2,313.3 542.5,313 542.8,312.8 
							543.1,312.4 543.4,312 543.7,311.4" class="st1"></polyline>
						<polyline points="542.1,296 541.8,295.8 541.5,295.8 541.1,295.9 540.7,296.2 540.4,296.4 540.1,296.8 
							539.7,297.2 539.4,297.7 539,298.3 538.7,299 538.4,299.8 538.2,300.5 537.9,301.3 537.7,302.2 537.5,303.1 537.4,304.1 
							537.3,304.9 537.1,305.9 537.1,306.8 537.1,307.8 537.1,308.6 537.2,309.5 537.3,310.3 537.3,311 537.5,311.8 537.6,312.4 
							537.9,313 538.1,313.5 538.4,313.9 538.7,314.3 539,314.5 539.3,314.7 539.7,314.7 540,314.7" class="st1"></polyline>
						<polyline points="542.7,297.3 542.6,297.2 542.6,297.2 542.7,297.1 542.8,297.2" class="st1"></polyline>
						<polyline points="542.5,297.5 542.8,297.4 543.1,297.3 543.4,297.5 543.7,297.6 544,297.8 544.1,298.1 
							544.4,298.6 544.6,298.9 544.8,299.5 544.9,300" class="st1"></polyline>
						<polyline points="540.4,311.5 540.7,311.5 540.9,311.3 541.1,311 541.3,310.7 541.6,310.3 541.8,309.9 542,309.5 
							542.2,309 542.4,308.5 542.5,308 542.7,307.4 542.8,306.7 542.9,306.2 543,305.5 543.1,304.9 543.1,304.3 543.1,303.6 
							543.1,303.1 543.1,302.5 543,302 543,301.5 542.9,301 542.7,300.6 542.5,300.2 542.3,299.8 542.2,299.5 542,299.3 
							541.8,299.1" class="st1"></polyline>
						<polyline points="538.9,313.7 539,313 539,313 539.1,313 539.4,313.1 539.6,313.2" class="st1"></polyline>
						<line y2="314.6" x2="537.5" y1="314.6" x1="537.5" class="st1"></line>
						<polyline points="535,304.7 535,305.6 534.9,306.6 534.8,307.4 534.9,308.3" class="st1"></polyline>
						<polyline points="534.9,308.3 534.9,309.3 535,310.1" class="st1"></polyline>
						<line y2="295.6" x2="539.7" y1="295.6" x1="539.6" class="st1"></line>
						<polyline points="535,304.7 535.2,303.8 535.3,302.9" class="st1"></polyline>
						<polyline points="535.4,302 535.7,301.1 535.9,300.3 536.2,299.5" class="st1"></polyline>
						<line y2="298.1" x2="536.8" y1="297.5" x1="537.1" class="st1"></line>
						<polyline points="538.2,296.2 537.8,296.5 537.5,297" class="st1"></polyline>
						<polyline points="539.4,295.5 539.1,295.7 538.8,295.9 538.3,296.1 538,296.5 537.6,297 537.4,297.5 537,298.1 
							536.7,298.8 536.4,299.6 536.1,300.3 535.8,301.2 535.6,301.9 535.5,302.9 535.3,303.8 535.3,304.7 535.1,305.7 535,306.6 
							535.1,307.5 535.1,308.4 535.1,309.2 535.2,310 535.3,310.8 535.5,311.5 535.7,312.2 535.8,312.7 536.1,313.3 536.4,313.7 
							536.6,314.1 537,314.3 537.3,314.5" class="st1"></polyline>
						<polyline points="539.6,295.6 539.2,295.7 538.9,295.9 538.6,296.2 538.1,296.5 537.8,297 537.5,297.5 
							537.1,298.1 536.8,298.8 536.5,299.5 536.2,300.3 536,301.1 535.8,302 535.6,302.9 535.4,303.9 535.3,304.7 535.2,305.7 
							535.1,306.6 535.2,307.5 535.2,308.4 535.2,309.3 535.3,310.1 535.5,310.9 535.6,311.6 535.8,312.2 536,312.8 536.2,313.3 
							536.5,313.7 536.7,314.2 537.1,314.4 537.5,314.5" class="st1"></polyline>
						<polyline points="536.2,313.7 536,313.2 535.7,312.8" class="st1"></polyline>
						<polyline points="535,310.1 535.1,310.9 535.3,311.5 535.5,312.1 535.7,312.8" class="st1"></polyline>
						<polyline points="539.7,295.6 539.6,295.6 539.2,295.6 538.9,295.7 538.6,295.9 538.2,296.2 538.1,296.2 
							537.7,296.6 537.4,297 537,297.5 536.8,298.1 536.5,298.8 536.1,299.5 535.9,300.3 535.6,301.1 535.4,302 535.3,302.9 
							535.1,303.8 535,304.7 534.9,305.7 534.8,306.6 534.8,307.4 534.9,308.3 534.9,309.2 535,310 535.1,310.8 535.3,311.4 
							535.5,312.1 535.6,312.7 535.9,313.3 536.2,313.6 536.2,313.7 536.5,314 536.8,314.4 537.1,314.5 537.5,314.6 537.6,314.6" class="st2"></polyline>
						<line y2="312.7" x2="538.8" y1="313.5" x1="538.6" class="st2"></line>
						<polyline points="540.1,311.9 540.4,311.7 540.7,311.6 541,311.4 541.2,311.1 541.4,310.8 541.7,310.5 542,310.1 
							542.2,309.6 542.3,309.1 542.5,308.6 542.7,308 542.8,307.5 543,306.8 543.1,306.1 543.2,305.6 543.2,305 543.2,304.3 
							543.2,303.6 543.2,303.1 543.2,302.5 543.1,301.9 543.1,301.4 542.9,300.9 542.8,300.4 542.7,300 542.5,299.7 542.3,299.4 
							542.1,299.2 541.9,299 541.6,298.7" class="st2"></polyline>
						<line y2="296.8" x2="542.4" y1="297.4" x1="542.3" class="st2"></line>
						<line y2="297.8" x2="542.3" y1="297.8" x1="542" class="st2"></line>
						<line y2="297.4" x2="542" y1="297.5" x1="541.9" class="st2"></line>
						<polyline points="540.3,311.6 540.6,311.4 540.8,311.1 541,310.8 541.2,310.5 541.5,310.1 541.7,309.6 
							541.9,309.1 542.1,308.6 542.2,308 542.4,307.4 542.5,306.8 542.7,306.2 542.7,305.5 542.8,304.9 542.8,304.3 542.8,303.6 
							542.8,303 542.8,302.4 542.7,301.8 542.6,301.3 542.6,300.8 542.4,300.3 542.3,300 542.1,299.6 541.9,299.3 541.7,299.1" class="st2"></polyline>
						<line y2="299.5" x2="540.7" y1="299.5" x1="540.7" class="st2"></line>
						<polyline points="541.8,299.1 541.6,299 541.4,298.9 541.2,299 541,299.1" class="st2"></polyline>
						<line y2="297.3" x2="541.6" y1="297.3" x1="541.7" class="st2"></line>
						<line y2="298.4" x2="541.3" y1="298.5" x1="541.5" class="st2"></line>
						<line y2="297.4" x2="541.7" y1="297.4" x1="542" class="st2"></line>
						<polyline points="541.7,297.6 542.4,297.3 542.8,297.2 543,297.2 543.3,297.3 543.6,297.4 543.9,297.6 
							544.1,297.9 544.3,298.4 544.5,298.7 544.8,299.3 544.9,299.9 544.9,300 545.1,300.5 545.2,301.2 545.3,301.9 545.3,302.7 
							545.2,303.4 545.3,304.2 545.3,305 545.2,305.8 545.1,306.6 544.9,307.3 544.7,308.1 544.5,308.9 544.4,309.5 544.2,310.2 
							543.9,310.9 543.7,311.4 543.6,311.5 543.3,312.1 543,312.5 542.7,312.9 542.4,313.3 542,313.5 541.8,313.6 541.4,313.7 
							541.2,313.7 540.9,313.7 540.5,313.6 540,313.1" class="st2"></polyline>
						<polyline points="537.3,314.5 537.5,314.5 537.8,314.6 539.3,314.8 539.6,314.7 540,314.7 540.4,314.6 
							540.8,314.4 541.1,314.1 541.4,313.8 541.5,313.7" class="st2"></polyline>
						<polyline points="540.7,313.3 540.4,313.2 540.2,312.8 539.9,312.5 539.7,312 539.6,311.5 539.4,311 539.3,310.4 
							539.2,309.7 539.1,309 539.1,308.3 539.1,307.5 539.1,306.7 539.1,306 539.2,305.2 539.3,304.4 539.4,303.6 539.6,302.8 
							539.8,302.1 540,301.4 540.2,300.7 540.4,300.1 540.7,299.5 541,299.1 541.3,298.6 541.6,298.2 541.9,297.9 542.2,297.7 
							542.5,297.5" class="st2"></polyline>
						<polyline points="539.4,295.5 539.6,295.6 540,295.6 541.4,295.7 541.8,295.8 542.1,296 542.5,296.2 542.8,296.4 
							543,296.7 543.4,297.2 543.4,297.4" class="st2"></polyline>
						<polyline points="539.7,314.1 539.4,314.1 539.1,314 538.8,313.7 538.6,313.4 538.3,312.9 538.1,312.5 
							537.9,311.9 537.7,311.3 537.6,310.6 537.5,309.9 537.4,309.1 537.4,308.4 537.4,307.6 537.3,306.8 537.4,305.8 537.5,305 
							537.6,304.1 537.7,303.2 538,302.5 538.1,301.6 538.3,300.8 538.6,300.1 538.8,299.4 539.2,298.8 539.4,298.3 539.7,297.8 
							540.1,297.3 540.4,297 540.8,296.7 541,296.6 541.4,296.5 541.7,296.5 542.1,296.6" class="st2"></polyline>
						<line y2="296.7" x2="541.6" y1="296.7" x1="541.5" class="st2"></line>
						<polyline points="541.2,296.9 541.2,296.9 541.2,296.8 541.1,296.8" class="st2"></polyline>
						<line y2="297.7" x2="539.8" y1="298.4" x1="539.9" class="st2"></line>
						<polyline points="541.2,297.1 541.2,297.1 541.3,297.1 541.3,297.1 541.4,297 541.4,297" class="st2"></polyline>
						<polyline points="541.3,296.9 541.3,296.9 541.3,296.8 541.3,296.8 541.3,296.8" class="st2"></polyline>
						<polyline points="541.3,296.8 541.2,296.9 541.3,297.1" class="st2"></polyline>
						<polyline points="541.2,297 541.2,297 541.2,297.1 541.1,297.2 541.1,297.2" class="st2"></polyline>
						<polyline points="541.5,296.8 541.5,296.8 541.5,296.7 541.4,296.8 541.4,296.8" class="st2"></polyline>
						<polyline points="541.5,297 541.5,297 541.4,297.1 541.4,297.1 541.4,297.1 541.4,297.1" class="st2"></polyline>
						<polyline points="541.5,297.2 541.5,296.9 541.6,296.7" class="st2"></polyline>
						<polyline points="541.5,297.2 541.5,297.1 541.5,297.1" class="st2"></polyline>
						<polyline points="541.4,297.1 541.4,297 541.4,296.8" class="st2"></polyline>
						<polyline points="539.4,310.9 539.6,310.5 539.8,310.1 540.1,309.5 540.2,309.1 540.4,308.5 540.6,308 
							540.8,307.3 540.9,306.6 541.1,306 541.1,305.3 541.1,304.7 541.3,303.9 541.2,303.3 541.2,302.7 541.2,302.1 541.1,301.5 
							541.1,300.9 540.9,300.4 540.8,299.9 540.7,299.6" class="st2"></polyline>
						<polyline points="537.9,311.2 537.9,311.2 537.9,311.3 537.9,311.3 537.9,311.3 537.9,311.3" class="st2"></polyline>
						<polyline points="538,312.1 538,312.1 538.1,312 538,312 538.1,311.8" class="st2"></polyline>
						<line y2="312.1" x2="539.8" y1="312.2" x1="539.9" class="st2"></line>
						<polyline points="537.9,311.2 537.9,311.3 537.9,311.3 537.9,311.3 538,311.4 537.9,311.5 537.8,311.5" class="st2"></polyline>
						<polyline points="538,311.5 538,311.8 538,311.8 538,311.9 538,311.9" class="st2"></polyline>
						<polyline points="538,311.4 538,311.4 538,311.4 538,311.5 538,311.4" class="st2"></polyline>
						<polyline points="538,311.5 538.1,311.4 538.1,311.6 538,311.6 538,311.6" class="st2"></polyline>
						<polyline points="538,311.6 538.1,311.6 538.2,311.8 538.2,311.8 538.1,311.8" class="st2"></polyline>
						<polyline points="537.9,311.5 537.8,311.3 537.8,311.3" class="st2"></polyline>
						<polyline points="540.4,311.5 540.2,311.6 539.9,311.7 539.7,311.6 539.5,311.4" class="st2"></polyline>
						<line y2="311" x2="539.4" y1="310.9" x1="539.4" class="st2"></line>
						<line y2="313.2" x2="540.2" y1="313.2" x1="539.8" class="st2"></line>
						<polyline points="540.6,313 540.4,313 540.2,312.9" class="st2"></polyline>
						<polyline points="539.6,313.2 539.8,313.3 540.1,313.3 540.2,313.2" class="st2"></polyline>
						<line y2="313.5" x2="540.1" y1="313.5" x1="540.1" class="st2"></line>
						<line y2="313.5" x2="540.1" y1="313.8" x1="540" class="st2"></line>
						<polyline points="540.1,313.8 540.1,313.8 540.1,313.9 540,313.9 540,313.9" class="st2"></polyline>
						<line y2="308.6" x2="537.3" y1="308.4" x1="537.6" class="st2"></line>
						<polyline points="537.5,306.2 537.4,306.3 537.4,306.3" class="st2"></polyline>
						<polyline points="537.6,305.2 537.7,305.3 537.6,305.3 537.6,305.4 537.6,305.4 537.6,305.5 537.7,305.6 
							537.5,305.6" class="st2"></polyline>
						<polyline points="537.5,306.1 537.5,306 537.4,306" class="st2"></polyline>
						<polyline points="537.5,305.3 537.5,305.3 537.6,305.3" class="st2"></polyline>
						<polyline points="537.5,305.9 537.5,306 537.5,306" class="st2"></polyline>
						<polyline points="537.6,305.7 537.6,305.7 537.6,305.7 537.5,305.8 537.5,305.9 537.5,305.9 537.6,306 537.6,306" class="st2"></polyline>
						<polyline points="537.6,306 537.6,306 537.6,306.1 537.5,306.2 537.5,306.2 537.5,306.3 537.5,306.3 537.5,306.3" class="st2"></polyline>
						<polyline points="537.4,305.6 537.4,305.6 537.5,305.5" class="st2"></polyline>
						<polyline points="537.5,305.8 537.5,305.7 537.5,305.7" class="st2"></polyline>
						<line y2="303" x2="537.8" y1="303.2" x1="537.9" class="st2"></line>
					</g>
					<g id="ID_1019">
						<line y2="136.1" x2="322.3" y1="136" x1="322.5" class="st1"></line>
						<line y2="137.9" x2="322" y1="137.9" x1="322.4" class="st1"></line>
						<polyline points="318.5,123.1 318.4,123.3 318.3,123.4 318.3,123.6 318.2,123.8 318.5,125.6 318.7,127.6 
							318.9,129.7 318.9,131.7 319,131.9 319.1,132" class="st1"></polyline>
						<polyline points="313.7,105.8 311.4,105.7 311.2,105.7" class="st1"></polyline>
						<polyline points="312.2,104.8 311.9,105 311.4,105.7 311.1,106.3 311,106.4" class="st1"></polyline>
						<line y2="129.6" x2="319.9" y1="129.4" x1="319.1" class="st1"></line>
						<polyline points="317.1,132.5 317.4,132.6 317.6,132.5 317.6,132.5" class="st1"></polyline>
						<line y2="141.8" x2="317.5" y1="141.7" x1="317.2" class="st1"></line>
						<line y2="144.2" x2="318" y1="144.2" x1="318.8" class="st1"></line>
						<polyline points="319,142.4 318.6,142.4 318.5,142.4" class="st1"></polyline>
						<polyline points="318.2,143.4 318.3,143.5 318.8,143.6" class="st1"></polyline>
						<polyline points="317.4,141.9 317.3,141.9 317.2,142.1" class="st1"></polyline>
						<polyline points="319,142.1 318.6,142.1 318.4,142.1" class="st1"></polyline>
						<polyline points="316.4,141 316.6,141 316.9,141.1 316.9,141.1" class="st1"></polyline>
						<line y2="141.3" x2="316.9" y1="141.6" x1="319.2" class="st1"></line>
						<polyline points="318.8,143.3 318.4,143.1 318.3,143.1" class="st1"></polyline>
						<polyline points="317.7,132 317.6,132.2 317.6,132.5 317.4,134.6 317.4,136.8 317.1,138.9 316.9,141.1 
							316.8,141.4 317,141.6 317.1,141.7 317.4,141.9" class="st1"></polyline>
						<polyline points="318.1,131.6 318.1,131.8 318.1,131.9" class="st1"></polyline>
						<polyline points="316.9,141.1 317.2,138.9 317.4,136.8 317.5,134.6 317.6,132.5" class="st1"></polyline>
						<line y2="132.1" x2="319.9" y1="131.9" x1="318" class="st1"></line>
						<polyline points="319.3,131.2 319.5,131.3 319.7,131.4" class="st1"></polyline>
						<line y2="131.6" x2="319.8" y1="131.5" x1="319.4" class="st1"></line>
						<polyline points="319.3,130.7 319.4,130.6 319.8,130.5" class="st1"></polyline>
						<polyline points="319.2,130.2 319.3,130.2 319.8,130.1" class="st1"></polyline>
						<polyline points="318.1,142.3 317.2,142.1 316.9,142 316.6,141.8 316.4,141.4 316.4,141 316.7,138.9 316.8,136.7 
							317,134.6 317.1,132.5 317.2,132.2 317.4,131.8 317.6,131.7 318.1,131.6 318.9,131.7" class="st1"></polyline>
						<polyline points="318.2,142 318.2,142.1 318.1,142.3 317.8,144.5 317.3,146.6 316.8,148.6 316.2,150.6 
							316.1,150.8 316.2,151 316.2,151.2 316.3,151.2" class="st1"></polyline>
						<polyline points="309.9,106.2 309.8,106.2 308.6,106.3 307.4,106.8 306.2,107.5 305,108.5 304.7,108.7" class="st1"></polyline>
						<line y2="108.5" x2="305" y1="108.5" x1="304.1" class="st1"></line>
						<polyline points="305.5,106.4 304.6,107 303.6,107.6 303.7,107.7" class="st1"></polyline>
						<polyline points="306.2,110.6 305.2,111.7 304.1,113.1" class="st1"></polyline>
						<polyline points="304.1,113.1 303,114.8 302,116.6" class="st1"></polyline>
						<polyline points="301.8,111.3 299.6,111 299.5,111" class="st1"></polyline>
						<line y2="113.3" x2="301.4" y1="113.2" x1="300.1" class="st1"></line>
						<line y2="113.7" x2="301.3" y1="113.6" x1="300.3" class="st1"></line>
						<polyline points="300.9,107.1 300.5,107.2 300.1,107.7 299.9,108.3 299.7,109.2 299.5,110.1 299.6,111 
							299.6,111.5 299.6,112.2 299.4,112.7 299.3,113" class="st1"></polyline>
						<polyline points="302,116.6 301,118.6 300.1,120.9" class="st1"></polyline>
						<polyline points="299.3,115.1 299.5,115.2 299.6,115.5 299.8,115.9 299.7,116.5 299.6,117 299.5,117.6 
							299.3,117.9 299.1,118.1" class="st1"></polyline>
						<polyline points="303.8,125 304,125.3 304.3,126 304.7,126.8 304.9,127.8 305.2,128.9 305.4,130 305.5,131.2 
							305.6,132.5 305.6,133.8 305.5,135.2 305.5,136.6 305.4,137.9 305.1,139.3 304.9,140.6 304.7,142 304.3,143.2 304,144.4 
							303.6,145.7 303.1,146.7 302.7,147.7 302.2,148.6 301.7,149.4 301.1,150.1 300.9,150.3" class="st1"></polyline>
						<polyline points="305.4,163.8 305,163.6 305,163.5 304.8,163.4 303.8,162.5 303.6,162.2" class="st1"></polyline>
						<polyline points="295.5,128.4 295.8,128.4 295.9,128.8 296,129.2 295.9,129.7 295.9,130.3 295.7,130.8 
							295.5,131.2 295.3,131.3" class="st1"></polyline>
						<polyline points="298.5,125.9 297.9,128.6 297.3,131.3 296.8,134.2 296.4,137" class="st1"></polyline>
						<polyline points="307.1,166.2 307.8,166 308.4,165.7 309.2,165.3 309.9,164.9 310.5,164.2 311.3,163.5 
							311.9,162.7 312.6,161.8 313.2,160.8 313.9,159.7" class="st1"></polyline>
						<polyline points="313.9,159.7 313.7,159.6 313.6,159.8 313.6,159.9 313.4,160 313.3,160 313.2,160.1 312.8,160.7 
							312.7,160.9 312.7,161.2 312.6,161.4 312,162.3 311.4,163.1 310.7,163.7 310,164.3 309.9,164.4" class="st1"></polyline>
						<polyline points="312.9,158.4 312.8,158.4 312,159.7 311.1,160.7 310.3,161.6 309.5,162.3 309.3,162.5 
							309.3,162.8 309.3,162.9 309.4,163.1 309.4,163.2" class="st1"></polyline>
						<polyline points="306.4,165.8 307.2,165.8 308.1,165.6 309.1,165.1 309.2,165 309.2,164.8 309.4,164.5 
							309.7,164.2 309.8,164.3" class="st1"></polyline>
						<polyline points="309.1,166.7 308.2,166.6 307.3,166.3 306.5,165.9" class="st1"></polyline>
						<polyline points="308.1,169.7 308.3,169.6 308.5,169.3 308.6,168.7 308.8,168.2 308.8,167.7 308.7,167.5" class="st1"></polyline>
						<polyline points="309,166.5 309.1,166.3 309.3,166.4 309.7,166.5 310.6,166.3 311.3,165.9 312.1,165.3 
							312.9,164.6 313.6,163.8 314.4,162.9 315.1,161.7 315.9,160.6" class="st1"></polyline>
						<line y2="115.6" x2="315.9" y1="115.6" x1="316" class="st1"></line>
						<polyline points="313.6,113.3 313.4,113.1 313.2,113.2 313.2,113.4 313.1,113.6 313.2,113.8 313.2,113.9 
							314,114.4 314.7,115 315.4,115.8 316.1,116.9 316.2,116.8" class="st1"></polyline>
						<polyline points="316.8,115 316.7,115 316.4,114.6 316.4,114.3 316.4,114.1 316.3,113.9 315.8,113.2 315.2,112.6 
							314.7,112.1 314.2,111.7" class="st1"></polyline>
						<polyline points="313.8,111.9 313.5,111.8 313.4,111.6 313.3,111.4 313.2,111.2 312.8,111.1" class="st1"></polyline>
						<polyline points="315.1,110 314.1,109.9 313.7,109.9 313.5,110 313.4,110" class="st1"></polyline>
						<line y2="111.2" x2="312.5" y1="110.9" x1="313.3" class="st1"></line>
						<polyline points="313.2,111 313.3,111 313.6,110.9 314,110.8 315.1,110.8 316,111.1 316.8,111.7 317.8,112.5 
							318.6,113.5 319.3,114.7 319.9,116.1 320.6,117.8 321.1,119.7 321.5,121.6 321.9,123.8 322.2,126.1 322.3,128.4 322.3,130.9 
							322.3,133.5 322.3,136.1 321.8,136.5 321.8,137 321.8,137.5 322,137.9 321.8,140 321.6,142 321.2,143.9 320.9,145.9 
							320.5,147.9 320,149.8 319.6,151.5 319,153.3 319,153.3 319.1,153.6 319.2,153.7" class="st1"></polyline>
						<polyline points="319,153.3 318.7,153.2 316.5,153.6" class="st1"></polyline>
						<polyline points="316.9,115 317,115.1 317.6,116.4 318.2,117.9 318.7,119.6 319,121.4 319,121.8 319.1,122 
							319.1,122.3 319.2,123.1 319.2,123.3 319.3,123.3 319.4,123.5 319.6,125 319.8,126.4 319.9,128 319.9,129.6 319.8,129.8 
							319.8,130.1 319.8,130.5 319.7,131.4 319.8,131.6 319.9,131.8 319.9,132.1 319.8,134.5 319.7,136.8 319.5,139.2 319.2,141.6 
							319.1,141.8 319,142.1 319,142.4 318.8,143.3 318.8,143.6 318.8,143.9 318.8,144.2 318.4,145.8 318.1,147.4 317.7,148.9 
							317.3,150.5 317.3,150.7 317.1,150.8 317,151 316.7,151.9 316.7,152.2 316.7,152.5 316.6,152.8 316.6,152.9 316.5,153.3 
							316.5,153.6" class="st1"></polyline>
						<polyline points="313.4,110.9 314.3,111.3 315.3,112.2 316.3,113.4 317.2,114.9 317.9,116.8 318.6,118.8 
							319.2,121.2 319.6,123.8 319.9,126.5 320.1,129.5 320,132.5 319.9,135.6 319.7,138.8 319.2,141.9 318.7,145 318.1,148 
							317.3,150.9 316.5,153.6" class="st1"></polyline>
						<polyline points="312.5,107 313,106.8 313.4,106.4 313.7,105.8 313.9,105.4 314.1,105.2 314.3,105 314.5,104.9" class="st1"></polyline>
						<line y2="105.9" x2="315.4" y1="105.9" x1="315.2" class="st1"></line>
						<polyline points="314.1,109.2 314.4,109 314.6,108.7 314.8,108.2 314.8,107.7 314.8,107.1 314.8,106.6 
							314.6,106.3 314.4,106.2" class="st1"></polyline>
						<polyline points="299.9,136 301.3,135.3 301.4,135.2" class="st1"></polyline>
						<polyline points="313.4,110 312.5,110.4 311.6,110.9 310.6,111.6 309.7,112.6 308.8,113.6 307.9,114.9 307,116.3 
							306.2,117.8 305.4,119.6 304.7,121.5 304,123.5 303.3,125.6 302.7,127.8 302.2,130 301.7,132.3 301.3,134.8 301.3,135 
							301.4,135.2 301.5,135.2" class="st1"></polyline>
						<polyline points="300.1,145 300.2,144.8 300.6,143.8 300.9,142.6 301.2,141.3 301.5,140.1 301.7,138.8 
							301.9,137.5 302,136.2 302.1,134.9 302.1,133.6 302.1,132.4 302,132.1" class="st1"></polyline>
						<polyline points="300.4,145.2 300.4,145.2 300.7,144 301.1,142.8 301.4,141.5 301.6,140.2 301.9,138.9 302,137.5 
							302.2,136.2 302.2,134.8 302.3,133.5 302.2,132.2 302.2,131.2" class="st1"></polyline>
						<polyline points="300.1,135.8 299.9,137.2 299.7,138.9 299.7,140.7 299.5,142.4 299.4,144.1 299.4,144.5" class="st1"></polyline>
						<polyline points="308.1,167.4 307.2,167.2 306.3,166.8 305.6,166.2 304.8,165.3 304.1,164.3 303.4,163.1 
							302.8,161.7 302.3,160.2 301.8,158.6 301.4,156.7 301.1,154.7 300.7,152.7 300.6,150.6 300.5,148.4 300.4,146 300.5,145.7 
							300.6,145.5 300.7,145.5" class="st1"></polyline>
						<polyline points="296.4,137 296.2,140 296,142.8" class="st1"></polyline>
						<polyline points="308.5,164.1 308.5,163.7 308.6,163.3 309,163 309.3,162.9" class="st1"></polyline>
						<polyline points="308.5,164.1 308.8,164 309,164" class="st1"></polyline>
						<polyline points="307.4,163.1 307.6,162.8 307.5,162.6 307.5,162.4 307.2,162.3" class="st1"></polyline>
						<polyline points="307.3,163.1 307.5,163.2 307.8,163.3 308.4,163.6" class="st1"></polyline>
						<polyline points="308.5,162.2 308.5,162.4 308.4,162.6 308.4,163.6 306.3,163.6" class="st1"></polyline>
						<polyline points="308.4,163.6 308,163.1 307.8,162.9 307.6,162.8 306.7,163.2 305.9,163.5 305.6,163.5" class="st1"></polyline>
						<polyline points="312.2,120.4 312.3,120.5 312.7,122 313,123.6 313.3,125.4 313.4,127.2 313.5,129.1 313.6,131.1 
							313.6,133.1 313.5,135.1 313.5,135.5 313.7,135.8" class="st1"></polyline>
						<polyline points="297.9,142.9 298.1,143 298.2,143" class="st1"></polyline>
						<polyline points="299.2,144.5 298.6,144 298.4,143.6 298.3,143.3 298.2,143" class="st1"></polyline>
						<polyline points="300.4,146 299.1,145.1 298.8,144.9 298.2,144.2 298.4,144.1 298.5,143.9" class="st1"></polyline>
						<polyline points="298.4,137.3 298.6,137.4 298.7,137.4" class="st1"></polyline>
						<polyline points="299.5,135.6 299.7,135.8 299.7,135.9 300.1,135.7 301.4,135.2" class="st1"></polyline>
						<polyline points="301.3,134.8 299.8,135.4 299.5,135.6 298.9,136.2 299,136.3 299,136.4" class="st1"></polyline>
						<polyline points="298.9,136.7 299.2,136.3 299.9,135.9" class="st1"></polyline>
						<polyline points="300.6,145.5 299.4,144.7 299.1,144.5 298.5,143.9 298.2,143.5 298.1,143 298.3,140.2 
							298.6,137.4 298.7,136.8 299,136.4 299.7,135.9 299.9,135.9" class="st1"></polyline>
						<line y2="145.4" x2="300.6" y1="143.9" x1="298.6" class="st1"></line>
						<polyline points="298.8,144.9 299,144.6 299.1,144.5 299.2,144.5" class="st1"></polyline>
						<polyline points="307.2,167.4 306.6,167.2 305.9,167.1 305.2,166.8 304.7,166.3 304,165.7 303.4,165.2 
							302.9,164.4 302.4,163.5 301.9,162.6 301.5,161.5 301,160.3 300.7,159.2 300.3,157.8 300.1,156.4 299.8,155 299.6,153.5 
							299.4,151.9 299.2,150.3 299.2,148.5 299.1,146.9 299.1,145.1 299.2,144.9 299.4,144.7" class="st1"></polyline>
						<polyline points="314.1,109.9 313.5,109.6 312.2,109.4 310.9,109.6 309.7,110.3 308.4,111.2 307.2,112.6 
							305.9,114.2 304.8,116.2 303.6,118.4 302.5,120.9 301.6,123.7 300.8,126.6 300,129.6 299.3,132.9 298.9,136.2 298.5,136.7 
							298.4,137.3 298.1,140.2 297.9,142.9 298,143.7 298.2,144.2 298.3,146 298.3,147.8 298.3,149.6 298.5,151.3 298.6,152.9 
							298.8,154.5 299.1,156.1 299.4,157.5 299.8,158.9 300.1,160.2 300.6,161.4 301,162.5 301.4,163.4 302,164.4 302.6,165.2 
							303.1,165.9 303.8,166.4 304.4,166.9 305,167.2 305.7,167.4 306.4,167.5 307.2,167.5 307.5,167.4" class="st1"></polyline>
						<line y2="110.8" x2="314" y1="109.9" x1="314.1" class="st1"></line>
						<line y2="111.9" x2="313.8" y1="112" x1="313.4" class="st1"></line>
						<line y2="111.1" x2="312.7" y1="111.2" x1="313.2" class="st1"></line>
						<polyline points="312.4,112.4 311.7,112.7 311.4,112.8 311.1,112.8" class="st1"></polyline>
						<polyline points="312.4,112.4 311.9,112.9 311.6,113.1 311.4,113.3 310.6,113 310,113.1" class="st1"></polyline>
						<polyline points="313,112.2 312.8,112.1 312.6,112 311.4,111.9" class="st1"></polyline>
						<polyline points="311,113.7 311.2,113.6 311.4,113.3 311.4,113.3 311.3,113 311.1,112.8" class="st1"></polyline>
						<polyline points="313.2,113.9 312.3,113.9 311.9,113.8 311.5,113.8 311.2,113.7 311,113.7 310.2,113.6" class="st1"></polyline>
						<polyline points="313.4,111.6 312.9,111.7 312.6,112 312.5,112.3 312.6,112.8 312.8,113.2 313.2,113.4" class="st1"></polyline>
						<polyline points="311,112.1 312.4,112.4 312.3,113.5 312.2,113.7 312.3,113.9" class="st1"></polyline>
						<polyline points="309.8,113.3 310.5,113.2 311.4,113.3 311.5,113.4 311.7,113.5 312,113.5 312.3,113.5 
							313.1,113.6" class="st1"></polyline>
						<polyline points="312.1,119.4 311.9,119.1 311.7,118.8 311.3,117.5 310.7,116.5 310.1,115.6 309.4,114.8 
							309.2,114.5" class="st1"></polyline>
						<polyline points="313.7,135.8 313.9,135.5 314.1,135.1 314.2,133.1 314.2,131 314.2,129.1 314,127.1 313.9,125.3 
							313.6,123.5 313.3,121.9 312.8,120.3 312.6,120.2" class="st1"></polyline>
						<polyline points="305,125.8 305.1,125.6 307.1,123.8 309.1,122.1" class="st1"></polyline>
						<polyline points="306,133 306,131.8 306,130.6 305.9,129.5 305.7,128.4 305.4,127.4 305.3,126.5 305.3,126.1" class="st1"></polyline>
						<polyline points="304.8,125.2 304.9,125.2 305.2,125.1" class="st1"></polyline>
						<polyline points="305.3,126.5 305.1,126 305,125.8 304.8,125.2 304.5,124.5 304.2,123.9" class="st1"></polyline>
						<line y2="151.8" x2="307.9" y1="151.6" x1="307.7" class="st1"></line>
						<polyline points="306.9,151.1 306.4,150.5 305.9,149.9 304.7,148.6" class="st1"></polyline>
						<polyline points="307.9,151.8 307.8,151.6 307.8,151.4" class="st1"></polyline>
						<polyline points="303.4,147.4 303.6,147.6 305.2,149.4 306.9,151.1" class="st1"></polyline>
						<polyline points="303.3,147.6 303.5,147.9 303.5,148.3 303.5,148.7 303.8,149 305.5,150.9 305.6,151.2 
							305.7,151.6 305.7,151.9" class="st1"></polyline>
						<polyline points="306.8,151.4 306.2,151.2 305.5,150.9 305.2,151.1 305,151.5" class="st1"></polyline>
						<polyline points="301.7,156.2 302.1,155.9 302.7,155.2 303.3,154.4 303.9,153.5 304.5,152.6 305,151.5 
							305.3,151.4 305.6,151.2" class="st1"></polyline>
						<polyline points="306.8,151.4 306.3,151.7 305.7,151.9 305.1,153 304.6,154 304,154.9 303.4,155.7 302.8,156.3 
							302.1,156.8 301.9,157" class="st1"></polyline>
						<polyline points="307,151.5 306.3,152.9 305.6,154.2 304.9,155.3 304.2,156.3 303.3,157 302.6,157.6 302.1,158" class="st1"></polyline>
						<polyline points="307.2,152.7 307.1,152.9 307,153.3 306.3,154.6 305.7,155.7 305,156.7 304.3,157.5 303.6,158.3 
							302.9,158.9 302.4,159.1" class="st1"></polyline>
						<polyline points="307,151.5 307.3,152.1 307.4,152.7 307.2,153 307,153.3" class="st1"></polyline>
						<polyline points="307,151.5 306.9,152.1 306.7,152.7 306.7,153 307,153.3 307,153.3 309,155 309.2,155.1 
							309.5,155.2 310.2,155 310.5,154.8 310.7,154.5 310.8,154.2 310.9,154 310.8,153.7 310.3,153.3 310,153.2 309.8,153 
							307.8,151.4 307.8,151.4 307.6,151 307.6,150.7" class="st1"></polyline>
						<polyline points="303.5,148.3 303.2,148.2 303.1,148.3 302.9,148.6 302.9,149 303,149.2 303.2,149.6 305,151.5 
							305,151.5 305.3,151.8 305.7,151.9" class="st1"></polyline>
						<line y2="146.9" x2="303.6" y1="147.3" x1="303.6" class="st1"></line>
						<polyline points="302.1,157.8 302.5,157.5 303.3,156.8 304,156.1 304.8,155.2 305.5,154.1 306.2,152.7 
							306.8,151.4 305.1,149.6 303.5,147.9 303.5,147.9 303.6,147.6 303.8,147.6" class="st1"></polyline>
						<polyline points="301.2,152.8 301.3,152.6 301.8,152.1 302.3,151.3 302.8,150.4 303.2,149.6 303.4,149.3 
							303.8,149" class="st1"></polyline>
						<polyline points="301,151.4 301.3,151.3 301.7,150.6 302.1,149.9 302.7,149.1 303.1,148.3 303.3,147.6 
							303.4,147.4 303.6,146.9 304.1,145.9 304.4,144.7 304.7,143.6 305,142.4 305.3,141.2 305.5,140" class="st1"></polyline>
						<polyline points="304.2,124 304.4,124.2 304.7,125.1 305,125.9 305.3,127.1 305.6,128.1 305.8,129.5 305.9,130.8 
							306,132.1 306,133.5 306,135 305.9,136.5 305.8,137.9 305.5,139.4 305.3,141 305,142.4 304.6,143.7 304.3,145.1 303.9,146.3 
							303.4,147.5 302.9,148.5 302.3,149.5 301.9,150.4 301.2,151.1 301,151.3" class="st1"></polyline>
						<polyline points="303.7,125.5 303.9,126.1 304.3,127 304.5,127.9 304.8,129 304.9,130.1 305.1,131.3 305.1,132.5 
							305.2,133.9 305.1,135.1 305.1,136.6 304.9,137.9 304.8,139.2 304.5,140.6 304.2,141.9 303.9,143.1 303.5,144.3 303.2,145.5 
							302.8,146.5 302.3,147.5 301.8,148.4 301.3,149.2 300.9,149.8" class="st1"></polyline>
						<polyline points="309.2,122.4 307.1,124 305.3,125.7 305.1,126" class="st1"></polyline>
						<polyline points="307.3,122 307.5,122.4 307.7,122.6" class="st1"></polyline>
						<polyline points="308.7,123.5 308.4,123.4 308.2,123.3" class="st1"></polyline>
						<polyline points="304.8,125.2 304.7,124.9 304.9,124.5 305,124.2 305.2,123.8 307.3,122 307.4,122 307.6,121.7 
							308,121.6 308.6,122 309.1,122.1" class="st1"></polyline>
						<polyline points="309.9,120.9 309.7,120.9 309.3,121 309.2,121 309.2,120.7 309.5,120.3 309.5,120.3 311.7,118.8 
							312,118.7 312.4,118.7 313,118.9 313.3,119.2 313.4,119.4 313.5,119.6 313.5,119.9 313.4,120.1 312.8,120.3 312.6,120.4 
							312.3,120.5 310.1,122 310.1,122.1 309.8,122.4 309.8,122.7 310.1,124 310.3,125.3 310.6,126.8 310.6,128.4 310.8,130 
							310.8,131.6 310.9,133.4 310.8,135 310.7,135.7 310.5,136.3" class="st1"></polyline>
						<polyline points="308.6,137.6 308.7,137.3 308.8,137 309.6,136.8 310.3,136.6" class="st1"></polyline>
						<polyline points="310.3,136.6 308.1,136.6 306.1,136.6 305.9,136.7" class="st1"></polyline>
						<polyline points="306.2,136.9 305.9,137.1 305.8,137.3" class="st1"></polyline>
						<polyline points="305.9,135.5 306,136.3 305.9,136.7 305.8,137.3" class="st1"></polyline>
						<polyline points="305.9,135.5 306,135.8 306.3,135.9" class="st1"></polyline>
						<polyline points="309.2,122.4 309.5,123.8 309.8,125.4 310.1,127 310.3,128.6 310.4,130.5 310.5,132.3 
							310.4,134.3 310.3,136.3 308.1,136.3 306.1,136.3 306,136.3" class="st1"></polyline>
						<polyline points="310.3,136.3 309.7,136 309,135.7 308.8,135.5 308.8,135.1" class="st1"></polyline>
						<polyline points="310.6,137.7 310.7,137.7 310.9,137.6 311,137.7 313.4,137.7 313.6,137.7 313.9,137.7 
							314.5,137.4 314.7,137.1 314.8,136.6 314.9,136.3 314.9,135.9 314.7,135.7 314.1,135.1 313.8,135.2 313.5,135.1 311.1,135.1 
							311.1,135.1 310.8,135 310.8,135" class="st1"></polyline>
						<polyline points="306.9,151.1 307.5,149.6 308.1,148 308.6,146.2 309.1,144.4 309.5,142.4 309.8,140.6 
							310.1,138.5 310.3,136.6" class="st1"></polyline>
						<polyline points="310.5,136.3 310.9,136 311.3,135.7 313.7,135.8 314,135.9 314.2,136.1 314.2,136.3 314.2,136.6 
							314.2,136.8 314,137 313.6,137.1 313.4,137.4 313.4,137.7 313.1,139.7 312.8,141.8 312.4,143.8 312,145.8 311.5,147.8 
							311,149.6 310.4,151.4 309.8,153 309.7,153.4 309.8,153.4" class="st1"></polyline>
						<polyline points="310.5,136.6 310.5,137.2 310.6,137.7 310.3,139.5 310.1,141.2 309.8,142.9 309.4,144.6 
							309,146.3 308.6,147.7 308.1,149.3 307.6,150.7 307.4,151 307.1,151.3 308.7,152.6 310.3,154 310.5,154.2 310.8,154.2" class="st1"></polyline>
						<polyline points="308.4,152.7 310.1,154.3 310.4,154.4 310.7,154.5" class="st1"></polyline>
						<polyline points="311,137.1 310.9,137.3 310.9,137.6 310.7,139.5 310.4,141.4 310.1,143.1 309.8,144.8 
							309.3,146.6 308.8,148.3 308.3,149.9 307.8,151.4 307.6,151.5" class="st1"></polyline>
						<polyline points="310.7,137.3 311,137.1 311.2,137" class="st1"></polyline>
						<polyline points="311,137.7 311.1,137.2 311.2,137" class="st1"></polyline>
						<polyline points="310,121.9 310.1,122.1 310.3,123.4 310.6,124.8 310.9,126.4 311.1,128 311.2,129.7 311.2,131.4 
							311.1,133.3 311.1,135.1 311.1,135.4 311.2,135.7" class="st1"></polyline>
						<polyline points="311.3,135.7 311.2,135.4 311.1,135.1" class="st1"></polyline>
						<polyline points="311.3,135.7 311.2,135.7 310.8,135.5" class="st1"></polyline>
						<polyline points="305.9,137.5 305.9,137.6 306.1,137.6 306.4,137.7 308.6,137.6 308.6,137.7 309,137.7 
							309.4,137.8 309.9,137.2 310.3,136.6" class="st1"></polyline>
						<polyline points="306,135.3 306.1,135.2 306.3,135.1 306.5,135 308.8,135.1 308.8,135.1 309.2,135 309.6,134.9 
							310,135.6 310.3,136.3" class="st1"></polyline>
						<polyline points="308.7,123.5 308.2,123.5 308,123.7 308.2,124.9 308.4,126.2 308.7,127.5 308.7,129 308.8,130.4 
							308.9,131.9 308.9,133.5 308.8,135.1 309,135.3 309.2,135.6" class="st1"></polyline>
						<polyline points="306,119.4 306.1,119.5 306.5,120.2 306.9,121.1 307.4,122 307.8,122.3" class="st1"></polyline>
						<polyline points="307.7,122.6 307.8,122.3 307.9,121.9 308,121.6 307.7,120.8 307.2,119.8 306.7,119.1 
							306.3,118.6" class="st1"></polyline>
						<polyline points="306.9,117.4 307.1,117.6 307.7,118.3 308.3,119.1 308.7,120 309.2,121 309.2,121.5 309.3,122.1" class="st1"></polyline>
						<polyline points="309.7,120.9 309.5,120.7 309.5,120.3 309,119.3 308.6,118.3 308,117.5 307.4,116.8 307.3,116.7" class="st1"></polyline>
						<polyline points="313.4,119.4 313.1,119.5 312.9,119.6 311,120.8 309.3,122.1" class="st1"></polyline>
						<polyline points="306.7,117.8 307.1,118.1 307.7,118.9 308.2,119.8 308.8,120.8 309.3,122.1" class="st1"></polyline>
						<polyline points="312.8,120 312.8,119.9 312.9,119.8 312.9,119.6 312.7,119.5 312.5,119.5 312.1,119.4 
							309.9,120.9 309.7,121.6 309.3,122.1" class="st1"></polyline>
						<polyline points="309.3,114 310,114.7 310.7,115.4 311.2,116.3 311.8,117.4 312.4,118.7 312.3,119 312.1,119.4" class="st1"></polyline>
						<polyline points="309.3,122.3 311.1,121 312.9,119.8 313.2,119.7 313.5,119.6" class="st1"></polyline>
						<polyline points="309.3,122.3 309.6,122.5 309.8,122.7" class="st1"></polyline>
						<polyline points="314.9,136.3 314.5,136.3 314.2,136.3 312.4,136.3 310.5,136.3 310.6,134.3 310.6,132.3 
							310.6,130.4 310.5,128.6 310.3,126.9 310,125.2 309.7,123.7 309.3,122.3 309.8,122.1" class="st1"></polyline>
						<polyline points="309.5,120.3 309.7,120.6 309.9,120.9" class="st1"></polyline>
						<line y2="121.9" x2="310.1" y1="122" x1="310.1" class="st1"></line>
						<line y2="122.4" x2="309.2" y1="123" x1="308.6" class="st1"></line>
						<line y2="123.6" x2="307.8" y1="123.7" x1="307.9" class="st1"></line>
						<polyline points="305.2,126.3 305.4,126 305.5,125.8 305.7,125.5 307.9,123.7 308,123.7 308,123.6" class="st1"></polyline>
						<polyline points="306.6,118 306.9,118.3 307.5,119 308.2,119.9 308.7,121 309.1,122.1 308.4,122.4 307.7,122.6 
							305.7,124.4 305.3,124.7 305.2,125.1 305.1,125.6 305.3,125.7 305.4,125.8" class="st1"></polyline>
						<polyline points="304.7,122.6 304.9,123.1 305.2,123.8 305.4,124.1 305.7,124.4" class="st1"></polyline>
						<polyline points="306.7,135.8 306.6,135.4 306.5,135 306.6,133.8 306.6,132.4 306.5,131.2 306.5,129.9 
							306.4,128.8 306.2,127.6 306,126.5 305.7,125.5 305.7,125.5" class="st1"></polyline>
						<polyline points="304,147.9 304,147.6 304.5,146.6 304.9,145.4 305.2,144.2 305.5,142.9 305.7,141.7 306,140.4 
							306.2,139 306.4,137.7 306.4,137.3 306.7,137.1" class="st1"></polyline>
						<polyline points="306.9,151.1 306.8,150.5 306.7,149.8 306.2,149.7 305.9,149.6 305.9,149.5 304,147.6 
							303.9,147.5 303.7,147.2 303.6,147" class="st1"></polyline>
						<polyline points="309.2,122.4 309,123 308.7,123.5 309,124.8 309.2,126 309.3,127.4 309.5,128.8 309.6,130.3 
							309.7,131.8 309.7,133.4 309.6,134.9 309.4,135.3 309.2,135.6 309,135.7 306.7,135.8 306.4,135.8 306.3,135.9 306.1,136.3 
							306.1,136.6 306.2,136.9 306.4,137.1 306.7,137.1 308.8,137 309.1,137.2 309.2,137.4 309.4,137.8 309.3,139.4 309,141 
							308.7,142.6 308.4,144.2 308,145.6 307.6,147.1 307.2,148.5 306.7,149.8 306.3,150 306.1,150.1 305.9,149.9 305.8,149.8 
							305.9,149.5" class="st1"></polyline>
						<polyline points="309.1,137.2 308.8,137.3 308.6,137.7 308.5,139.3 308.2,140.8 307.9,142.4 307.6,144 
							307.2,145.4 306.8,146.9 306.4,148.2 305.9,149.6 305.9,149.8 306.1,150.1" class="st1"></polyline>
						<polyline points="314.8,136.6 314.5,136.6 314.2,136.6 312.3,136.6 310.5,136.6 310.3,138.6 310,140.5 
							309.7,142.5 309.3,144.5 308.7,146.3 308.3,148 307.7,149.7 307.1,151.3 307.5,151.5 307.9,151.8 309.8,153.4 310,153.5 
							310.3,153.3 311,151.6 311.5,149.8 312.1,148 312.6,146 313,144 313.4,141.9 313.7,139.8 313.9,137.7 313.8,137.3 
							313.6,137.1 311.2,137 311,136.9 310.5,136.6" class="st1"></polyline>
						<line y2="152.9" x2="308.5" y1="151.5" x1="307" class="st1"></line>
						<line y2="152.9" x2="308.5" y1="152.7" x1="308.4" class="st1"></line>
						<polyline points="303.7,161.7 304.3,161.2 305.2,160.6 305.9,159.7 306.8,158.8 307.5,157.7 308.2,156.3 309,155 
							309.1,154.6 309.3,154.4 309.8,154.5 310,154.4 310.1,154.3 310.3,154 310.2,153.8 310.2,153.6" class="st1"></polyline>
						<polyline points="302.3,158.4 302.9,158 303.5,157.5 304.2,156.8 304.9,155.9 305.5,155 306.1,153.9 306.7,152.7 
							306.9,152.6 307.2,152.7 307.4,152.7 309.3,154.4 309.4,154.8 309.5,155.2 308.8,156.6 308,157.9 307.3,159.1 306.5,160.1 
							305.7,160.8 304.9,161.6 304.1,162" class="st1"></polyline>
						<polyline points="309.5,162.3 308.5,162.2 308.2,162.1 307.8,162.1 307.5,162.2 307.2,162.3 306.4,162.7 
							305.6,162.9 305.4,162.9" class="st1"></polyline>
						<polyline points="309.3,162.8 308.4,162.6 308.2,162.5 307.9,162.6 307.7,162.6 307.5,162.6 306.7,163.1 
							305.8,163.3 305.5,163.3" class="st1"></polyline>
						<polyline points="305.2,163.9 305.2,164 305.1,164.2 305,164.4 305,164.4" class="st1"></polyline>
						<polyline points="305,163.6 304.7,163.9 304.7,164" class="st1"></polyline>
						<polyline points="305,163.5 304.5,163.7 304.4,163.8" class="st1"></polyline>
						<line y2="163.3" x2="304.2" y1="163.4" x1="304.8" class="st1"></line>
						<line y2="164.5" x2="305" y1="165.1" x1="309.1" class="st1"></line>
						<polyline points="309.2,163.3 309.1,163.5 308.9,163.7 309,164 309.1,164.3 309.4,164.5" class="st1"></polyline>
						<polyline points="309.7,164.2 309.5,164.1 309.2,163.8 309.2,163.4" class="st1"></polyline>
						<line y2="164.3" x2="310" y1="164.3" x1="309.8" class="st1"></line>
						<polyline points="305.6,163.8 308.5,164.1 308.9,164.5 309.2,164.8" class="st1"></polyline>
						<line y2="166.5" x2="309.7" y1="167.3" x1="309.7" class="st1"></line>
						<polyline points="312.7,160.9 312.4,160.7 312,160.4 312,160.3" class="st1"></polyline>
						<polyline points="312,160.4 312,160.4 312.3,160.2 312.4,160.1" class="st1"></polyline>
						<polyline points="312.8,160.7 312.6,160.4 312.4,160.1 312.4,159.9" class="st1"></polyline>
						<polyline points="314.1,155.5 313.8,155.3 313.6,155.2 313.2,155 313.2,155" class="st1"></polyline>
						<polyline points="313.3,159.3 313.4,159.3 313.4,159.2 314.4,157.1 315.3,154.7 315.4,154.6 315.3,154.3 
							315.3,154" class="st1"></polyline>
						<polyline points="312.6,159.7 312.6,159.7 312.6,159.8" class="st1"></polyline>
						<polyline points="313.2,160.1 312.8,160.1 312.6,159.8 312.5,159.7" class="st1"></polyline>
						<line y2="159.8" x2="312.7" y1="159.9" x1="313.6" class="st1"></line>
						<line y2="161.4" x2="312.6" y1="161.3" x1="311.2" class="st1"></line>
						<line y2="159.8" x2="313.6" y1="159.5" x1="312.8" class="st1"></line>
						<line y2="159.2" x2="313.2" y1="159.4" x1="313.2" class="st1"></line>
						<polyline points="313.5,159.5 313.4,159.3 313.2,159.2 313,159.1 313,159" class="st1"></polyline>
						<polyline points="311.3,157.6 311.6,157.7 311.7,157.9 311.8,158" class="st1"></polyline>
						<line y2="158.3" x2="312" y1="158.2" x1="312" class="st1"></line>
						<polyline points="312.9,158.4 312.6,158.3 312.4,158 312.1,157.7 312,157.6" class="st1"></polyline>
						<polyline points="316.5,150.9 316.6,151.1 317,151" class="st1"></polyline>
						<line y2="150.8" x2="317.1" y1="150.8" x1="316.7" class="st1"></line>
						<line y2="150.5" x2="317.3" y1="150.3" x1="316.6" class="st1"></line>
						<line y2="151.4" x2="314.7" y1="151.5" x1="315.6" class="st1"></line>
						<line y2="151.3" x2="314.8" y1="151.5" x1="315.6" class="st1"></line>
						<polyline points="311.7,158.1 311.7,157.9 312.5,156.4 313.2,154.9 313.9,153.2 314.5,151.5 314.6,151.2 
							314.8,151.1 315.1,151 315.3,150.9 316.2,151" class="st1"></polyline>
						<polyline points="314.5,151.6 314.5,151.5 314.7,151.3 315,151.3 315.6,151.5" class="st1"></polyline>
						<polyline points="316.2,151.4 316.1,151.6 315.9,151.7 314.5,151.6" class="st1"></polyline>
						<polyline points="316.2,151.2 316.2,151.2 316.2,151.4 316.5,151.6 316.7,151.9" class="st1"></polyline>
						<polyline points="313.7,153.7 314.4,153.4 315,153.2 316.6,152.9" class="st1"></polyline>
						<polyline points="312.9,158.4 312.9,158.4 313.6,157 314.1,155.5 314.3,155.2 314.6,154.9 314.9,154.7 
							315.3,154.6 315.4,154.6 315.8,154.4 316.3,154.3 316.6,154.2" class="st1"></polyline>
						<polyline points="314.5,151.5 313.9,153.4 313.2,155 312.5,156.5 311.8,158" class="st1"></polyline>
						<polyline points="316.8,154.4 316.7,154.4 316.6,154.2 316,153.9 315.3,154 315.2,154.1 314.7,154.2 314.2,154.4 
							313.8,154.7 313.6,155.2 312.9,156.6 312.4,158 312.3,158.4" class="st1"></polyline>
						<line y2="154.3" x2="316.8" y1="154.3" x1="317" class="st1"></line>
						<polyline points="313.9,159.7 313.8,159.5 314.8,157.4 315.7,154.9 316.1,154.5 316.6,154.2" class="st1"></polyline>
						<polyline points="308.2,166.4 309.1,166.3 309.9,166.1 310.7,165.8 311.5,165.2 312.4,164.5 313.2,163.7 
							314,162.8 314.8,161.6 315.5,160.4" class="st1"></polyline>
						<polyline points="313.4,159.2 313.7,159.3 313.8,159.5 313.7,159.6" class="st1"></polyline>
						<polyline points="316.2,150.6 315.3,150.5 314.9,150.5 314.6,150.7 314.3,150.9 314.1,151.2 313.4,153 
							312.7,154.7 312.1,156.2 311.3,157.6 311.3,157.8 311.4,158.1 311.6,158.2 312,158.3 312.8,158.4" class="st1"></polyline>
						<polyline points="316.7,152.2 316.3,152 315.9,151.7 315.7,151.5 315.8,151.3 315.9,151.2 316.2,151.2" class="st1"></polyline>
						<polyline points="314.1,151.2 314.3,151.3 314.5,151.5 314.5,151.5 314.5,151.6" class="st1"></polyline>
						<line y2="152.5" x2="314.2" y1="152.8" x1="316.6" class="st1"></line>
						<polyline points="315.3,150.5 315.3,150.7 315.3,150.9 315.6,151.5" class="st1"></polyline>
						<polyline points="315.3,154.6 315.2,154.3 315.2,154.1 315,153.6 315,153.2" class="st1"></polyline>
						<polyline points="315.3,154.7 315.6,154.9 315.7,154.9 315.9,155.5" class="st1"></polyline>
						<polyline points="319.1,153.6 317.8,153.9 317.2,154 316.8,154.3 316.7,154.4 316.2,154.9 316.1,155.2" class="st1"></polyline>
						<polyline points="315.8,154.4 315.8,154.2 316,153.9 319,153.3" class="st1"></polyline>
						<line y2="154" x2="317.8" y1="153.9" x1="317.8" class="st1"></line>
						<polyline points="314.4,111 315.4,111.2 316.3,111.7 317.3,112.5 318,113.4 318.8,114.8 319.5,116.2 320.2,117.9 
							320.7,119.9 321.1,121.9 321.5,124.2 321.8,126.5 321.9,129.1 322,131.6 321.9,134.3 321.8,137 321.6,139.1 321.3,141.2 
							321,143.4 320.6,145.5 320.2,147.4 319.7,149.4 319.2,151.3 318.7,153.2" class="st1"></polyline>
						<line y2="112.2" x2="313.2" y1="112.6" x1="313.1" class="st1"></line>
						<polyline points="316.4,114.3 315.9,114.4 315.5,114.7 315.1,114.6" class="st1"></polyline>
						<line y2="115.1" x2="315.4" y1="114.7" x1="315.5" class="st1"></line>
						<line y2="123.3" x2="318.7" y1="123.3" x1="319.2" class="st1"></line>
						<line y2="123.5" x2="319.4" y1="123.5" x1="318.6" class="st1"></line>
						<line y2="122.4" x2="316.7" y1="122.6" x1="317.9" class="st1"></line>
						<polyline points="317.9,122.6 317.2,122.8 316.9,122.7 316.8,122.6 316.7,122.4" class="st1"></polyline>
						<polyline points="319.2,123.1 318.9,123 318.5,123.1" class="st1"></polyline>
						<polyline points="319.1,122.3 318.7,122.5 318.5,122.7 318.3,122.9 318.3,123" class="st1"></polyline>
						<polyline points="316.3,122.8 316.5,122.7 316.7,122.6 316.8,122.6 316.7,122.4" class="st1"></polyline>
						<polyline points="319.1,122 318.6,122.1 318.1,122.3 316.8,122.2" class="st1"></polyline>
						<polyline points="318.5,122.7 318.3,122.5 318.1,122.3 317.9,122.6 318,122.9 318,123.1 318.4,123.3" class="st1"></polyline>
						<line y2="122.7" x2="317.1" y1="122.6" x1="317.9" class="st1"></line>
						<polyline points="317.9,122.6 317.5,123.2 317.4,123.4 317.4,123.7" class="st1"></polyline>
						<line y2="121.4" x2="319" y1="121.1" x1="316.5" class="st1"></line>
						<polyline points="314.9,116.9 315.4,118.1 315.9,119.4 316.4,120.9 316.8,122.6" class="st1"></polyline>
						<line y2="116.8" x2="315.1" y1="116.8" x1="315.2" class="st1"></line>
						<polyline points="314.9,116.9 314.8,117 314.7,117.1 314.5,117.2" class="st1"></polyline>
						<polyline points="315.7,115.3 315.6,115.2 315.5,115.1" class="st1"></polyline>
						<polyline points="318.2,123.8 317.4,123.7 317,123.6 316.7,123.4 316.4,123.1 316.3,122.8 315.9,121.3 
							315.5,119.7 315,118.4 314.5,117.2 314.4,117 314.6,116.8 314.8,116.8 315.1,116.8 316.1,116.9" class="st1"></polyline>
						<polyline points="318.3,123.4 317.5,123.2 317.2,123.2 317,123 316.8,122.9 316.7,122.6 316.3,121 315.9,119.5 
							315.4,118.2 314.8,117 314.8,116.9" class="st1"></polyline>
						<polyline points="315.5,114.7 315.7,114.9 315.9,115" class="st1"></polyline>
						<polyline points="315.8,115.6 315.7,115.3 315.9,115 316.1,114.8 316.4,114.6" class="st1"></polyline>
						<polyline points="316,115.4 316,115.2 316.3,115 316.7,115" class="st1"></polyline>
						<line y2="115.2" x2="316" y1="115.3" x1="316.1" class="st1"></line>
						<line y2="115.1" x2="317" y1="115.1" x1="316.6" class="st1"></line>
						<line y2="113.9" x2="316.3" y1="113.5" x1="313.8" class="st1"></line>
						<polyline points="313.5,111.8 313.2,111.8 313,112.2 312.9,112.4 313,112.7 313.1,112.9 313.4,113.1" class="st1"></polyline>
						<line y2="109.9" x2="314.5" y1="109.8" x1="314.3" class="st1"></line>
						<polyline points="300.1,135.7 300,135.7 299.8,135.4 300.4,132.2 301,129.2 301.8,126.2 302.7,123.2 303.6,120.6 
							304.6,118.3 305.8,116.1 307,114.2 308.1,112.7 309.4,111.4 310.6,110.4 311.8,109.9 313.1,109.8" class="st1"></polyline>
						<polyline points="312.2,108.8 311.5,108.8 310.8,108.7 310,109 309.3,109.3 308.5,109.7 307.8,110.3 307,111 
							306.3,111.8 305.5,112.6 304.8,113.8 304.1,114.9 303.4,116.1 302.8,117.4 302.1,118.8 301.5,120.4 300.9,122 300.4,123.6 
							299.8,125.4 299.3,127.1 298.9,129 298.6,130.9 298.2,132.7 297.9,134.7 297.6,136.6 297.5,138.6 297.2,140.5 297.1,142.4 
							297,144.4 297,146.3 297.1,148.1 297.2,150 297.2,151.7 297.5,153.4 297.7,155.1 298.1,156.7 298.3,158.2 298.6,159.6 
							299.1,160.9 299.5,162.1 300,163.2 300.6,164.2 301.1,165.1 301.6,165.9 302.3,166.5 303,167 303.6,167.5 304.4,167.8 
							305,168" class="st1"></polyline>
						<polyline points="296,142.8 295.9,145.7 295.9,148.4 296.1,151.1 296.4,153.6" class="st1"></polyline>
						<polyline points="298.5,162.1 299.2,163.6 300.1,164.9" class="st1"></polyline>
						<polyline points="300.1,165.1 299.3,163.8 298.6,162.2 297.9,160.4 297.3,158.3 296.9,156.2 296.4,153.8 
							296.2,151.2 296.1,148.5 296,145.7 296.1,142.9 296.3,140 296.5,137.1 296.9,134.2 297.4,131.3 298,128.5 298.6,125.9 
							299.4,123.3 300.2,120.8 301.2,118.6 302.1,116.5 303.1,114.6 304.2,113 305.3,111.6 306.4,110.4" class="st1"></polyline>
						<polyline points="298.5,162.1 297.8,160.3 297.2,158.2" class="st1"></polyline>
						<polyline points="296.4,153.6 296.7,156 297.2,158.2" class="st1"></polyline>
						<polyline points="302.8,167.5 302,167.3 301.1,166.7 300.1,166 299.2,164.9 298.4,163.5 297.7,161.9 297,160.2 
							296.5,158.1 296,155.9 295.5,153.5 295.3,151 295.2,148.3 295.1,145.6 295.1,142.8 295.3,139.9 295.6,136.9 295.9,134.2 
							296.5,131.2 297,128.5 297.7,125.8 298.5,123.2 299.3,120.8 300.2,118.6 301.2,116.5 302.2,114.7 303.2,113 304.3,111.6 
							305.4,110.5 306.6,109.7 307.7,109.1 308.8,108.7 309.6,108.6" class="st1"></polyline>
						<polyline points="301,173 301.2,173 301.4,173.4 301.4,174 301.5,174.7 301.4,175.3 301.3,176 301,176.4 
							300.7,176.6" class="st1"></polyline>
						<polyline points="302.8,111.5 303,111.4 303.2,111 303.4,110.5 303.4,109.9 303.4,109.4 303.4,109 303.2,108.6 
							303,108.6" class="st1"></polyline>
						<polyline points="300.7,114.1 301,114.1 301.3,113.7 301.4,113.3 301.7,113 301.8,112.4 301.9,111.8 301.8,110.3 
							301.9,109.4 302.1,108.6 302.5,107.9 302.8,107.4 303.2,107.2" class="st1"></polyline>
						<polyline points="299.7,113 299.4,112.9 299.1,113.1 298.9,113.4 298.7,113.8 298.4,114.2 298.2,114.8 298,115.4 
							298,116.1 297.8,116.8 297.8,117.5 297.8,118.1 297.8,118.7 298,119.2 298.1,119.8 298.1,120.4 298.1,121.2 297.9,121.8 
							297.3,123.5 296.8,125.4 296.6,126.1 296.3,126.6 296,127 295.7,127.1 295.3,127.2 295,127.6 294.8,128.2 294.6,128.9 
							294.4,129.8 294.3,130.7 294.4,131.5 294.6,132 294.8,132.8 294.9,133.7 295,134.7 294.8,135.7 294.5,138.8 294.3,141.7 
							294.2,144.7 294.2,147.6 294.3,150.7 294.5,153.6 294.6,154.1 294.9,156 295.2,157.9 295.3,158.7 295.2,159.7 295.2,160.8 
							295,161.7 294.8,162.4 294.8,163 294.7,163.7 294.9,164.2 295,165 295.3,165.4 295.7,165.5" class="st1"></polyline>
						<polyline points="300.2,179.9 299.9,179.8 299.6,179.5 299.4,179.2 299.2,178.7 299,178.2 298.9,177.6 
							298.9,176.8 298.8,176 298.9,175.3 298.9,174.5 299.1,173.7 299.1,173.4 299,169 298.9,168.4 298.8,167.7 298.7,167.3 
							298.5,166.9 297.6,165.4 297.3,165 296.9,164.7" class="st1"></polyline>
						<polyline points="295.7,164.2 296,164.1 296.2,163.7 296.4,163.2 296.5,162.7 296.4,162.1 296.4,161.6 
							296.2,161.3 296,161.3" class="st1"></polyline>
						<polyline points="294,154.1 293.8,154.5 293.8,154.6 293,158.2 292.9,158.6 292.8,159 292.9,159.4 292.9,159.7 
							294,163.3 294.3,163.8" class="st1"></polyline>
						<line y2="136.4" x2="292" y1="136.5" x1="289" class="st1"></line>
						<polygon points="290.8,138.6 290.9,139.3 290.8,140 290.4,140.6 289.9,141 289.2,141.1 288.6,141 288,140.5 
							287.7,139.9 287.5,139.1 287.7,138.4 288.1,137.9 288.6,137.6 289.3,137.5 289.8,137.7 290.4,138" class="st1"></polygon>
						<polyline points="290.2,140.5 289.8,140.2 289.4,139.8 289.2,139.3 289.3,138.8 289.4,138.4 289.7,138 289.8,138" class="st1"></polyline>
						<polyline points="287.8,138.6 287.7,139 287.6,139.5 287.8,140" class="st1"></polyline>
						<line y2="140.8" x2="288.3" y1="140.3" x1="288" class="st1"></line>
						<polyline points="289.5,137.9 289.2,138.2 289.1,138.6 288.9,139 288.9,139.4" class="st1"></polyline>
						<line y2="139.8" x2="289" y1="140.1" x1="289.2" class="st1"></line>
						<polyline points="289.2,140.5 288.9,140.2 288.6,140 288.5,139.6 288.5,139.2 288.6,138.7" class="st1"></polyline>
						<polyline points="289.6,140.4 289.9,140.5 290,140.6" class="st1"></polyline>
						<polyline points="289.5,140.3 290,140.5 290.1,140.5" class="st1"></polyline>
						<polyline points="287.7,139.2 287.7,139.6 287.8,140.1 288,140.4" class="st1"></polyline>
						<polyline points="286.2,137.5 286.2,138.3 286.5,139.2" class="st1"></polyline>
						<polyline points="286.5,142.4 286.6,143 286.9,143.4" class="st1"></polyline>
						<line y2="119.6" x2="295.7" y1="119.5" x1="295.4" class="st1"></line>
						<line y2="118.9" x2="295.8" y1="120" x1="295.8" class="st1"></line>
						<polyline points="297.9,121.8 295.7,121.5 295.5,121.5" class="st1"></polyline>
						<polyline points="298,119.2 295.8,118.9 295.7,118.9 295.5,119.2 295.4,119.3 295.4,119.5 295.6,119.6 
							295.6,119.7 295.6,120.1 295.5,121.6" class="st1"></polyline>
						<polyline points="295.7,120 295.6,120.1 294.6,119.8 294.4,119.8 294.2,119.8 294.2,119.8" class="st1"></polyline>
						<polyline points="295.7,119.6 295.6,119.6 294.5,119.3 294.1,119.3 293.9,119.3 293.7,119.3" class="st1"></polyline>
						<polyline points="293.8,126.8 294,126.5 294.4,126 294.6,125.2 295.1,123.3 295.7,121.5 295.8,120.8 295.9,120.2 
							295.8,119.5 295.8,118.9" class="st1"></polyline>
						<line y2="126.8" x2="293.6" y1="126.7" x1="293.6" class="st1"></line>
						<polyline points="294.5,119.3 294.6,119.5 294.6,119.8 294.1,126.1" class="st1"></polyline>
						<polyline points="285.6,139.3 285.5,139.3 285.5,139.4" class="st1"></polyline>
						<line y2="139.2" x2="286.5" y1="139.3" x1="286.7" class="st1"></line>
						<polyline points="291.8,126.6 291.1,128.4 290.5,130.4 290.4,130.6 290.3,130.6 290,130.7 289.8,130.7" class="st1"></polyline>
						<line y2="123.3" x2="292.9" y1="123.3" x1="293.2" class="st1"></line>
						<polyline points="293.1,123.4 292.9,123.7 292.6,123.7" class="st1"></polyline>
						<polyline points="293.1,123.4 293.1,123.5 293.1,123.6" class="st1"></polyline>
						<line y2="123.5" x2="293.4" y1="123.4" x1="293.4" class="st1"></line>
						<polyline points="293.7,123.3 293.8,123.1 293.9,123.1" class="st1"></polyline>
						<polyline points="293.1,124 292.9,124.1 292.7,124.2 292.6,123.9 292.6,123.7 292.9,123.3 293.2,123.2 293.4,123" class="st1"></polyline>
						<polyline points="290.7,132.4 290.8,132.7 290.7,133.3 290.5,134.3 290.4,134.7 290.2,134.9" class="st1"></polyline>
						<polyline points="294,122.7 293.9,122.7 293.6,123 293.4,123.4 293.1,123.6 293,123.9 292.7,124.2 291.8,125.4 
							291.1,127 290.4,128.8 289.8,130.7 289.4,131.1 289.2,131.5 289.1,132.3 289,132.7 289.3,133.1 289,134.2 289,134.7 
							289,134.8" class="st1"></polyline>
						<polyline points="289.6,132.6 289.5,132.9 289.3,133.1" class="st1"></polyline>
						<polyline points="292.1,131.3 290.7,132.4 290.7,132.4 290.3,132.5 290.1,132.4 289.9,132.5 289.8,132.7" class="st1"></polyline>
						<polyline points="289.1,132.3 289.3,132.3 289.5,132.2 292,130.1" class="st1"></polyline>
						<polyline points="290.5,130.4 290.5,130.4 290.8,130.3 291,130.1 291.1,130.1" class="st1"></polyline>
						<polyline points="294.6,132 292.3,131.7 292.2,131.6" class="st1"></polyline>
						<polyline points="290.7,132.4 291.7,132.6 292.1,132.6 292.3,132.5 292.4,132.4" class="st1"></polyline>
						<polyline points="289.8,134.3 289.6,134.6 289.2,134.8 287.9,135 287.1,135.1" class="st1"></polyline>
						<polyline points="293.8,122.5 293.2,122.9 292.5,123.7 291.9,124.7 291.2,125.9 290.5,127.3 289.9,128.9 
							289.4,130.6 289,132.4 288.6,134.4 288,134.7 287.9,135" class="st1"></polyline>
						<polyline points="286.7,138.9 286.4,138.4 286.4,137.5 286.7,137 287.3,136.5 287.6,136.4" class="st1"></polyline>
						<polyline points="288.6,134.9 288.7,134.8 288.6,134.4 289,134.2 289.5,134.2 289.7,134.2 289.8,134.3 
							290.1,134.3 290.5,134.3 291.5,134.3 292,134.4 292.3,134.4 292.5,134.4" class="st1"></polyline>
						<polyline points="292.5,135.4 292.7,135.4 294.8,135.7" class="st1"></polyline>
						<line y2="135.8" x2="292.4" y1="135.9" x1="292.6" class="st1"></line>
						<polyline points="291.9,134.9 292.4,134.8 292.5,134.5" class="st1"></polyline>
						<polyline points="289.1,134.8 289.2,134.8 289.6,134.8 290.2,134.9 291.3,134.9 291.8,134.9 291.9,134.9 
							292.2,135.1 292.4,135" class="st1"></polyline>
						<polyline points="293.1,127 292.8,127.4 292.5,127.9 292.3,128.7 292.1,129.6 292.2,130.4 292.1,131.1 
							292.3,131.7 292.6,132.5 292.7,133.4 292.7,134.3 292.7,135.4 292.6,135.9 292.4,136.3" class="st1"></polyline>
						<line y2="127" x2="293.4" y1="127.1" x1="295.7" class="st1"></line>
						<polyline points="298.5,125.9 299.3,123.3 300.1,120.9" class="st1"></polyline>
						<polyline points="294.4,125.3 294.6,125.2 296.8,125.4" class="st1"></polyline>
						<polyline points="291.5,129.9 292.1,127.9 292.8,126.1 293.6,124.4 293.9,124" class="st1"></polyline>
						<polyline points="289.3,133.1 289.5,133.2 289.7,133.2 289.8,133.2 289.9,133.2 289.9,132.9 289.8,132.7 
							289.6,132.6 289.5,132.5 289.5,132.2 289.7,131.4 291.9,129.6" class="st1"></polyline>
						<polyline points="289.8,130.7 289.9,131 289.9,131 289.8,131.2 289.7,131.4 289.6,131.5 289.2,131.5" class="st1"></polyline>
						<polyline points="290.7,133.3 290.8,132.7 290.7,132.4" class="st1"></polyline>
						<polyline points="291.3,134.9 291.5,134.7 291.5,134.3 291.7,133.4 291.8,132.9 291.7,132.6" class="st1"></polyline>
						<line y2="132.6" x2="292.4" y1="132.5" x1="292.3" class="st1"></line>
						<polyline points="289,134.8 289.1,134.8 289.1,134.8 289.6,134.6 289.7,134.2 289.9,133.2 289.9,133 290.1,132.9 
							290.4,133.1 290.7,133.3 290.7,133.3 291.7,133.4 292.1,133.4 292.4,133.4 292.5,133.4" class="st1"></polyline>
						<polyline points="290.8,135 290.8,135.2 290.7,135.5" class="st1"></polyline>
						<polyline points="287.8,135.3 287.7,135.1 287.9,135 290.8,135 292.2,135.1 292.3,135.2 292.4,135.3 292.4,135.5 
							292.3,136.2" class="st1"></polyline>
						<polyline points="286.2,137.5 286.5,136.8 287.1,136.3 287.5,136.2 287.9,136.2 288.3,136.3 288.7,136.6 
							288.7,136.6" class="st1"></polyline>
						<polyline points="288.5,138.2 288.1,138.7 287.8,139.4 287.9,140.1 288.3,140.8" class="st1"></polyline>
						<line y2="139.8" x2="289" y1="139.4" x1="288.9" class="st1"></line>
						<polyline points="289.8,138.1 289.6,138.4 289.5,139.1 289.7,139.8 290,140.3 290.3,140.4" class="st1"></polyline>
						<line y2="139.6" x2="289.5" y1="139.5" x1="289.5" class="st1"></line>
						<line y2="139.1" x2="289.4" y1="139.2" x1="289.4" class="st1"></line>
						<polyline points="290.7,139.9 290.5,139.8 290.2,139.5 290.1,139 290.2,138.6 290.4,138.4" class="st1"></polyline>
						<line y2="138.3" x2="288.8" y1="138.7" x1="288.6" class="st1"></line>
						<line y2="140.4" x2="288" y1="140.8" x1="288.3" class="st1"></line>
						<line y2="140.3" x2="288" y1="140" x1="287.8" class="st1"></line>
						<polyline points="285.7,141.8 285.8,141.7 285.9,141.8" class="st1"></polyline>
						<polyline points="287.7,141.5 287.4,141.4 287,141.5 286.8,141.7 286.5,142 286.5,142.4" class="st1"></polyline>
						<polyline points="288.1,142 288.1,142.2 288,142.3 288.1,142.7 288.2,142.7" class="st1"></polyline>
						<polyline points="288,141.8 288.2,142 288.3,142.3 288.2,142.8 288,143.3 287.5,143.6 286.9,143.4" class="st1"></polyline>
						<polyline points="287.5,141.6 287.2,141.7 286.9,141.8 286.8,142.1 286.7,142.4 286.8,142.8 287.1,143.3 
							287.5,143.3" class="st1"></polyline>
						<polyline points="290.6,147.3 290.6,147.5 291.1,149.2 291.6,150.6 291.9,151.3" class="st1"></polyline>
						<polyline points="290.8,150.1 290.7,150.2 290.6,150.2 290.7,150.4 290.9,150.4" class="st1"></polyline>
						<polyline points="290.7,150.4 290.9,150.6 291.1,150.7" class="st1"></polyline>
						<line y2="150.7" x2="291.1" y1="150.6" x1="290.9" class="st1"></line>
						<line y2="150.5" x2="291" y1="150.5" x1="290.9" class="st1"></line>
						<line y2="145.2" x2="289.9" y1="145.7" x1="290" class="st1"></line>
						<polyline points="291.8,149.3 290,145.5 289.5,145.1 289.4,145" class="st1"></polyline>
						<polyline points="292.1,152.2 291.9,152.1 291.7,151.8 291.5,151.4 291.3,150.9" class="st1"></polyline>
						<polyline points="291.8,143.1 292,143.6 291.9,146.1 291.9,148.6 292.1,151 292.3,153.3 292.3,153.9 292.2,154.5 
							291.4,158 291.3,158.4 291.3,158.8 291.3,159.2 291.4,159.5 292.9,159.7" class="st1"></polyline>
						<polyline points="294.4,158 294.5,157.8 294.8,157.7 295.2,157.9" class="st1"></polyline>
						<polyline points="291.2,158 291.4,158 293,158.2" class="st1"></polyline>
						<line y2="171.7" x2="295.2" y1="171.7" x1="295.2" class="st1"></line>
						<polyline points="295.3,172.2 295.2,172.3 294.9,172.4 295.2,173.1 295.4,173.3 295.7,173.5 299.1,173.7" class="st1"></polyline>
						<polyline points="295.3,172.2 295.4,172.8 295.5,173 295.7,173.1 299.1,173.4" class="st1"></polyline>
						<polyline points="295.9,166.1 295.9,166.1 296,166.8 296.1,167.3 296.7,168.5" class="st1"></polyline>
						<polyline points="295.7,173.5 295.7,173.1 295.6,165.5" class="st1"></polyline>
						<polyline points="292.4,163.5 292.5,163.5 294.3,163.8 294.5,163.9 294.9,164.2" class="st1"></polyline>
						<polyline points="296.7,168.5 296.7,167.9 296.6,167.3 296.4,166.8 296.2,166.5 295.7,165.5" class="st1"></polyline>
						<line y2="166.2" x2="296" y1="166.1" x1="295.9" class="st1"></line>
						<polyline points="299,169 296.7,168.5 296.5,167.4 296.4,167.1" class="st1"></polyline>
						<polyline points="296.1,166.4 296.2,166.5 298.5,166.9" class="st1"></polyline>
						<line y2="165.4" x2="297.6" y1="165.1" x1="296.2" class="st1"></line>
						<polyline points="292.5,163.8 292.6,163.8 294.9,164.2" class="st1"></polyline>
						<polyline points="291.1,159.5 291.4,159.5 292.5,163.5 292.6,163.8 292.8,164.6 293,165.1" class="st1"></polyline>
						<polyline points="294.2,161.6 294.4,161.7 294.6,161.7 295,161.7" class="st1"></polyline>
						<polyline points="293.8,154.5 294.1,156.3 294.4,158 294.5,158.8 294.5,159.7 294.4,160.7 294.2,161.6 
							294.1,162.5 294,163.3" class="st1"></polyline>
						<polyline points="292.1,154.4 292.2,154.5 293.8,154.6" class="st1"></polyline>
						<polyline points="294.5,153.6 294.5,153.7 294.2,153.8 294,154.1" class="st1"></polyline>
						<polyline points="294.5,163.9 294.5,163.4 294.4,162.8 294.6,162.3 294.6,161.7 294.8,160.8 294.9,159.7 
							295,158.6 294.8,157.7 294.4,155.9 294.2,153.8" class="st1"></polyline>
						<polyline points="292.1,153.2 292.3,153.3 294.5,153.6" class="st1"></polyline>
						<polyline points="291.5,151.2 291.7,151.5 292,151.7 292,151.7" class="st1"></polyline>
						<polyline points="289.4,145 289.5,145.1 291.9,149.8" class="st1"></polyline>
						<polyline points="289.9,144.8 290,145.1 290.2,145.3 290.2,145.7" class="st1"></polyline>
						<polyline points="289.8,145.1 290,145.5 290,145.7 290.2,145.7 290.5,145.6 291,145.6 291,145.6 291.7,145.7" class="st1"></polyline>
						<polyline points="291.1,150.9 290.7,150.7 290.3,150.1 289.8,149.5 289.4,148.6 289.1,147.6 288.7,146.5 
							288.5,145.3 288.4,144.8" class="st1"></polyline>
						<polyline points="287.1,144.2 287.1,144.4 287.1,144.5" class="st1"></polyline>
						<polyline points="291.1,150.6 291,150.5 290.9,150.3 290.7,150.2 290,149.1 289.5,147.7 289.1,146 288.9,144.8" class="st1"></polyline>
						<polyline points="291,145.6 291,145.4 291,145 290.5,144.9 290,145.1 289.5,145 289.4,145" class="st1"></polyline>
						<polyline points="291.8,147.3 291,145.6 291.1,145.4 291.2,145.1" class="st1"></polyline>
						<line y2="143.6" x2="292" y1="143.5" x1="291.8" class="st1"></line>
						<polyline points="292.5,135.5 292.4,135.5 290.7,135.5 287.8,135.3 287.1,135.5 286.5,135.6 286,136.1 
							285.6,136.6 285.4,137.3 285.4,137.9 285.4,138.6 285.6,139.3 285.9,139.9 286.1,140.5 286,141.2 285.9,141.8 285.8,142.6 
							286,143.3 286.4,143.8 287.1,144.2 289.9,144.8 291,145 291.2,145.1 291.7,145.1" class="st1"></polyline>
						<polyline points="295.3,171.4 295.2,171.7 294.9,172.4 294.8,173.4 294.6,174.5 294.6,175.5 294.7,176.5 
							294.7,177.4 295,178.1 295.2,178.7 295.6,179.1 296,179.2 300.2,179.9 300.6,179.9 300.8,179.7 301.2,179.4 301.5,179.1 
							301.7,178.6 301.9,178.4 307.4,172.5 307.6,172 307.8,171.6 308,171.3 308.2,171 308.4,170.9 308.6,170.6 308.8,170.2 
							309,169.7 309.1,169.2 309.2,168.7 309.3,168.2 309.3,167.5 309.3,167.3" class="st2"></polyline>
						<polyline points="309,167.4 309,167.4 309.3,167.3 309.7,167.3 310.5,167.1 311.3,166.7 312.1,166.2 312.8,165.5 
							313.6,164.6 314.4,163.7 315.2,162.6 315.9,161.4 315.9,161.2 316,160.9 315.9,160.6 315.9,160.6 315.5,160.4 312.9,159.2" class="st2"></polyline>
						<polyline points="314.1,159.7 314.9,157.8 315.9,155.5 316.1,155.2" class="st2"></polyline>
						<polyline points="316,155.3 316.1,155.2 316.5,154.7 316.8,154.4 317,154.3 317.3,154.2 317.8,154 319.2,153.7 
							319.2,153.5 319.8,151.8 320.3,149.9 320.8,148 321.3,146 321.6,144.1 322,142 322.1,140 322.4,137.9 322.2,137.5 322.2,137 
							322.2,136.4 322.5,136 322.7,133.4 322.7,130.7 322.6,128.1 322.5,125.7 322.2,123.4 321.9,121.1 321.4,119 320.8,117.2 
							320.2,115.4 319.5,114 318.8,112.7 318,111.7 317.1,110.9 316.1,110.3 315.1,110 313.1,109.8" class="st2"></polyline>
						<polyline points="314.4,106.2 314.2,106.4 314,106.8 313.8,107.2 313.7,107.8 313.7,108.4 313.8,108.8 
							313.9,109.2 314.1,109.2" class="st2"></polyline>
						<polyline points="310.9,106.3 310.9,106.3 311.2,105.7 311.7,105.1 312,104.9 312.2,104.8 314.5,104.9 314.7,105 
							314.9,105.1 315,105.3 315.1,105.6 315.2,105.8 315.3,106.7 315.3,107.8 315.2,108.8 315.3,109.8 315.4,110" class="st2"></polyline>
						<polyline points="313.3,112.1 313.5,112 313.8,111.9 313.9,111.8 314.1,111.7 314.2,111.7" class="st2"></polyline>
						<polyline points="315.9,115.6 315.8,115.6 314.9,114.4 313.8,113.5 313.7,113.4 313.6,113.3 313.3,113 
							313.1,112.6 313.2,112.2 313.4,112" class="st2"></polyline>
						<polyline points="314.4,111 313.3,111 312.5,111.2 312.1,111.4" class="st2"></polyline>
						<line y2="112.8" x2="311.1" y1="112.7" x1="310.4" class="st2"></line>
						<line y2="113.5" x2="309.6" y1="113.6" x1="310.2" class="st2"></line>
						<polyline points="307.9,115.7 308.3,115.3 309.2,114.5 309.3,114.4 309.3,114.2 309.3,114 309.2,113.8" class="st2"></polyline>
						<polyline points="312.5,111.2 311.6,111.7 310.6,112.4 309.7,113.3 308.9,114.3 308,115.6 307.1,117.1 
							306.3,118.6 305.5,120.3 304.7,122.2 304.1,124.1 303.4,126.1 302.9,128.4 302.3,130.6 301.9,132.9 301.5,135.2 301.4,135.2 
							299.8,136" class="st2"></polyline>
						<polyline points="298.9,136.7 299.1,136.4 299.9,135.9" class="st2"></polyline>
						<polyline points="299.7,144.7 299.8,143.5 299.8,141.7 300,139.9 300.1,138.1 300.3,136.4 300.4,135.7" class="st2"></polyline>
						<line y2="143.9" x2="298.7" y1="143.9" x1="298.6" class="st2"></line>
						<polyline points="298.2,142.9 298.3,143.2 298.4,143.5 298.6,143.9 299.2,144.5" class="st2"></polyline>
						<polyline points="306.5,165.9 305.7,165.3 305,164.4 304.2,163.5 303.6,162.3 303,160.9 302.5,159.4 302.1,157.8 
							301.6,156 301.3,154.1 301.1,152.1 300.9,150 300.7,147.8 300.7,145.5 300.6,145.4 300.5,145.3 298.7,143.9 298.6,143.9" class="st2"></polyline>
						<polyline points="298.2,143 298.4,140.1 298.7,137.4 298.7,137 298.9,136.7" class="st2"></polyline>
						<polyline points="305.9,165.3 306.4,165.8 307.3,166.2 308.2,166.4" class="st2"></polyline>
						<polyline points="307.2,167.4 308.1,167.4 309,167.4 309.1,166.7 309,166.5" class="st2"></polyline>
						<polyline points="307.8,167.4 307.2,167.7 306.5,167.9 305.7,168 305,168 304,167.8 303,167.6 302,167 301,166.2 
							300.1,165.1 300.1,164.9" class="st2"></polyline>
						<polyline points="308.1,169.7 307.9,169.7 307.7,169.4 307.6,168.9 307.6,168.4 307.8,167.8 307.9,167.4" class="st2"></polyline>
						<polyline points="302.7,160.3 303.4,161.1 304,161.9 304.7,162.6 305.4,162.9 305.6,163.1 305.5,163.3 
							305.5,163.5 305.4,163.7 305.4,163.8 305.1,163.9 304.9,164.1 304.8,164.3" class="st2"></polyline>
						<polyline points="305.4,163.7 305.5,163.8 306.4,163.5 306.6,163.5 307.4,163.1" class="st2"></polyline>
						<polyline points="313.4,110 313.4,110 313.3,110.9 313.2,111" class="st2"></polyline>
						<line y2="109.9" x2="314.1" y1="109.8" x1="313.8" class="st2"></line>
						<polyline points="306.2,110.6 306.4,110.4 307.5,109.6 308.6,108.9 309.7,108.6 310.9,108.6 312.2,108.8 
							312.9,109 313.6,109.3 314.3,109.8 314.5,109.9" class="st2"></polyline>
						<polyline points="315.9,115.6 316.1,115.3 316.2,115.3 316.6,115.1 316.8,115 316.9,115" class="st2"></polyline>
						<line y2="115.4" x2="316" y1="115.6" x1="315.9" class="st2"></line>
						<polyline points="314.7,116.9 314.9,116.9 315.2,116.8 316.2,116.8 316.2,116.7 316.3,116.5 316.3,116.3 
							316.3,116.1 316,115.6 315.8,115.6" class="st2"></polyline>
						<polyline points="315,116.8 315.5,117.8 316,119.2 316.4,120.7 316.7,122.4 316.9,122.5" class="st2"></polyline>
						<line y2="123.3" x2="318.7" y1="123.3" x1="318.6" class="st2"></line>
						<line y2="122.7" x2="317.1" y1="122.5" x1="316.9" class="st2"></line>
						<polyline points="317.7,132 317.9,131.9 318.1,131.9 319.1,132 319.2,132 319.2,131.7 319.3,131.5 319.3,130.7 
							319.2,130.5 319.2,130.1 319,127.3 318.7,124.6 318.8,124.2 318.7,124 318.6,123.3 318.5,123.1 318.2,123" class="st2"></polyline>
						<polyline points="317.4,136.8 317.5,134.6 317.5,132.4 317.8,132.1 317.9,131.9" class="st2"></polyline>
						<line y2="131.5" x2="319.4" y1="131.5" x1="319.3" class="st2"></line>
						<polyline points="315.2,105.9 315.4,105.9 315.6,106.1 316.6,109.3 316.6,109.8 316.6,110.3 316.6,110.6" class="st2"></polyline>
						<polyline points="303.5,107.6 304.3,107.1 305.2,106.6 305.5,106.4 306.4,106.2 307.3,106.1 309.9,106.2 
							311,106.5 312.2,106.9 312.5,107" class="st2"></polyline>
						<polyline points="302.8,111.5 302.6,111.4 302.4,111.1 302.3,110.7 302.3,110.1 302.4,109.5 302.6,109.1 
							302.8,108.7 303,108.6" class="st2"></polyline>
						<polyline points="299.2,112.9 299.2,112.8 299.4,112.1 299.4,111.5 299.4,110 299.4,110 299.5,109.3 299.5,109.2 
							299.7,108.4 300,107.7 300.3,107.3 300.6,107.2 300.9,107.1 303.2,107.2 303.5,107.4 303.7,107.9 304,108.4 304.4,108.7 
							304.7,108.7" class="st2"></polyline>
						<polyline points="313.1,160 312.7,159.8 312.6,159.7 312.6,159.7" class="st2"></polyline>
						<polyline points="311.5,157.9 311.7,158.2 312,158.2 312.9,158.4 313,158.6 313,158.7 312.9,158.9 312.9,159.1 
							312.6,159.7 312.5,159.7 312.4,159.9 311.2,161.3 310.1,162.5 309.8,162.7 309.8,163 309.4,163.2 309.2,163.3" class="st2"></polyline>
						<polyline points="309.9,164.4 309.8,164.3 309.5,164.1 309.3,163.8 309.3,163.7 309.2,163.4 309.4,163.2" class="st2"></polyline>
						<polyline points="311.7,158.1 312.5,156.7 313.2,155.1 313.9,153.5 314.5,151.6 314.7,151.4 314.9,151.3" class="st2"></polyline>
						<polyline points="316,151.3 316.1,151.2 316.3,151.2 316.4,151 316.7,150.2 316.8,150 316.8,149.6 317.6,146.8 
							318.1,143.8 318.2,143.4 318.3,143.3 318.5,142.4 318.5,142.1 318.4,142 318.2,142 317.4,141.9" class="st2"></polyline>
						<line y2="141.8" x2="317.5" y1="141.7" x1="317.1" class="st2"></line>
						<polyline points="317.2,141.7 317,141.5 316.9,141.2" class="st2"></polyline>
						<line y2="150.7" x2="316.5" y1="150.8" x1="316.7" class="st2"></line>
						<line y2="158.1" x2="311.7" y1="158.1" x1="311.7" class="st2"></line>
						<line y2="158.1" x2="311.7" y1="158.1" x1="311.7" class="st2"></line>
						<line y2="158.2" x2="311.7" y1="158" x1="311.8" class="st2"></line>
						<line y2="160" x2="313.3" y1="160" x1="313" class="st2"></line>
						<line y2="165.4" x2="295.1" y1="172.2" x1="295.3" class="st2"></line>
						<polyline points="295.7,164.2 295.5,164.2 295.4,163.8 295.3,163.4 295.4,162.9 295.4,162.3 295.6,161.8 
							295.8,161.4 296,161.3" class="st2"></polyline>
						<polyline points="296.9,164.7 296.5,164.9 296.1,165.2 295.7,165.5 293.5,165.1 293,165.1 292.9,164.9 
							292.6,164.5 292.5,163.8 292.4,163.5 291.1,159.5 291,159.1 291.1,158.8 291.1,158.5 291.2,158.1 291.2,158 292.1,154.4 
							292.1,154.1 292.2,153.6 292.1,153.2 291.9,150.9 291.8,148.5 291.8,146 291.8,143.5 291.8,143.3 291.8,143.2 291.8,143.1 
							292,142.6 292.2,139.7 292.5,137 292.4,136.3 292.3,136.2 291.2,136.2 289,136.5 288.2,136.8 287.4,137.4 286.9,138.1 
							286.6,139 286.8,140 287.1,140.9 287.8,141.5 288.6,142 291.5,142.9 291.7,143.1 291.9,143.2" class="st2"></polyline>
						<polyline points="292.3,136.1 292.4,135.8 292.5,135.4 292.6,134.3 292.5,133.3 292.4,132.3 292.2,131.6 
							292,131.1 291.9,130.4 291.9,129.5 292.1,128.8 292.1,128.8 292.3,128 292.6,127.5 292.9,127.1 293.1,127 293.4,127 
							293.8,126.8" class="st2"></polyline>
						<polyline points="293.7,126.8 294.2,119.8 294.1,119.4 293.7,119.3 293.4,119.2 293.1,119.1 293,118.8 
							292.9,118.4 292.7,117.9 292.6,117.4 292.7,116.8 292.7,116.2 292.7,115.6 292.9,114.9 293,114.2 293.2,113.8 293.4,113.4 
							293.6,113 293.9,112.7 294.1,112.7 299.7,113 299.9,113.1 300.1,113.4 300.3,113.7 300.5,114 300.7,114.1" class="st2"></polyline>
						<polyline points="295.7,120.7 295.6,121.2 295.5,121.5 294.9,123.4 294.4,125.3 294.2,126 293.9,126.5 
							293.6,126.8" class="st2"></polyline>
						<polyline points="295.7,120.8 295.8,120 295.7,119.5" class="st2"></polyline>
						<polyline points="292.3,136.2 292.3,136.3 292,136.4" class="st2"></polyline>
						<polyline points="296.4,167.1 296.1,166.4 295.5,165.4" class="st2"></polyline>
						<polyline points="289,134.8 287.1,135.1 286.4,135.4 285.9,135.8 285.5,136.4 285.2,137.1 285.1,137.9 
							285.2,138.7 285.5,139.4 285.7,139.9 285.8,140.5 285.8,141.1 285.7,141.8 285.6,142.6 285.8,143.5 286.4,144.2 287.1,144.5 
							289.4,145 289.7,145.1 289.9,145.2" class="st2"></polyline>
						<line y2="149.9" x2="291.9" y1="145" x1="289.4" class="st2"></line>
						<line y2="153.4" x2="292.1" y1="150.5" x1="290.9" class="st2"></line>
						<polyline points="291.5,151.2 290.8,150.1 290.2,148.6 289.7,146.9 289.5,145.1" class="st2"></polyline>
						<line y2="150.6" x2="290.9" y1="150.4" x1="290.9" class="st2"></line>
						<polyline points="291.1,151 290.9,150.9 290.4,150.6 289.9,150.3 289.4,149.8 289,149.3 288.6,148.5 288.2,147.8 
							287.9,147 287.7,146.4 287.5,145.5 287.2,144.6" class="st2"></polyline>
						<polyline points="287.5,143.3 287.9,143.1 288.2,142.8 288.2,142.3 288,141.9 287.5,141.6" class="st2"></polyline>
						<line y2="142.2" x2="288.2" y1="142.2" x1="288.1" class="st2"></line>
						<line y2="140.7" x2="289.8" y1="140.7" x1="289.7" class="st2"></line>
						<line y2="137.9" x2="289.6" y1="137.9" x1="289.5" class="st2"></line>
						<polyline points="289.3,138 289.2,138 288.8,138.3 288.6,138.8 288.4,139.4 288.6,140 288.9,140.3 289.3,140.5 
							289.5,140.6 289.8,140.7" class="st2"></polyline>
						<line y2="140.3" x2="289.3" y1="140.1" x1="289.2" class="st2"></line>
						<line y2="140.5" x2="289.3" y1="140.5" x1="289.2" class="st2"></line>
						<polyline points="290.6,139.8 290.5,140.2 290.2,140.5 289.7,140.7 289.2,140.6 288.7,140.3 288.4,139.9 
							288.3,139.2 288.5,138.6 288.5,138.4 288.9,138.1 289.3,138" class="st2"></polyline>
						<line y2="138.6" x2="287.7" y1="139.2" x1="287.7" class="st2"></line>
						<line y2="138.1" x2="289.6" y1="138.4" x1="289.3" class="st2"></line>
						<polyline points="288.5,138.6 288.4,138.5 288.5,138.4" class="st2"></polyline>
						<line y2="138.3" x2="288.8" y1="138.3" x1="288.8" class="st2"></line>
						<line y2="138.8" x2="288.8" y1="138.4" x1="288.9" class="st2"></line>
						<line y2="140.1" x2="289.5" y1="140.3" x1="289.5" class="st2"></line>
						<line y2="139.1" x2="289.1" y1="139.6" x1="289.1" class="st2"></line>
						<line y2="138.5" x2="289.3" y1="139" x1="289.1" class="st2"></line>
						<polyline points="289.5,137.9 289.2,138 288.8,138.5 288.7,139 288.7,139.5 288.8,139.9 289.1,140.1 289.2,140.4 
							289.4,140.5 289.7,140.6 289.9,140.6" class="st2"></polyline>
						<polyline points="289.4,140.3 289.9,140.6 290,140.6" class="st2"></polyline>
						<polyline points="289.7,140.6 289.6,140.5 289.4,140.5" class="st2"></polyline>
						<polyline points="289.2,140.4 289.1,140.2 289.1,140.1" class="st2"></polyline>
						<polyline points="289.2,139.7 289.3,140 289.5,140" class="st2"></polyline>
						<polyline points="289.6,140.4 289.3,140.3 289,139.8 288.8,139.3 289,138.7 289.3,138.2 289.6,137.9" class="st2"></polyline>
						<polyline points="287.6,136.4 288,136.4 288.4,136.5 288.6,136.6" class="st2"></polyline>
						<polyline points="289.7,138 289.4,138.3 289.1,138.8 289.1,139.4 289.2,139.7 289.5,140 289.5,140.1 290,140.5 
							290.2,140.5" class="st2"></polyline>
						<polyline points="287.7,139.2 287.8,138.6 288.1,138.1 288.4,137.8 289,137.7 289.6,137.7 290,137.9 290.4,138.2 
							290.7,138.8 290.8,139.3 290.6,140 290.1,140.6 289.8,140.8 289.3,140.8 288.9,140.7 288.5,140.5 288.3,140.1 288.1,139.7 
							288.1,139.2 288.2,138.7 288.5,138.2 289.1,138 289.6,137.9 289.8,138 290.3,138.2 290.7,138.8 290.7,138.8 290.8,139.2 
							290.7,139.4 290.8,139.6" class="st2"></polyline>
						<polyline points="289.9,138.1 289.7,138.2 289.5,138.6 289.4,139.1 289.5,139.5 289.6,140 290,140.2 290.3,140.4" class="st2"></polyline>
						<line y2="139.7" x2="288.7" y1="140.1" x1="288.9" class="st2"></line>
						<line y2="138" x2="289.6" y1="138" x1="289.7" class="st2"></line>
						<polyline points="289.6,137.9 289.7,138 289.8,138" class="st2"></polyline>
						<line y2="138" x2="289.4" y1="138.1" x1="289.2" class="st2"></line>
						<polyline points="287.2,135.1 287.3,134.6 287.4,133.3 287.7,132.1 288,130.9 288.4,129.6 288.8,128.6 
							289.2,127.6 289.6,126.6 290.1,125.8 290.4,125.3 290.9,124.5 291.4,123.9 291.9,123.3 292.4,123 293.1,122.6 293.6,122.3 
							294,122.2" class="st2"></polyline>
						<line y2="123.2" x2="293.3" y1="123.3" x1="293.2" class="st2"></line>
						<line y2="123.3" x2="293.2" y1="123.3" x1="293.2" class="st2"></line>
						<line y2="122.2" x2="294" y1="123.4" x1="293.1" class="st2"></line>
						<polyline points="291.8,126.6 291.9,126.3 292.8,124.6 293.7,123.3" class="st2"></polyline>
						<polyline points="301,173 300.7,173.2 300.4,173.5 300.3,174.2 300.1,174.9 300.1,175.6 300.3,176.2 300.5,176.5 
							300.7,176.6" class="st2"></polyline>
						<line y2="131" x2="289.9" y1="129.4" x1="292" class="st2"></line>
						<polyline points="290.3,130.8 290.4,130.7 290.5,130.4" class="st2"></polyline>
						<polyline points="295.5,128.4 295.3,128.5 295.1,128.9 295,129.3 294.8,129.9 294.9,130.5 294.9,130.9 
							295.1,131.2 295.3,131.3" class="st2"></polyline>
						<polyline points="305.3,149.3 303.8,147.6 303.6,147.3" class="st2"></polyline>
						<line y2="146.9" x2="303.6" y1="147.3" x1="303.6" class="st2"></line>
						<polyline points="307.7,151.6 307.5,151.1 307.6,150.7" class="st2"></polyline>
						<polyline points="299.3,115.1 299.1,115.3 298.8,115.6 298.7,116.1 298.6,116.7 298.7,117.3 298.7,117.7 
							298.9,117.9 299.1,118.1" class="st2"></polyline>
						<line y2="138.7" x2="305.8" y1="137.3" x1="305.8" class="st2"></line>
						<line y2="135.5" x2="305.9" y1="134.3" x1="306" class="st2"></line>
						<line y2="126.5" x2="305.3" y1="126.1" x1="305.3" class="st2"></line>
						<polyline points="308.6,123 307.2,124.2 305.4,125.8 305.3,126.1" class="st2"></polyline>
						<polyline points="309.8,122.1 311.1,121.2 312.8,120" class="st2"></polyline>
						<polyline points="310,121.9 309.7,122.3 309.8,122.7" class="st2"></polyline>
						<line y2="137.7" x2="310.6" y1="137.3" x1="310.7" class="st2"></line>
						<line y2="135.5" x2="310.8" y1="135" x1="310.8" class="st2"></line>
						<polyline points="322.4,125.6 322.5,126.3 322.6,127.1 322.6,127.9 322.6,128.4" class="st2"></polyline>
					</g>
					<g id="ID_1013">
						<line y2="278" x2="525" y1="277.9" x1="525.5" class="st1"></line>
						<line y2="285.6" x2="522.9" y1="285.4" x1="523" class="st1"></line>
						<line y2="282.1" x2="519.5" y1="282.3" x1="519.3" class="st1"></line>
						<polyline points="519.2,281.5 518.8,281.4 518.3,281.3" class="st1"></polyline>
						<line y2="281.7" x2="518.3" y1="281.8" x1="518.8" class="st1"></line>
						<polyline points="518.4,280.9 517.9,280.6 517.9,280.6" class="st1"></polyline>
						<polyline points="517.4,282 517.1,281.7 517,281.4 516.9,281.2" class="st1"></polyline>
						<line y2="269.4" x2="513" y1="269.2" x1="513.1" class="st1"></line>
						<polyline points="523,303.6 522.9,303.4 522.8,303" class="st1"></polyline>
						<polyline points="522.9,304.4 522.7,304.5 522.5,304.6 522.5,304.7" class="st1"></polyline>
						<polyline points="522.7,303.1 522.7,303.2 522.9,303.4 522.7,304.5 522.6,304.9" class="st1"></polyline>
						<polyline points="517.9,298.6 517.9,300.5 517.6,302.7 517.3,305 516.9,306.7" class="st1"></polyline>
						<line y2="257.9" x2="503.9" y1="256.1" x1="504.6" class="st1"></line>
						<line y2="257.9" x2="503.7" y1="256.2" x1="504.4" class="st1"></line>
						<polyline points="518.9,293.4 519.5,293.1 520.2,293.1 520.9,293.6 521.5,294.3 521.9,295.5 522.3,296.9 
							522.5,298.5 522.6,300.3 522.4,302.2 522.2,304.1 521.9,305.9 521.5,307.7 520.8,309.2 520.2,310.5 519.5,311.5 518.8,312.1 
							518.1,312.4 517.3,312.4 516.7,312" class="st1"></polyline>
						<polyline points="506.5,267.9 506.1,267.7 505.9,267.4 505.8,267.3 505.5,267 505,266.8 504.3,266.6 504.1,266.7" class="st1"></polyline>
						<line y2="267.6" x2="504.1" y1="267.5" x1="504.3" class="st1"></line>
						<polyline points="506.5,267.9 506,267.8 505.9,267.9 504.1,267.6" class="st1"></polyline>
						<polyline points="500,277.2 500,277.2 500.1,277.3" class="st1"></polyline>
						<polyline points="500.2,278.3 500.2,278.3 500.2,277.3 500,276.2" class="st1"></polyline>
						<polyline points="501.5,279.9 501.9,279.6 502.3,279 502.3,278 502.4,277 502.2,275.9 501.8,275.1 501.4,274.5 
							500.9,274.4" class="st1"></polyline>
						<polyline points="503.6,276.2 503.6,276 503.8,275.9 503.8,275.6 503.9,275.3 503.7,274.9 503.7,274.6 
							503.5,274.4 503.3,274.5" class="st1"></polyline>
						<polyline points="501.9,280.8 501.5,280.9 501.1,280.9 500.7,280.5 500.4,280 500,279.3 499.7,278.4 499.6,277.5 
							499.4,276.5 499.5,275.6 499.7,274.8 499.9,274.1 500.2,273.6 500.6,273.3 501.1,273.3 501.9,273.3 502.7,273.2 503.1,273.2 
							503.5,273.3" class="st1"></polyline>
						<line y2="305.4" x2="507.5" y1="304.4" x1="507.9" class="st1"></line>
						<line y2="306.9" x2="506.8" y1="305.4" x1="507.6" class="st1"></line>
						<polyline points="508.1,303.9 508.4,302.4 508.6,300.8 508.6,299.2 508.4,297.6 508.1,296.2 507.6,294.7" class="st1"></polyline>
						<polyline points="505.6,308.9 506.7,307.7 507.7,305.6" class="st1"></polyline>
						<line y2="309.7" x2="508.4" y1="308.8" x1="507.4" class="st1"></line>
						<polyline points="506,308.9 506.7,309.2 507.3,309.7 507.6,310.5 507.7,311.2 507.4,312 506.9,312.6 506.2,313 
							505.4,313.1 504.7,312.8" class="st1"></polyline>
						<line y2="291.1" x2="501.6" y1="289.6" x1="498" class="st1"></line>
						<line y2="289.2" x2="499.6" y1="288.9" x1="498.1" class="st1"></line>
						<line y2="287.4" x2="497.2" y1="287.5" x1="498.6" class="st1"></line>
						<line y2="298.5" x2="494.6" y1="298.6" x1="494.8" class="st1"></line>
						<polyline points="490.9,277.4 491.1,277.4 491.2,277.7 491.3,278.2 491.3,278.7 491.2,279.3 491.1,279.8 
							490.9,280.2 490.6,280.3" class="st1"></polyline>
						<polyline points="490.3,281.9 490.1,281.8 489.9,281.6 489.7,281.2 489.6,280.8 489.6,280.3 489.5,279.7 
							489.6,279.1 489.6,278.5 489.8,277.9 489.8,277.4 490,276.9 490.2,276.4 490.5,276 490.7,275.9 490.9,275.7 491.2,275.8" class="st1"></polyline>
						<line y2="298.4" x2="491.7" y1="297.9" x1="491.8" class="st1"></line>
						<polyline points="495.5,292.3 494.8,292.3 494.1,292.2 493.6,292.6 493.1,293.1 492.9,293.8 492.2,299 
							492.2,299.6 492.4,300.3 493,300.6 493.5,300.8" class="st1"></polyline>
						<polyline points="494.2,300.9 494.6,298.5 495.5,292.3 494.9,292.2 494.6,292.2 494.6,292.2 493.9,292.2" class="st1"></polyline>
						<polyline points="491.8,296 492,295.7 492.1,295.2 492.1,294.7 492,294.3" class="st1"></polyline>
						<polyline points="493.4,300.8 492.8,300.6 492.4,300.2 492.1,299.6 492.1,298.9 492.1,298.4 492.1,298 
							492.1,297.7 491.9,297.6 491.5,297.4 491.2,297.1 491,296.5 490.9,295.7 491,294.8 491.2,293.2 491.4,292.9" class="st1"></polyline>
						<line y2="314.3" x2="495.4" y1="314.5" x1="495.8" class="st1"></line>
						<polyline points="502.2,336.3 502.4,336.4 502.6,336.8 502.7,337.4 502.7,338 502.6,338.7 502.4,339.4 
							502.1,339.8 501.8,340" class="st1"></polyline>
						<polyline points="484,269.9 484.2,270 484.4,270.4 484.4,271 484.3,271.7 484.2,272 483.9,272.2" class="st1"></polyline>
						<line y2="271.8" x2="483.6" y1="271.7" x1="483.6" class="st1"></line>
						<line y2="284.2" x2="488" y1="284.1" x1="487.5" class="st1"></line>
						<polyline points="488.6,284.2 489.3,284.4 489.9,285 490.3,285.6 490.3,286.4 490,287.2 489.5,287.9 488.8,288.3 
							488.1,288.3 487.3,288.1" class="st1"></polyline>
						<polyline points="486.5,287 486.5,287.5 486.6,287.8" class="st1"></polyline>
						<polyline points="501.6,342.5 501.4,342.5 501,342.4 500.8,342 500.6,341.5 500.4,341 500.3,340.2 500.3,339.4 
							500.3,338.6 500.3,337.9 500.5,337 500.7,336.2 501,335.6 501.2,335 501.5,334.5 501.8,334.1 502,333.8 502.4,333.7 
							502.6,333.8 502.8,333.8 502.9,334" class="st1"></polyline>
						<line y2="333.4" x2="498.4" y1="333.7" x1="498.9" class="st1"></line>
						<polyline points="493.6,300.8 493.4,303 493.3,305.2 493.4,307.3 493.5,309.3 493.2,309.5 493,309.7 492.8,309.9 
							492.8,310" class="st1"></polyline>
						<line y2="310.4" x2="492.2" y1="310.6" x1="492.3" class="st1"></line>
						<line y2="310.7" x2="492.2" y1="310.6" x1="492.3" class="st1"></line>
						<polyline points="485.2,291.3 484.6,291.5 484.3,291.6 484,291.4 483.7,291.4 483.2,291.6" class="st1"></polyline>
						<polyline points="494.2,287.7 492.9,288 491.5,288.6 490.2,289.4 489,290.2 487.9,291.2 487,292.4 486.1,293.6 
							485.3,294.9" class="st1"></polyline>
						<polyline points="485.4,294.6 485.5,294.7 485.3,294.9" class="st1"></polyline>
						<polyline points="485,295.6 485,295.6 484.9,295.6 484.5,295.4 484.2,295.3 483.8,295.2 483.5,295.1 483,294.8" class="st1"></polyline>
						<line y2="311" x2="501.6" y1="311.8" x1="500.1" class="st1"></line>
						<polyline points="501.4,312.5 503.4,311.2 503.8,310.9" class="st1"></polyline>
						<polyline points="494.2,287.7 495.6,287.5 497.1,287.4 498.6,287.5 498.9,287.7 499.9,287.8 500.3,288 
							501.2,288.3" class="st1"></polyline>
						<line y2="290.3" x2="502" y1="289.8" x1="500.3" class="st1"></line>
						<polyline points="485.5,299.3 486,297.1 486.9,294.9 488.2,293 489.9,291.4 491.7,290.1 493.8,289.3 495.9,288.9 
							498.1,288.9" class="st1"></polyline>
						<polyline points="499.8,289.5 499.2,289.4 498.5,289.4 498,289.6 496,289.7 494.1,290.3 492.3,291.2 490.7,292.5 
							489.3,294 488.2,295.8 487.4,297.7 486.9,299.7 486.7,301.8 487,303.9 487.6,305.8 488.5,307.6 489.7,309.2 491.2,310.4 
							492.8,311.4 494.7,312.1 495.3,312.3" class="st1"></polyline>
						<polyline points="493,311.9 491.2,311.1 489.5,309.7 488,308.2 487,306.2 486.2,304.1 485.9,301.8 486,299.5 
							486.6,297.3 487.5,295.1 488.8,293.3 490.4,291.6 492.3,290.4 494.3,289.5 496.5,289 498.7,289.1 500.3,289.5" class="st1"></polyline>
						<polyline points="500.6,289.6 499.2,289.2 497,289.2 494.9,289.7 492.8,290.5 491,291.7 489.4,293.4 488,295.3 
							487.1,297.4 486.6,299.7 486.5,302 486.8,304.3 487.4,306.4 488.6,308.3 490.1,310 491.8,311.3 493.4,312" class="st1"></polyline>
						<polyline points="488.3,305 488.5,305 488.9,305.3 489.3,305.9 489.8,306.6 490.4,307.7 491.1,308.8 491.8,309.8 
							492.2,310.4" class="st1"></polyline>
						<polyline points="492.2,311.6 490.6,310.9 489.3,310 488.2,308.8 487.1,307.5" class="st1"></polyline>
						<polyline points="503,310 504.3,308.8 505.4,307.3 506.3,305.9 506.9,304.1 507.4,302.5 507.7,300.6 507.6,298.9 
							507.3,297.1 506.8,295.5 506.1,293.9 505.1,292.5 504,291.3 502.7,290.2 501.2,289.4 499.6,288.8 498,288.5 496.9,288.4 
							495.8,288.5 494.6,288.6 493.5,288.9 492.5,289.3 491.4,289.8 490.4,290.4 489.6,291.1 488.7,292 487.8,292.8 487.2,293.7 
							486.5,294.7 486,295.8 485.5,296.9 485.2,298.1 485,299.2 484.9,301 485,302.8 485.3,304.5 485.9,306.1 486.8,307.7" class="st1"></polyline>
						<line y2="309.3" x2="486.7" y1="308" x1="485.8" class="st1"></line>
						<polyline points="505.1,290.9 505.8,291.1 506.5,291 507.2,290.6 507.8,290 508,289.2 508,288.4 507.7,287.7 
							507.2,287.2 506.4,287" class="st1"></polyline>
						<polyline points="505.6,291.1 506.2,291.9 506.3,292.1" class="st1"></polyline>
						<polyline points="485.4,294.6 486.3,293.1 487.3,291.8 488.5,290.5 489.8,289.5 491.7,288.5 493.4,287.8 
							495.1,287.3 496.9,287.3 498.6,287.4 500.4,287.8 502,288.4 503.5,289.3 504.4,290" class="st1"></polyline>
						<polyline points="485.3,294.9 485,295.6 484.4,297.3 484,299.1 484,300.7" class="st1"></polyline>
						<polyline points="485.8,304.4 485.4,302.8 485.3,301" class="st1"></polyline>
						<polyline points="486.8,309.6 485.6,307.8 484.6,305.7 484,303.5 483.8,301.1" class="st1"></polyline>
						<polyline points="488.8,323.1 489.1,322.9 489.3,322.6 489.5,322.2 489.7,321.7 489.9,321.1 489.9,320.6 
							489.9,320 489.9,319.6" class="st1"></polyline>
						<polyline points="488.7,321.8 488.7,321.8 488.8,321.2 488.9,320.6 488.9,320 488.9,319.8" class="st1"></polyline>
						<polyline points="488.7,321.5 488.8,321.2 488.9,320.4 488.9,319.9" class="st1"></polyline>
						<polyline points="490.2,319.9 490.3,320.4 490.2,321 490.1,321.6 489.9,322.3" class="st1"></polyline>
						<polyline points="489.2,320.4 489.2,321 489.1,321.5 488.9,322.1 488.7,322.6" class="st1"></polyline>
						<polyline points="488.7,322.7 489,322.4 489.1,322 489.3,321.3 489.4,320.7 489.4,320.1 489.3,319.6 489.2,319.2 
							489.2,319" class="st1"></polyline>
						<polyline points="488.9,320.3 488.8,320.7 488.7,321.4" class="st1"></polyline>
						<polyline points="490.2,319.3 490.3,320.2 490.3,321.1 490.1,322" class="st1"></polyline>
						<polyline points="489.8,319.4 489.8,319.8 489.9,320.4 489.8,320.9 489.8,321.6 489.5,322.2 489.3,322.5" class="st1"></polyline>
						<polyline points="489.3,319.4 489.4,319.8 489.4,320.3 489.4,320.9 489.2,321.5 489.1,322.1 488.9,322.4" class="st1"></polyline>
						<line y2="319.9" x2="489.8" y1="319.3" x1="489.8" class="st1"></line>
						<line y2="316.5" x2="491.5" y1="316.5" x1="491.7" class="st1"></line>
						<polyline points="489.5,324.3 489.7,324.4 490,324.2 490.2,324 490.4,323.7 490.6,323.3 490.8,322.7 491.1,322.2 
							491.1,321.5 491.2,320.9 491.3,320.2 491.2,319.6 491.2,319.1 491,318.6 490.8,318.2 490.6,317.9 490.4,317.8" class="st1"></polyline>
						<polyline points="490.1,321.5 489.9,322.2 489.6,322.9 489.3,323.3 489.2,323.3" class="st1"></polyline>
						<polyline points="489.6,319 489.7,319.2 489.7,319.8 489.7,320.6" class="st1"></polyline>
						<polyline points="489.1,322.9 489.3,322.5 489.5,322" class="st1"></polyline>
						<polyline points="490,317.9 490.1,317.9 490.3,318.1 490.4,318.5 490.5,319 490.6,319.6 490.6,320.2 490.6,320.8 
							490.6,321.5 490.4,322.1 490.3,322.7 490.1,323.1 489.9,323.6 489.6,324 489.3,324.2 489.2,324.2" class="st1"></polyline>
						<polyline points="490.6,316.6 490.3,316.6 490,316.6 489.8,316.9 489.5,317.2 489.2,317.7 489,318 489,318.2 
							488.8,318.5 488.6,319.2 488.4,320.1 488.3,320.8 488.2,321.7 488.2,322.4 488.2,323.2 488.4,323.8 488.5,324.4 488.7,325 
							488.9,325.3 489.2,325.6 489.5,325.6" class="st1"></polyline>
						<polyline points="476.6,289.7 476.8,289.8 476.9,290.2 477,290.8 476.8,291.4 476.6,291.9 476.5,292" class="st1"></polyline>
						<line y2="291.6" x2="476.1" y1="291.5" x1="476.1" class="st1"></line>
						<polyline points="478.9,286.4 478.4,286.3 477.9,286 477.4,286 472,285" class="st1"></polyline>
						<line y2="322.9" x2="477.1" y1="322.9" x1="476.8" class="st1"></line>
						<polyline points="478,323.4 478.1,323.5 478,324" class="st1"></polyline>
						<polyline points="478.2,323.4 478.1,323.8 478,324 477.7,324 477.4,324.1 477.3,324.3 477.1,324.7 477,324.9 
							476.8,324.9" class="st1"></polyline>
						<polyline points="476.9,324.1 476.7,324.7 476.6,324.8" class="st1"></polyline>
						<polyline points="473.3,315.3 473.1,315.2 471.3,314.8" class="st1"></polyline>
						<line y2="324.4" x2="473.2" y1="324.3" x1="473.5" class="st1"></line>
						<polyline points="472.7,317.9 474.7,318 475,318.1 475.1,318.2" class="st1"></polyline>
						<line y2="318.1" x2="470.1" y1="318.4" x1="472.6" class="st1"></line>
						<polyline points="505.8,331.5 505.8,331.9 505.8,332.1 505.7,332.5 505.7,333" class="st1"></polyline>
						<polyline points="503.2,328.7 503.3,328.7 506.6,339.1" class="st1"></polyline>
						<polyline points="507.7,329.2 508,329.9 508,329.9" class="st1"></polyline>
						<polyline points="508.3,322 507.9,322.9 507.7,323.9 507.6,325 507.7,327.4 507.7,328.2 507.6,328.9 507.7,329.4" class="st1"></polyline>
						<polyline points="507.8,329.6 507.7,329.2 507.6,328.9 507.4,328.8 507.2,328.9 506.6,329.3 506.6,329.4" class="st1"></polyline>
						<polyline points="504.5,327.4 506.8,327.7 507.3,327.6 507.7,327.4" class="st1"></polyline>
						<polyline points="503.2,328.7 503.3,328.7 503.8,328.7 504.1,328.3" class="st1"></polyline>
						<polyline points="507.8,329.6 507.7,329.4 507.6,329.4 507.3,329.3 506.6,329.3 506.6,329.4 505.1,329.2" class="st1"></polyline>
						<polyline points="516.3,316.6 516.6,316.5 516.6,316.5" class="st1"></polyline>
						<polyline points="514,317.4 514.3,317.4 514.8,317.7 514.9,317.5 515.5,316.8 515.5,316.8" class="st1"></polyline>
						<polyline points="523.1,285 523.2,285.1 523,285.4" class="st1"></polyline>
						<polyline points="522.7,285.9 522.7,285.8 522.9,285.6" class="st1"></polyline>
						<line y2="291.6" x2="522.5" y1="291.8" x1="522.4" class="st1"></line>
						<polyline points="522.4,291.7 522.5,291.4 522.3,290.9 522.1,290.7 521.6,290.4" class="st1"></polyline>
						<polyline points="521.5,290.7 521.9,291 522.1,291.4" class="st1"></polyline>
						<polyline points="522.3,291.1 522,290.8 521.5,290.6 521.1,290.5" class="st1"></polyline>
						<polyline points="524.9,295.8 524.9,295.4 524.9,295 524.7,294.5 524.3,294.1 523.9,293.7 523.4,293.3 
							522.9,292.9 522.2,292.7 522.2,292.7" class="st1"></polyline>
						<polygon points="522.3,294.9 522.5,296.3 522.8,298.1 522.9,300.1 522.9,302.1 522.6,304.2 522.2,306.3 
							521.7,308.2 521.1,309.8 520.3,311.2 519.6,312.3 518.8,313.1 518,313.4 517.2,313.3 516.5,312.9 515.8,311.9 515.3,310.7 
							515,309.2 514.8,307.4 514.6,305.5 514.7,303.4 515,301.4 515.4,299.3 515.9,297.4 516.5,295.7 517.2,294.3 518,293.2 
							518.8,292.5 519.6,292.2 520.4,292.2 521.1,292.7 521.7,293.7" class="st1"></polygon>
						<line y2="293.8" x2="522.2" y1="293.5" x1="522.2" class="st1"></line>
						<polyline points="522.7,296.9 523.1,296.7 523.4,296.3 523.3,295.8 523.1,295.2 522.4,294.6" class="st1"></polyline>
						<polyline points="522.2,293 522.2,293.8 522.6,295.6 522.6,296" class="st1"></polyline>
						<polyline points="515.8,291.5 515.7,291.4 516.5,290.4 517.2,289.7 518.1,289.3 518.9,289.1 519.6,289.2 
							520.3,289.7 520.8,290.4 521.4,291.4 521.7,291.7" class="st1"></polyline>
						<polyline points="518.6,288.4 517.8,288.4 517.1,288.7 516.3,289.3 515.6,290.1 515.5,290.1" class="st1"></polyline>
						<polyline points="516,292.7 515.8,291.5 515.7,291.1" class="st1"></polyline>
						<polyline points="515.5,290 515.6,290.1 515.8,290.7 515.7,291 515.7,291.4 516.1,292.6 516,292.7 516,293 
							516,293.1 515.9,293.5 515.6,293.7 515.5,293.8 515.4,293.8" class="st1"></polyline>
						<polyline points="517.4,288.2 516.6,288.2 515.9,288.5 515.2,289" class="st1"></polyline>
						<polyline points="518,288.2 517.7,288 517.1,287.4 516.4,287.2 515.6,287.2 514.9,287.5" class="st1"></polyline>
						<line y2="298.8" x2="510.2" y1="298.6" x1="510.1" class="st1"></line>
						<polyline points="510.3,298.5 510.2,298.7 510.2,298.8" class="st1"></polyline>
						<line y2="300.5" x2="506.8" y1="300.5" x1="507" class="st1"></line>
						<line y2="299.9" x2="507.3" y1="299.9" x1="507" class="st1"></line>
						<polyline points="489.3,294.3 489.6,294.4 490,294.7 490.5,294.8 491,294.8" class="st1"></polyline>
						<line y2="292.2" x2="494.6" y1="292.3" x1="494.8" class="st1"></line>
						<polyline points="494.6,292.2 494.4,292 494.2,291.8" class="st1"></polyline>
						<polyline points="492.1,298.4 491.7,298.4 490.1,298.2 489.7,298.1 489.3,297.9 488.8,297.8 488.6,297.7 
							488.4,297.3 488.3,296.9 488.3,296.5 488.5,295.9 488.6,295.4 489.3,294.3 489.9,293.4 490.5,292.9 491,292.5 491.6,292.1 
							491.8,292 492,292.1 493.3,292.5 493.3,292.5" class="st1"></polyline>
						<polyline points="489.9,293.4 490.2,293.6 490.6,293.9 490.5,294.8 490.5,295.7 490.5,296.5 490.8,297.2 
							491.1,297.5 491.5,297.4" class="st1"></polyline>
						<polyline points="483.8,301.1 483.9,301.1 484,300.7" class="st1"></polyline>
						<polyline points="484,299.1 484,299.1 483.9,299.1 483.5,299 483.2,299 482.9,298.9 482.4,298.9 481.9,298.8" class="st1"></polyline>
						<line y2="299.3" x2="485.5" y1="301" x1="485.3" class="st1"></line>
						<polyline points="484,300.7 484,302.2 484.1,303.7" class="st1"></polyline>
						<polyline points="489.3,311.9 489.3,312.1 489.4,312.1" class="st1"></polyline>
						<polyline points="487.5,288.4 486.8,288.5 486.1,288.8 485.4,289.4 485.2,289.9 485,290.3 485,290.8 485.2,291.3 
							485.4,292.1 485.5,293 485.5,293.7 485.4,294.6 484.9,295.6 484.3,297.4 483.9,299.1 483.8,301.1 482.7,308.5 482.8,308.7" class="st1"></polyline>
						<polyline points="502.1,260.1 502.1,260.5 502,260.8" class="st1"></polyline>
						<line y2="261.1" x2="502.3" y1="261.3" x1="502.2" class="st1"></line>
						<polyline points="502.1,260.1 502.4,260.6 502.6,260.8 502.5,261 502.4,261.3" class="st1"></polyline>
						<polyline points="515.4,263.9 515.8,262.8 516,262.5 516.2,262.2" class="st1"></polyline>
						<polyline points="515.6,264 516.1,263 516.2,262.5 516.2,262.2" class="st1"></polyline>
						<line y2="264" x2="516" y1="264.2" x1="515.9" class="st1"></line>
						<line y2="269.4" x2="513" y1="269.4" x1="513" class="st1"></line>
						<polyline points="514.5,271.2 514.1,271.1 513.8,270.8 513.5,270.6 513.1,270.5" class="st1"></polyline>
						<polyline points="512.7,269 512.8,269.2 512.8,269.3" class="st1"></polyline>
						<polyline points="513.1,269.2 514,266.8 514.3,266.3 514.4,266" class="st1"></polyline>
						<polyline points="513.5,269.6 513.8,269.9 513.9,270.4 513.8,270.8 511.2,276.9 511,277.4 510.8,278 508.4,283.8 
							507.9,284.3 507.6,284.5" class="st1"></polyline>
						<polyline points="500.1,282.8 500.3,282.4 500.4,281.9 500.4,281.6 500.3,281.2 500,281.1" class="st1"></polyline>
						<polyline points="501.4,283.2 501.3,282.9 501.2,281.3 501.5,281" class="st1"></polyline>
						<polyline points="501.3,281.3 501.3,282.9 501.4,283.2" class="st1"></polyline>
						<polyline points="501.5,282.9 501.5,282.4 501.3,282.1 501.3,282" class="st1"></polyline>
						<polyline points="501.7,280.9 502.6,281 503.2,281.2 503.5,281.7 503.6,282.1 503.7,282.7 503.5,282.9 503.4,283 
							502.3,283.7 502.3,283.7" class="st1"></polyline>
						<polyline points="498.9,281.8 500.4,281.6 500.7,281.5 500.9,281.4 501.2,281.3 501.3,281.3 501.5,281" class="st1"></polyline>
						<polyline points="499.4,283.3 499.9,282.7 500.1,282.4 500.1,281.8" class="st1"></polyline>
						<polyline points="502.6,281 502.4,281.2 502.3,281.4 501.6,281.5 501.3,281.7" class="st1"></polyline>
						<polyline points="501.4,282.7 501.3,282.9 501.3,282.9 501.2,282.9" class="st1"></polyline>
						<polyline points="498.9,281.8 500.1,281.8 500.4,281.9 500.7,282.1 500.9,282.4 501.2,282.9 501.2,283.1 
							500.9,283.5" class="st1"></polyline>
						<polyline points="501.4,280.9 501,281 500.6,281.1 500,281.1 498.5,281.2 498.5,281.5 498.5,281.9 498.6,282.3 
							498.6,282.6" class="st1"></polyline>
						<polyline points="498.6,282.6 498.8,282.2 498.9,281.8 498.8,281.4 498.5,281.2 496.7,281.3 496.2,281.5 
							496,281.9 495.8,282.3 495.8,282.6" class="st1"></polyline>
						<polyline points="479.8,283.3 479.4,283.3 478.8,282.8 478.4,282.7 472.9,282.1" class="st1"></polyline>
						<polyline points="472.8,292.7 473.1,292.9 473.3,293.5 473.5,294.1 473.6,294.9 473.5,295.8 473.6,296.4 
							473.3,298.7 473.1,301 472.9,303.2 472.8,305.5 472.9,307.7 472.9,309.9 473,312 473.1,314 473.2,314.2 473.1,314.6 
							472.8,314.7 469.5,314.3" class="st1"></polyline>
						<polyline points="473.1,292.9 473.1,292.8 473.6,293.4 473.9,294 474,294.8 474,295.8 473.9,296.8 473.7,299 
							473.5,301.1 473.4,303.3 473.3,305.5 473.3,307.6 473.4,309.6 473.4,311.7 473.6,313.6 473.7,314.1 473.6,314.4 473.3,314.8 
							472.8,315 471.3,314.8 469.5,314.5" class="st1"></polyline>
						<line y2="315.2" x2="473.1" y1="316" x1="473.1" class="st1"></line>
						<polyline points="472.8,292.7 473.1,293.3 473.1,294.3 473.2,295.3 473.1,296.3 472.8,298.7 472.6,301.1 
							472.5,303.4 472.4,305.8 472.4,308.1 472.5,310.4 472.6,312.6 472.8,314.7 472.8,315" class="st1"></polyline>
						<polyline points="476,324.5 475.8,324.7 475.6,324.7 471,324.3 469.8,324.3" class="st1"></polyline>
						<polyline points="485.8,325.2 485.9,325.3 486.9,327.2 488.1,328.8 488.1,329 488.2,329.2" class="st1"></polyline>
						<polyline points="477.8,330.6 477.9,329.6 478,328.7 478,328.4 478,328.2 476.8,326.7 476.6,326.3" class="st1"></polyline>
						<polyline points="487.2,325.4 486.7,325.4 485.9,325.3 477.8,324.7" class="st1"></polyline>
						<line y2="324.9" x2="477.6" y1="325.1" x1="477.5" class="st1"></line>
						<polyline points="478,324.5 478,324.4 477.7,324" class="st1"></polyline>
						<polyline points="473.2,313.7 473.4,313.7 473.6,313.6 475.7,313.8 476,314.2 476.3,314.6 476.4,314.8 
							476.7,317.3 477.2,319.6 477.2,320 477.1,321.4 477.2,322.7" class="st1"></polyline>
						<line y2="324.3" x2="477.3" y1="324.7" x1="477.7" class="st1"></line>
						<polyline points="475.7,313.8 475.9,314.7 475.9,315 475.1,318.2 474.9,319.1 474.9,320.1 474.9,320.9 
							475.1,321.7 476,324.5 476.1,325 476.2,325.4 476.3,325.8 476.5,325.9 476.8,326.1 477,325.9 477.2,325.8 477.4,325.4 
							477.6,324.9 477.7,324.7 477.8,324.5 478,324.4" class="st1"></polyline>
						<polyline points="473.2,314.2 473.3,314.4 473.6,314.4 475.6,314.6 475.9,314.7 476.1,314.7 476.3,314.6" class="st1"></polyline>
						<line y2="291.4" x2="476.8" y1="291.4" x1="476.2" class="st1"></line>
						<polyline points="469.5,292.4 472.8,292.7 473.1,292.8 475.3,293 475.7,292.8 476.1,292.4" class="st1"></polyline>
						<polyline points="477.3,294 476.8,293.9 476.5,293.8 476.3,293 476.1,292.4 475.9,292.1 475.8,291.7 475.8,291.1 
							475.9,290.5 476,290.1 476.1,289.6 476.3,289.2 476.6,289.1 477.1,288.7 477.6,288.1 477.9,288.2 478.5,288.4" class="st1"></polyline>
						<polyline points="476.6,289.1 476.4,288.6 476,288.4 475.7,288.6 475.4,289 475.2,289.7 475,290.3 475,291.1 
							475,291.9 475,292.5 475.3,293 475.6,293.7 475.7,294.6 475.7,295.7 475.6,296.9" class="st1"></polyline>
						<polyline points="470.6,287.4 476,288.4 476.4,288.1 476.8,287.6 477.1,286.9 477.4,286 478.4,282.7 478.5,282 
							478.7,281.4 478.6,280.7 478.6,280.2" class="st1"></polyline>
						<polyline points="475.6,296.9 476.2,295.4 476.5,293.8 477,290.9 477.6,288.1 478.1,286.2 479.1,283 479.4,282.3 
							479.3,281.8 479,281 478.6,280.2 478.6,280.2" class="st1"></polyline>
						<polyline points="473.7,314.1 473.4,314.1 473.1,314 473.2,313.7 473.1,311.8 472.9,309.7 472.9,307.6 
							472.9,305.5 473,303.3 473.1,301.1 473.3,299 473.5,296.7 473.5,295.8 473.7,295.7 474,295.8" class="st1"></polyline>
						<polyline points="469.8,296.1 473.1,296.3 473.4,296.4 473.6,296.4" class="st1"></polyline>
						<polyline points="473.5,296.7 473.7,296.8 473.9,296.8 475.6,296.9 476.7,295.6 477.1,294.8 477.3,294 
							477.9,291.1 478.5,288.4 478.9,286.4 479.8,283.3 480.1,282.7 480.1,282.3 480.1,282 480.1,281.6 480,281.3" class="st1"></polyline>
						<polyline points="497.3,272.4 497.6,272.7 497.8,272.8" class="st1"></polyline>
						<line y2="272.2" x2="500.2" y1="272.7" x1="500.3" class="st1"></line>
						<polyline points="498.8,269.4 497.4,269.4 496.1,269.8 494.7,270.5 493.4,271.6 492,273.1 490.8,275 490.4,275.6" class="st1"></polyline>
						<polyline points="510.6,270.4 510.4,270.3 507.9,269.6 505.4,269.1 505.3,269.1 504.5,269 503.7,269.1 
							503.2,269.2 502.6,269.5 502.1,269.9 501.8,270.1 501.5,270.3 501.2,270.3 500.9,270.3 500.5,269.9" class="st1"></polyline>
						<polyline points="483.3,271.9 482.9,272.1 482.4,272.2 476.8,271.6" class="st1"></polyline>
						<polyline points="483.9,274.2 483.4,274 483.2,273.5 484.1,272.3 484.9,271.1 485.2,270.9 485.4,270.5" class="st1"></polyline>
						<polyline points="483.8,268.6 483.4,268.6 483.1,268.9 482.7,269.5 482.6,270.4 482.4,271.3 482.4,272.2 
							482.5,272.7 482.3,273.4 482.2,273.8 482.1,274.3 482,274.4" class="st1"></polyline>
						<polyline points="482.4,274.4 482.1,274.3 480,274.1" class="st1"></polyline>
						<polyline points="484.6,270.1 484.4,269.6 484.3,269.3 484,269.3 483.8,269.5 483.5,270 483.4,270.6 483.3,271.2 
							483.3,271.9 483.3,272.7 483.2,273.5 482.7,274.5" class="st1"></polyline>
						<line y2="271.6" x2="483.6" y1="271.7" x1="484.3" class="st1"></line>
						<line y2="270.7" x2="485" y1="270.5" x1="485.4" class="st1"></line>
						<polyline points="484.6,269.8 484.6,270.1 484.7,270.6 484.9,271.1 485.2,271.6 485.6,271.7" class="st1"></polyline>
						<polyline points="483.6,274.7 483.9,274.2 484.8,272.9 485.6,271.7 485.7,271.4 485.8,271.1 485.4,270.5 
							484.9,270.4" class="st1"></polyline>
						<polyline points="488.3,267.5 488,267.6 487.9,267.4 486.8,267.7 485.8,268.1 484.7,268.7 484.3,269" class="st1"></polyline>
						<line y2="266.3" x2="487.8" y1="266.4" x1="488.6" class="st1"></line>
						<line y2="266.6" x2="487.7" y1="266.8" x1="488.4" class="st1"></line>
						<polyline points="487.6,266.9 487.6,267 484.4,266.6" class="st1"></polyline>
						<polyline points="483.9,268.6 484.3,268.3 485.3,267.6 486.5,267.2 487.6,267 487.8,267.2 487.9,267.4 488,267.8 
							488.3,267.9 488.4,267.7" class="st1"></polyline>
						<polyline points="487.8,266.8 488.2,267.1 488.3,267.5 488.4,267.7 490.3,268 490.6,267.9 490.8,267.9 491.8,268 
							492.7,268.4 493,268.3 493.3,267.9 494,266.3" class="st1"></polyline>
						<line y2="268.4" x2="492.7" y1="268.5" x1="492.7" class="st1"></line>
						<polyline points="484.5,269.7 485.1,269.2 486.2,268.5 487.2,268.1 488.3,267.9 490.1,268.2 490.7,268.2 
							491,268.3 492.1,268.5" class="st1"></polyline>
						<polyline points="492.2,262.1 492.4,262.2 492.5,262.3 491.9,263.9" class="st1"></polyline>
						<polyline points="492.7,262.3 492.5,262.3 490.8,262.2" class="st1"></polyline>
						<polyline points="491,268.3 490.9,268.2 490.8,267.9 491.9,263.8" class="st1"></polyline>
						<polyline points="491.4,263.8 490.3,268 490.1,268.2" class="st1"></polyline>
						<polyline points="492.1,263.9 492.7,262.3 492.8,262.1 492.6,262 492.5,261.9 492.4,262.1" class="st1"></polyline>
						<line y2="255.4" x2="497.1" y1="264.3" x1="493.3" class="st1"></line>
						<polyline points="500.3,264.1 500.4,264.4 500.3,264.8" class="st1"></polyline>
						<polyline points="501.3,267.3 501.7,267.2 502.8,267.2 503.9,267.4" class="st1"></polyline>
						<line y2="266.4" x2="499.8" y1="266.2" x1="500" class="st1"></line>
						<polyline points="500.3,264.1 500.8,264.5 500.8,264.7 500.8,264.9 500.3,266.3 499.8,266.4" class="st1"></polyline>
						<polyline points="505.9,267.4 507.1,264.3 507.1,264.1 506.8,263.8 506.3,263.6" class="st1"></polyline>
						<polyline points="507.1,264.3 507.5,264 507.9,264" class="st1"></polyline>
						<line y2="263.6" x2="505.5" y1="263.6" x1="505.7" class="st1"></line>
						<polyline points="499.3,264 500.3,264.1 501.5,263.8 502.7,263.7 503.9,263.6 505.3,263.7 505.4,263.8" class="st1"></polyline>
						<polyline points="499.3,264 499.3,264.2 499.3,264.7" class="st1"></polyline>
						<polyline points="504.3,266.6 505.7,263.6 505.7,263.3 505.7,263.1 505.4,262.9 505.2,262.8 503.3,262.8 
							501.5,262.9 499.8,263.3 498.4,263.8 498.3,263.8 498,263.9" class="st1"></polyline>
						<polyline points="500.7,264.9 500.5,264.9 500.3,264.8 499.3,264.7 498.6,264.4 498.1,264.1 498,263.9 
							498.6,262.5 499,262.2 499.5,262 499.8,262" class="st1"></polyline>
						<polyline points="499.6,259.9 500,259.9 501.5,259.3 503.1,259 505,258.9 506.8,258.9 507.2,259 507.3,259.2 
							507.4,259.4 507.3,259.6 507,260.5 506.8,260.8 506.6,261.1 506.3,261.1 505.9,261.1 503.9,261.2 502.1,261.4 500.4,261.8 
							498.9,262.4 498.6,262.5" class="st1"></polyline>
						<polyline points="498.1,264.1 498.3,263.9 498.4,263.8" class="st1"></polyline>
						<polyline points="505.4,263.4 505.1,263.3 503.5,263.2 502,263.3 500.6,263.6 499.3,264 498.8,264 498.3,263.9 
							498.3,263.8 498.9,262.4 499.1,262.2" class="st1"></polyline>
						<line y2="259.6" x2="507.3" y1="259.7" x1="507.1" class="st1"></line>
						<line y2="261" x2="506" y1="261.1" x1="505.9" class="st1"></line>
						<polyline points="505.3,264 505.3,263.7 505.3,263.7 505.1,263.3 505.2,263.1 505.2,262.8" class="st1"></polyline>
						<line y2="263.8" x2="505.4" y1="263.7" x1="505.3" class="st1"></line>
						<polyline points="500.1,266.2 500.7,264.9 500.8,264.9 502.9,264.6 505.1,264.7" class="st1"></polyline>
						<polyline points="493.8,265.7 500,266.2 500.1,266.2 500.3,266.3 500.6,266.7 500.6,267 500.6,267.2" class="st1"></polyline>
						<line y2="267.2" x2="501.7" y1="267.4" x1="501.6" class="st1"></line>
						<polyline points="493.9,265.8 499.8,266.4 500.3,266.8 500.4,267.1 500.3,267.2" class="st1"></polyline>
						<polyline points="493.4,268.6 493.7,268.2 494.4,266.5" class="st1"></polyline>
						<polyline points="502.4,272.3 502.3,271.9 502.4,271.2 502.2,270.4 502.1,269.9 501.5,269.5 500.6,269.3 
							493.7,268.2 493.4,268.1 493.3,267.9" class="st1"></polyline>
						<polyline points="500,269.9 500.3,269.8 500.6,269.3" class="st1"></polyline>
						<polyline points="503.1,272.4 502.7,272.2 502.4,272 502.3,271.9 502,271.9 501.7,271.3 501.4,270.6 500.9,270.3" class="st1"></polyline>
						<polyline points="500.3,272.5 501.3,272.6 502.3,273 502.4,273" class="st1"></polyline>
						<polyline points="500.2,272.2 500.3,272.5 500.5,272.7" class="st1"></polyline>
						<polyline points="510.5,279.6 518,280.4 518.6,280.5 519.2,280.8 519.6,281.2 519.8,281.6 520,282 519.6,282.4 
							519.3,282.6 518.7,282.7 511.5,282.1 511.4,282.1 510.2,281.9 509.9,282.1 509.5,282.4 509.1,282.9" class="st1"></polyline>
						<polyline points="511.7,278.6 511.2,278.7 510.8,278.8 510.6,279.3" class="st1"></polyline>
						<polyline points="510.6,279.5 511,279.4 511.4,279.3 511.6,279.1 511.7,278.6 511.7,278.2 511.8,277.7 
							511.9,277.2 514.5,271.2 514.6,270.6 514.5,270 514,269.5 513.4,269.2 513.1,269.2 512.7,269 511.8,268.9 511.3,268.9 
							510.8,269.2 510.4,270.3 510.1,270.5 509.8,270.5 509.1,270.6 507.8,270.6 505.2,270.2" class="st1"></polyline>
						<polyline points="502.1,273 502.3,273 502.4,272.8 502.5,272.4 502.4,272 502.9,270.9 503.1,270.6 503.5,270.3 
							503.8,270.2 504.3,270.2" class="st1"></polyline>
						<polyline points="504.1,270.9 504.3,270.6 504.3,269.5 504.5,269" class="st1"></polyline>
						<polyline points="503.1,272.4 502.8,272.4 502.5,272.4 502.4,272.3 502.2,272.3 502,271.9 500.9,271.5 
							499.7,271.4 498.6,271.7 497.3,272.4 496.9,272.4 496.4,272.6 496.1,273 495.8,273.5 494.8,274.7 493.7,276.1 492.7,277.7 
							491.8,279.4" class="st1"></polyline>
						<line y2="279.8" x2="492.1" y1="279.8" x1="491.7" class="st1"></line>
						<line y2="279.8" x2="492.1" y1="279.5" x1="491.7" class="st1"></line>
						<polyline points="490.9,284.1 490.9,284.1 490.9,284.1 490.8,284" class="st1"></polyline>
						<polyline points="490.9,283.1 490.7,282.8 490.5,282.7 490.4,282.2 490.4,282" class="st1"></polyline>
						<line y2="281.6" x2="492.2" y1="281.7" x1="492.3" class="st1"></line>
						<line y2="281.7" x2="491.8" y1="282.2" x1="491.6" class="st1"></line>
						<polyline points="491.5,280.5 491.5,280.6 491.8,280.9" class="st1"></polyline>
						<line y2="281.6" x2="492.7" y1="282.2" x1="492.2" class="st1"></line>
						<polyline points="487.5,284.1 486.9,283.7 486.9,283.5 487,283.2 487,282.8 487,282.4 487,282.2" class="st1"></polyline>
						<polyline points="490.5,281.9 490.4,282.2 490.1,282.3 489.8,282.3 489,282 488.3,281.6 487.5,281" class="st1"></polyline>
						<polyline points="487.6,283.7 487.7,283.3 487.8,283 487.9,282.6 487.9,282.3 487.5,281" class="st1"></polyline>
						<polyline points="496.1,273.8 496,274.4 495.7,275 494.4,276.7 493.1,278.9 491.9,281.2 490.8,284 490.5,284.2 
							490.2,284.3 489.9,284.1 489.2,284 488.5,283.9 487.6,283.8 486.9,283.7" class="st1"></polyline>
						<polyline points="497.8,272.8 497.5,272.7 497.3,272.4" class="st1"></polyline>
						<polyline points="490,283.8 490.3,284.1 490.9,283.1 491.8,280.9 492.1,279.8 493.1,278 494.1,276.3 495.1,275 
							496.1,273.8" class="st1"></polyline>
						<polyline points="490.8,284 490.9,284.6 491.3,284.8" class="st1"></polyline>
						<polyline points="490.9,284.1 490.9,284.6 491.4,284.8 491.4,284.9" class="st1"></polyline>
						<polyline points="491.4,285.8 491.7,285.9 492.3,285.7" class="st1"></polyline>
						<polyline points="490.3,284.6 490.3,284.6 490.2,284.3 490.3,284.1 490.1,283.6 490,283.1 489.1,282.8 
							488.5,282.6 487.9,282.3 487,282.2 480,281.3 479.3,280.7 478.6,280.2 478.6,280.2 472.9,279.6" class="st1"></polyline>
						<polyline points="478.6,280.2 487.5,281 488.4,281.5 489.4,281.8" class="st1"></polyline>
						<polyline points="479.3,281.8 479.7,281.5 480,281.3" class="st1"></polyline>
						<polyline points="490.1,283.6 490,283.7 489.6,283.7 489,283.8 488.3,283.8 487.6,283.7 486.9,283.5 480.1,282.7 
							479.6,282.6 479.4,282.3" class="st1"></polyline>
						<polyline points="492.8,285.1 492.2,282.2 492,282 491.9,282 491.8,282.1 491.6,282.2 490.9,284.1" class="st1"></polyline>
						<polyline points="490.2,284.6 490,284.5 489.9,284.1 490,283.8 490,283.7 490,283.1 490.4,282.9 490.5,282.7 
							490.9,281.7" class="st1"></polyline>
						<line y2="281.9" x2="492.5" y1="285.2" x1="493.3" class="st1"></line>
						<polyline points="493,280.2 493,280.4 493,281.1 494,285 493.9,285.3" class="st1"></polyline>
						<line y2="285" x2="494.8" y1="285.1" x1="494.3" class="st1"></line>
						<polyline points="496,282.7 495.8,282.3 495.6,282.1 495.5,282 495.4,282.1 495.3,282.2 494,284.4 494.3,284.8 
							494.8,285" class="st1"></polyline>
						<polyline points="493,280.4 494,284.4 494,284.8 494,285 494.2,285.3" class="st1"></polyline>
						<line y2="281.1" x2="493" y1="280.6" x1="493" class="st1"></line>
						<polyline points="493.1,279.4 493.2,278.9 493.3,278.7 494.4,276.8 495.6,275.4 495.9,275.5 496.4,275.7" class="st1"></polyline>
						<polyline points="501.4,282.7 501.5,282.9 501.4,283.2 501.4,283.2 501.2,283.1 500.8,283 500.4,282.9 
							500.1,282.8 499.9,282.7 498.6,282.6 496.7,282.6 496.3,282.5 496,281.9 495.7,281.7 495.4,281.3 495.3,280.8 495.1,280 
							495,279.2 494.9,278.3 494.9,277.4 495.1,276.5" class="st1"></polyline>
						<polyline points="495.9,276.5 495.4,276.5 495.1,276.5" class="st1"></polyline>
						<polyline points="495.9,276.5 495.6,276.3 495.4,276.2 495.3,276 495.2,276 494.2,277.4" class="st1"></polyline>
						<line y2="278.9" x2="493.2" y1="279.4" x1="493.2" class="st1"></line>
						<line y2="278.7" x2="493.3" y1="279.2" x1="493.1" class="st1"></line>
						<polyline points="495.7,275 495.6,275.4 495.2,276 495.1,276.5 494.1,277.8 493.2,279.4 493,279.5" class="st1"></polyline>
						<polyline points="495.7,275 496,275.3 496.5,275.3" class="st1"></polyline>
						<polyline points="496.6,273.9 496.1,273.8 495.8,273.5" class="st1"></polyline>
						<polyline points="496.6,273.9 496.1,273.7 495.8,273.5" class="st1"></polyline>
						<polyline points="502.9,273.1 502.7,273.1 502.4,272.8 501.3,272.3 500.2,272.2 499.6,272.1 498.9,272.3 
							497.6,272.7" class="st1"></polyline>
						<polyline points="512.8,269.3 512,269.2 511.5,269.2 511.1,269.3 510.6,270.4 510.5,270.6 510.1,270.9 
							509.5,271.1 508,271.3 505.1,271.1 505,271.1 504.1,270.9 503.9,271 503.6,271.3 503.1,272.4 503.3,272.8 503.2,273.2" class="st1"></polyline>
						<polyline points="497.6,272.7 498.8,272.1 499.9,271.8 501.1,271.9 502.2,272.3" class="st1"></polyline>
						<polyline points="501.4,270.6 501.8,270.6 502.2,270.4 502.6,270.6 502.9,270.9 503.2,271.2 503.6,271.3" class="st1"></polyline>
						<polyline points="505.9,267.9 505.3,269.1 505.1,269.6 505.1,270.7 505,271.1" class="st1"></polyline>
						<polyline points="504.1,267.6 503.9,267.4 504.1,266.9" class="st1"></polyline>
						<polyline points="516.7,264.6 517.1,264.9 517.4,265 517.4,265.3 517,266.1 516.8,266.2 516.6,266.3 515.9,266.2 
							514.8,266 513.1,265.3 511.4,264.6 509.6,264.2 507.8,263.8 507.4,263.9 507.1,264.1 505.8,267.3" class="st1"></polyline>
						<line y2="258.2" x2="509.9" y1="257.9" x1="510.1" class="st1"></line>
						<polyline points="510.1,257.9 510.6,256.7 510.6,256.3" class="st1"></polyline>
						<polyline points="510.7,258 511.1,257.1 511.2,256.7 511.1,256.3 510.8,256.1 510.4,256" class="st1"></polyline>
						<line y2="261.7" x2="508.4" y1="261.6" x1="508.6" class="st1"></line>
						<polyline points="509.5,259 509.5,259.5 509.5,260 509.5,260.2 509.5,260.6 509.4,260.9 509.1,261.6" class="st1"></polyline>
						<polyline points="510.4,256 510.5,256.4 510,257.6 510.1,257.9" class="st1"></polyline>
						<polyline points="511.1,257.1 510.7,256.9 510.6,256.7 510.5,256.4 510.2,256.1 509.7,255.9 509.4,255.8 
							508.9,255.9" class="st1"></polyline>
						<polyline points="510,257.9 510,257.6 509.7,257.2 509.1,257.1" class="st1"></polyline>
						<polyline points="519.3,261.8 519,261.7 516.9,260.5 514.6,259.5 512.3,258.7 509.9,258.2 509.6,258 509.2,257.8 
							509.1,257.4 509.1,257.1 509.7,255.9 509.9,255.6" class="st1"></polyline>
						<polyline points="517.8,265.5 517.4,265.3 515.3,264.1 513,263.1 510.7,262.3 508.4,261.7 508,261.6 507.7,261.4 
							507.6,261 507.6,260.7 508.1,259.7 508.3,259.4 508.7,259.2 509.1,258.9 509.5,259 511.9,259.4 514.3,260.1 516.6,261.1 
							518.8,262.2 519.1,262.4" class="st1"></polyline>
						<polyline points="505,266.8 506.3,263.6 506.6,263.2 507,263 507.5,262.9 507.9,262.9 510.2,263.4 512.5,264 
							514.9,265 517,266.1 517.5,266.2" class="st1"></polyline>
						<polyline points="505.1,271.1 505.2,270.6 505.2,270.3 505.3,269.7 505.4,269.1 506,267.8" class="st1"></polyline>
						<polyline points="507.9,262.9 507.8,263.4 507.8,263.8 507.9,263.9 507.9,264 507.9,264.4 507.8,265 506.5,267.9" class="st1"></polyline>
						<polyline points="508.1,259.7 508.5,259.9 508.8,260.2 508.9,260.5 508.4,261.5" class="st1"></polyline>
						<polyline points="500.9,260.8 501,260.4 501,260 502.3,259.6 503.7,259.5 505.2,259.4 506.9,259.4 507.1,259.6" class="st1"></polyline>
						<polyline points="500.8,258.8 500.5,259 500.3,259.1 500.1,259.2" class="st1"></polyline>
						<polyline points="506.7,260.7 504.5,260.8 502.5,261 502.3,261.1 502.2,260.9 502,260.8 500.9,260.8 500.1,260.5 
							499.7,260.3 499.6,259.9 500.1,259.2 500.2,258.9 500.6,258.7 501.2,258.5 501.6,258.5" class="st1"></polyline>
						<polyline points="509.6,255.6 509.4,255.8 508.8,257 508.6,257.3 508.2,257.6 507.8,257.7 507.4,257.8 
							505.4,257.9 503.5,258.1 501.8,258.5 500.3,259.1 500,259.9 500.1,260 500.4,260 501,260 502.1,260.1 503.2,259.9 
							504.4,259.8 505.6,259.8 507,259.8 507.1,259.9" class="st1"></polyline>
						<line y2="257.2" x2="508.4" y1="257" x1="508.8" class="st1"></line>
						<line y2="257.6" x2="507.5" y1="257.8" x1="507.4" class="st1"></line>
						<polyline points="506.9,260.1 507,259.8 507,259.8 506.9,259.4 506.8,259.2 506.8,258.9" class="st1"></polyline>
						<line y2="259.9" x2="507.1" y1="259.8" x1="507" class="st1"></line>
						<polyline points="508.4,261.5 508.4,261.2 508.1,260.9 507.6,260.7" class="st1"></polyline>
						<line y2="260.5" x2="507" y1="260.6" x1="506.8" class="st1"></line>
						<polyline points="518.4,261 518.9,261.3 519,261.5 519,261.7 518.8,262.2 518.6,262.4 518.3,262.5 517.8,262.4 
							516.7,262.3 515,261.5 513.1,260.9 511.3,260.3 509.5,260 509.1,260 508.8,260.2 508.4,261.2 508.4,261.5" class="st1"></polyline>
						<line y2="260.7" x2="517.7" y1="260.7" x1="517.7" class="st1"></line>
						<line y2="258" x2="517.9" y1="260.3" x1="516.9" class="st1"></line>
						<line y2="258.2" x2="518.1" y1="260.4" x1="517.2" class="st1"></line>
						<polyline points="516.7,263 516.8,262.6 516.7,262.3 516.2,262.2 514.6,261.5 512.9,260.9 511.2,260.5 
							509.5,260.2 509.2,260.3 508.9,260.5 509.1,260.8 509.4,260.9 511.1,261.2 512.6,261.7 514.2,262.2 515.8,262.8 516.1,263 
							516.7,263 517.4,263 518.1,263 518.7,262.7 518.9,262.5 519.1,262.4 519.3,261.8 519.3,261.6 519.3,261.4 518.9,261 
							518.3,260.8 517.7,260.7 517.6,260.6" class="st1"></polyline>
						<polyline points="514.7,267 514.9,266.5 514.8,266 514.4,266 512.9,265.3 511.2,264.7 509.5,264.3 507.9,263.9 
							507.5,264 507.1,264.3 507.4,264.7 507.8,265 509.5,265.3 511,265.7 512.5,266.2 514,266.8 514.4,266.9 514.7,267 515.5,267 
							516.2,267 517,266.7 517.2,266.5 517.5,266.2 517.8,265.5 517.8,265.2 517.7,264.9 517.3,264.5 516.7,264.2 516,264 
							515.6,264" class="st1"></polyline>
						<polyline points="513,269.4 513.2,269.4 513.4,269.2 514.4,266.9 514.5,266.4 514.4,266" class="st1"></polyline>
						<polyline points="512.6,269.5 512.7,269.4 512.8,269.3" class="st1"></polyline>
						<polyline points="507.3,284.5 507.3,283.9 513.1,270.5 513.3,270.1 513.1,269.9 512.9,269.6 512.6,269.5 
							511.1,269.3 510.8,269.2" class="st1"></polyline>
						<polyline points="504.9,284.1 505,284.1 506.1,283.5 506.2,283.3 506.3,283.1" class="st1"></polyline>
						<polyline points="501.3,281.2 502.3,281.4 502.5,281.5 502.7,281.8 502.5,282.3 502.9,282.8 503.4,283 
							506.1,283.5 506.4,283.6 506.5,283.9 506.4,284.3 506.5,284.4" class="st1"></polyline>
						<polyline points="506.3,284.3 506.4,284.3 506.6,284.3" class="st1"></polyline>
						<polyline points="501.5,282.9 502.5,282.3 503,282.6 503.7,282.7 506.3,283.1 506.7,283.2 507,283.4 507.3,283.9" class="st1"></polyline>
						<polyline points="506.5,283.9 506.8,284 507.3,283.9" class="st1"></polyline>
						<line y2="287.3" x2="508" y1="287.3" x1="507.9" class="st1"></line>
						<polyline points="507,287.1 507.1,286.8 507.2,286.4 507.7,286 508.3,285.8 508.9,285.7 509.4,285.8 509.8,286 
							510.1,286.2 510.2,286.5" class="st1"></polyline>
						<polyline points="511.4,282.1 511.4,282.4 511.3,282.8 511.3,282.9 510.6,284.4 510.6,284.8 510.6,285 510.6,285" class="st1"></polyline>
						<polyline points="508.8,283.6 508.9,283.7 509.5,283.8 510.1,284 510.6,284.4" class="st1"></polyline>
						<polyline points="514.1,282.7 514,282.9 513.7,283.1 512.9,283.7 512.4,284.6 512.2,284.9 511.9,285.3" class="st1"></polyline>
						<polyline points="511.7,285.3 512.2,284.2 512.4,283.9 513,283.2 513.5,282.6" class="st1"></polyline>
						<line y2="283.1" x2="513.7" y1="282.7" x1="513.7" class="st1"></line>
						<polyline points="508.8,283.8 508.9,283.7 510.1,282.7 510.2,282.7 511.3,282.8 511.4,282.9 511.7,282.9 
							511.9,283 512.4,283 512.7,282.9 513.2,282.6" class="st1"></polyline>
						<polyline points="511.4,282.9 511.5,282.5 511.5,282.1" class="st1"></polyline>
						<polyline points="509.6,284.4 510,284.6 510.6,284.4" class="st1"></polyline>
						<polyline points="513.6,282.7 512.9,283.3 512.3,284.3 512.1,284.5 512.1,284.6 512.2,284.9" class="st1"></polyline>
						<polyline points="508.8,284.1 509,284.1 509.7,284.6 510,284.8 510.6,284.8" class="st1"></polyline>
						<polyline points="509.9,282.1 510,282.4 510.1,282.7" class="st1"></polyline>
						<polyline points="509.8,284.8 509.7,284.6 509.6,284.4 509.4,284.2" class="st1"></polyline>
						<polyline points="509.6,281.6 510.2,281.9 510.2,282.3 510.2,282.7" class="st1"></polyline>
						<polyline points="508.7,284.7 508.6,284.5 508.4,284.2 508.4,283.8 508.6,283.8 508.8,283.3" class="st1"></polyline>
						<line y2="285" x2="509.9" y1="284.9" x1="510.1" class="st1"></line>
						<line y2="284.8" x2="509.5" y1="284.8" x1="509.5" class="st1"></line>
						<line y2="283.8" x2="509.5" y1="284.1" x1="509.2" class="st1"></line>
						<polyline points="509.4,282.3 509.5,282.4 510.1,282.7" class="st1"></polyline>
						<polyline points="512.4,284.6 512.2,284.4 512.4,283.9 512,283.4 511.7,283.1 511.3,282.9" class="st1"></polyline>
						<polyline points="512.9,282.6 512.5,282.7 512.4,283 512,283.4 511.3,285 511.4,285.1" class="st1"></polyline>
						<polyline points="495.3,282.2 495.5,282.7 496,282.8 509.5,284.9 509.6,284.8" class="st1"></polyline>
						<polyline points="500.4,272.8 500.1,272.7 499.4,272.8 498.7,272.8 497.8,272.8 497.6,272.9 497.2,272.9 
							497,273.1 496.7,273.4 496.6,273.9 496.6,274.5 496.5,275.3 496.4,275.7 496.2,276.2 495.9,276.5 495.8,277.4 495.8,278.2 
							495.7,279 495.8,279.7 496,280.3 496.2,280.8 496.4,281.2 496.7,281.3 496.7,281.5 496.7,281.9 496.7,282.3 496.7,282.6 
							496.6,282.9" class="st1"></polyline>
						<polyline points="494.8,285.4 494.9,285.3 494.8,285 496,282.8 496,282.8" class="st1"></polyline>
						<polyline points="490.9,284.1 491.8,281.7 492,281.3 492.3,281.1 492.5,281.3 492.7,281.6 493.6,285.2" class="st1"></polyline>
						<polyline points="491.7,288.5 492,287.8 492.2,287.2 492.3,286.4 492.3,285.7" class="st1"></polyline>
						<polyline points="491.7,288.5 491.2,288.1 491,287.9" class="st1"></polyline>
						<polyline points="489.8,289.5 489.7,289 489.5,288.7" class="st1"></polyline>
						<polyline points="504.9,287.5 492.3,285.7 491.6,285.2 491.4,285 491.2,284.9 491,284.8 490.9,284.8 491.1,285.1 
							491.2,285.4 491.4,285.8 491.4,286.4 491.5,287 491.2,287.4 491,287.9 490.3,288.5 489.5,288.7 489.1,288.7 488.6,288.6" class="st1"></polyline>
						<polyline points="481.5,304.7 482,304.7 482.4,304.6 482.6,301.8 482.9,298.9 483.2,297 483.8,295.2 484.1,294.3 
							484.3,293.3 484.2,292.4 484,291.4 483.9,290.8 484,290.1 484.3,289.5 484.7,288.9 485.6,288.1 486.1,287.9 486.6,287.8 
							487,287.8" class="st1"></polyline>
						<polyline points="486.6,287.8 486.8,288.1 486.8,288.5" class="st1"></polyline>
						<polyline points="489.8,289.5 489.1,289.4 488.5,289.3 488,288.9 487.5,288.4 487.6,288.2" class="st1"></polyline>
						<polyline points="489.4,312.1 486.6,310.1 485.6,309.3 484.4,308.7 482.8,308.7 482.5,308.7 482.3,308.5 482,308 
							481.7,307 481.5,304.7 481.7,301.8 481.9,298.8 482.3,296.8 483,294.8 483.3,294 483.4,293.2 483.4,292.3 483.2,291.6 
							483.1,290.8 483.1,290 483.4,289.2 483.7,288.5 484.3,288 485,287.5 485.7,287.2 486.5,286.9" class="st1"></polyline>
						<polyline points="486.6,310.1 486.6,309.9 486.8,309.6" class="st1"></polyline>
						<polyline points="490,312.2 488.8,311.4 487.7,310.4" class="st1"></polyline>
						<polyline points="502.1,319.5 502.1,319 502,318.7 501.4,318.2 500.8,317.5 500.6,317.2" class="st1"></polyline>
						<polyline points="498.2,314.4 500.4,315.1 500.5,315.2 500.5,315.5 500.5,315.8 500.4,316.1" class="st1"></polyline>
						<polyline points="497.6,314.8 497.7,315 497.8,315.3 497.7,315.6 497.7,315.9" class="st1"></polyline>
						<polyline points="510.5,313.5 510.3,313.3 510.1,313 510.1,312.9" class="st1"></polyline>
						<polyline points="513.1,298.8 512.9,299.7 512.7,301.2 512.5,302.4 512.3,303.8 512.3,305.2 512.2,306.5 
							512.3,307.8 512.4,309.1 512.6,310.2 512.8,311.4 513,312.4" class="st1"></polyline>
						<polyline points="511.6,313.9 512,313.9 512.5,313.7" class="st1"></polyline>
						<line y2="309.3" x2="508.3" y1="308.8" x1="508.4" class="st1"></line>
						<polyline points="507.5,309.3 507.8,309.4 508.4,309.7 508.8,309.8" class="st1"></polyline>
						<polyline points="506.8,306.9 506.1,308.2 505.3,309" class="st1"></polyline>
						<polyline points="507.4,308.8 506.7,308.7 506.2,309" class="st1"></polyline>
						<line y2="313.6" x2="506.6" y1="313.3" x1="505.9" class="st1"></line>
						<polyline points="504.6,312.7 502.2,312.5 501.4,312.5 499.5,313.2 498.3,313.5 496.9,313.8 495.6,313.8 
							494.3,313.7 493,313.5 491.7,313.1 490.6,312.6 489.3,311.9 488,310.9 486.8,309.6 485.6,308.9 485.1,308.7 484.4,308.5 
							482.7,308.5 482.6,308.3 482.5,308.1 482.4,307.6 482.3,306.6 482.4,304.6 483.2,299 483.6,297.1 484.2,295.3 484.6,294.4 
							484.6,293.5 484.5,292.4 484.3,291.6 484.1,290.9 484.1,290.2 484.3,289.5 484.7,288.9 485,289.1 485.4,289.4" class="st1"></polyline>
						<polyline points="504.8,312.9 504.8,313.3 505,313.5" class="st1"></polyline>
						<polyline points="506.6,313.6 505.7,313.3 505.4,313.1" class="st1"></polyline>
						<polyline points="490.7,316.2 490.3,316 490.1,315.8 490.2,315.4 490.2,314.8 490.5,314.4 491,314.2 500.4,315.1 
							501.6,315.1 502.8,315.1 504.1,314.9 505.3,314.7 506.5,314.3 507.3,314" class="st1"></polyline>
						<line y2="316.9" x2="491.3" y1="316.9" x1="491.3" class="st1"></line>
						<polyline points="490.5,315.7 490.6,316 490.8,316.1 491.1,316.4 491.2,316.6 491.3,316.7 491.3,316.9 
							491.2,317.2" class="st1"></polyline>
						<polyline points="492.1,316.3 491.6,316.4 491.3,316.7 491.1,317.1" class="st1"></polyline>
						<polyline points="490.3,314.1 491,314.2 491.1,314.4 491.2,314.6 491.1,315 491.1,315.3 491.1,315.6 490.9,315.9 
							490.8,316.1 490.7,316.2 490.5,316.6" class="st1"></polyline>
						<polyline points="508,314.1 506.6,313.6 506,313.6 505.5,313.5 505,313.5 502.4,313.3 501.6,313.3 500.7,313.4 
							499.8,313.6 498.5,314 497.1,314.1 495.8,314.2 494.4,314.1 493.1,313.9 491.8,313.5" class="st1"></polyline>
						<polyline points="508.2,308.8 508.3,308.8 508.4,308.8 509.5,310 509.7,310 510.1,310.5 510.4,311.2 510.4,311.9 
							510.3,312.7 509.9,313.3 509.3,313.8 508.7,314" class="st1"></polyline>
						<polyline points="508.2,308.5 508.3,308.5 508.2,308.7" class="st1"></polyline>
						<line y2="292" x2="506.1" y1="291.9" x1="506.2" class="st1"></line>
						<line y2="290.5" x2="504.7" y1="290.5" x1="504.7" class="st1"></line>
						<line y2="291.1" x2="505.6" y1="291" x1="505.5" class="st1"></line>
						<polyline points="504.7,290.5 504.8,290.6 504.9,290.6" class="st1"></polyline>
						<polyline points="509.4,290.9 509.1,290.8 508.6,291.1 508,291.3 507.8,291.4 507.2,291.4 506.5,291.4" class="st1"></polyline>
						<polyline points="506.1,292 506.1,292.1 506.3,292.1 507.3,292.2 508.3,292.1 508.2,292 509.1,290.8" class="st1"></polyline>
						<line y2="295.9" x2="509.1" y1="295.9" x1="509.1" class="st1"></line>
						<polyline points="499.2,295.4 499.1,293.6 499,291.7 499,291.2" class="st1"></polyline>
						<polyline points="498.9,295.7 499.2,295.4 507.1,296.9" class="st1"></polyline>
						<polyline points="506.3,292.1 507.5,293.9 508.3,296.1" class="st1"></polyline>
						<polyline points="501.2,288.3 502.5,288.9 503.7,289.7 504.8,290.6 506.1,292 506.9,293.3 507.6,294.7" class="st1"></polyline>
						<polyline points="509.1,295.9 508.7,295.8 508.5,295.8 508.3,295.8" class="st1"></polyline>
						<polyline points="510,296.1 510.4,296.3 511,296.3 510.9,296 510.9,295.7 510.7,295.6 510.1,295.2 510,295.2" class="st1"></polyline>
						<line y2="295.2" x2="510.1" y1="295.2" x1="510" class="st1"></line>
						<line y2="292.9" x2="510.6" y1="293.2" x1="510.4" class="st1"></line>
						<line y2="292.6" x2="509.8" y1="293.2" x1="510.4" class="st1"></line>
						<line y2="295.4" x2="513" y1="295.4" x1="512.8" class="st1"></line>
						<line y2="295.4" x2="512.8" y1="295.4" x1="513" class="st1"></line>
						<polyline points="509.9,293.5 511.6,294.1 511.9,294.1 512.3,294" class="st1"></polyline>
						<polyline points="511.3,293.8 511.2,293.6 511.2,293.4" class="st1"></polyline>
						<line y2="294.8" x2="510.6" y1="294.5" x1="510" class="st1"></line>
						<polyline points="512.5,292.2 512.6,292.7 512.5,293.1 512.2,293.9 511.9,294 511.6,294" class="st1"></polyline>
						<polyline points="513,295.7 513,295.4 513.4,294.2 513.9,293.1 513.8,292.7 513.7,292.2" class="st1"></polyline>
						<polyline points="509.9,293.8 511.9,294.5 512.2,294.5 512.5,294.4" class="st1"></polyline>
						<polyline points="509,308.9 509,308.4 509.9,302.4 510.1,300.1 510,299.5 510,299 510.1,298.6 510.2,298.5 
							510.1,297.9 510.1,297.3 510,296.7 510,296.1 510.2,295.7 509.9,295.2 509.8,294.5 509.8,292.4 509.8,292.4 509.6,292.4 
							509.3,292.3 509.1,292.5 509,292.5" class="st1"></polyline>
						<polyline points="509.5,310 509.3,309.7 509,309.3 508.9,308.9 508.9,308.4 509.9,302.3" class="st1"></polyline>
						<line y2="301.2" x2="510.1" y1="300.9" x1="510" class="st1"></line>
						<polyline points="508.2,309 508.3,308.8 508.3,308.5 508.4,308.3 509,306.4 509.4,304.4 509.9,302.3" class="st1"></polyline>
						<polyline points="507.4,308.1 507.7,308.1 507.8,308.1 508.1,308.2 508.4,308.3 508.7,308.3 508.9,308.4 
							509,308.4 509,308.4" class="st1"></polyline>
						<polyline points="509,308.5 510.9,309.1 511.2,309 511.6,308.9" class="st1"></polyline>
						<polyline points="508.6,309.6 508.9,309.7 509.5,310" class="st1"></polyline>
						<polyline points="511.7,313.1 512,312.8 512.1,312.6 511.7,310.7 511.3,310.7 510.9,310.8" class="st1"></polyline>
						<polyline points="512,313.7 512.2,313.6 512.5,313.7" class="st1"></polyline>
						<polyline points="491.2,316.6 491.5,316.2 492,316 497.7,316.7 499.2,316.8 501,316.8 502.7,316.7 504.4,316.3 
							506.1,315.8 507.9,315.4 509.4,314.6 511,313.9 512.2,313.2 512.5,313.1" class="st1"></polyline>
						<polyline points="521,310.1 520.8,310.4 520.4,311.7 519.7,312.9 519.2,313.9 518.5,314.8 517.8,315.4 
							517.2,315.9 516.5,316.1 515.9,316.1 515.3,316 514.7,315.5 514.2,314.9 513.7,314.1 513.3,313.1" class="st1"></polyline>
						<line y2="313.1" x2="513.3" y1="313.2" x1="513.3" class="st1"></line>
						<line y2="312.4" x2="513" y1="313.2" x1="513.3" class="st1"></line>
						<polyline points="497.6,316.4 497.7,316.7 497.8,317.1 499.4,317.1 501.1,317.1 502.8,316.8 504.4,316.5 
							506.2,316 507.9,315.5 509.5,314.8 511,314 512.2,313.4 512.6,313.2" class="st1"></polyline>
						<polyline points="497.7,318.5 498.3,319.1 498.6,319.2 499.1,319.5" class="st1"></polyline>
						<polyline points="498.1,317.3 498.1,317.3 498.7,317.9 499.3,318.5 499.5,318.8 499.5,319.3" class="st1"></polyline>
						<polyline points="491.3,316.9 491.6,316.6 492.2,316.7 497.8,317.1 497.9,317.2" class="st1"></polyline>
						<polyline points="490.1,316.5 489.9,316.4 489.5,315.9 488.9,315.7 488.4,315.9 488.2,316.1" class="st1"></polyline>
						<polyline points="488.4,317.1 488.6,317.2 488.9,317.3 489.2,317.7" class="st1"></polyline>
						<polyline points="492.4,325.9 491.8,325.8 491.4,325.9 490.6,324.7" class="st1"></polyline>
						<polyline points="490.1,325.3 490.5,325.7 491.1,326.7 491.2,326.9 491.2,327.2" class="st1"></polyline>
						<polyline points="492.3,325.6 491.8,325.6 491.4,325.7 490.7,324.5" class="st1"></polyline>
						<polyline points="490,325.3 490.3,325.8 490.9,326.7 491,326.8 491,327.1 490.5,328 489.9,328.7 489.1,329.1 
							488.2,329.2 478.5,328.4 478.1,328.4 478,328.4" class="st1"></polyline>
						<polyline points="491.2,325.1 491.4,325.7 491.4,325.9 491.4,326.4 491.3,326.6 491.1,326.7 490.9,326.7 
							490.5,326.8 490.3,327 490,327.7 489.5,328.3 488.9,328.7 488.1,328.8 478.3,327.9 478.1,328 478,328.2" class="st1"></polyline>
						<line y2="323.1" x2="489.4" y1="323.1" x1="489.5" class="st1"></line>
						<polyline points="489.4,325.5 489.6,326.1 490.3,327 490.6,327 491,327.1 491.2,327.2 491.7,327.1 492.1,326.8 
							492.3,326.3 492.4,325.9 492.3,325.6 492.2,325.1 492.1,324.6 491.8,324.2 491.3,324 490.9,324" class="st1"></polyline>
						<polyline points="491,324.7 491.1,324.6 491.2,324.3 491.3,324 491.4,322.7" class="st1"></polyline>
						<line y2="322.4" x2="489.9" y1="322.8" x1="489.7" class="st1"></line>
						<polyline points="490.1,322 489.9,322.8 489.5,323.3 489.1,323.5 488.8,323.4" class="st1"></polyline>
						<line y2="322.3" x2="489.9" y1="321.6" x1="490.1" class="st1"></line>
						<polyline points="489.5,322 489.7,321.2 489.7,320.6" class="st1"></polyline>
						<polyline points="489.2,322.7 489.4,322.4 489.6,321.5 489.7,320.8 489.8,319.9" class="st1"></polyline>
						<line y2="319.9" x2="490.2" y1="319.4" x1="490.1" class="st1"></line>
						<polyline points="488.2,317.8 488.4,318.2 488.8,318.5" class="st1"></polyline>
						<polyline points="486.2,313.7 486.5,315.9 486.9,318.3 487.1,318.7 487.6,318.8 487.7,318.9 488.3,318.9 
							488.8,318.5" class="st1"></polyline>
						<polyline points="487.9,313.8 488.1,315.4 488.5,317.5 488.3,317.6 488.2,317.8 488,318.1 487.7,318.2 
							487.6,318.1 487.2,318.2 486.9,318.3 486.4,319 485.7,319.6 485,320.1 484.2,320.2 477.2,319.6 476.9,319.6 476.8,319.8" class="st1"></polyline>
						<polyline points="486.9,313.7 487.2,315.8 487.6,318.1 487.6,318.5 487.6,318.8 486.8,319.6 486.1,320.2 
							485.2,320.5 484.3,320.6 477.2,320 476.9,319.9 476.7,320" class="st1"></polyline>
						<polyline points="489,318.2 488.6,318 488.3,317.6 488,315.4 487.8,313.8" class="st1"></polyline>
						<polyline points="486.3,313.7 485.8,313.6 484.5,313.6 483.3,313.8" class="st1"></polyline>
						<polyline points="485.2,314.2 484.3,313.9 483.8,313.9 483.3,313.8" class="st1"></polyline>
						<polyline points="484.3,320.6 484.2,320.2 483.9,318.7 483.7,317.1 483.5,315.5 483.3,313.8 483.8,313.5 
							484.3,313.1 484.9,313 485.5,313 489.8,313.4 491.3,313.7 492.7,314 494,314.2 495.4,314.3" class="st1"></polyline>
						<polyline points="492.3,313.6 493.9,314.1 495.4,314.3" class="st1"></polyline>
						<polyline points="485.5,313 485.6,313.4 485.8,313.6 490.1,314 491.5,314.1 492.9,314.2 494.2,314.3 495.4,314.3" class="st1"></polyline>
						<polyline points="491.4,312.9 492.7,313.3 494.1,313.6" class="st1"></polyline>
						<polyline points="490.1,314 489.9,313.8 489.8,313.4 488.3,312.4 486.9,311.4 485.6,310.2 484.4,308.7 
							484.4,308.5" class="st1"></polyline>
						<polyline points="484.6,305.3 485.1,306.7 485.8,308" class="st1"></polyline>
						<polyline points="485.8,304.4 486.3,306 487.1,307.5" class="st1"></polyline>
						<polyline points="500.1,311.8 498.5,312.3 496.8,312.7 495.1,312.7 493.4,312.4 491.8,311.9 490.4,311.2 
							489,310.2 487.8,309.1 486.8,307.7" class="st1"></polyline>
						<polyline points="500.6,313.8 499.8,313.6 499.7,313.4" class="st1"></polyline>
						<line y2="313.6" x2="502.4" y1="313.6" x1="502.3" class="st1"></line>
						<polyline points="503,313.6 502.4,313.3 502.2,313 502.2,312.5" class="st1"></polyline>
						<polyline points="501.4,312.5 501.6,313 501.6,313.3" class="st1"></polyline>
						<line y2="311" x2="501.6" y1="310" x1="503" class="st1"></line>
						<polyline points="501.4,312.2 502.7,311.5 503.9,310.5" class="st1"></polyline>
						<polyline points="495.6,313.7 497.1,313.6 498.6,313.4 500.1,312.9" class="st1"></polyline>
						<line y2="312.3" x2="495.7" y1="312.1" x1="494.7" class="st1"></line>
						<polyline points="488.8,297.8 489.1,297.4 489.5,297.3 490,297.5 490.2,297.7 490.1,298.2 489.8,299.7 
							489.7,301.2 489.8,302.7 490.2,304.2 490.8,305.6 491.4,306.9 492.4,308.1 493.5,309.3 494.1,310.1 494.3,310.4 494.6,310.7 
							494.6,311.1 494.8,311.4" class="st1"></polyline>
						<polyline points="492.1,297.7 491.9,297.6 491.6,297.7 490,297.5 489.6,297.6 489.3,297.9 488.9,299.5 
							488.8,301.2 488.9,302.9 489.2,304.5 489.8,306 490.6,307.5 491.6,308.9 492.8,310 493.3,310.6 493.9,310.9 494.4,311.2 
							494.8,311.4 496,311.7" class="st1"></polyline>
						<line y2="299" x2="492.2" y1="298.9" x1="492.1" class="st1"></line>
						<line y2="297.6" x2="491.9" y1="297.6" x1="491.9" class="st1"></line>
						<polyline points="493.9,292.2 493.3,292.5 493.2,292.5 491.8,292.5 491.5,292.5 491.4,292.9 491,293.4 
							490.6,293.9 490,294.7 489.4,295.6 489.2,296.3 489.2,297 489.5,297.3 491.1,297.5 491.6,297.7 491.8,297.9" class="st1"></polyline>
						<line y2="293.8" x2="492.9" y1="293.2" x1="491.2" class="st1"></line>
						<line y2="292.1" x2="492" y1="292.5" x1="491.8" class="st1"></line>
						<polyline points="497.5,291.8 496.2,291.2 495.8,291.2 495.3,291.3 494.7,291.5 494.2,291.8 493.3,292.5 
							493.2,292.5" class="st1"></polyline>
						<polyline points="494.9,292.2 495.4,291.9 495.6,291.7 495.8,291.8 497,292.2" class="st1"></polyline>
						<polyline points="495.5,311 494.6,310.7 494.5,309.3 494.3,307.9 494.3,306.4 494.3,304.9 494.3,303.4 
							494.4,301.8 494.6,300.2 494.8,298.6 495.8,291.8 495.9,291.4 496.2,291.2" class="st1"></polyline>
						<polyline points="496,311.6 496.6,310.3 497.2,308.6 497.7,306.8 498.1,304.9 498.5,303 498.9,301 499,299 
							498.7,298.5" class="st1"></polyline>
						<line y2="299" x2="499" y1="299.3" x1="506.8" class="st1"></line>
						<polyline points="506.6,304.5 507.3,299.9 507.1,299.3 506.7,299.1" class="st1"></polyline>
						<line y2="305.4" x2="507.5" y1="305.6" x1="507.7" class="st1"></line>
						<line y2="303.9" x2="508.1" y1="305.4" x1="507.6" class="st1"></line>
						<polyline points="507.7,305.8 507.9,305.8 508.1,305.9 508.5,306" class="st1"></polyline>
						<polyline points="507.9,304.4 508.1,304.6 508.3,304.6 508.4,304.7 508.7,304.7" class="st1"></polyline>
						<line y2="304.4" x2="509.4" y1="304.3" x1="509.1" class="st1"></line>
						<line y2="303.7" x2="509.7" y1="303.7" x1="509.7" class="st1"></line>
						<polyline points="509.7,300.7 509.8,301.2 509.6,302.7 509.1,304.3" class="st1"></polyline>
						<line y2="299.5" x2="510" y1="299.5" x1="510" class="st1"></line>
						<polyline points="509.7,299.6 509.8,299.7 509.8,300.4" class="st1"></polyline>
						<line y2="300.1" x2="510.1" y1="299.9" x1="510" class="st1"></line>
						<polyline points="510.3,299.6 510.6,299.6 511,299.5" class="st1"></polyline>
						<polyline points="510.3,299.6 510.6,299.4 511,299.5" class="st1"></polyline>
						<polyline points="508.4,306.2 508.5,306.1 509.1,304.3 509.6,302.7 509.7,301.1" class="st1"></polyline>
						<polyline points="509.4,304.4 509.1,304.3 509.9,302.3 509.9,302.4 509.9,302.4" class="st1"></polyline>
						<polyline points="509.2,296.2 509.3,296.6 509.7,298.5 509.7,300.6 509.5,302.6 509,304.6 508.5,306" class="st1"></polyline>
						<polyline points="509.2,297.2 508.9,297.1 508.8,297.1 508.5,297.2 508.4,297.2 508.1,296.2 508.3,296.1" class="st1"></polyline>
						<line y2="298.2" x2="509.6" y1="300" x1="510" class="st1"></line>
						<polyline points="510.1,299.6 510.1,299.5 510.4,299.3 510.6,299.1 510.9,299.1" class="st1"></polyline>
						<line y2="298.9" x2="510.3" y1="299.2" x1="510.2" class="st1"></line>
						<polyline points="510.1,298.9 510.3,298.9 510.6,298.8 510.8,299 510.9,299.1 511,299.5 511.2,299.8 511.4,299.8" class="st1"></polyline>
						<line y2="298.1" x2="509.5" y1="298" x1="509.7" class="st1"></line>
						<line y2="298.1" x2="509.5" y1="298" x1="509.7" class="st1"></line>
						<polyline points="511.9,294.9 511.6,295 511.4,295.3 511.1,295.7 511,296.3 510.9,296.9 510.8,297.5 510.9,298.1 
							511.1,298.7 510.8,299 510.4,299.1 510.2,299.2 510.1,299.3" class="st1"></polyline>
						<polyline points="510.1,295.4 510.2,295.7 510.4,296 510.9,296" class="st1"></polyline>
						<polyline points="509.8,293.3 511.3,293.8 511.4,293.8 511.6,294 511.6,294.1 511.9,294.5 512.1,295" class="st1"></polyline>
						<line y2="292.3" x2="509.3" y1="291.2" x1="510.2" class="st1"></line>
						<polyline points="511.3,293.8 511.1,293.6 510.4,293.2 509.9,293" class="st1"></polyline>
						<polyline points="513,295.4 513,295.4 512.8,294.9 512.5,294.4 512.3,294 512.2,293.9 511.7,293.7 511.2,293.4 
							510.9,293.2 510.6,292.9 510.1,292.3 509.8,292.2" class="st1"></polyline>
						<polyline points="508.4,309.7 508.1,309.4 507.9,308.9 507.8,308.6 507.8,308.1 508.1,305.9 508.4,304.7 
							508.9,302.8 509.2,300.8 509.2,299 508.9,297.1 508.7,295.8 508.7,292.1 508.8,291.4 509.1,290.8" class="st1"></polyline>
						<polyline points="510,300 509.8,292.4 509.8,291.8 510.2,291.2" class="st1"></polyline>
						<polyline points="509.1,293.5 509.1,293.7 509.6,295.9 509.7,298 510,300 510.1,300.1 510.1,300.1" class="st1"></polyline>
						<polyline points="509.1,291.8 509.2,291.9 509.3,292.3" class="st1"></polyline>
						<polyline points="507.2,309.3 507.3,309.1 507.4,308.8 507.4,308.1 507.7,305.8 507.7,305.6 508.1,304.6 
							508.6,302.7 508.8,300.8 508.8,299 508.5,297.2 508.3,296.1 508.3,295.8 508.3,292.1 508,291.6 507.8,291.4" class="st1"></polyline>
						<polyline points="509,293.7 509.1,293.7 509.1,292.5 509,292.3" class="st1"></polyline>
						<polyline points="508,291.3 508.1,291.6 508.2,292 508.5,292 508.7,292.1 509,292.2" class="st1"></polyline>
						<polyline points="510,288 510.4,288.4 510.6,289 510.7,289.6 510.8,290.2 510.5,290.7 510.2,291.3 510.2,291.2 
							509.6,291.4 509.1,291.7" class="st1"></polyline>
						<polyline points="509.5,284.9 509.9,285 513.7,286 514.2,286.3 514.3,286.5 514.4,286.9 514.3,287.3 514.1,287.6 
							513.5,287.9 513.1,288.1 512.5,288.2 510.1,288.2" class="st1"></polyline>
						<polyline points="506.7,287 506.7,286.9 506.6,286.5 506.8,286 507.4,285.6 508.2,285.4 509,285.3 509.6,285.3 
							510,285.5 510.3,285.8 510.5,286.1 510.5,286.5 510.3,286.8 510,287.2 509.7,287.4 509.2,287.6 509,287.6" class="st1"></polyline>
						<polyline points="514.9,287.1 514.7,287.6 514.4,288 513.8,288.3 513.1,288.5 512.4,288.6 510.4,288.6" class="st1"></polyline>
						<polygon points="513.9,286.7 513.7,286.6 513.5,286.4 513.1,286.3 512.6,286.3 512,286.5 511.7,286.8 
							511.5,287.2 511.6,287.4 511.8,287.6 512.1,287.8 512.4,287.8 512.9,287.7 513.4,287.6 513.7,287.3 513.9,287" class="st1"></polygon>
						<line y2="286" x2="513.8" y1="286" x1="513.7" class="st1"></line>
						<polyline points="514.2,286.1 514.4,286.1 515.2,286.1" class="st1"></polyline>
						<line y2="285.6" x2="513.2" y1="282.8" x1="515.6" class="st1"></line>
						<line y2="282.7" x2="513.9" y1="282.9" x1="514" class="st1"></line>
						<polyline points="511.5,282.1 511.9,282.2 512.3,282.3 512.6,282.5 512.9,282.6" class="st1"></polyline>
						<line y2="284.2" x2="512.2" y1="284.5" x1="512.1" class="st1"></line>
						<polyline points="510.6,285 511,285 511.3,285 511.5,285.2" class="st1"></polyline>
						<polyline points="510.8,278 510.8,278.8 508.6,283.8 508.6,284.1 508.8,284.5 509.1,284.7" class="st1"></polyline>
						<polyline points="510.8,278 511.3,278.1 511.7,278.2" class="st1"></polyline>
						<polyline points="522.1,281.3 522.1,281 522,280.5 521.8,280.1 521.5,279.6 521.1,279.2 520.6,278.9 520,278.5 
							519.5,278.2 518.8,278 518.1,277.9 511.9,277.2 511.5,277.1 511.2,276.9" class="st1"></polyline>
						<line y2="280.9" x2="518.4" y1="281.2" x1="518.9" class="st1"></line>
						<polyline points="525.5,270.5 525.9,271.2 526.3,272.8 526.3,274.2 526.4,274.6 526.2,274.9 526,275.4" class="st1"></polyline>
						<line y2="275.5" x2="527.2" y1="275.6" x1="527.1" class="st1"></line>
						<polyline points="526.9,276 527.1,276 527.2,275.6 527.2,275.5" class="st1"></polyline>
						<polyline points="527,276.2 527,276.3 527.2,276.5 527.3,276.6 527.5,276.7" class="st1"></polyline>
						<polyline points="526.8,276.4 526.8,276.7 526.9,276.8 527.2,277 527.4,277" class="st1"></polyline>
						<polyline points="526.8,276.4 526.7,276.7 526.6,276.7" class="st1"></polyline>
						<polyline points="526,280.3 525.8,280.2 525.5,280.1 525.4,279.9 525.5,279.8" class="st1"></polyline>
						<polyline points="524.9,280.6 524.9,280.6 525.2,280.4" class="st1"></polyline>
						<polyline points="525.8,280.9 525.4,280.9 525.3,280.7 525.1,280.5 525.2,280.4" class="st1"></polyline>
						<polyline points="525.3,280 525.5,279.8 525.5,279.5 525.6,279.5" class="st1"></polyline>
						<line y2="279.5" x2="525.6" y1="279.5" x1="525.4" class="st1"></line>
						<polyline points="527.2,275.7 527.4,276 527.6,276.3 527.5,276.7 527.4,277 527.1,277.4 526.7,277.6 526.3,277.7 
							526.3,277.7" class="st1"></polyline>
						<polyline points="526.2,276.6 526.2,276.7 526.3,276.9 526.4,277.1" class="st1"></polyline>
						<polyline points="523.8,280.7 524.5,278.9 524.7,278.5 524.7,278 524.5,276.6 524.3,276" class="st1"></polyline>
						<polyline points="525.7,279.3 525.9,279.6 526,280 526,280.3 525.8,280.9 525.4,281.3 525.1,281.6 524.5,281.7 
							524.5,281.6" class="st1"></polyline>
						<polyline points="520.5,283.1 520.5,283.1 521.4,283 522.6,283.2 523.1,283.1 523.6,282.8" class="st1"></polyline>
						<polyline points="519.6,285.2 519.8,284.5 520.5,282.9" class="st1"></polyline>
						<polyline points="518.7,282.7 518.9,283 519.1,283.1" class="st1"></polyline>
						<polyline points="521.2,282.5 521.4,283 521,283.3 520.7,283.6 520.4,284 519.9,284.3 520,284.4" class="st1"></polyline>
						<polyline points="520,283 519.5,284 519.4,284.6 519.5,285.2" class="st1"></polyline>
						<line y2="282.4" x2="518.2" y1="282.4" x1="518.2" class="st1"></line>
						<line y2="282" x2="518.3" y1="282" x1="518.3" class="st1"></line>
						<line y2="282.5" x2="518.6" y1="282.5" x1="518.6" class="st1"></line>
						<polyline points="519.8,284.5 519.5,284 519.3,283.6 518.8,283.5" class="st1"></polyline>
						<polyline points="522.2,280.9 522.3,281 522.5,282 522.6,283.2 522.6,283.4 522.5,283.7 522.3,284.1 522.2,284.4 
							522.1,284.5 522,284.6 519.7,285.8" class="st1"></polyline>
						<line y2="286.4" x2="519.6" y1="286.2" x1="520" class="st1"></line>
						<line y2="287.1" x2="521.1" y1="287.3" x1="520.7" class="st1"></line>
						<polyline points="522.2,284.4 522.5,284.5 522.7,284.7 522.9,284.9 522.9,285 522.8,285.6 522.5,285.9 522.2,286 
							522.2,286.2 522.2,286.3" class="st1"></polyline>
						<polyline points="519.9,284.3 519.9,284.3 522.1,284.5 522.4,284.9 522.6,285.3" class="st1"></polyline>
						<polyline points="521.2,287.2 521.9,287.2 522.7,287.1 523,287 523.3,286.8 523.6,286.4 524,285.6 524.1,285 
							524,284.8 523.8,284.6 523.4,284.5" class="st1"></polyline>
						<line y2="285.1" x2="525.1" y1="285" x1="524.7" class="st1"></line>
						<polyline points="522.9,285.6 523,285.9 523.1,286 523.4,286.3 523.6,286.4" class="st1"></polyline>
						<line y2="286.5" x2="527.4" y1="277.3" x1="531.3" class="st1"></line>
						<line y2="277.6" x2="531.4" y1="286.6" x1="527.5" class="st1"></line>
						<polyline points="528.1,288.1 527.9,287.3 527.4,286.6 526.6,285.9 525.6,285.5 524.7,285 529.7,273.4" class="st1"></polyline>
						<polyline points="525.3,285.1 525.4,284.9 530.2,273.8" class="st1"></polyline>
						<line y2="274.1" x2="530.2" y1="285.2" x1="525.5" class="st1"></line>
						<line y2="285" x2="525.4" y1="285.2" x1="525.5" class="st1"></line>
						<line y2="286" x2="526.8" y1="277" x1="530.7" class="st1"></line>
						<polyline points="524.7,285 525.1,284.9 525.4,284.9 525.4,285 525.4,285.1" class="st1"></polyline>
						<polyline points="523.3,284.8 523.2,285 523.4,285.2 523.7,285.5 524,285.6" class="st1"></polyline>
						<polyline points="520.8,286.8 522.2,286 522.3,285.4 522.2,285 522,284.6" class="st1"></polyline>
						<polyline points="522.5,288.8 523.3,286.8 523.1,286.5 522.9,286.3 522.8,286 522.7,285.8" class="st1"></polyline>
						<polyline points="521.9,287.2 521.9,286.7 521.9,286.5" class="st1"></polyline>
						<polyline points="522.8,279.7 523.1,280.5 523.4,281.6 523.6,282.8 523.5,283.2 523.3,283.8 523.2,284.5 
							522.9,285 522.6,285.3 522.3,285.4 520.3,286.5" class="st1"></polyline>
						<polyline points="521.6,282.2 521.7,282.2 522,282 522.2,281.6 522.1,281.2 522.1,281.2" class="st1"></polyline>
						<line y2="281.2" x2="522.1" y1="281.2" x1="522.1" class="st1"></line>
						<polyline points="523.9,282.6 524.1,282.5 524.2,282.1 524.2,281.9 524,281.8 523.9,281.6" class="st1"></polyline>
						<polyline points="524,278.5 524.1,278.7 524.5,278.9 524.6,278.9 524.9,279 525.1,279.2 525.3,279.5 525.3,279.6 
							524.2,282.1" class="st1"></polyline>
						<polyline points="523.5,279.5 524,278.5 524,278.2 523.9,277.1" class="st1"></polyline>
						<polyline points="523.9,282.6 523.9,282.5 523.9,282.3 523.8,280.9 523.4,279.4 523.1,278.9" class="st1"></polyline>
						<polyline points="525,278 524.7,278 524.3,278 524,278.2" class="st1"></polyline>
						<polyline points="526.2,277.5 526.2,277.4 526.1,277.3 526.1,275.8 525.6,274.3 524.9,272.8 524.7,272.3" class="st1"></polyline>
						<line y2="272.5" x2="524.4" y1="263.5" x1="528.4" class="st1"></line>
						<line y2="262.9" x2="527.7" y1="271.9" x1="523.8" class="st1"></line>
						<polyline points="525.7,274.1 525.6,273 525.2,271.6 525.1,271.3" class="st1"></polyline>
						<polyline points="527.5,273.9 527.2,274.2 526.7,274.2 526.3,274.2 525.9,274.2 525.8,274.3" class="st1"></polyline>
						<polyline points="525.3,279.6 525.5,279.1 525.7,278.6 525.8,278.1 525.8,277.6 525.7,276.2 525.4,274.8 
							525.1,274.1" class="st1"></polyline>
						<polyline points="523.9,280.8 524.6,278.9 524.7,278.7 524.8,278.4 525,278 524.9,276.5 524.6,275.5" class="st1"></polyline>
						<polyline points="525.6,270 526.2,271.2 526.6,272.8 526.7,274.2 526.5,274.6 526.3,274.9 526,275.5" class="st1"></polyline>
						<polyline points="526.2,277.5 526.3,277.4 526.4,277.1 527,275.6 527.2,275.2 527.4,274.7 527.5,274.3 
							527.5,273.9 527.4,272.5 527,271 526.4,269.4 526.1,269" class="st1"></polyline>
						<polyline points="527.8,273.8 527.7,273.7 527.7,273.5 527.5,272.1 527.2,270.7 526.5,269.1 526.2,268.6" class="st1"></polyline>
						<polyline points="523.3,284.8 523.4,285 523.8,285.1 524.1,285 529.1,273.3" class="st1"></polyline>
						<polyline points="527.9,271.1 527.9,271.2 527.8,271.3 527.6,271.9" class="st1"></polyline>
						<polyline points="528.1,273.3 528,273.1 527.9,273 527.6,272.8" class="st1"></polyline>
						<polyline points="528,271.2 527.8,271.3 527.6,271.9" class="st1"></polyline>
						<polyline points="527.3,270.7 527.4,270.6 527.5,270.5 527.5,270.5" class="st1"></polyline>
						<polyline points="527.8,273.8 527.9,273.7 528.1,273.3 528.7,272 528.6,271.8 528.4,271.6 528.2,271.4 
							527.8,271.3 527.8,271.3 527.4,271.1" class="st1"></polyline>
						<polyline points="525.9,274.7 526.2,274.9 526.3,274.9 526.6,275.1 526.8,275.2 527,275.4 527,275.6" class="st1"></polyline>
						<line y2="259.8" x2="524.6" y1="270.6" x1="519.9" class="st1"></line>
						<line y2="270.5" x2="518.2" y1="270.4" x1="518.9" class="st1"></line>
						<line y2="270.5" x2="519.4" y1="270.5" x1="519.5" class="st1"></line>
						<polyline points="525,273.9 524.9,273.5 524.7,273.1 524.4,272.6 524,272.2 523.5,271.8 523,271.6 522.3,271.2 
							521.8,271.1 521.1,270.9 518.2,270.5" class="st1"></polyline>
						<line y2="270.5" x2="518.2" y1="258.9" x1="523.3" class="st1"></line>
						<line y2="259.9" x2="524.6" y1="270.6" x1="520" class="st1"></line>
						<polyline points="518.2,270.5 518.9,270.3 519.2,270.3 519.4,270.5 519.6,270.5" class="st1"></polyline>
						<line y2="262.5" x2="524.8" y1="270.8" x1="521.2" class="st1"></line>
						<polyline points="518,280.4 517.8,279.8 517.8,279.2 518,278.5 518.1,277.9 521.1,270.9 521.3,270.8" class="st1"></polyline>
						<line y2="282" x2="517.4" y1="282.2" x1="517.7" class="st1"></line>
						<line y2="283" x2="517.2" y1="285.9" x1="514.7" class="st1"></line>
						<polyline points="512,287.4 512.1,287 512.5,286.8 513.1,286.7 513.5,287 513.6,287.2" class="st1"></polyline>
						<polyline points="513.1,293.2 513.2,292.6 513.2,292.2 512.4,288.6 512.4,288.4 512.5,288.2" class="st1"></polyline>
						<polyline points="511.1,293.6 510.9,293.4 510.9,293.2 511.2,292.5 511.5,292.2 511.8,292" class="st1"></polyline>
						<polyline points="519.3,291.7 518.6,291.9 517.8,292.5 517,293.5 516.2,294.7 515.7,296 515.3,297.4 514.8,298.8 
							514.5,300.3 514.2,302.1 514.1,303.7 514,305.4 514.1,306.9 514.2,308.4 514.4,309.7 514.7,310.8 515.1,311.9 515.5,312.7 
							516.1,313.3 516.6,313.7 517.3,313.7" class="st1"></polyline>
						<polyline points="510.4,291 510.9,291.2 511.4,291.5 511.8,292 512.1,292.2 512.5,292.2 513.2,292.2 513.7,292.2 
							514.2,292.2 514.6,292.1 515,292.2 515.2,292.6 515.4,293.8 515.3,293.9 514.5,295.6 513.9,297.6 513.4,299.8 513.1,302.1 
							512.9,304.3 512.9,306.6 513,308.6 513.3,310.5 513.8,312 514.4,313.3 515.1,314.2 515.8,314.6 516.8,314.6 517.6,314.2 
							518.4,313.4" class="st1"></polyline>
						<polyline points="519.9,293.3 520.5,293.8 521.1,294.5 521.5,295.6 521.9,296.9 522.1,298.5 522.2,300.4 
							522,302.2 521.9,304 521.6,305.8 521.1,307.6 520.5,309.1 519.9,310.3 519.2,311.3 518.4,311.9 517.7,312.2 517.1,312.2" class="st1"></polyline>
						<polyline points="517.7,313.7 516.9,313.6 516.2,313.2 515.5,312.2 515,311 514.5,309.3 514.4,307.5 514.2,305.5 
							514.4,303.4 514.6,301.2 515,299.2 515.5,297.2 516.2,295.4 517,294 517.7,292.9 518.5,292.1 519.4,291.8 520.2,291.9" class="st1"></polyline>
						<polyline points="519,283.1 518.8,283.5 518.6,284.2 518.7,285 519,285.8 519.6,286.4 520.7,287.3 521.4,287.8 
							521.7,288.7 521.8,289.5 521.6,290.4 521.5,290.6 521.5,290.7 521.3,290.9" class="st1"></polyline>
						<line y2="290.9" x2="521.4" y1="291.4" x1="521.4" class="st1"></line>
						<polyline points="522.5,288.9 522.6,289.9 522.3,290.9 522.3,291.1 522.1,291.4 521.9,291.6 521.7,291.7 
							521.6,291.2" class="st1"></polyline>
						<polyline points="522.3,291.9 522.5,291.6 522.5,291.4 522.8,290.4" class="st1"></polyline>
						<polyline points="509.9,291.7 510.1,291.8 510.5,292 510.9,292.2 511.2,292.5 511.8,292.9 512.5,293.1 
							513.1,293.2 513.9,293.1 514.6,292.8 514.8,292.7 515.1,292.7 515.3,293.9 515.5,294.2 515.9,294.3 516.2,294.1 516.4,293.7 
							516.2,293.2 516.1,292.9 516.1,292.6 516.9,291.5 517.7,290.8 518.6,290.6 519.5,290.7 520.3,291.4 520.9,292.3" class="st1"></polyline>
						<polyline points="513.4,297.2 513.4,297.1 513.8,296 514.2,294.7 514.6,293.7 515.1,292.7 515.2,292.6" class="st1"></polyline>
						<polygon points="513,296.5 512.8,296.6 512.6,296.9 512.5,297.5 512.5,298.1 512.6,298.5 512.8,298.6 513,298.5 
							513.1,298.1 513.3,297.7 513.3,297 513.2,296.7" class="st1"></polygon>
						<polyline points="488,314.1 490.2,314.8 490.6,315.1 491.1,315.3 497.7,315.9 500.4,316.1 501.8,316.1 503,316.1 
							505.5,315.5 508.1,314.7 510.5,313.5 510.8,313.4 511.1,313.1 511.2,312.7 511.3,312.3 511.5,311.5 511.7,310.7 511.6,308.9 
							511.6,307.6 511.6,306.3 511.5,305 511.7,303.6 511.7,302.3 511.9,300.9 512.1,299.8" class="st1"></polyline>
						<polyline points="510.2,298.7 510.2,298.5 510.3,298.5 510.5,298.5 511.1,298.7" class="st1"></polyline>
						<line y2="298.7" x2="511.1" y1="298.8" x1="510.6" class="st1"></line>
						<polyline points="511.1,314.2 511,314 511,313.9 510.9,313.6 510.8,313.4 510.4,312.9 510.2,312.6 510.6,312.3 
							510.8,311.6 510.9,310.8 511,310 510.9,309.1 510.8,307.9 510.8,306.4 510.8,305.1 511,303.7 511.1,302.2 511.2,300.8 
							511.4,299.8" class="st1"></polyline>
						<polyline points="515.6,316.8 515.5,316.8 515,316.7 514.4,316.4 513.8,316 513.4,315.4 512.9,314.7 512.5,313.7 
							512.6,313.2 512.5,313.1 512.1,312.6 511.7,312.4 511.3,312.3 511,312.2 510.6,312.3 510.6,312.5 510.8,312.6 510.9,312.9 
							511.1,313.1 511.7,313.1 512.2,313.2 512.2,313.4 512,313.7" class="st1"></polyline>
						<polyline points="513.5,317.8 514,317.4 514.2,317.1 514.5,316.7" class="st1"></polyline>
						<polyline points="506.6,329.4 506.6,329 506.7,328.5 506.8,328.1 506.8,327.7 506.8,325.1 506.8,324 507,323 
							507.5,321.9 508,321 508.8,320.3 509.7,319.8 510.6,319.4 511.7,319.3 512.3,319.2 512.7,319 513.8,318.2 514,318.2 
							514.8,317.7 515,317.2 515.2,316.9 515.5,316.8 515.6,316.8 516.1,316.7 516.1,316.7" class="st1"></polyline>
						<polyline points="510.1,314.7 510.3,315.3 510.8,316 511.3,316.6 511.8,317 512.4,317.3 513,317.4 513.6,317.3 
							514.2,317.1 514.6,317 515,317.2" class="st1"></polyline>
						<polyline points="513.5,317.8 513.7,317.8 514,318.2" class="st1"></polyline>
						<polyline points="514.4,318.6 514.1,318.6 513.8,318.2" class="st1"></polyline>
						<polyline points="512.3,319.2 512.5,319.4 512.6,319.6 512.7,319.6" class="st1"></polyline>
						<polyline points="512.7,319 513.1,319.3 513.4,319.3" class="st1"></polyline>
						<polyline points="511.9,319.7 511.8,319.6 511.7,319.3" class="st1"></polyline>
						<polyline points="508.5,315.4 508.8,316 509.3,316.8 509.8,317.5 510.4,317.9 511,318.2 511.6,318.2" class="st1"></polyline>
						<polyline points="513.2,318.3 513.1,317.9 513.1,317.9" class="st1"></polyline>
						<polyline points="511.3,314 511.7,314.8 512.1,315.4 512.6,316 513.1,316.4 513.6,316.6 514.1,316.7" class="st1"></polyline>
						<polyline points="515.1,318.2 515.6,317.8 515.9,317.6" class="st1"></polyline>
						<line y2="316.4" x2="516.7" y1="316.5" x1="516.6" class="st1"></line>
						<polyline points="515.2,317.8 515.6,317.8 517,316.3" class="st1"></polyline>
						<polyline points="514,318.2 513.2,318.3 507.1,318.3 506.8,318.4 506.5,318.5 506.3,318.9 506.1,319.1 
							505.6,319.2 505.2,319.3 504.5,319.2" class="st1"></polyline>
						<polyline points="503.9,318.5 504,318.1 504.1,317.7 503.2,317 503.2,316.9" class="st1"></polyline>
						<polyline points="505.4,318.1 505.3,318 505.2,318 504.7,317.9 504.1,317.7 503.5,317.9 503,318.2 502.9,318.4 
							502.4,318.6 502,318.7 499.3,318.5 498.7,318.7 498.3,319.1 497.9,319.5 497.3,319.7 495,319.5" class="st1"></polyline>
						<polyline points="505.1,318.8 505.2,318.9 505.2,319.3" class="st1"></polyline>
						<polyline points="503.8,323.8 504.6,318.6 504.8,318.2 505.3,318" class="st1"></polyline>
						<polyline points="503.9,326 503.8,325.6 503.7,325" class="st1"></polyline>
						<polyline points="505.8,331.9 503.9,326 503.9,325.6" class="st1"></polyline>
						<polyline points="505.7,333 505.9,333 506.1,333" class="st1"></polyline>
						<polyline points="505.7,331.2 505.7,331.2 506.2,331.4 506.4,331.5" class="st1"></polyline>
						<line y2="331.2" x2="505.7" y1="331.3" x1="505.7" class="st1"></line>
						<line y2="331.5" x2="506.4" y1="331.6" x1="506" class="st1"></line>
						<polyline points="505.8,331.7 505.8,332.1 506.1,332.2 506.4,332.3" class="st1"></polyline>
						<polyline points="508.1,330.1 508.2,330.6 508.2,331.2 507.9,331.8 507.7,332.3 507.2,332.9 506.7,333.3 
							506,333.7 505.8,333.8" class="st1"></polyline>
						<polyline points="506.8,325.1 507.3,325.1 507.6,325 508,324.3" class="st1"></polyline>
						<polyline points="508,329.9 508,329.4 508,324.3" class="st1"></polyline>
						<polyline points="507.6,338.6 506,333.7 506,333.4 506.1,333 506.4,332.3 506.5,331.9 506.4,331.5 506.8,331 
							506.9,330.4 506.9,329.8 506.6,329.3 506.6,329.3" class="st1"></polyline>
						<polyline points="498.9,333.7 499.5,333.8 500.2,333.8" class="st1"></polyline>
						<line y2="332.9" x2="498.1" y1="333.4" x1="498.4" class="st1"></line>
						<line y2="332.7" x2="498" y1="332.5" x1="498" class="st1"></line>
						<polyline points="498,332.5 498,332.5 497.8,332.6 497.6,332.7 497.3,332.8 497,332.8" class="st1"></polyline>
						<line y2="333.5" x2="498.9" y1="333.8" x1="500.2" class="st1"></line>
						<polyline points="498,332.6 501.3,333.1 501.7,333.1 502.1,333.1 502.3,333 502.4,333.1 502.4,333.2" class="st1"></polyline>
						<polyline points="507.3,338.8 505.8,333.8 505.7,333 504.1,328.3 504,328 503.9,327.8 503.7,327.9 503.5,327.9 
							503.3,328.2 503.1,328.6 503,328.9 502.9,329.3 502.4,333.1 502.4,333.5 502.8,333.8" class="st1"></polyline>
						<polyline points="504.1,334.2 503.5,334.3 503.3,334.5" class="st1"></polyline>
						<polyline points="504.1,334.2 503.7,334.6 503.5,334.9" class="st1"></polyline>
						<line y2="337.4" x2="505.2" y1="337.3" x1="503.7" class="st1"></line>
						<polyline points="503.7,336.9 504.4,337.1 505.2,337.4" class="st1"></polyline>
						<polyline points="503.7,336.6 504,336.7 504.6,337 505.2,337.4" class="st1"></polyline>
						<polyline points="502.9,334 504.1,334.2 505.2,337.4" class="st1"></polyline>
						<polyline points="502.1,333.1 502.2,333.5 502.4,333.7" class="st1"></polyline>
						<polyline points="498.4,333.2 501.1,333.7 501.8,333.7 502.4,333.7" class="st1"></polyline>
						<polyline points="498,332.5 494.4,317.2 494.5,317" class="st1"></polyline>
						<polyline points="494.9,317 494.8,317.3 494.9,317.5" class="st1"></polyline>
						<line y2="317.4" x2="495.5" y1="317.5" x1="494.9" class="st1"></line>
						<polyline points="494.4,317.1 494.4,317.2 494.4,317.3" class="st1"></polyline>
						<polyline points="491.4,316.9 491.6,316.9 491.8,317 492.1,317.2 493.5,317.3 493.9,317.5 494.3,317.6 
							494.4,317.3 494.4,317.1" class="st1"></polyline>
						<polyline points="491.4,317.7 491.8,317.5 492.1,317.2 492.1,316.9 492.1,316.7" class="st1"></polyline>
						<line y2="319.3" x2="490.2" y1="319.6" x1="489.9" class="st1"></line>
						<polyline points="490.1,321.5 490.2,320.7 490.3,320 490.1,319.4 490.2,319.3 490.2,319.2 489.9,318.6 
							489.6,318.5 489.4,318.6" class="st1"></polyline>
						<polyline points="488.9,322.4 489.2,321.6 489.3,320.6 489.3,319.6 489.2,319.1" class="st1"></polyline>
						<polyline points="489.5,316.5 489,316.7 488.6,317.2 488.4,317.3 488.5,317.5 488.7,317.8 489,318" class="st1"></polyline>
						<polyline points="487.2,313.8 487.4,315.8 487.7,318.2 487.7,318.5 487.7,318.9" class="st1"></polyline>
						<polyline points="489.2,320.4 489.2,319.5 489.1,319.2" class="st1"></polyline>
						<line y2="317.7" x2="489.2" y1="317.6" x1="488.7" class="st1"></line>
						<line y2="316.5" x2="489.9" y1="316.5" x1="489.8" class="st1"></line>
						<polyline points="491.6,316.7 492.1,316.7 492.2,316.7 492.1,316.4 492.1,316.3 492,316 491.5,315.8 491.1,315.6 
							490.8,315.6 490.5,315.7 490.1,315.8 489.9,316.4 489.8,316.5 489.8,316.5" class="st1"></polyline>
						<polyline points="497.5,334 497.3,333.4 497,332.8 493.5,317.3 493.5,317 493.3,316.8" class="st1"></polyline>
						<line y2="317.3" x2="495" y1="317.4" x1="495.5" class="st1"></line>
						<polyline points="497.4,320.4 497.5,319.9 497.3,319.7 496.8,319.2 496.3,318.7 495.9,318.1 495.5,317.4 
							495.6,317" class="st1"></polyline>
						<polyline points="492.1,316.7 493.3,316.8 494.2,317" class="st1"></polyline>
						<polyline points="494.9,318.8 494.8,318.2 494.8,317.5 494.8,317.3 494.7,317.1 494.5,317" class="st1"></polyline>
						<polyline points="504.6,318.7 504.6,318.6 504.5,318.6 504.3,318.5 503.9,318.5 503.8,318.6 503.6,318.8 
							503.5,318.9 502.8,319.4 502.1,319.5 499.5,319.3 499.3,319.3 499.1,319.5 498.8,319.9 498.4,320.2 497.9,320.3 497.4,320.4 
							495.2,320.2" class="st1"></polyline>
						<polyline points="501.8,317.1 502,317.5 503,318.2 503.2,318.5 503.6,318.8" class="st1"></polyline>
						<polyline points="506,318.1 505.8,318.4 504.9,318.8 504.6,318.7" class="st1"></polyline>
						<line y2="318.3" x2="507.1" y1="318.2" x1="507.1" class="st1"></line>
						<polyline points="505.5,318.7 505.8,318.4 506.1,318.3 506.5,318.5" class="st1"></polyline>
						<polyline points="502.6,333.8 502.3,333.5 502.3,333 504.5,318.6 504.7,318.2 505.2,318" class="st1"></polyline>
						<polyline points="502.9,318.4 503.2,318.6 503.5,318.9 501.3,333.1 501.2,333.5 501.1,333.7" class="st1"></polyline>
						<line y2="333.8" x2="500.2" y1="333.6" x1="499" class="st1"></line>
						<polyline points="497.5,334 498.3,333.5 498.7,334.1 499.2,334.6 499.9,335.6" class="st1"></polyline>
						<polyline points="475.9,332.7 476.1,332.8 476.4,332.9 499.9,335.6" class="st1"></polyline>
						<polyline points="500.2,333.8 500,334 499.9,334.5 499.9,335 499.9,335.6" class="st1"></polyline>
						<polyline points="475.9,331.8 476.2,331.7 476.6,331.7 497.5,334 498.1,334.6 498.7,334.9 499.9,335.6" class="st1"></polyline>
						<polyline points="477,326 477.2,326.4 478.3,327.9 478.3,328.1 478.5,328.4 478.4,328.7 478.3,329.6 477.8,330.6 
							476.6,330.5 476.2,330.5 475.9,330.6" class="st1"></polyline>
						<polyline points="473.9,329.2 475,329.4 475.5,329.3 475.8,329.3 476,329 476.4,329" class="st1"></polyline>
						<polyline points="476.5,332.5 476.2,332.4 475.9,332.3 475.9,331.8 475.9,330.6 476,329.9 475.8,329.4 476,329.1 
							476.5,329.1" class="st1"></polyline>
						<polyline points="473.5,327.2 474.4,327.3 475.4,328.4 475.8,329.3 475.8,329.4 475.9,332.3 475.9,332.7 
							475.5,333.4 475.3,333.6 475,333.8 474.1,333.8" class="st1"></polyline>
						<polyline points="475.4,328.4 475.7,328.1 475.9,328.1 476.3,328.4 476.4,329 476.5,329.1 476.6,329.7 
							476.6,330.5 476.6,331.7 476.5,332.5 476.4,332.9 475.8,333.7 475.5,334 475,334.1 474,334" class="st1"></polyline>
						<polyline points="475,334.1 475,333.8 475,329.4 474.9,328.8 474.8,328.2 474.6,327.7 474.4,327.3" class="st1"></polyline>
						<polyline points="477.6,328.2 477.3,328.2 475.9,328.1 475.3,327.7 474.4,327.3" class="st1"></polyline>
						<polyline points="476.6,326.4 476.9,326.9 477.7,327.9 478,328.7 478.2,328.6 478.4,328.7" class="st1"></polyline>
						<polyline points="477.8,330.6 477.8,329.9 477.6,329.2 477.5,328.7 477.3,328.2 476.5,327.2 476,326.3" class="st1"></polyline>
						<polyline points="475.7,313.8 475.6,314.2 475.6,314.6 474.7,318 474.5,319 474.5,320.1 474.5,321.1 474.7,321.9 
							475.6,324.7 475.7,325.1 475.7,325.6 476,326.1 476.1,326.3 476.5,326.4" class="st1"></polyline>
						<polyline points="476.8,322.8 476.7,321.5 476.7,320 476.8,319.8 476.2,317.4 475.9,315 476.1,314.9 476.4,314.8" class="st1"></polyline>
						<polyline points="472.7,321.7 474.7,321.9 474.9,321.8 475.1,321.7" class="st1"></polyline>
						<line y2="322.5" x2="472.9" y1="322.1" x1="469.9" class="st1"></line>
						<polyline points="471,324.3 473.2,324.4 473.3,323.5" class="st1"></polyline>
						<polyline points="476.1,325 475.9,325.2 475.7,325.1 469.8,324.5" class="st1"></polyline>
						<polyline points="489.4,281.8 490.3,281.9 490.5,281.9 490.7,281.9 491,281.6 491.2,281.3 491.4,280.9 
							491.6,280.4 491.7,279.8 491.9,279.2 491.9,278.7 492,278 491.9,277.5 491.9,276.9 491.8,276.5 491.7,276.4 491.5,276.1 
							491.4,275.8 491.2,275.8 474.7,273.3 474.4,273.3 474.1,273.5 473.8,273.7 473.6,274 473.3,274.5 473.2,275.1 472.9,275.8 
							472.9,276.4 472.8,277.2 472.7,277.8 472.8,278.5 472.9,279.1 472.9,279.6 473.1,280.1 473.1,280.8 473,281.4 472.9,282.1 
							472,285 471.7,285.9 471.3,286.7 470.9,287.2 470.6,287.4 470.2,287.7 469.9,288.1 469.7,288.8 469.5,289.4 469.4,290.3 
							469.3,291.1 469.4,291.8 469.5,292.4 469.7,293.1 469.8,294 469.9,295 469.8,296.1 469.6,298.4 469.3,300.9 469.2,303.2 
							469.1,305.6 469.2,307.8 469.2,310.1 469.4,312.2 469.5,314.3 469.5,314.5 469.8,316.4 470.1,318.1 470.2,319 470.2,320.1 
							470.2,321.1 469.9,322.1 469.9,322.7 469.7,323.3 469.8,323.8 469.8,324.3 469.8,324.5 470,325.3 470.3,325.8 470.6,325.9 
							476.5,326.4 476.6,326.3 476.8,326.2 477.2,326 477.4,325.5 477.5,325.1 477.6,324.9 477.7,324.7 477.8,324.6 478,324.5" class="st2"></polyline>
						<polyline points="476.8,324.9 476.6,324.8 476.6,324.5 476.5,324.1 476.5,323.6 476.6,323.1 476.8,322.8 
							477,322.7 477.2,322.7 477.7,322.8 478,323.1 478.2,323.4" class="st2"></polyline>
						<polyline points="476.7,323 476.8,323.3 476.6,323.9 476.5,324.3" class="st2"></polyline>
						<polyline points="489.5,316.5 490.6,316.6 490.8,316.7 491,317 491.2,317.4 491.4,317.6 491.4,317.7 491.5,318.1 
							491.6,318.7 491.7,319.4 491.6,320 491.6,320.8 491.6,321.5 491.5,322.3 491.3,322.9 491.1,323.6 490.9,324 490.8,324.1 
							490.8,324.5 490.4,324.9 490.1,325.3 489.8,325.5 489.5,325.6 477.8,324.6" class="st2"></polyline>
						<polyline points="476.9,324.1 477,323.5 477.1,323.2" class="st2"></polyline>
						<line y2="323.2" x2="476.6" y1="323.4" x1="476.7" class="st2"></line>
						<polyline points="476.5,324.2 476.6,324.1 476.7,323.4" class="st2"></polyline>
						<line y2="316.9" x2="491.3" y1="317.3" x1="491.2" class="st2"></line>
						<line y2="316.5" x2="489.8" y1="316.3" x1="489.6" class="st2"></line>
						<polyline points="490.4,317.8 490.2,317.8 489.9,317.9 489.7,318.2 489.4,318.5 489.3,318.9 489.1,319.4 
							488.9,320 488.8,320.6 488.6,321.3 488.7,322 488.7,322.5 488.7,323.1 488.9,323.6 489.1,323.9 489.2,324.2 489.5,324.3" class="st2"></polyline>
						<line y2="325.1" x2="491.2" y1="324.3" x1="490.8" class="st2"></line>
						<line y2="323.1" x2="488.8" y1="323.1" x1="488.8" class="st2"></line>
						<polyline points="488.7,323 488.8,323.1 489.1,322.9 489.3,322.5" class="st2"></polyline>
						<polyline points="488.7,323.2 488.9,323.3 489.2,323.3 489.4,323.1 489.8,322.7 489.9,322.3" class="st2"></polyline>
						<line y2="322.7" x2="488.7" y1="322.4" x1="488.9" class="st2"></line>
						<polyline points="489.3,318.9 489.4,318.9 489.6,319 489.9,319.6" class="st2"></polyline>
						<polyline points="489.3,319.4 489.2,319.1 489.2,319" class="st2"></polyline>
						<polyline points="488.7,317.6 488.4,317.3 488.1,315.2 487.9,313.9" class="st2"></polyline>
						<polyline points="491.3,316.9 491.6,316.5 492.1,316.4" class="st2"></polyline>
						<line y2="316.7" x2="491.6" y1="317" x1="491.3" class="st2"></line>
						<polyline points="502.4,333.5 502.9,334 503.2,334.3 503.4,334.7 503.6,335.3 503.7,336 503.7,336.8 503.7,337.5 
							503.6,338.4 503.5,339.1 503.4,339.9 503.2,340.7 502.8,341.3 502.6,341.7 502.3,342.1 502,342.4 501.6,342.5 475.1,340.2 
							474.8,340.1 474.6,339.8 474.4,339.5 474.1,339 474,338.4 473.8,337.9 473.8,337.1 473.9,336.4 473.8,335.6 474,334.8 
							474,334 474.1,333.8 473.9,329.2 473.8,328.6 473.8,328 473.7,327.5 473.5,327.2 472.7,326" class="st2"></polyline>
						<polyline points="473.5,324.3 473.4,324 472.7,321.7 472.5,320.9 472.4,319.9 472.6,318.8 472.7,317.9 
							473.3,315.6 473.3,315.3" class="st2"></polyline>
						<polyline points="502.5,333.6 502.4,333.2 502.9,329.3" class="st2"></polyline>
						<polyline points="503.1,329.1 503.1,328.8 503.3,328.4" class="st2"></polyline>
						<polyline points="476.5,292 476.2,292 476.1,291.8 476,291.2 476.1,290.6 476.3,290 476.6,289.7" class="st2"></polyline>
						<line y2="289.8" x2="476.8" y1="289.7" x1="476.5" class="st2"></line>
						<polyline points="476.1,291.5 476.3,291 476.4,290.6 476.4,290.1" class="st2"></polyline>
						<polyline points="503,313.6 501.8,313.6 500.6,313.8 499.4,314.2 498.2,314.4 497,314.6 495.8,314.5 486.3,313.7 
							485.7,313.9 485.2,314.2" class="st2"></polyline>
						<polyline points="501.5,313.7 502.4,313.6 508,314.1 508.7,314 508.7,314 509.4,313.7 509.8,313.3 510,312.9 
							510.2,312.6 510.3,312.2 510.4,311.8 510.4,311.2 510.1,310.5 509.7,310 509.4,309.7 509.2,309.3 509,308.9" class="st2"></polyline>
						<polyline points="509.1,309 509,308.4 509.7,303.7 509.8,302.6 509.9,302.4 510,301.2 510.1,300.1 510,299.8" class="st2"></polyline>
						<line y2="299.6" x2="510.4" y1="299.6" x1="510.3" class="st2"></line>
						<polyline points="510.1,299.2 510.2,298.8 510.2,298.7" class="st2"></polyline>
						<polyline points="510.2,299.7 511.4,299.8 512.1,299.8 512.5,299.4 512.8,299.1 513.1,298.8 513.3,298.4 
							513.3,297.8 513.3,297.1 513.4,296.6 513.2,296.1 513.1,295.8 512.8,295.5 512.5,295.2 511.9,294.9 510,294.6" class="st2"></polyline>
						<line y2="295.6" x2="510.3" y1="295.4" x1="510.1" class="st2"></line>
						<polyline points="509.2,297.2 509.1,295.9 509,292.2 509.1,291.5 509.4,290.9" class="st2"></polyline>
						<polyline points="506.1,292.1 507.3,294.1 508.1,296.2" class="st2"></polyline>
						<polyline points="507.1,297 506.7,299.1 506.7,299.3 506.8,299.5 507,299.7 507,299.9 506.3,305.3" class="st2"></polyline>
						<polyline points="505.3,309 506.5,307.5 507.5,305.4" class="st2"></polyline>
						<line y2="304.3" x2="509.1" y1="306.2" x1="508.5" class="st2"></line>
						<polyline points="509.1,295.9 509.3,296.8 509.5,298 509.7,298.5 509.7,299.6 509.7,300.6 509.7,301.1" class="st2"></polyline>
						<polyline points="510.1,300.1 510,299.5 510,299" class="st2"></polyline>
						<polyline points="509.5,298 509.3,296.6 509.1,295.9 509.1,295.9" class="st2"></polyline>
						<polyline points="510,294.5 509.8,292.4 509.9,291.7 510.2,291.3 510.6,290.7 510.8,290.2 510.8,289.4 510.6,289 
							510.4,288.4 510.1,288.1 510,288 509.5,287.7 509,287.5 508,287.3 506.4,287 505.7,287 504.9,287.4 504.5,288 504.2,288.7 
							504.2,289.6 504.5,290.3 505.1,290.9 506.5,291.4" class="st2"></polyline>
						<polyline points="498.6,287.5 499.9,287.8 501.2,288.3 502.4,288.9 503.6,289.6 504.7,290.5" class="st2"></polyline>
						<polyline points="497.1,287.4 495.7,287.5 494.3,287.6 493,288 491.7,288.6 490.3,289.3 489.2,290.1 488.1,291.1 
							487.1,292.2 486.2,293.3 485.5,294.7" class="st2"></polyline>
						<polyline points="503,290.8 502.6,290.9 502.5,290.9 501.6,291.1 501.4,291 500.9,290.9 500.5,291 499,291.2 
							497.5,291.8 497.2,291.9 497,292.2 496.4,294.4 495.9,296.9 495.5,299.2 495.2,301.8 495,304.2 495.1,306.6 495.3,308.9 
							495.5,311 495.7,311.4 496,311.7 497,312.3" class="st2"></polyline>
						<polyline points="495.7,311.4 496.2,310.3 496.8,308.6 497.4,306.7 497.9,304.7 498.2,302.6 498.5,300.6 
							498.7,298.5 498.8,297.8 498.9,297.1 498.9,296.3 498.9,295.7 498.8,293.7 498.6,291.8 498.6,291.3" class="st2"></polyline>
						<polyline points="502.1,290.5 500.3,289.8 499.8,289.5" class="st2"></polyline>
						<polyline points="492.2,311.6 493.7,312.1 495.3,312.3 496.9,312.3 498.5,312.1 500.1,311.5 501.6,310.8 
							503,309.8 504.2,308.6 505.3,307.3 506.1,305.7 506.8,304.2 507.2,302.4 507.5,300.7 507.4,298.9 507.2,297.2 506.6,295.6 
							505.9,294.2 504.9,292.8 503.9,291.6 502.6,290.5 501.2,289.7 499.6,289.2" class="st2"></polyline>
						<polyline points="492.6,311.8 491,311 489.2,309.7 487.7,308.1 486.7,306.2 485.9,304 485.6,301.7 485.7,299.4 
							486.2,297.2 487.2,295 488.5,293.1 490.1,291.5 491.9,290.2 494,289.4 496.1,288.9 498.3,289 500.1,289.4" class="st2"></polyline>
						<line y2="291" x2="503.1" y1="290.3" x1="502" class="st2"></line>
						<polyline points="488.3,305 488.1,305.3 488,305.8 488.3,306.7 488.7,307.5 489.3,308.4 490.2,309.3 491.1,310 
							491.6,310.3 492,310.5 492.2,310.7" class="st2"></polyline>
						<polyline points="488.2,306.4 488.4,306.7 488.7,307.5 488.7,307.7" class="st2"></polyline>
						<line y2="312.2" x2="490" y1="312.9" x1="491.4" class="st2"></line>
						<polyline points="492.3,313.6 491.8,313.5 490.5,312.9 489.4,312.1" class="st2"></polyline>
						<line y2="313.7" x2="495.6" y1="313.6" x1="494.1" class="st2"></line>
						<polyline points="510.1,295.4 510,295 510,294.5 509.8,294.5" class="st2"></polyline>
						<polyline points="510,301.7 510.1,301.2 510.1,300.1 510.1,299.9 510.3,299.6" class="st2"></polyline>
						<polyline points="508.8,309.8 508.5,309.4 508.3,309.1 508.2,308.7 508.1,308.2 508.5,306 508.7,304.7" class="st2"></polyline>
						<line y2="309.6" x2="508.6" y1="309.5" x1="508.5" class="st2"></line>
						<polyline points="507.5,309.3 506,308.9 505.2,309 504.6,309.4 504,310 503.8,310.8 503.9,311.6 504.2,312.3 
							504.7,312.8 505.9,313.3" class="st2"></polyline>
						<polyline points="507,299.6 506.9,300 506.8,300.5 506.6,302.4 506.4,304.3 505.9,306.1" class="st2"></polyline>
						<line y2="312.2" x2="501.4" y1="312.9" x1="500.1" class="st2"></line>
						<line y2="305.3" x2="484.6" y1="303.7" x1="484.1" class="st2"></line>
						<polyline points="503.9,310.5 503.7,310.8 501.8,312 499.9,313 497.9,313.5 495.7,313.8 493.6,313.5 491.7,313 
							489.8,312 488.1,310.8 486.7,309.3 485.5,307.5 484.6,305.5 484,303.3 483.9,301.1" class="st2"></polyline>
						<polyline points="485.1,270.9 484.9,270.6 484.7,270.1 484.6,269.8 484.4,269.2 484.2,268.8 483.8,268.6 
							478.1,267.6 477.7,267.8 477.4,268.2 477.1,269 476.9,269.7 476.8,270.7 476.8,272.1 476.8,272.8 476.6,273.2 476.5,273.6" class="st2"></polyline>
						<line y2="270.7" x2="485" y1="270.7" x1="484.9" class="st2"></line>
						<line y2="270" x2="484.2" y1="269.9" x1="484" class="st2"></line>
						<polyline points="483.6,271.7 483.7,271.2 483.8,270.8 483.8,270.3" class="st2"></polyline>
						<polyline points="484,269.9 483.8,270.2 483.6,270.7 483.6,271.4 483.6,272 483.8,272.2 483.9,272.2" class="st2"></polyline>
						<polyline points="487.7,310.4 486.7,309.3 486.7,309.3 485.8,308" class="st2"></polyline>
						<line y2="332.5" x2="498" y1="333.5" x1="498.3" class="st2"></line>
						<polyline points="499.3,333.7 498.9,333.5 498.4,333.2 498.1,332.8 498,332.5 494.9,318.8 494.9,318.3 
							494.8,317.9 494.9,317.5 494.9,317.3" class="st2"></polyline>
						<line y2="317.3" x2="495" y1="317.4" x1="494.9" class="st2"></line>
						<line y2="317" x2="494.4" y1="317" x1="494.4" class="st2"></line>
						<polyline points="494.4,317.1 494.4,317 494.5,317" class="st2"></polyline>
						<line y2="317" x2="494.5" y1="316.9" x1="494.3" class="st2"></line>
						<polyline points="494.2,317 497.9,317.2 499.8,317.2 501.7,317.1 503.1,317 504.6,316.7 506.2,316.2 508,315.7 
							509.5,314.9 511.1,314.2 512,313.7" class="st2"></polyline>
						<line y2="313.8" x2="512" y1="313.7" x1="511.9" class="st2"></line>
						<line y2="313.8" x2="512" y1="313.8" x1="511.8" class="st2"></line>
						<polyline points="504.1,267.6 494.4,266.5 494.1,266.5 494,266.3 493.4,264.6 493.4,264.4 493.1,264.2 
							491.9,263.8 491.7,263.8 491.4,263.8 489.7,263.6 489.5,263.7 489.2,264 488.6,266.6 488.4,266.8 488.2,266.9 486,266.7 
							485.2,266.7 484.4,266.6 483.4,266.8 482.2,267.2 481.2,267.9 480.9,268" class="st2"></polyline>
						<polyline points="504.3,267.5 504.2,267.3 504.1,266.9 504.1,266.7 505.5,263.6" class="st2"></polyline>
						<line y2="263.4" x2="505.4" y1="263.7" x1="505.4" class="st2"></line>
						<polyline points="488.6,288.6 487.3,288.1 486.8,287.6 486.5,286.8 486.4,286 486.7,285.2 487.2,284.7 
							487.9,284.3 488.6,284.2 490.2,284.6 491.4,284.9 491.8,285" class="st2"></polyline>
						<line y2="287" x2="505.7" y1="284.9" x1="491.2" class="st2"></line>
						<polyline points="490.9,284.1 491,284.6 491.4,284.9" class="st2"></polyline>
						<polyline points="491,284.3 490.9,284.1 491.8,281.9" class="st2"></polyline>
						<polyline points="493,280.6 493,279.8 493.1,279.2" class="st2"></polyline>
						<polyline points="502.2,336.3 501.8,336.5 501.6,336.9 501.4,337.5 501.3,338.3 501.3,339 501.4,339.6 
							501.6,339.9 501.8,340" class="st2"></polyline>
						<polyline points="492,294.3 491.8,294.3 491.6,294.8 491.4,295.4 491.6,295.8 491.8,296" class="st2"></polyline>
						<polyline points="507.8,329.6 508.1,330.1 509.6,335 509.7,335.5 509.7,336.1 509.5,336.7 509.3,337.3 
							508.8,337.8 508.2,338.3 507.6,338.6 507.3,338.8 507,339 506.6,339.1 503.6,338.8" class="st2"></polyline>
						<polyline points="508.1,330 508,329.2 508,324.2" class="st2"></polyline>
						<polyline points="508,324.3 508,323.1 508.2,322.1 508.4,321.9" class="st2"></polyline>
						<polyline points="508.7,321.3 509.4,320.7 510.2,320.1 511,319.8" class="st2"></polyline>
						<polyline points="512.1,319.7 512.4,319.6 512.7,319.6 513.4,319.3 514.4,318.6 515.1,318.2 515.3,318 
							515.9,317.6 517.2,316.2" class="st2"></polyline>
						<polyline points="512.3,319.7 511.9,319.7 510.9,319.8" class="st2"></polyline>
						<line y2="322" x2="508.3" y1="321.3" x1="508.7" class="st2"></line>
						<line y2="330" x2="508.1" y1="329.9" x1="508" class="st2"></line>
						<polyline points="494.2,300.9 493.6,300.8 493.4,300.8" class="st2"></polyline>
						<polyline points="490.9,277.4 490.6,277.5 490.4,277.8 490.3,278.4 490.1,278.9 490.2,279.4 490.3,279.9 
							490.4,280.2 490.6,280.3" class="st2"></polyline>
						<polyline points="488.7,266.3 488,266.2 487.8,266.3 487.7,266.6 487.6,266.9" class="st2"></polyline>
						<line y2="266.1" x2="488.7" y1="266.2" x1="488.6" class="st2"></line>
						<polyline points="505.8,331.7 505.8,331.5 503.9,325.6 503.8,325.2 503.7,324.6" class="st2"></polyline>
						<polyline points="503.7,325 503.8,324.4 503.8,323.8 504.6,318.7 504.9,318.2 505.4,318.1" class="st2"></polyline>
						<line y2="318.1" x2="505.8" y1="318.2" x1="505.3" class="st2"></line>
						<polyline points="505.2,318.2 511.6,318.2 512,318.2 512.7,318 513.5,317.8" class="st2"></polyline>
						<polyline points="514.1,316.7 515.5,316.8 516.2,316.7 516.8,316.4 517.5,316 518,315.4 518.7,314.8 519.3,313.9 
							519.9,312.8 520.4,311.6 520.9,310.3 521.1,309.9" class="st2"></polyline>
						<line y2="316.8" x2="514.1" y1="316.7" x1="514.4" class="st2"></line>
						<line y2="319" x2="504.6" y1="318.7" x1="505.5" class="st2"></line>
						<line y2="331.6" x2="506" y1="331.5" x1="505.8" class="st2"></line>
						<line y2="284.8" x2="494" y1="285.1" x1="494.3" class="st2"></line>
						<polyline points="492.3,262.2 492.2,262.1 490.9,262.1 490.8,262.2 490.2,263.7" class="st2"></polyline>
						<polyline points="509.2,255.7 507.6,255.7 506,255.8 504.6,256.1 504.4,256.2 497.1,255.4 496.2,255.5 
							495.5,255.6 494.9,256 494.7,256.5 492.2,262.1" class="st2"></polyline>
						<line y2="262.1" x2="492.4" y1="262.1" x1="492.3" class="st2"></line>
						<polyline points="510.2,255.8 511,255.9 512.6,256.2 514.4,256.8 516.1,257.4 517.9,258 518.1,258.2 523.3,258.9 
							523.7,259 524.1,259.2 524.4,259.5 524.6,259.8 524.6,259.9 524.6,260.2 520,270.6" class="st2"></polyline>
						<line y2="270.5" x2="519.2" y1="270.4" x1="519.2" class="st2"></line>
						<line y2="270.5" x2="519.3" y1="270.4" x1="519.2" class="st2"></line>
						<polyline points="512.9,282.6 519.1,283.1 519.6,283 520.1,283 520.5,282.9 521,282.7 521.2,282.6 521.3,282.5 
							521.6,282.2 521.9,281.7 522.1,281.3 524.9,274.7 525,274.3 525,273.9 525.1,273.8 525,273.4 524.8,273.1 524.6,272.7 
							524.3,272.4 524,272 523.6,271.7 523.1,271.4 522.7,271.2 522.2,271 521.3,270.8 518.9,270.4" class="st2"></polyline>
						<line y2="282.7" x2="513.6" y1="283.3" x1="512.9" class="st2"></line>
						<line y2="282.6" x2="513" y1="282.7" x1="512.7" class="st2"></line>
						<line y2="285.3" x2="511.8" y1="284.2" x1="512.2" class="st2"></line>
						<line y2="284.5" x2="512.1" y1="284.6" x1="512.1" class="st2"></line>
						<line y2="284.5" x2="512.1" y1="284.6" x1="512.1" class="st2"></line>
						<polyline points="510.6,256.3 510.4,256 510.1,255.8 509.9,255.6 509.6,255.6 509.3,255.7 508.9,255.9 
							508.4,257.2 508.3,257.3 507.9,257.5 507.5,257.6 506.5,257.6 505.4,257.7 503.3,258 502.1,258.3 501.3,258.5 500.8,258.8" class="st2"></polyline>
						<polyline points="509.8,257.8 510.1,257.9 511.2,258.2 512.4,258.5 514.8,259.3 517.2,260.4 518.2,260.9 
							518.4,261" class="st2"></polyline>
						<line y2="260.9" x2="518.2" y1="260.9" x1="518.2" class="st2"></line>
						<line y2="260.9" x2="518.2" y1="260.9" x1="518.1" class="st2"></line>
						<polyline points="515.7,291.1 514.9,287.1 514.8,286.7 514.6,286.5 514.3,286.2 513.8,286 510.1,284.9 
							509.6,284.8 496,282.8 495.8,282.6" class="st2"></polyline>
						<polyline points="500.5,269.9 498.8,269.4 492.1,268.5" class="st2"></polyline>
						<polyline points="500.9,274.4 500.5,274.6 500.1,275.3 500,276.2 500.1,277.3 500.2,278.3 500.5,279.1 501,279.7 
							501.5,279.9" class="st2"></polyline>
						<polyline points="501.9,280.8 502.3,280.4 502.6,279.8 503.2,278.7 503.8,277.7 504,277.1 504.3,276.4 
							504.4,275.4 504.3,274.5 503.9,273.7 503.5,273.3" class="st2"></polyline>
						<polyline points="503.6,276.2 503.5,276.1 503.2,275.9 503.1,275.7 503.1,275.4 503,274.9 503.1,274.7 
							503.2,274.5 503.3,274.5" class="st2"></polyline>
						<polyline points="503.4,273.2 500.4,272.8 500,272.5" class="st2"></polyline>
						<line y2="272.5" x2="500.3" y1="272.8" x1="500.4" class="st2"></line>
						<line y2="282.2" x2="501.4" y1="282.3" x1="501.4" class="st2"></line>
						<line y2="282.3" x2="501.4" y1="282.3" x1="501.4" class="st2"></line>
						<polyline points="501.5,281 501.3,281.3 501.4,282.7" class="st2"></polyline>
						<line y2="280.9" x2="501.5" y1="281" x1="501.5" class="st2"></line>
						<polyline points="507.1,259.7 506.8,260.6 506.6,260.8 506.3,261 506,261 504.9,261.1 503.8,261.1 502.7,261.3 
							501.7,261.4 500.7,261.6 499.8,262 499.1,262.2" class="st2"></polyline>
						<line y2="259.6" x2="507.1" y1="259.8" x1="507.1" class="st2"></line>
						<polyline points="510.2,286.6 509.9,287.1 509.5,287.3 508.9,287.6" class="st2"></polyline>
						<line y2="286.7" x2="510" y1="286.5" x1="510.2" class="st2"></line>
						<polyline points="513.7,287.2 513.5,287.4 513.3,287.5 512.9,287.7 512.5,287.7 512.1,287.6 511.9,287.5" class="st2"></polyline>
						<line y2="287.6" x2="512" y1="287.4" x1="512" class="st2"></line>
						<polyline points="516.7,312 516.2,311.2 515.7,310.1 515.3,308.6 515.1,307 515,305.3 515.1,303.4 515.3,301.5 
							515.7,299.6 516.1,297.8 516.7,296.3 517.3,295 518.1,294 518.9,293.4" class="st2"></polyline>
						<line y2="291.8" x2="520" y1="291.8" x1="520" class="st2"></line>
						<line y2="291.8" x2="520" y1="291.8" x1="520" class="st2"></line>
						<polyline points="518.8,293.4 519.2,293.2 519.9,293.3" class="st2"></polyline>
						<polyline points="518.4,293.7 518.9,294.2 519.3,295.3 519.6,296.7 519.9,298.3 519.9,300 519.8,301.9 
							519.7,303.7 519.2,305.6 518.8,307.3 518.2,308.8 517.6,310.1 516.8,311 516.4,311.5" class="st2"></polyline>
						<line y2="311.9" x2="516.7" y1="312.2" x1="517.1" class="st2"></line>
						<polyline points="516.8,313.8 517.3,313.7 517.7,313.7 518.5,313.4 518.7,313.3 519.5,312.5 520.3,311.4 521,310 
							521.7,308.3 522.2,306.3 522.6,304.2 522.9,302.1 522.9,300 522.8,298 522.6,296.2 522.2,294.7 521.7,293.5 521.1,292.5 
							520.9,292.3 520.2,291.9 519.3,291.7" class="st2"></polyline>
						<polyline points="515.7,310.3 515.8,309.9 516.6,308.1 517.2,306.1 517.6,303.8 517.9,301.4 517.9,299.2 
							517.9,297 517.6,295.1 517.6,294.8" class="st2"></polyline>
						<polyline points="510.7,279.2 510.6,279.3 508.8,283.3 508.8,284" class="st2"></polyline>
						<polyline points="509.5,284.8 515.2,286.1 516,286.4 516.4,286.5 516.7,286.7 517.4,287.2 518.1,288.1 
							518.2,288.3" class="st2"></polyline>
						<line y2="288.2" x2="517.7" y1="288.1" x1="517.4" class="st2"></line>
						<polyline points="517.4,288.2 518.6,288.4 519.2,288.6 520.2,289.2 520.8,290 521.4,290.9 521.6,291.2" class="st2"></polyline>
						<polyline points="522.2,293 522.1,292.5 522.3,291.9" class="st2"></polyline>
						<polyline points="520,286.2 521.1,287.1 521.4,287.3 522,287.9 522.1,288.1 522.5,288.9 522.6,289.4 522.8,290.4 
							522.8,290.6 522.4,291.7 522.4,291.8 522.3,292.2" class="st2"></polyline>
						<polyline points="522.6,296.2 522.5,295.4 522.2,293.5 522.1,292.9" class="st2"></polyline>
						<polyline points="522.7,297.3 523.1,297.3 523.6,297.1 523.9,297 524.2,296.8 524.5,296.5 524.7,296.2 
							524.9,295.8 527.9,288.7 528.1,288.1 528,287.8 527.9,287.4 527.8,287.1 527.6,286.8 527.4,286.5 526.9,286 526.5,285.7 
							526.2,285.5 525.7,285.2 525.1,285.1" class="st2"></polyline>
						<polyline points="525.5,285.2 530.2,274.3 530.2,274.1 530.2,273.8 530,273.5 529.7,273.4 529.1,273.3 
							528.1,273.2" class="st2"></polyline>
						<line y2="273.2" x2="527.6" y1="273.5" x1="527.7" class="st2"></line>
						<polyline points="526.3,268.5 526.8,269.5 527.2,270.4 527.3,270.6 527.5,271.5 527.7,272.4 527.7,273.5" class="st2"></polyline>
						<polyline points="527.6,270.7 527.7,269.6 527.6,268.6 527.3,267.4 527,266.8" class="st2"></polyline>
						<polyline points="526.8,276.4 527.1,276 527.2,275.5 527.4,275.1 527.6,274.7 527.8,274.1 528,273.7 528.5,272.3 
							528.7,272 528.7,271.7 528.5,271.4 528.2,271.2 528,271.2 527.9,271.1 527.6,270.8 527.5,270.5" class="st2"></polyline>
						<line y2="276.9" x2="526.1" y1="277.2" x1="526.1" class="st2"></line>
						<line y2="277.1" x2="526.1" y1="277.2" x1="526.1" class="st2"></line>
						<polyline points="526.1,277.3 526.1,276.1 526,275.2 525.7,274.3 525.7,274.1 525.3,273.1 524.7,272" class="st2"></polyline>
						<polyline points="524.5,272.6 528.3,263.7 528.4,263.5 528.1,263.2 527.7,262.9 524.8,262.5 524.2,262.2 
							523.7,262.1" class="st2"></polyline>
						<polyline points="527.1,275.6 526.9,276 526.4,277.3 526.3,277.7 526,278.3 525.8,278.8 525.7,279.1 525.5,279.8 
							525.2,280.4" class="st2"></polyline>
						<polyline points="522.9,285.6 523,285.4 523.5,284.3 523.7,283.9 523.8,283.5 523.9,283 524.1,282.6 525.3,279.9 
							525.4,279.5" class="st2"></polyline>
						<line y2="284.7" x2="523.3" y1="284.8" x1="523.3" class="st2"></line>
						<line y2="284.8" x2="523.3" y1="284.8" x1="523.3" class="st2"></line>
						<polyline points="523.1,285 523.1,285.1 522.9,285.6 522.8,285.6 522.7,285.9 522.6,286 522.2,286.3 521,287" class="st2"></polyline>
						<polyline points="520.2,286.3 519.8,285.9 519.5,285.2" class="st2"></polyline>
						<polyline points="519.6,285.3 519.7,284.9 520.6,282.9" class="st2"></polyline>
						<line y2="282.1" x2="519.3" y1="282.1" x1="519.2" class="st2"></line>
						<polyline points="519.3,282.1 519.3,282.3 519.5,282.5" class="st2"></polyline>
						<polyline points="518.9,281.2 519,281.1 519.2,281.2" class="st2"></polyline>
						<line y2="281.3" x2="518.3" y1="281.2" x1="518.1" class="st2"></line>
						<polyline points="517.9,280.6 518.3,280.9 519,281.1 519.2,281.2" class="st2"></polyline>
						<polyline points="517.5,280.6 517.8,280.9 518.1,281.2 518.3,281.3 518.8,281.4 519.1,281.5 519.4,281.4 
							519.5,281.5" class="st2"></polyline>
						<polyline points="519,281.9 519.4,281.8 519.5,281.7 519.5,281.7 519.6,281.7" class="st2"></polyline>
						<polyline points="517.2,280.7 517.4,280.9 517.5,281.1 517.8,281.3 518.3,281.7" class="st2"></polyline>
						<polyline points="519.5,282.1 519.6,281.9 519.5,281.6 519.3,281.2 519.1,281 518.7,280.8 518.4,280.7 
							517.9,280.6 517.5,280.6 517.2,280.7 516.9,280.9 516.9,281.2" class="st2"></polyline>
						<polyline points="517.5,281.1 517.4,281 517.4,280.9" class="st2"></polyline>
						<line y2="280.9" x2="517.1" y1="280.8" x1="517.1" class="st2"></line>
						<line y2="280.6" x2="517.5" y1="280.7" x1="517.6" class="st2"></line>
						<polyline points="517,280.9 517,281.4 517.3,281.8 517.7,282.2 518.2,282.4 518.6,282.5 519,282.5 519.5,282.5" class="st2"></polyline>
						<polyline points="519.1,282.2 518.8,282.1 518.3,282 518.1,281.9 517.8,281.8 517.6,281.6 517.3,281.3 517,280.8 
							517,280.8" class="st2"></polyline>
						<polyline points="519.5,281.9 519.5,281.9 519.2,282.1 519,282.2 518.3,282 518.1,281.9" class="st2"></polyline>
						<polyline points="517.6,281.6 517.7,281.8 517.8,281.8" class="st2"></polyline>
						<polyline points="519.6,281.7 519.5,281.7 519.2,281.8 518.9,281.9 518.4,281.7 518.1,281.6" class="st2"></polyline>
						<line y2="281.9" x2="518.9" y1="281.8" x1="518.8" class="st2"></line>
						<line y2="285.7" x2="519.6" y1="285.2" x1="519.6" class="st2"></line>
						<line y2="285.1" x2="525.3" y1="285.2" x1="525.5" class="st2"></line>
						<line y2="285.1" x2="525.3" y1="285.1" x1="525.3" class="st2"></line>
						<polyline points="509.2,284.7 508.9,284.3 508.8,283.8" class="st2"></polyline>
						<polyline points="509.4,284.2 508.8,283.8 508.8,283.8" class="st2"></polyline>
						<line y2="284.6" x2="509.2" y1="284.8" x1="509.5" class="st2"></line>
						<line y2="284.6" x2="509.4" y1="284.8" x1="509.6" class="st2"></line>
						<line y2="279.2" x2="510.7" y1="279.2" x1="510.6" class="st2"></line>
						<line y2="279.2" x2="510.7" y1="279.2" x1="510.6" class="st2"></line>
						<polyline points="516.7,264.6 515.5,263.9 513.3,262.9 510.9,262.1 509.7,261.8 508.6,261.6 508.3,261.4" class="st2"></polyline>
						<polyline points="522.9,301.4 523.5,303.3 523.5,303.9 523.3,304.7 523,305.3 522.4,306 522.3,306.1" class="st2"></polyline>
						<polyline points="522.5,305 522.6,304.9 522.7,304.9" class="st2"></polyline>
						<polyline points="522.5,305 522.6,304.9 522.7,304.9 522.9,304.4 523,303.6 522.9,303.1 522.8,303 522.8,302.9" class="st2"></polyline>
						<polyline points="513.5,269.6 513,269.4 512.8,269.3" class="st2"></polyline>
						<polyline points="523.2,278.8 523.4,279.1 523.5,279.3 523.7,280.3 523.9,281.2 523.9,282.3" class="st2"></polyline>
						<line y2="282" x2="523.9" y1="282.3" x1="524" class="st2"></line>
						<polyline points="529.2,276.7 530.7,277 531.1,277 531.3,277.3 531.4,277.6 531.4,277.8 527.5,286.7" class="st2"></polyline>
					</g>
					<g id="ID_1007">
						<polyline points="424.4,284.8 424.6,284.9 424.9,285 425.1,285.2 425.3,285.4 425.5,285.8 425.7,286.1 
							425.8,286.5 425.9,287 426.1,287.5 426.2,288.1 426.2,288.7 426.2,289.3 426.3,290 426.3,290.6 426.3,291.4 426.1,292 
							426.1,292.7 426,293.4 425.9,294.1 425.7,294.6 425.5,295.3 425.3,295.9 425.1,296.3 424.8,296.8 424.7,297.3 424.4,297.7 
							424.1,298.1 423.9,298.3 423.6,298.5 423.4,298.7 423.1,298.8 422.8,298.7" class="st1"></polyline>
						<polyline points="422.6,300.4 422.3,300.3 422,300.2 421.7,299.9 421.4,299.6 421.2,299.2 421,298.8 420.8,298.2 
							420.6,297.7 420.5,297 420.4,296.3 420.4,295.6 420.3,294.8 420.2,293.9 420.2,293.1 420.3,292.3 420.4,291.4 420.5,290.6 
							420.7,289.8 420.9,288.9 421.1,288.1 421.3,287.3 421.5,286.7 421.7,286 422,285.4 422.4,284.9 422.6,284.4 423,284 
							423.3,283.6 423.6,283.4 423.9,283.2 424.3,283.1 424.6,283.1" class="st1"></polyline>
						<polygon points="426.4,285.2 426.6,285.8 426.7,286.5 426.8,287.2 426.9,288 426.9,288.7 426.9,289.5 
							426.9,290.4 426.9,291.2 426.8,292.1 426.7,292.9 426.5,293.8 426.4,294.6 426.2,295.3 426,296.1 425.7,296.8 425.4,297.5 
							425.2,298.1 424.9,298.7 424.5,299.1 424.2,299.6 423.9,299.9 423.6,300.2 423.3,300.3 422.9,300.5 422.6,300.4 421.6,300.3 
							421.3,300.3 421,300 420.8,299.8 420.5,299.6 420.3,299.1 420.1,298.6 419.8,298.2 419.6,297.5 419.6,296.9 419.4,296.2 
							419.4,295.4 419.3,294.6 419.3,293.9 419.3,293 419.4,292.2 419.4,291.3 419.5,290.5 419.7,289.6 419.9,288.8 420.1,288.1 
							420.3,287.3 420.6,286.6 420.8,285.9 421,285.3 421.4,284.7 421.7,284.2 422,283.8 422.3,283.5 422.7,283.2 422.9,283.1 
							423.3,283 423.6,283 424.6,283.1 424.9,283.2 425.2,283.3 425.4,283.5 425.7,283.9 425.9,284.3 426.2,284.8" class="st2"></polygon>
						<polyline points="424.4,284.8 424.1,284.8 423.9,284.9 423.7,285 423.3,285.2 423.1,285.5 422.8,285.8 
							422.5,286.3 422.3,286.6 422.1,287.1 421.9,287.7 421.7,288.3 421.5,288.8 421.3,289.5 421.2,290.2 421.1,290.8 421,291.4 
							421,292.2 420.9,292.8 420.9,293.6 420.9,294.2 421,294.8 421,295.4 421.1,296 421.2,296.5 421.4,296.9 421.5,297.4 
							421.7,297.8 421.9,298 422.1,298.4 422.3,298.6 422.5,298.7 422.8,298.7" class="st2"></polyline>
						<polyline points="423.9,284.9 424.2,285.1 424.3,285.3 424.5,285.6 424.7,286 424.9,286.5 425,287 425.1,287.4 
							425.2,288 425.3,288.6 425.3,289.3 425.4,289.9 425.3,290.6 425.3,291.2 425.2,291.9 425.2,292.6 425,293.3 424.9,293.9 
							424.8,294.6 424.5,295.2 424.3,295.7 424.1,296.3 423.9,296.8 423.7,297.1 423.4,297.6 423.2,297.9 422.9,298.2 422.7,298.4 
							422.3,298.6 422.3,298.6" class="st2"></polyline>
					</g>
				</g>
			</g>
		</g>
	</g>
	<g id="_2076700888352">
		<line y2="241.7" x2="424.5" y1="284.6" x1="422.5" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 2539.59 208.1)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -2122.7324 28.035)">20</text>
			</g>
		</g>
	</g>
	<g id="_2076700888640">
		<line y2="239.3" x2="488.2" y1="263.6" x1="495.1" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 4719.59 5.65)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -4239.4922 230.6372)">23</text>
			</g>
		</g>
	</g>
	<g id="_2076700888608">
		<line y2="71" x2="296.7" y1="114.2" x1="303.5" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -264.48 -7113.04)">
				<text class="st3 st4" transform="matrix(1 0 0 1 554.8337 7176.6992)">4</text>
			</g>
		</g>
	</g>
	<g id="_2076700885920">
		<line y2="289.6" x2="593.6" y1="296.1" x1="541.1" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 8433.84 3456.25)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -7833.8799 -3161.072)">2</text>
			</g>
		</g>
	</g>
	<g id="_2076700885888">
		<line y2="77.5" x2="231.9" y1="127.4" x1="249" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -2489.75 -7441.15)">
				<text class="st3 st4" transform="matrix(1 0 0 1 2716.7671 7512.1514)">2</text>
			</g>
		</g>
	</g>
	<g id="_2076700884480">
		<line y2="217.9" x2="444.2" y1="278.3" x1="437.4" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 3443.26 -419)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -3004.3108 631.9252)">21</text>
			</g>
		</g>
	</g>
	<g id="_2076700885088">
		<line y2="182" x2="481.2" y1="248.1" x1="523.1" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 4807.09 -1482.51)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -4336.6826 1662.2318)">24</text>
			</g>
		</g>
	</g>
	<g id="_2076700881472">
		<line y2="75.1" x2="391.4" y1="125.1" x1="406.2" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 2764.27 -6455.56)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -2373.0667 6524.3701)">7</text>
			</g>
		</g>
	</g>
	<g id="_2076700882720">
		<line y2="68.8" x2="330" y1="120.9" x1="342.7" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 769.19 -6877.89)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -447.5989 6944.6963)">5</text>
			</g>
		</g>
	</g>
	<g id="_2076700879616">
		<line y2="72.9" x2="355.6" y1="146" x1="375.2" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 1791.35 -6680.78)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -1440.0356 6747.5859)">6</text>
			</g>
		</g>
	</g>
	<g id="_2076700879776">
		<line y2="246.2" x2="462" y1="287.2" x1="454.8" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 3779.92 705.37)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -3321.9568 -466.3156)">22</text>
			</g>
		</g>
	</g>
	<g id="_2076700877920">
		<g>
			<line y2="97.2" x2="124.2" y1="96.2" x1="189.4" class="st2"></line>
			<line y2="97.2" x2="124.2" y1="116.1" x1="181.7" class="st2"></line>
			<line y2="97.2" x2="124.2" y1="94" x1="200.4" class="st2"></line>
			<line y2="97.2" x2="124.2" y1="109.1" x1="205.1" class="st2"></line>
			<line y2="97.2" x2="124.2" y1="132.7" x1="203.9" class="st2"></line>
			<line y2="97.2" x2="124.2" y1="154.9" x1="194.9" class="st2"></line>
			<line y2="97.2" x2="124.2" y1="149.4" x1="182.4" class="st2"></line>
		</g>
		<g>
			<g transform="matrix(1 0 0 1 -4086.47 -7778.86)">
				<text class="st3 st4" transform="matrix(1 0 0 1 4197.2832 7878.9678)">1</text>
			</g>
		</g>
	</g>
	<g id="_2076700876704">
		<line y2="80" x2="256.9" y1="143.8" x1="267.4" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -1412.95 -7277.67)">
				<text class="st3 st4" transform="matrix(1 0 0 1 1666.3796 7347.938)">3</text>
			</g>
		</g>
	</g>
	<g id="_2076700875648">
		<line y2="392.7" x2="530.3" y1="368.2" x1="511.9" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 4767.45 6323.28)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -4233.9561 -5920.5723)">35</text>
			</g>
		</g>
	</g>
	<g id="_2076700874784">
		<line y2="323.3" x2="594.4" y1="325.6" x1="553.3" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 8140.79 4661.95)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -7542.8442 -4333.4082)">33</text>
			</g>
		</g>
	</g>
	<g id="_2076700873248">
		<line y2="370.5" x2="536.5" y1="356.1" x1="508.6" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 5647.07 6049.1)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -5105.2754 -5672.2969)">34</text>
			</g>
		</g>
	</g>
	<g id="_2076700871904">
		<line y2="351.1" x2="568.6" y1="329.5" x1="542.8" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 6641.66 5523.49)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -6069.6211 -5165.3999)">34</text>
			</g>
		</g>
	</g>
	<g id="_2076700872896">
		<line y2="419.9" x2="469.7" y1="441.3" x1="479.3" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 2927.96 7873.86)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -2468.2542 -7458.3911)">36</text>
			</g>
		</g>
	</g>
	<g id="_2076700868992">
		<line y2="70.8" x2="540.9" y1="136.5" x1="557.7" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 8069.12 -4550.63)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -7537.9102 4615.0884)">28</text>
			</g>
		</g>
	</g>
	<g id="_2076700869536">
		<line y2="64.6" x2="565.5" y1="112.2" x1="578.6" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 8998.98 -5040.18)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -8439.7012 5101.3262)">29</text>
			</g>
		</g>
	</g>
	<g id="_2076700867104">
		<line y2="233.6" x2="327.7" y1="261" x1="317.8" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -675.85 -946.97)">
				<text class="st3 st4" transform="matrix(1 0 0 1 999.5996 1175.7278)">16</text>
			</g>
		</g>
	</g>
	<g id="_2076700868096">
		<line y2="235.4" x2="356.6" y1="261.1" x1="347.6" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 291.94 -624.6)">
				<text class="st3 st4" transform="matrix(1 0 0 1 58.6543 856.3715)">17</text>
			</g>
		</g>
	</g>
	<g id="_2076700865152">
		<line y2="203.9" x2="132.9" y1="258.5" x1="142.4" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -6997.39 -3739.75)">
				<text class="st3 st4" transform="matrix(1 0 0 1 7124.9487 3940.9148)">9</text>
			</g>
		</g>
	</g>
	<g id="_2076700865792">
		<g>
			<line y2="238" x2="277.9" y1="251.8" x1="231.6" class="st2"></line>
			<line y2="238" x2="277.9" y1="288.8" x1="243.5" class="st2"></line>
		</g>
		<g>
			<g transform="matrix(1 0 0 1 -2040.23 -1571.27)">
				<text class="st3 st4" transform="matrix(1 0 0 1 2320.1567 1808.2205)">13</text>
			</g>
		</g>
	</g>
	<g id="_2076700864512">
		<g>
			<line y2="311.8" x2="188.8" y1="261.5" x1="234.7" class="st2"></line>
			<line y2="311.8" x2="188.8" y1="278.7" x1="240.3" class="st2"></line>
		</g>
		<g>
			<g transform="matrix(1 0 0 1 -6761.69 652.83)">
				<text class="st3 st4" transform="matrix(1 0 0 1 6931.0034 -329.7659)">14</text>
			</g>
		</g>
	</g>
	<g id="_2076700864384">
		<line y2="223.1" x2="206.2" y1="232.8" x1="225.6" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -5103.39 -2605.06)">
				<text class="st3 st4" transform="matrix(1 0 0 1 5294.2065 2826.7551)">12</text>
			</g>
		</g>
	</g>
	<g id="_2076700862048">
		<line y2="318.5" x2="291.1" y1="283.1" x1="287.6" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -2339.61 1932.41)">
				<text class="st3 st4" transform="matrix(1 0 0 1 2623.188 -1599.7296)">10</text>
			</g>
		</g>
	</g>
	<g id="_2076700862368">
		<line y2="294.7" x2="92.1" y1="261.9" x1="165.7" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -9831.85 -928.61)">
				<text class="st3 st4" transform="matrix(1 0 0 1 9905.4971 1230.8975)">10</text>
			</g>
		</g>
	</g>
	<g id="_2076700860768">
		<line y2="306" x2="124.1" y1="265.1" x1="194.4" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -8815.6 -188.81)">
				<text class="st3 st4" transform="matrix(1 0 0 1 8922.5 503.898)">11</text>
			</g>
		</g>
	</g>
	<g id="_2076700860480">
		<line y2="312.3" x2="254.3" y1="265.9" x1="275.2" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -4386.63 1413.53)">
				<text class="st3 st4" transform="matrix(1 0 0 1 4626.5547 -1087.0626)">15</text>
			</g>
		</g>
	</g>
	<g id="_2076700857440">
		<line y2="240.3" x2="385.1" y1="280.4" x1="387.8" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 1217.99 -194.98)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -838.9492 430.8708)">18</text>
			</g>
		</g>
	</g>
	<g id="_2076700858688">
		<line y2="218.9" x2="403.8" y1="280.7" x1="408" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 2050.7 -752.68)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -1653.0179 968.1013)">19</text>
			</g>
		</g>
	</g>
	<g id="_2076700855264">
		<line y2="370.2" x2="382.1" y1="350.6" x1="407.5" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 1725.74 4855.02)">
				<text class="st3 st4" transform="matrix(0.9659 -0.2588 0.2588 0.9659 -1354.7096 -4471.5708)">38</text>
			</g>
		</g>
	</g>
	<g id="_2076700856608">
		<line y2="367.1" x2="356.7" y1="344" x1="385.6" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -1386.1 4068.36)">
				<text class="st3 st4" transform="matrix(1 0 0 1 1727.6583 -3691.2158)">39</text>
			</g>
		</g>
	</g>
	<g id="_2076700854304">
		<line y2="357.7" x2="333.6" y1="338.8" x1="359.1" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -2105.29 3613.82)">
				<text class="st3 st4" transform="matrix(1 0 0 1 2423.8215 -3243.8442)">40</text>
			</g>
		</g>
	</g>
	<g id="_2076700853120">
		<line y2="354.6" x2="305.9" y1="336.4" x1="333.8" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -2966.28 3124.27)">
				<text class="st3 st4" transform="matrix(1 0 0 1 3257.646 -2761.3818)">41</text>
			</g>
		</g>
	</g>
	<g id="_2076700851904">
		<g>
			<line y2="232" x2="42" y1="248.5" x1="103.5" class="st2"></line>
			<line y2="232" x2="42" y1="236.3" x1="108.4" class="st2"></line>
			<line y2="232" x2="42" y1="235.3" x1="114.3" class="st2"></line>
			<line y2="232" x2="42" y1="246.1" x1="117.8" class="st2"></line>
			<line y2="232" x2="42" y1="261.4" x1="116.5" class="st2"></line>
			<line y2="232" x2="42" y1="273.6" x1="111.6" class="st2"></line>
			<line y2="232" x2="42" y1="274.6" x1="105.7" class="st2"></line>
			<line y2="232" x2="42" y1="263.8" x1="102.1" class="st2"></line>
		</g>
		<g>
			<g transform="matrix(1 0 0 1 -10347.9 -3610.95)">
				<text class="st3 st4" transform="matrix(1 0 0 1 10377.6631 3848.3252)">8</text>
			</g>
		</g>
	</g>
	<g id="_2076700849376">
		<line y2="165.2" x2="494.1" y1="225.6" x1="525.6" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 5573.14 -1980.82)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -5093.0728 2138.3721)">17</text>
			</g>
		</g>
	</g>
	<g id="_2076700849280">
		<line y2="147.8" x2="511.4" y1="186.4" x1="535" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 6257.14 -2546.12)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -5754.8335 2686.0811)">25</text>
			</g>
		</g>
	</g>
	<g id="_2076700848288">
		<line y2="128.1" x2="524.2" y1="165.9" x1="548.4" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 6798.08 -3316.75)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -6281.4302 3439.8518)">26</text>
			</g>
		</g>
	</g>
	<g id="_2076700848480">
		<line y2="106.1" x2="537.5" y1="153.2" x1="556.9" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 7390.23 -3919.6)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -6861.8296 4019.022)">27</text>
			</g>
		</g>
	</g>
	<g id="_2076700845280">
		<line y2="226.7" x2="568.2" y1="270.2" x1="556.7" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 7576.7 1013.52)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -7012.6831 -790.15)">32</text>
			</g>
		</g>
	</g>
	<g id="_2076700844960">
		<line y2="230.5" x2="625.6" y1="261.9" x1="594.1" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 10168.7 1221)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -9544.5557 -994.7189)">30</text>
			</g>
		</g>
	</g>
	<g id="_2076700843488">
		<line y2="221.9" x2="601.8" y1="267" x1="570.2" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 8778.93 1154.62)">
				<text class="st3 st4" transform="matrix(1 0 0 1 -8179.7344 -937.797)">31</text>
			</g>
		</g>
	</g>
	<g id="_2076700843744">
		<line y2="397.4" x2="440.4" y1="408" x1="453.6" class="st2"></line>
		<g>
			<g transform="matrix(1 0 0 1 -545.34 7135.2)">
				<text class="st3 st4" transform="matrix(1 0 0 1 976.8084 -6741.4668)">37</text>
			</g>
		</g>
	</g>
	<g id="_2076700842336">
		<g>
			<line y2="420" x2="350.5" y1="410.3" x1="400.6" class="st2"></line>
			<line y2="420" x2="350.5" y1="432.4" x1="400.3" class="st2"></line>
			<line y2="420" x2="350.5" y1="407.7" x1="382.9" class="st2"></line>
		</g>
		<g>
			<g transform="matrix(1 0 0 1 -1921.96 5216.17)">
				<text class="st3 st4" transform="matrix(1 0 0 1 2251.9287 -4789.0791)">30</text>
			</g>
		</g>
	</g>
	<g id="_2076700839808">
		<line y2="130.1" x2="237.6" y1="125.5" x1="197.7" class="st5"></line>
		<line y2="130.3" x2="239.2" y1="130.1" x1="237.6" class="st2"></line>
		<polyline points="243.3,130.8 243.6,130.9 284.4,135.6" class="st5"></polyline>
		<line y2="135.8" x2="286" y1="135.6" x1="284.4" class="st2"></line>
		<line y2="141.4" x2="334.7" y1="137.4" x1="300.1" class="st5"></line>
		<line y2="141.6" x2="336.2" y1="141.4" x1="334.7" class="st2"></line>
		<line y2="145.1" x2="367.1" y1="141.7" x1="337.3" class="st5"></line>
		<line y2="145.3" x2="368.6" y1="145.1" x1="367.1" class="st2"></line>
		<line y2="148.3" x2="394.9" y1="145.9" x1="373.5" class="st5"></line>
		<line y2="148.5" x2="396.5" y1="148.3" x1="394.9" class="st2"></line>
		<line y2="149.6" x2="405.7" y1="148.9" x1="399.9" class="st5"></line>
		<line y2="149.8" x2="407.3" y1="149.6" x1="405.7" class="st2"></line>
	</g>
	<g id="_2076700836288">
		<polyline points="82.3,252.3 84,248.6 116.8,172.5 120.8,173.4 383.9,203.9 397.7,171.9" class="st5"></polyline>
		<line y2="170.5" x2="398.3" y1="171.9" x1="397.7" class="st2"></line>
		<line y2="151.7" x2="406.4" y1="166.6" x1="400" class="st5"></line>
		<line y2="150.3" x2="407" y1="151.7" x1="406.4" class="st2"></line>
	</g>
	<g id="_2076700831616">
		<line y2="295.8" x2="458.4" y1="297.1" x1="469.8" class="st5"></line>
		<line y2="295.6" x2="456.8" y1="295.8" x1="458.4" class="st2"></line>
		<line y2="293.3" x2="436.8" y1="295.1" x1="452.2" class="st5"></line>
		<line y2="293.1" x2="435.2" y1="293.3" x1="436.8" class="st2"></line>
		<line y2="291.6" x2="422.6" y1="292.5" x1="430.3" class="st5"></line>
		<line y2="291.4" x2="421" y1="291.6" x1="422.6" class="st2"></line>
		<line y2="290.3" x2="411.3" y1="291.2" x1="419.4" class="st5"></line>
		<line y2="290.1" x2="409.7" y1="290.3" x1="411.3" class="st2"></line>
		<line y2="288.7" x2="396.9" y1="289.1" x1="401" class="st5"></line>
		<line y2="288.5" x2="395.3" y1="288.7" x1="396.9" class="st2"></line>
		<line y2="283.2" x2="350.4" y1="285.7" x1="370.6" class="st5"></line>
		<line y2="283.1" x2="348.8" y1="283.2" x1="350.4" class="st2"></line>
		<line y2="280.6" x2="327.2" y1="282" x1="339.1" class="st5"></line>
		<line y2="280.4" x2="325.7" y1="280.6" x1="327.2" class="st2"></line>
		<line y2="278.9" x2="312.5" y1="279.3" x1="316.6" class="st5"></line>
		<line y2="278.7" x2="310.9" y1="278.9" x1="312.5" class="st2"></line>
		<line y2="276.3" x2="290.4" y1="278" x1="304.7" class="st5"></line>
		<line y2="276.1" x2="288.9" y1="276.3" x1="290.4" class="st2"></line>
		<line y2="275" x2="278.6" y1="276" x1="287.7" class="st5"></line>
		<line y2="274.8" x2="277.1" y1="275" x1="278.6" class="st2"></line>
		<line y2="266.1" x2="202.1" y1="273.4" x1="264.7" class="st5"></line>
		<line y2="265.9" x2="200.6" y1="266.1" x1="202.1" class="st2"></line>
		<line y2="261.7" x2="164.1" y1="264" x1="184.2" class="st5"></line>
		<line y2="261.5" x2="162.6" y1="261.7" x1="164.1" class="st2"></line>
		<line y2="259.5" x2="144.6" y1="261.4" x1="161.5" class="st5"></line>
		<line y2="259.3" x2="143" y1="259.5" x1="144.6" class="st2"></line>
		<line y2="252.5" x2="83.9" y1="258.1" x1="132.6" class="st5"></line>
		<line y2="252.2" x2="82.4" y1="252.5" x1="83.9" class="st2"></line>
	</g>
	<g id="_2076700828768">
		<line y2="286.2" x2="242.7" y1="289.2" x1="243.7" class="st5"></line>
		<line y2="284.8" x2="242.2" y1="286.2" x1="242.7" class="st2"></line>
		<line y2="268.2" x2="236.9" y1="279" x1="240.3" class="st5"></line>
		<line y2="266.7" x2="236.4" y1="268.2" x1="236.9" class="st2"></line>
		<line y2="258.1" x2="233.6" y1="261.8" x1="234.8" class="st5"></line>
		<line y2="256.6" x2="233.2" y1="258.1" x1="233.6" class="st2"></line>
		<line y2="247.3" x2="230.2" y1="253.5" x1="232.2" class="st5"></line>
		<line y2="245.8" x2="229.7" y1="247.3" x1="230.2" class="st2"></line>
	</g>
	<g id="_2112928851248">
		<line y2="247.6" x2="521.4" y1="257.7" x1="516.9" class="st5"></line>
		<line y2="246.2" x2="521.9" y1="247.6" x1="521.4" class="st2"></line>
		<line y2="236.5" x2="526.2" y1="242.7" x1="523.5" class="st5"></line>
		<line y2="235.1" x2="526.7" y1="236.5" x1="526.2" class="st2"></line>
		<polyline points="541.9,199.9 544.8,193.3 547.5,186.7" class="st5"></polyline>
		<line y2="185.3" x2="548.2" y1="186.7" x1="547.5" class="st2"></line>
		<line y2="172.2" x2="553.8" y1="184.3" x1="548.6" class="st5"></line>
		<line y2="170.8" x2="554.4" y1="172.2" x1="553.8" class="st2"></line>
		<line y2="154.1" x2="561.7" y1="159.3" x1="559.4" class="st5"></line>
		<line y2="152.6" x2="562.3" y1="154.1" x1="561.7" class="st2"></line>
		<line y2="136.7" x2="569.1" y1="151.8" x1="562.6" class="st5"></line>
		<line y2="135.3" x2="569.8" y1="136.7" x1="569.1" class="st2"></line>
		<line y2="121.5" x2="575.7" y1="132.3" x1="571" class="st5"></line>
		<line y2="120.1" x2="576.4" y1="121.5" x1="575.7" class="st2"></line>
	</g>
	<g id="_2112928851184">
		<line y2="263.7" x2="585.2" y1="264.5" x1="578.4" class="st5"></line>
		<line y2="263.6" x2="586.8" y1="263.7" x1="585.2" class="st2"></line>
	</g>
	<g id="_2112928919056">
		<line y2="268" x2="553.9" y1="275.2" x1="503.5" class="st5"></line>
		<line y2="267.7" x2="555.5" y1="268" x1="553.9" class="st2"></line>
		<line y2="266.8" x2="562" y1="267.6" x1="556.1" class="st5"></line>
		<line y2="266.5" x2="563.6" y1="266.8" x1="562" class="st2"></line>
	</g>
	<g id="_2112928918256">
		<line y2="304.5" x2="533.4" y1="302.7" x1="518.4" class="st5"></line>
		<line y2="304.6" x2="535" y1="304.5" x1="533.4" class="st2"></line>
		<line y2="305.2" x2="540.4" y1="305.1" x1="539.2" class="st2"></line>
	</g>
	<g id="_2112928916752">
		<line y2="327.1" x2="539.2" y1="321.4" x1="489.3" class="st5"></line>
		<line y2="327.3" x2="540.8" y1="327.1" x1="539.2" class="st2"></line>
		<line y2="327.9" x2="546.4" y1="327.4" x1="541.6" class="st5"></line>
		<line y2="328.1" x2="547.9" y1="327.9" x1="546.4" class="st2"></line>
	</g>
	<g id="_2112928916272">
		<line y2="356.6" x2="505.9" y1="342.5" x1="501.4" class="st5"></line>
		<line y2="358" x2="506.4" y1="356.6" x1="505.9" class="st2"></line>
		<line y2="365.8" x2="508.9" y1="358.9" x1="506.7" class="st5"></line>
		<line y2="367.3" x2="509.4" y1="365.8" x1="508.9" class="st2"></line>
	</g>
	<g id="_2112928912496">
		<polyline points="469.6,292.5 450.7,290.3 426.3,347.3 408.8,345.2" class="st5"></polyline>
		<line y2="345" x2="407.3" y1="345.2" x1="408.8" class="st2"></line>
		<line y2="343.4" x2="392.8" y1="344.8" x1="405.3" class="st5"></line>
		<line y2="343.2" x2="391.2" y1="343.4" x1="392.8" class="st2"></line>
		<line y2="342.8" x2="388.1" y1="343" x1="389.5" class="st2"></line>
		<line y2="342.6" x2="385.8" y1="342.6" x1="386.4" class="st2"></line>
		<line y2="342.2" x2="383.1" y1="342.4" x1="383.9" class="st2"></line>
		<line y2="340.6" x2="368.7" y1="342.1" x1="381.3" class="st5"></line>
		<line y2="340.4" x2="367.2" y1="340.6" x1="368.7" class="st2"></line>
		<line y2="336.9" x2="336.6" y1="337.9" x1="346" class="st5"></line>
		<line y2="336.7" x2="335.1" y1="336.9" x1="336.6" class="st2"></line>
	</g>
	<g id="_2112928912944">
		<line y2="409.3" x2="385.8" y1="431.7" x1="441.8" class="st5"></line>
		<polyline points="385.8,409.3 384.7,408.8 384.5,408.7 384.4,408.7" class="st2"></polyline>
	</g>
	<g id="_2112928911792">
		<line y2="412.1" x2="403.7" y1="434.4" x1="459.6" class="st5"></line>
		<polyline points="403.7,412.1 402.5,411.5 402.4,411.5 402.2,411.5" class="st2"></polyline>
	</g>
	<g id="_2112928911376">
		<line y2="434.1" x2="403.2" y1="456.5" x1="459.2" class="st5"></line>
		<polyline points="403.2,434.1 402.1,433.6 401.9,433.5 401.8,433.4" class="st2"></polyline>
	</g>
	<g id="_2112928910864">
		<path d="M485.1,440.6" class="st5"></path>
		<polyline points="501.8,302 474.6,299 497,420.3" class="st5"></polyline>
		<line y2="451.7" x2="482.9" y1="420.3" x1="497" class="st5"></line>
		<line y2="453.1" x2="482.2" y1="451.7" x1="482.9" class="st2"></line>
	</g>
	<g id="_2112928910032">
		<line y2="449.3" x2="464.4" y1="453.1" x1="482.2" class="st5"></line>
		<line y2="449" x2="462.9" y1="449.3" x1="464.4" class="st2"></line>
	</g>
	<g id="_2112928908688">
		<line y2="512.2" x2="481.7" y1="295.7" x1="6.1" class="st6"></line>
	</g>
	<g id="_2112928907920">
		<line y2="296.7" x2="5.5" y1="61.1" x1="68.1" class="st6"></line>
	</g>
	<g id="_2112928909168">
		<line y2="61.1" x2="68.1" y1="32.4" x1="575.6" class="st6"></line>
	</g>
	<g id="_2112928905744">
		<line y2="32.4" x2="575.6" y1="215.5" x1="663.3" class="st6"></line>
	</g>
	<g id="_2112928907056">
		<line y2="341.5" x2="641.3" y1="512.2" x1="481.7" class="st6"></line>
	</g>
	<g id="_2112928906672">
		<line y2="341.5" x2="641.3" y1="215.5" x1="663.3" class="st6"></line>
	</g>
	<g transform="matrix(1 0 0 1 -6789.69 4742.95)">
		<text class="st7 st3 st4" transform="matrix(1 0 0 1 6988.2437 -4307.6914)">42</text>
	</g>
</g>
<polygon points="390.4,455.8 459.6,487.6 513.3,448.5 469.4,396" class="st6"></polygon>
</svg>
