<svg xml:space="preserve" style="enable-background:new 0 0 717.1 536.1;" viewBox="0 0 717.1 536.1" 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:#040000;stroke-width:0.26;stroke-linecap:round;stroke-miterlimit:10.28;}
	.st1{fill:none;stroke:#040000;stroke-width:0.64;stroke-linecap:round;stroke-miterlimit:10.28;}
	.st2{fill:none;stroke:#040000;stroke-linecap:round;stroke-miterlimit:10.28;stroke-dasharray:4,4;}
	.st3{fill:none;stroke:#FFFFFF;stroke-width:2;stroke-linecap:round;stroke-miterlimit:10.28;}
	.st4{fill:none;}
	.st5{fill:#231815;}
	.st6{font-family:'MicrosoftYaHei';}
	.st7{font-size:14px;}
	.st8{fill:none;stroke:#040000;stroke-linecap:round;stroke-miterlimit:10.28;}
	.st9{font-size:12.46px;}
	.st10{fill:none;stroke:#808080;stroke-width:0.5;stroke-linecap:round;}
	.st11{fill:none;stroke:#000000;stroke-width:0.5;stroke-linecap:round;}
	.st12{fill:none;stroke:#808080;stroke-width:1.5;stroke-linecap:round;stroke-miterlimit:13.34;}
	.st13{fill:none;stroke:#000000;stroke-width:1.5;stroke-linecap:round;stroke-miterlimit:13.34;}
	.st14{fill:none;stroke:#808080;stroke-width:0.3927;stroke-linecap:round;stroke-miterlimit:10.4707;}
	.st15{fill:none;stroke:#000000;stroke-width:0.7853;stroke-linecap:round;stroke-miterlimit:10.4707;}
</style>
<g id="ID_1410">
	<line y2="169.1" x2="638.8" y1="169.2" x1="638.8" class="st0"></line>
	<line y2="170.5" x2="635.8" y1="168.3" x1="637.6" class="st0"></line>
	<polyline points="633.3,164.9 633.5,165 633.7,165 634,165.1 634.1,165.3 634.3,165.4 634.4,165.6 634.6,165.9 
		635,166.1 635.5,166.3 635.9,166.6 636.3,166.8 636.6,167.2 637,167.5 637.3,167.9 637.6,168.3 637.8,168.4 638.1,168.5 
		638.3,168.6 638.5,168.8 638.6,169 638.8,169.2 638.9,169.4" class="st0"></polyline>
	<line y2="165.9" x2="634.6" y1="168.1" x1="632.7" class="st0"></line>
	<polyline points="637.1,171.7 637,171.4 636.8,171.2 636.7,171 636.5,170.9 636.2,170.7 636,170.6 635.8,170.5 
		635.5,170.1 635.1,169.8 634.8,169.4 634.4,169.1 634,168.8 633.6,168.5 633.2,168.3 632.7,168.1 632.6,167.9 632.5,167.7 
		632.3,167.5 632.1,167.4 631.9,167.3 631.7,167.2 631.4,167.2" class="st0"></polyline>
	<polyline points="629.8,177.8 629.8,177.8 629.7,177.7 629.5,177.5 629.4,177.4 629.1,177.2 628.9,177 628.6,176.7 
		628.4,176.5 628.1,176.3 627.8,176.1 627.6,175.9 627.4,175.8 627.2,175.7 627.1,175.6 627,175.6" class="st0"></polyline>
	<line y2="172.8" x2="636.5" y1="172.8" x1="636.4" class="st0"></line>
	<polyline points="635,171.7 635,171.6 634.9,171.5 634.7,171.4 634.5,171.2 634.3,171 634,170.7 633.7,170.5 
		633.4,170.2 633.1,170 632.8,169.8 632.5,169.6 632.3,169.4 632.1,169.3 632,169.2 631.9,169.2" class="st0"></polyline>
	<polyline points="635.2,171.7 635.2,171.7 635.3,171.7 635.3,171.6 635.2,171.6 635.2,171.5 635.1,171.5 635.1,171.4 
		635,171.3 634.9,171.2 634.7,171.1 634.6,171 634.5,170.9 634.3,170.7 634.2,170.6 634,170.5 633.8,170.3 633.7,170.2 633.5,170.1 
		633.3,169.9 633.2,169.8 633,169.7 632.9,169.6 632.7,169.4 632.6,169.3 632.4,169.3 632.3,169.2 632.2,169.1 632.1,169 632,169 
		632,169 631.9,168.9 631.9,168.9 631.9,169 631.9,169" class="st0"></polyline>
	<polyline points="632.1,167.4 631,167.3 630.9,167.3 630.8,167.3 630.7,167.4 630.7,167.5 630.6,167.6 630.6,167.7 
		630.7,167.8 630.7,167.8" class="st0"></polyline>
	<polyline points="637.4,172.6 637.4,172.6 637.4,172.5 637.3,172.4 637.3,172.3 637.1,172.2 637,172 636.8,171.9 
		636.6,171.7 636.3,171.4 636.1,171.2 635.8,171 635.5,170.7 635.2,170.4 634.8,170.2 634.5,169.9 634.2,169.6 633.8,169.3 
		633.5,169.1 633.1,168.8 632.8,168.6 632.5,168.3 632.2,168.1 631.9,167.9 631.6,167.7 631.4,167.5 631.2,167.4 631,167.3 
		630.8,167.2 630.7,167.1 630.6,167 630.5,167 630.5,167" class="st0"></polyline>
	<polyline points="636.6,172.9 636.7,172.9 636.8,173 636.9,173 636.9,173 636.9,173 636.9,172.9 636.8,172.8 
		636.7,172.7 636.6,172.6 636.5,172.4 636.3,172.3 636.1,172.1 635.9,171.9 635.6,171.6 635.3,171.4 635,171.2 634.7,170.9 
		634.4,170.6 634.1,170.4 633.8,170.1 633.4,169.8 633.1,169.6 632.8,169.3 632.5,169.1 632.2,168.9 631.9,168.6 631.6,168.4 
		631.3,168.3 631.1,168.1 630.9,167.9 630.7,167.8 630.6,167.7 630.4,167.7 630.3,167.6 630.3,167.6 630.2,167.6 630.2,167.6 
		630.2,167.7 630.3,167.8 630.4,167.9" class="st0"></polyline>
	<polyline points="637.3,173 637.3,173 637.3,173 637.3,172.9 637.2,172.8 637.1,172.7 637,172.6 636.8,172.4 
		636.6,172.2 636.4,172 636.2,171.8 635.9,171.5 635.6,171.3 635.3,171 635,170.8 634.6,170.5 634.3,170.2 633.9,169.9 633.6,169.6 
		633.2,169.3 632.9,169.1 632.5,168.8 632.2,168.6 631.9,168.3 631.6,168.1 631.3,167.9 631.1,167.7 630.9,167.6 630.7,167.5 
		630.5,167.4 630.3,167.3 630.2,167.2 630.2,167.2 630.1,167.2 630.1,167.2" class="st0"></polyline>
	<polyline points="631.9,169.1 632,169.1 632.2,169.2 632.4,169.3 632.6,169.5 632.9,169.7 633.2,169.9 633.5,170.1 
		633.8,170.4 634.1,170.6 634.4,170.9 634.6,171.1 634.8,171.3 635,171.4 635.1,171.6 635.1,171.6" class="st0"></polyline>
	<polyline points="627.2,175.7 627.2,175.4 632.1,169.3 632.2,169.2 632.2,169.2 632.1,169.1 632.1,169" class="st0"></polyline>
	<polyline points="630.1,177.8 630.1,177.7 630,177.6 629.8,177.5 629.6,177.3 629.4,177.1 629.1,176.8 628.8,176.6 
		628.5,176.3 628.2,176.1 627.9,175.9 627.6,175.7 627.4,175.5 627.2,175.4 627.1,175.3 627,175.3" class="st0"></polyline>
	<polyline points="630.1,167.5 630.1,167.6 630.2,167.6 630.2,167.7 630.3,167.8 630.4,167.9 630.5,168 630.7,168.2 
		630.9,168.3 631.1,168.5 631.3,168.7 631.5,169 631.8,169.2 631.9,169.2 627,175.3 627,175.6 627,175.7 627.1,175.8 627.3,175.9 
		627.5,176.1 627.7,176.2 627.9,176.5 628.2,176.7 628.5,176.9 628.7,177.1 629,177.3 629.2,177.5 629.4,177.6 629.6,177.7 
		629.7,177.8 629.8,177.8 630.1,177.8 635,171.7" class="st1"></polyline>
	<polyline points="637.2,172 639,169.7 638.9,169.4 638.8,169.1 638.7,169 638.6,168.9 638.5,168.8 638.3,168.6 
		638.1,168.4 637.8,168.2 637.5,167.9 637.2,167.7 636.9,167.4 636.6,167.1 636.3,166.8 635.9,166.6 635.6,166.3 635.2,166.1 
		634.9,165.8 634.6,165.6 634.4,165.4 634.2,165.3 634,165.1 633.8,165 633.7,165 633.6,165 633.3,164.9 633,164.9 631.2,167.1" class="st1"></polyline>
	<polyline points="631.9,169 631.9,169.1 631.9,169.2" class="st1"></polyline>
	<polyline points="635,171.8 635.3,172 635.5,172.2 635.8,172.4 636,172.5 636.2,172.7 636.4,172.8 636.6,172.9 
		636.7,172.9 636.8,173 636.9,173 637,173.1 637.1,173.1" class="st1"></polyline>
	<polyline points="637.5,172.7 637.5,172.7 637.4,172.6 637.1,171.7" class="st1"></polyline>
	<polyline points="635.2,171.7 635.1,171.6 635,171.7" class="st1"></polyline>
	<polyline points="637.4,172.8 637.4,172.9 637.3,173 637.2,173.1 637.2,173.1" class="st1"></polyline>
	<polyline points="630.3,167.1 630.2,167.1 630.1,167.2 630.1,167.3 630.1,167.4" class="st1"></polyline>
	<polyline points="631.4,167.2 630.5,167 630.4,167 630.4,167" class="st1"></polyline>
</g>
<g id="ID_1395">
	<line y2="251.1" x2="432.8" y1="252.3" x1="430.4" class="st0"></line>
	<line y2="248.1" x2="430.6" y1="249.2" x1="428.4" class="st0"></line>
	<polyline points="429.4,257.2 429.5,257 429.6,256.7 429.6,256.2 429.6,255.7 429.4,255 429.2,254.4 428.9,253.7 
		428.6,252.9 428.2,252.3 427.8,251.6 427.4,251.1 427,250.6 426.6,250.2 426.2,250 425.9,249.9 425.7,249.9 425.5,250" class="st0"></polyline>
	<polyline points="430.2,259.3 430.4,259.2 430.6,259 430.7,258.8 430.8,258.5 430.8,258.2 430.8,257.9 430.8,257.5 
		430.8,257 430.7,256.6 430.6,256.1 430.4,255.6 430.3,255 430.1,254.5 429.8,253.9 429.6,253.4 429.3,252.8 429,252.3 428.7,251.7 
		428.4,251.2 428.1,250.7 427.8,250.3 427.5,249.8 427.1,249.4 426.8,249.1 426.5,248.7 426.1,248.5 425.8,248.3 425.6,248.1 
		425.3,248 425,247.9 424.8,247.9 424.6,248" class="st0"></polyline>
	<polyline points="412.1,263.7 412.2,263.6 412.2,263.5 412.3,263.3 412.2,263 412.2,262.7 412.1,262.3 411.9,262 
		411.8,261.6 411.6,261.3 411.4,260.9 411.2,260.6 410.9,260.4 410.7,260.2 410.5,260.1 410.4,260 410.3,260 410.2,260.1" class="st0"></polyline>
	<line y2="264.8" x2="401.6" y1="264.6" x1="401.6" class="st0"></line>
	<polyline points="414.5,263.4 414.5,262.9 414.4,262.4 414.2,261.9 414,261.3 413.7,260.7 413.4,260.1 413.1,259.5 
		412.7,259.1 412.4,258.6 412,258.3" class="st0"></polyline>
	<polyline points="413.8,264.5 414,264.4 414.1,264.1 414.2,263.8 414.1,263.3 414,262.7 413.9,262.1 413.6,261.5 
		413.3,260.9 413,260.2 412.6,259.7 412.2,259.2 411.9,258.7 411.5,258.4 411.2,258.2 410.9,258.1 410.6,258.1" class="st0"></polyline>
	<polyline points="413.6,264.7 413.8,264.5 413.9,264.2 414,263.9 413.9,263.4 413.8,262.8 413.6,262.2 413.4,261.6 
		413.1,261 412.8,260.4 412.4,259.8 412,259.3 411.6,258.8 411.3,258.5 410.9,258.3 410.6,258.2 410.4,258.2" class="st0"></polyline>
	<polyline points="411.6,263.9 411.7,264 411.9,264.1 412.1,264.2 412.3,264.5 412.6,264.7 412.9,264.7 413,264.6 
		413.1,264.3 413.2,264 413.1,263.5 413,263 412.9,262.5 412.7,261.9 412.4,261.3 412.1,260.8 411.8,260.2 411.4,259.8 411.1,259.4 
		410.7,259.1 410.4,258.9 410.2,258.8 409.9,258.8 409.8,258.9" class="st0"></polyline>
	<polyline points="410.2,259.6 410.1,259.2 410.2,258.8 410.3,258.4 410.6,258.2 410.9,258.1 411.1,258" class="st0"></polyline>
	<polyline points="412.1,264.2 412.3,264.2 412.4,264.1 412.5,263.9 412.5,263.6 412.5,263.3 412.4,262.9 412.3,262.5 
		412.1,262 411.9,261.6 411.7,261.1 411.4,260.7 411.2,260.3 410.9,260 410.6,259.8 410.4,259.6 410.2,259.6 410,259.6 409.9,259.7 
		409.8,259.9 409.8,260.1 409.8,260.3" class="st0"></polyline>
	<polyline points="422.2,254 422.3,254 422.5,254 422.7,254.1 422.9,254.3 423.1,254.6 423.3,254.9 423.5,255.2 
		423.7,255.6 423.9,255.9 424,256.3 424.1,256.6 424.2,256.9 424.2,257.2 424.2,257.4 424.1,257.6 424,257.7" class="st0"></polyline>
	<polyline points="423.6,251.1 423.8,250.9 424.1,250.9 424.4,251 424.8,251.3 425.2,251.6 425.6,252.1 426,252.7 
		426.4,253.3 426.8,254 427.1,254.8 427.4,255.5 427.6,256.1 427.7,256.7 427.8,257.3 427.7,257.7 427.6,258 427.4,258.2 
		427.1,258.2" class="st0"></polyline>
	<polyline points="425.9,247.5 426.1,247.5 426.2,247.6" class="st0"></polyline>
	<polyline points="425.9,247.5 425.8,247.5 425.6,247.5 425.4,247.6 425.2,247.7" class="st0"></polyline>
	<polyline points="427.7,258.1 427.9,257.9 428,257.6 428,257.2 428,256.7 427.9,256 427.7,255.4 427.4,254.6 
		427.1,253.9 426.7,253.2 426.3,252.5 425.8,251.9 425.4,251.5 425,251.1 424.6,250.8 424.3,250.7 424,250.7" class="st0"></polyline>
	<polyline points="427.5,258.2 427.7,258 427.9,257.7 427.9,257.3 427.9,256.7 427.7,256.1 427.5,255.4 427.3,254.7 
		426.9,254 426.6,253.3 426.1,252.6 425.7,252 425.3,251.5 424.9,251.2 424.5,250.9 424.1,250.8 423.9,250.8" class="st0"></polyline>
	<polyline points="425,247.9 425.8,247.5 426,247.6 426.3,247.7 426.6,247.9 426.9,248.1 427.2,248.4 427.5,248.7 
		427.9,249 428.2,249.4 428.5,249.9 428.9,250.3 429.2,250.8 429.5,251.4 429.8,251.9 430.1,252.4 430.3,253 430.6,253.6 
		430.8,254.1 431,254.7 431.2,255.2 431.3,255.7 431.4,256.2 431.5,256.7 431.6,257.1 431.6,257.5 431.6,257.8 431.5,258.1 
		431.4,258.4 431.3,258.6 431.2,258.8" class="st0"></polyline>
	<polyline points="426.6,247.7 426.9,247.8 427.2,248 427.5,248.3 427.8,248.6 428.1,249 428.5,249.4 428.8,249.8 
		429.1,250.3 429.4,250.7 429.7,251.2 430,251.8 430.3,252.3 430.6,252.9 430.8,253.4 431,254 431.2,254.5 431.4,255 431.5,255.5 
		431.6,256 431.7,256.5 431.8,256.9 431.8,257.3 431.8,257.6 431.7,257.9" class="st0"></polyline>
	<polyline points="412.6,258.9 422.3,254 424.1,250.9 424.1,250.8 424.3,250.7 425.9,249.9" class="st0"></polyline>
	<polyline points="401.8,264.3 401.9,264.3 410.4,260" class="st0"></polyline>
	<polyline points="400.4,266.8 400.3,266.6 400.2,266.4" class="st0"></polyline>
	<line y2="268" x2="403.5" y1="267.9" x1="403.1" class="st0"></line>
	<polyline points="401.8,264.6 401.9,264.3 402.1,264.4 402.3,264.5 402.5,264.7 402.7,264.9 402.9,265.2 403.1,265.6 
		403.3,265.9 403.5,266.3 403.6,266.6 403.7,267 403.8,267.3 403.8,267.6 403.8,267.8 403.7,267.9 403.6,268" class="st0"></polyline>
	<polyline points="401.2,268.7 401.3,268.6 401.3,268.5 401.3,268.3 401.3,268.1 401.3,267.9 401.2,267.6 401.1,267.4 
		401,267.1 400.8,266.8 400.7,266.6 400.5,266.3 400.4,266.2 400.2,266 400.1,265.9 399.9,265.9 399.8,265.9" class="st0"></polyline>
	<line y2="268.7" x2="401.1" y1="268.5" x1="400.8" class="st0"></line>
	<polyline points="401.9,264.9 399.9,265.9 399.8,266.2" class="st0"></polyline>
	<line y2="266.2" x2="399.7" y1="266.1" x1="399.7" class="st0"></line>
	<polyline points="403.2,267.7 403.2,267.6 403.3,267.5 403.3,267.3 403.3,267.1 403.2,266.9 403.2,266.6 403.1,266.4 
		402.9,266.1 402.8,265.8 402.6,265.6 402.5,265.4 402.3,265.2 402.2,265 402,264.9 401.9,264.9 401.8,264.9 401.7,264.9" class="st0"></polyline>
	<polyline points="403,267.9 403.1,267.9 403.3,267.9 403.4,267.8 403.4,267.7 403.4,267.5 403.4,267.3 403.4,267 
		403.3,266.7 403.2,266.4 403,266.1 402.8,265.7 402.7,265.5 402.5,265.2 402.3,265 402.1,264.8 401.9,264.7 401.8,264.6 
		401.7,264.7 401.6,264.7 401.5,264.9" class="st0"></polyline>
	<polyline points="400.7,268.5 400.8,268.5 400.9,268.5 400.9,268.5 401,268.4 401,268.2 401,268.1 400.9,267.9 
		400.9,267.7 400.8,267.4 400.7,267.2 400.6,267 400.4,266.8" class="st0"></polyline>
	<polyline points="400.2,266.4 400,266.3 399.9,266.3 399.8,266.2 399.7,266.2 399.7,266.3 399.6,266.4" class="st0"></polyline>
	<polyline points="403.2,267.7 401.2,268.7 401.1,268.7 401,268.6 400.7,268.5 400.6,268.4 400.4,268.3 400.3,268.2 
		400.2,268 400,267.8 399.9,267.5 399.8,267.3 399.7,267.1 399.6,266.9 399.6,266.7 399.6,266.5 399.6,266.4 399.7,266.1 399.7,266 
		399.8,265.9 401.7,264.9" class="st1"></polyline>
	<polyline points="410.2,260.1 401.8,264.3 401.7,264.4 401.6,264.6 401.5,264.9 401.5,265" class="st1"></polyline>
	<line y2="267.7" x2="403.2" y1="267.7" x1="403" class="st1"></line>
	<polyline points="402.9,267.8 403,267.9 403.3,268 403.5,268 403.6,268 412.1,263.7" class="st1"></polyline>
	<line y2="257.7" x2="424" y1="262.5" x1="414.4" class="st1"></line>
	<polyline points="423.9,257.7 427.1,258.2 427.2,258.2 427.5,258.2 427.7,258.1 429.4,257.2" class="st1"></polyline>
	<polyline points="431.6,255.6 433.8,254.5 432.8,251.1 430.6,248.1 429.3,248.5 428.3,249" class="st1"></polyline>
	<polyline points="422.1,254 423.6,251.1 423.7,251 423.9,250.8 424,250.7 425.5,250" class="st1"></polyline>
	<polyline points="431.5,255.3 431.4,254.9 431.3,254.4 431.1,253.8 430.9,253.3 430.6,252.8 430.4,252.3 430.1,251.8 
		429.8,251.3 429.5,250.8 429.2,250.3 428.9,249.9 428.6,249.5 428.3,249.1 428.2,249 427.9,248.7 427.6,248.4 427.3,248.1 
		427,247.9 426.7,247.7 426.6,247.7 426.3,247.6 426.1,247.5 425.9,247.5 425.7,247.5 425.5,247.5 425.4,247.6 424.6,248 
		424.5,248.1 424.3,248.2 424.2,248.4 424.1,248.6 424.1,248.9 424,249.3 424,249.6 424.1,250 424.1,250.5 424.2,250.6" class="st1"></polyline>
	<polyline points="431.7,255.8 431.7,255.9 431.7,256.4 431.8,256.8 431.8,257.1 431.8,257.5 431.7,257.8 431.7,257.9 
		431.6,258.2 431.5,258.4 431.4,258.5 431.3,258.7 431.2,258.8 431,258.9 430.2,259.3 430,259.3 429.8,259.3 429.6,259.2 
		429.3,259.1 429,259 428.7,258.8 428.4,258.5 428.1,258.2 427.9,258" class="st1"></polyline>
	<line y2="258.8" x2="412.6" y1="254" x1="422.2" class="st1"></line>
	<polyline points="414.2,264.2 414.4,264 414.5,263.7 414.5,263.4 414.5,263.1 414.5,262.7 414.4,262.2 414.2,261.7 
		414,261.2 413.8,260.6 413.5,260.1 413.2,259.6 412.8,259.1 412.5,258.8 412.2,258.5 412,258.3 411.7,258.1 411.4,258 411.1,258 
		410.9,258 410.6,258.1 410.4,258.2 410.1,258.4 409.9,258.6 409.8,258.9 409.7,259.2 409.6,259.5 409.6,259.8 409.6,260.2 
		409.7,260.3" class="st1"></polyline>
	<polyline points="411.5,264 411.8,264.3 412.1,264.4 412.4,264.6 412.6,264.7 413,264.8 413.3,264.8 413.6,264.7 
		413.8,264.5 414.1,264.4" class="st1"></polyline>
</g>
<g id="ID_1358">
	<g id="ID_1365">
		<g id="ID_1374">
			<polyline points="601.2,187.7 600.6,187.1 600.1,186.5 599.5,185.4 599.1,184.3 598.8,183 598.7,181.7 598.8,180.1 
				599.1,178.7" class="st0"></polyline>
			<line y2="177" x2="600.9" y1="176.8" x1="600.6" class="st0"></line>
			<polyline points="597.5,189.7 597.6,189.6 600.1,186.5" class="st0"></polyline>
			<polyline points="598.6,190.7 598.9,190.5 601.2,187.7" class="st0"></polyline>
			<line y2="192.5" x2="605.4" y1="191.7" x1="604.4" class="st0"></line>
			<polyline points="596.8,189.1 597.6,189.6 598.2,190.1 598.9,190.5 603.1,193.3" class="st0"></polyline>
			<line y2="187" x2="594.4" y1="181.7" x1="598.7" class="st0"></line>
			<line y2="185.9" x2="593.2" y1="179.2" x1="598.5" class="st0"></line>
			<polyline points="601.9,193.5 602.1,193.7 602.5,193.7 602.8,193.6 603.1,193.3 604.4,191.7 604.7,191.2 
				604.9,190.7 604.9,190.3 604.7,190" class="st0"></polyline>
			<polyline points="585,172.6 585.2,172.9 585.2,173.3 585,173.8 584.7,174.3 583.4,175.9 583.1,176.3 582.9,176.8 
				582.8,177.2 582.8,177.7 582.8,178.2 582.9,178.6 583.1,179 583.4,179.3 600.9,194.7 601.2,195" class="st0"></polyline>
			<polyline points="583.7,182.4 580.9,180.6 580.7,180.5 580.6,180.5" class="st0"></polyline>
			<polyline points="581.4,158.8 581.6,159 581.7,159.2 581.6,159.6 581.5,159.9 581.1,161.1 580.7,162.2 580.3,163.7 
				580.1,165.1 580,166.2 580,167.3 580.2,168.3 580.5,169.1 580.9,169.7 581.5,170.2" class="st0"></polyline>
			<polyline points="581.5,170.2 579.2,173.1 578.9,173.5 578.7,173.9 578.5,174.4 578.5,174.9 578.5,175.4 
				578.7,175.8 578.9,176.2 579.1,176.5" class="st0"></polyline>
			<polyline points="580.5,169.1 578,172.3 577.7,172.7 577.5,173.2 577.4,173.7 577.3,174.2 577.4,174.6 577.5,175.1 
				577.8,175.5 578.1,175.8" class="st0"></polyline>
			<polyline points="575.6,174.3 575.3,173.9 575.1,173.5 574.9,173.1 574.9,172.6 574.9,172.1 575,171.7 575.2,171.2 
				575.5,170.8 580.1,165.1" class="st0"></polyline>
			<line y2="160.8" x2="582.5" y1="159.9" x1="581.5" class="st0"></line>
			<polyline points="574.3,173.5 574.1,173.2 573.9,172.8 573.7,172.3 573.7,171.9 573.7,171.4 573.9,170.9 
				574.1,170.5 574.4,170.1 580.7,162.2" class="st0"></polyline>
			<line y2="175.1" x2="585.7" y1="174.3" x1="584.7" class="st0"></line>
			<polyline points="583.4,175.9 579.2,173.1 578.5,172.7 578,172.3 575.5,170.8 575,170.4 574.4,170.1 567.6,165.6" class="st0"></polyline>
			<line y2="185.7" x2="587.3" y1="183.3" x1="583.8" class="st0"></line>
			<line y2="180.2" x2="581.2" y1="180.6" x1="580.9" class="st0"></line>
			<polyline points="583.4,179.3 579.1,176.5 578.6,176.1 578.1,175.8 575.6,174.3 575,173.9 574.3,173.5 567.6,169" class="st0"></polyline>
			<polyline points="582,170.6 581.9,170.6 581.6,170 581.2,169.2 581,168.3 580.9,167.2 581,166.1 581.3,164.7 
				581.7,163.1 582,161.9 582.5,160.8 582.6,160.4 582.6,160.1 582.5,159.8 582.4,159.6 581.4,158.8 576.7,155.7 576.4,155.6 
				575.9,155.7 575.4,156 575,156.4 567.6,165.6 567.3,166 567.1,166.5 567,167 566.9,167.4 567,167.9 567.1,168.3 567.3,168.7 
				567.6,169 570.3,171.4 570.7,171.8 571.2,172.1 571.6,172.5 572,172.7 575.2,174.8" class="st1"></polyline>
			<polyline points="581.5,170.2 582,170.7 585,172.6 585.9,173.4 586.1,173.7 586.1,174.1 586,174.6 585.7,175.1 
				584.4,176.7 584.2,177.1 584.1,177.5 584.2,177.8 584.4,178.1 601.9,193.5" class="st1"></polyline>
			<polyline points="600.9,194.7 601.2,195 601.6,195.1 602,195.2 602.5,195.1 602.9,195 603.4,194.8 603.7,194.5 
				604.1,194.1 605.4,192.5 605.7,192 605.8,191.5 605.8,191.1 605.6,190.9 604.7,190 601.7,188.1 601.2,187.7" class="st1"></polyline>
			<polyline points="601.7,188 601.5,187.9 601,187.2 600.4,186.1 600,185 599.7,183.7 599.7,182.4 599.8,180.9 
				600.1,179.3 600.5,178.2 600.9,177 601,176.7 601.1,176.4 601,176.2" class="st1"></polyline>
			<polyline points="581,180.1 580.6,180.5 580.8,180.7 581.1,180.9 583.8,183.3 584.1,183.6 587.4,185.7" class="st1"></polyline>
		</g>
		<g id="ID_1368">
			<line y2="168.5" x2="601.6" y1="169.5" x1="601.6" class="st0"></line>
			<polyline points="601.2,171.7 600.8,172.8 600.4,173.8" class="st0"></polyline>
			<polyline points="598.5,176.7 599.2,175.8 599.8,174.8" class="st0"></polyline>
			<polyline points="597,178.3 596.1,179 595.2,179.7 594.2,180.2 593.3,180.6" class="st0"></polyline>
			<polyline points="593.1,180.3 592.1,180.6 591.1,180.9" class="st0"></polyline>
			<line y2="181.3" x2="590.3" y1="181.2" x1="591.3" class="st0"></line>
			<line y2="181" x2="589.2" y1="181.3" x1="589.3" class="st0"></line>
			<polyline points="598.5,176.7 597.8,177.5 597,178.3" class="st0"></polyline>
			<line y2="173.8" x2="600.4" y1="174.8" x1="599.8" class="st0"></line>
			<polyline points="601.2,171.7 601.4,170.6 601.6,169.5" class="st0"></polyline>
			<polyline points="601.6,168.5 601.6,167.4 601.5,166.4 601.2,165.4 600.9,164.4 600.5,163.5 600,162.7 599.4,162 
				598.7,161.3 598,160.7 597.2,160.2 596.3,159.8 595.4,159.5 594.5,159.3 593.5,159.3 592.5,159.3 591.5,159.4 590.5,159.6 
				589.5,160 588.6,160.4 587.6,160.9 586.7,161.6 585.8,162.3 585,163 584.3,163.9 583.6,164.8 583,165.8 582.4,166.8 582,167.8 
				581.7,168.9 581.4,169.8" class="st0"></polyline>
			<line y2="157" x2="593.8" y1="157" x1="592.6" class="st0"></line>
			<polyline points="590.2,183.2 591.2,183.1 592.4,182.8 593.6,182.4 594.7,181.9 595.8,181.3 596.9,180.5 
				597.9,179.7 598.9,178.8 599.8,177.8 600.6,176.7 601.3,175.6 601.9,174.4 602.4,173.2 602.8,171.9 603.1,170.7 603.3,169.4 
				603.4,168.1 603.4,166.9 603.2,165.7 602.9,164.5 602.5,163.4 602.1,162.4 601.5,161.4 600.8,160.5 600,159.7 599.1,159 
				598.2,158.5 597.2,158 596.1,157.7 595,157.4" class="st0"></polyline>
			<polyline points="587.3,180.7 587.8,180.8 589.2,181 590.2,181 591.1,180.9" class="st0"></polyline>
			<polyline points="587.8,181.2 588.3,181.3 589.3,181.3 590.3,181.3" class="st0"></polyline>
			<polyline points="591.3,181.2 592.3,181 593.3,180.6" class="st0"></polyline>
			<polyline points="593.1,180.3 594.1,179.9 595,179.4 595.9,178.8 596.7,178.1 597.9,176.9 598.9,175.6 599.8,174.1 
				600.5,172.6 601,171.1 601.2,169.5 601.3,167.9 601.1,166.4 600.7,164.9 600.2,163.6 599.4,162.4 598.4,161.4 597.3,160.6" class="st0"></polyline>
			<line y2="157.7" x2="597.2" y1="157.3" x1="596.1" class="st0"></line>
			<polyline points="589.2,158.2 590.4,157.8 591.6,157.5 592.7,157.4 593.9,157.3" class="st0"></polyline>
			<line y2="160.9" x2="584.9" y1="161.8" x1="583.9" class="st0"></line>
			<polyline points="589.1,157.9 587.9,158.4 586.8,159 585.7,159.8 584.6,160.6 583.7,161.5 582.8,162.6 581.9,163.7 
				581.2,164.8" class="st0"></polyline>
			<line y2="159.2" x2="593.5" y1="159.4" x1="593.4" class="st0"></line>
			<polyline points="593.8,157 595,157.1 596.1,157.3" class="st0"></polyline>
			<polyline points="597.2,157.7 598.2,158.2 599.2,158.8" class="st0"></polyline>
			<polyline points="586.2,152 593.8,157 593.9,157.3 595,157.4" class="st0"></polyline>
			<polyline points="589.1,157.9 590.2,157.5 591.4,157.2 592.6,157" class="st0"></polyline>
			<polyline points="584.9,160.9 585.9,160 587,159.3 588.1,158.7 589.2,158.2" class="st0"></polyline>
			<polyline points="583.9,161.8 583,162.8 582.2,163.9 581.5,165 581.1,165.9" class="st0"></polyline>
			<polyline points="581.1,180.1 575.8,176.7 574.9,175.9 574.1,175.1 573.4,174.3 572.8,173.3" class="st1"></polyline>
			<polyline points="590.3,183.3 591.1,183.2 592.3,182.9 593.5,182.5 594.7,182 595.8,181.4 596.9,180.7 597.9,179.8 
				598.9,178.9 599.8,177.9 600.6,176.8 601.4,175.6 602,174.4 602.5,173.2 602.9,171.9 603.2,170.6 603.4,169.3 603.5,168 
				603.5,166.7 603.3,165.5 603,164.3 602.6,163.2 602.1,162.1 601.5,161.2 600.8,160.3 600,159.5 599.2,158.8 591.5,153.7 
				590.6,153.1 589.6,152.7 588.5,152.3 587.4,152.1 586.2,152 585,152 583.8,152.2 582.6,152.5 581.4,152.9 580.3,153.4 579.1,154 
				578.1,154.7 577,155.6 576.8,155.8" class="st1"></polyline>
			<polyline points="597.3,160.6 596.1,160 594.8,159.6 593.4,159.4 592.4,159.4 591.4,159.6 590.4,159.8 589.5,160.1 
				588.5,160.5 587.6,161.1 586.7,161.7 585.8,162.4 584.7,163.5 583.6,164.8 582.8,166.3 582.1,167.8 581.6,169.4 581.5,170" class="st1"></polyline>
		</g>
		<g id="ID_1366">
			<line y2="190.5" x2="593.9" y1="190.2" x1="594.1" class="st0"></line>
			<line y2="189.4" x2="592.6" y1="189.2" x1="592.8" class="st0"></line>
			<polyline points="596.6,192.5 596.6,192.5 596.5,192.5 596.3,192.4 596.1,192.2 595.8,192 595.5,191.8 595.1,191.5 
				594.8,191.3 594.5,191 594.2,190.7 593.9,190.5 592.6,189.4 592.4,189.2 592.3,189 592.1,188.9 592,188.8 592,188.7 592,188.7" class="st0"></polyline>
			<line y2="179.9" x2="582.9" y1="179.3" x1="583.4" class="st0"></line>
			<polyline points="585.5,182.7 585.4,182.7 585.3,182.6 585.1,182.5 584.9,182.3 584.6,182.1 584.3,181.9 584,181.7 
				583.7,181.4 583.3,181.1 583,180.9 582.7,180.6 581.5,179.5 581.3,179.3 581.1,179.2 581,179 580.9,178.9 580.8,178.9 
				580.8,178.8" class="st0"></polyline>
			<line y2="180.6" x2="582.7" y1="180.3" x1="582.9" class="st0"></line>
			<line y2="179.5" x2="581.5" y1="179.3" x1="581.6" class="st0"></line>
			<line y2="177.1" x2="578.7" y1="176.5" x1="579.1" class="st0"></line>
			<line y2="176.4" x2="577.6" y1="175.8" x1="578.1" class="st0"></line>
			<polyline points="600.4,195.3 582.9,179.9 578.7,177.1 578.1,176.7 577.6,176.4 575.1,174.9" class="st0"></polyline>
			<polygon points="575.1,174.9 591.5,189.4 594.9,191.7 595.5,192.1 596.1,192.5 600.4,195.3 600.9,194.7 583.4,179.3 
				579.1,176.5 578.6,176.1 578.1,175.8 575.6,174.3" class="st1"></polygon>
			<polyline points="585.5,182.7 585.5,182.6 585.4,182.5 585.2,182.4 585.1,182.2 584.8,182 583.5,180.9 583.3,180.6 
				583,180.4 582.7,180.2 582.4,179.9 582.2,179.7 581.9,179.5 581.7,179.4 581.5,179.2 581.3,179.1 581.1,179 581,178.9 
				580.9,178.8 580.8,178.8" class="st1"></polyline>
			<polyline points="596.6,192.5 596.6,192.5 596.6,192.4 596.4,192.3 596.2,192.1 596,191.9 594.7,190.7 594.5,190.5 
				594.2,190.3 593.9,190 593.6,189.8 593.3,189.6 593.1,189.4 592.8,189.2 592.6,189.1 592.4,188.9 592.3,188.8 592.1,188.7 
				592,188.7 592,188.7" class="st1"></polyline>
		</g>
	</g>
	<g id="ID_1359">
		<g id="ID_1360">
			<polyline points="585.5,162.7 586.3,162.1 587.4,161.5 588.4,161" class="st0"></polyline>
			<line y2="171.7" x2="583.7" y1="172" x1="584.2" class="st0"></line>
			<line y2="167.9" x2="582.1" y1="167.6" x1="582.2" class="st0"></line>
			<line y2="171.7" x2="583.6" y1="171.7" x1="583.7" class="st0"></line>
			<polyline points="583.7,171.8 583.7,171.7 581.8,170.4" class="st0"></polyline>
			<polyline points="584.2,172.1 584.2,172 581.8,170.4" class="st0"></polyline>
			<polyline points="581.9,168.5 581.8,168.7 581.6,169.6 581.6,170.1" class="st1"></polyline>
		</g>
	</g>
</g>
<g id="ID_1269">
	<line y2="60.2" x2="479.8" y1="60.3" x1="479.8" class="st0"></line>
	<line y2="61.6" x2="476.8" y1="59.4" x1="478.6" class="st0"></line>
	<polyline points="474.3,56 474.5,56.1 474.8,56.1 475,56.2 475.2,56.4 475.3,56.5 475.5,56.7 475.6,57 476,57.2 
		476.5,57.4 476.9,57.7 477.3,57.9 477.6,58.3 478,58.6 478.3,59 478.6,59.4 478.9,59.5 479.1,59.6 479.3,59.7 479.5,59.9 
		479.7,60.1 479.8,60.3 479.9,60.5" class="st0"></polyline>
	<line y2="57" x2="475.6" y1="59.2" x1="473.8" class="st0"></line>
	<polyline points="478.1,62.8 478,62.5 477.8,62.3 477.7,62.1 477.5,62 477.3,61.8 477,61.7 476.8,61.6 476.5,61.3 
		476.2,60.9 475.8,60.5 475.5,60.2 475.1,59.9 474.6,59.7 474.2,59.4 473.8,59.2 473.6,59 473.5,58.8 473.3,58.6 473.2,58.5 
		473,58.4 472.7,58.3 472.5,58.3" class="st0"></polyline>
	<polyline points="470.8,68.9 470.8,68.9 470.7,68.8 470.6,68.6 470.4,68.5 470.2,68.3 469.9,68.1 469.7,67.8 
		469.4,67.6 469.1,67.4 468.9,67.2 468.6,67 468.4,66.9 468.2,66.8 468.1,66.7 468.1,66.7" class="st0"></polyline>
	<line y2="63.9" x2="477.5" y1="63.9" x1="477.5" class="st0"></line>
	<polyline points="476,62.8 476,62.7 475.9,62.6 475.7,62.5 475.5,62.3 475.3,62.1 475,61.8 474.7,61.6 474.4,61.4 
		474.1,61.1 473.8,60.9 473.5,60.7 473.3,60.5 473.1,60.4 473,60.3 472.9,60.3" class="st0"></polyline>
	<polyline points="476.2,62.8 476.3,62.8 476.3,62.8 476.3,62.7 476.3,62.7 476.2,62.6 476.2,62.6 476.1,62.5 476,62.4 
		475.9,62.3 475.8,62.2 475.6,62.1 475.5,62 475.3,61.8 475.2,61.7 475,61.6 474.9,61.4 474.7,61.3 474.5,61.2 474.4,61 474.2,60.9 
		474,60.8 473.9,60.7 473.7,60.6 473.6,60.5 473.4,60.4 473.3,60.3 473.2,60.2 473.1,60.1 473,60.1 473,60.1 472.9,60 472.9,60 
		472.9,60.1 472.9,60.1" class="st0"></polyline>
	<polyline points="473.2,58.5 472,58.4 471.9,58.4 471.8,58.4 471.7,58.5 471.7,58.6 471.6,58.7 471.6,58.8 471.7,58.9 
		471.7,58.9" class="st0"></polyline>
	<polyline points="478.5,63.7 478.5,63.7 478.4,63.6 478.4,63.6 478.3,63.4 478.1,63.3 478,63.1 477.8,63 477.6,62.8 
		477.4,62.5 477.1,62.3 476.8,62.1 476.5,61.8 476.2,61.5 475.9,61.3 475.5,61 475.2,60.7 474.8,60.4 474.5,60.2 474.2,59.9 
		473.8,59.7 473.5,59.4 473.2,59.2 472.9,59 472.7,58.8 472.4,58.6 472.2,58.5 472,58.4 471.8,58.3 471.7,58.2 471.6,58.1 
		471.5,58.1 471.5,58.1" class="st0"></polyline>
	<polyline points="477.6,64 477.7,64.1 477.8,64.1 477.9,64.1 477.9,64.1 477.9,64.1 477.9,64 477.9,63.9 477.8,63.8 
		477.6,63.7 477.5,63.5 477.3,63.4 477.1,63.2 476.9,63 476.6,62.7 476.4,62.5 476.1,62.3 475.8,62 475.4,61.7 475.1,61.5 
		474.8,61.2 474.5,60.9 474.1,60.7 473.8,60.4 473.5,60.2 473.2,60 472.9,59.7 472.6,59.5 472.4,59.4 472.1,59.2 471.9,59.1 
		471.7,58.9 471.6,58.8 471.4,58.8 471.3,58.7 471.3,58.7 471.2,58.7 471.2,58.7 471.3,58.8 471.3,58.9 471.4,59" class="st0"></polyline>
	<polyline points="478.3,64.1 478.3,64.1 478.3,64.1 478.3,64 478.3,63.9 478.2,63.8 478,63.7 477.9,63.5 477.7,63.3 
		477.4,63.1 477.2,62.9 476.9,62.7 476.6,62.4 476.3,62.1 476,61.9 475.7,61.6 475.3,61.3 475,61 474.6,60.7 474.3,60.4 473.9,60.2 
		473.6,59.9 473.2,59.7 472.9,59.4 472.6,59.2 472.4,59 472.1,58.8 471.9,58.7 471.7,58.6 471.5,58.5 471.4,58.4 471.3,58.3 
		471.2,58.3 471.1,58.3 471.1,58.4" class="st0"></polyline>
	<polyline points="473,60.2 473,60.2 473.2,60.3 473.4,60.4 473.6,60.6 473.9,60.8 474.2,61 474.5,61.2 474.8,61.5 
		475.1,61.7 475.4,62 475.6,62.2 475.9,62.4 476,62.5 476.1,62.7 476.2,62.7" class="st0"></polyline>
	<polyline points="468.2,66.8 468.2,66.5 473.1,60.4 473.2,60.3 473.2,60.3 473.2,60.2 473.1,60.1" class="st0"></polyline>
	<polyline points="471.1,68.9 471.1,68.8 471,68.7 470.8,68.6 470.6,68.4 470.4,68.2 470.1,67.9 469.8,67.7 469.5,67.4 
		469.2,67.2 468.9,67 468.6,66.8 468.4,66.6 468.2,66.5 468.1,66.4 468,66.4" class="st0"></polyline>
	<polyline points="471.1,58.6 471.2,58.7 471.2,58.7 471.3,58.8 471.4,58.9 471.4,59 471.5,59.1 471.7,59.3 471.9,59.5 
		472.1,59.6 472.3,59.9 472.6,60.1 472.8,60.3 472.9,60.3 468,66.4 468,66.7 468.1,66.8 468.2,66.9 468.3,67 468.5,67.2 468.7,67.4 
		469,67.6 469.2,67.8 469.5,68 469.8,68.2 470,68.4 470.3,68.6 470.5,68.7 470.6,68.8 470.8,68.9 470.8,68.9 471.1,68.9 476,62.8" class="st1"></polyline>
	<polyline points="478.2,63.1 480,60.8 479.9,60.5 479.8,60.2 479.7,60.1 479.6,60 479.5,59.9 479.3,59.7 479.1,59.5 
		478.8,59.3 478.6,59 478.3,58.8 477.9,58.5 477.6,58.2 477.3,57.9 476.9,57.7 476.6,57.4 476.3,57.2 476,56.9 475.7,56.7 
		475.4,56.5 475.2,56.4 475,56.2 474.8,56.1 474.7,56.1 474.6,56.1 474.3,56 474,56 472.2,58.2" class="st1"></polyline>
	<polyline points="472.9,60.1 473,60.2 472.9,60.3" class="st1"></polyline>
	<polyline points="476,62.9 476.3,63.1 476.6,63.3 476.8,63.5 477.1,63.6 477.3,63.8 477.5,63.9 477.6,64 477.7,64 
		477.8,64.1 477.9,64.2 478,64.2 478.1,64.2" class="st1"></polyline>
	<polyline points="478.5,63.8 478.5,63.8 478.5,63.7 478.1,62.8" class="st1"></polyline>
	<polyline points="476.2,62.8 476.1,62.8 476.1,62.8" class="st1"></polyline>
	<polyline points="478.5,63.9 478.4,64 478.3,64.1 478.3,64.2 478.2,64.2" class="st1"></polyline>
	<polyline points="471.3,58.2 471.2,58.2 471.1,58.3 471.1,58.4 471.1,58.5" class="st1"></polyline>
	<polyline points="472.5,58.3 471.5,58.1 471.4,58.1 471.4,58.1" class="st1"></polyline>
</g>
<g id="ID_1263">
	<polyline points="379.8,281.6 380,281.5 380,281.3" class="st0"></polyline>
	<polyline points="380.5,282.7 380.6,282.7 380.8,282.6 380.9,282.4 381,282.3 381.1,282 381.1,281.7 381.1,281.4 
		381.1,281.1 381.1,280.7 381,280.3 380.9,279.9 380.8,279.4 380.6,278.9 380.5,278.4 380.3,277.9 380.1,277.4 379.8,276.9" class="st0"></polyline>
	<polyline points="380.5,276.5 380.4,276.6 380.3,276.6 380.2,276.7 380.1,276.8 379.9,276.9 379.8,276.9 379.2,277.1" class="st0"></polyline>
	<polyline points="381.1,282 381.3,282 381.6,281.9 381.6,281.9 381.8,281.8 381.9,281.7 382,281.5 382,281.3 
		382.1,281.2 382.1,281" class="st0"></polyline>
	<polyline points="382.4,281.6 382.2,281.6 382.1,281.4 382,281.4" class="st0"></polyline>
	<polyline points="383.2,281.6 383.1,281.7 382.9,281.7 382.7,281.6 382.5,281.5 382.4,281.4 382.2,281.3 382.1,281.1 
		382.1,280.9" class="st0"></polyline>
	<polyline points="382.3,280 382.1,280.2 382.1,280.4 382,280.6" class="st0"></polyline>
	<polyline points="382,280.2 382,280.1 382.2,279.9 382.3,279.9" class="st0"></polyline>
	<polyline points="382.3,279.7 382.1,279.7 381.9,279.8 381.9,279.9" class="st0"></polyline>
	<polyline points="381.8,279.7 381.9,279.8 381.9,279.9 381.9,280.1 381.8,280.2 381.7,280.3 381.6,280.5 381.4,280.6 
		381.3,280.7 381.1,280.7" class="st0"></polyline>
	<polyline points="386.3,278 386.4,277.9 386.6,277.7 386.6,277.7" class="st0"></polyline>
	<polyline points="388.6,277.5 388.5,277.6 388.5,277.8 388.4,277.9 388.3,278 388.1,278.1 387.9,278.2 387.8,278.3 
		387.6,278.3 387.4,278.3 387.2,278.2 387,278.2 386.9,278.1 386.8,277.9 386.7,277.8 386.6,277.7" class="st0"></polyline>
	<line y2="266.8" x2="387.2" y1="266.7" x1="387.1" class="st0"></line>
	<polyline points="387.4,266.9 387.4,266.7 387.4,266.5 387.4,266.3 387.4,266.2 387.5,266 387.6,265.8 387.7,265.7 
		387.8,265.6 388.1,265.6 388.3,265.6 388.5,265.5 388.6,265.5" class="st0"></polyline>
	<line y2="268.6" x2="386.3" y1="268.5" x1="386.4" class="st0"></line>
	<line y2="268.6" x2="386.3" y1="268.5" x1="386.3" class="st0"></line>
	<polyline points="389.6,265.8 389.5,265.7 389.3,265.6 389.2,265.6 389,265.7 388.8,265.7 388.7,265.8 388.5,266 
		388.4,266.1 388.4,266.3 388.3,266.5 388.3,266.7 388.3,266.8 388.3,267 388.4,267.2 388.5,267.3 388.6,267.4 388.7,267.5" class="st0"></polyline>
	<polyline points="392.9,268.2 392.9,268.1 392.9,268.1 393,267.9 393.1,267.8 393.3,267.6 393.5,267.4 393.8,267.2 
		394,267.1 394.1,267 394.2,267 394.3,267 394.4,267 394.5,267 394.5,267.1" class="st0"></polyline>
	<polyline points="389.1,267.7 388.9,267.5 388.8,267.3 388.8,267.1 388.8,266.9 388.9,266.7 389,266.5 389.1,266.3 
		389.2,266.2 389.4,266.1 389.6,266 389.7,265.9 389.9,265.9 390,266 390.2,266 390.3,266.1" class="st0"></polyline>
	<polyline points="389.9,264.6 390,264.5 390.2,264.5 390.4,264.4" class="st0"></polyline>
	<polyline points="385.3,267.9 385.2,267.8 385.2,267.6 385.2,267.4 385.2,267.3 385.3,267.1 385.4,266.9 385.5,266.8 
		385.7,266.7 385.8,266.7 386,266.7 386.2,266.7 386.4,266.7 386.6,266.7 386.8,266.7 386.9,266.7" class="st0"></polyline>
	<polyline points="379.5,274.7 379.4,274.4 379.4,274.2" class="st0"></polyline>
	<polyline points="378.1,271 378.1,271 378.2,270.8" class="st0"></polyline>
	<polyline points="377.5,273 377.3,273 377.2,272.9 377,272.8 376.8,272.7 376.7,272.6 376.6,272.4 376.5,272.3 
		376.5,272.1 376.5,271.9 376.5,271.7 376.6,271.5 376.7,271.4 376.8,271.2 377,271.1 377.2,271.1 377.4,271.1 377.7,271.1 
		378,271.2 378.2,271.2 378.4,271.1 378.6,271.2 378.7,271.3" class="st0"></polyline>
	<polyline points="378.5,271.1 378.4,271 378.4,270.9 378.5,270.7 378.5,270.5 378.6,270.4 378.7,270.2" class="st0"></polyline>
	<polyline points="377.6,273.1 377.6,273.2 377.5,273.4 377.5,273.5 377.3,273.6 377.2,273.7 377,273.8 376.8,273.8 
		376.6,273.8 376.5,273.8 376.3,273.7 376.1,273.6 376,273.5 375.8,273.4 375.8,273.2 375.7,273.1 375.7,272.9 375.7,272.8 
		375.8,272.6" class="st0"></polyline>
	<polyline points="380.3,269.9 380.1,269.9 379.8,270 379.5,270 379.2,270 379,270.1 378.9,270.2 378.8,270.4 
		378.7,270.6 378.7,270.7 378.7,270.9 378.7,271.1 378.8,271.3" class="st0"></polyline>
	<polyline points="383.7,267.7 383.6,267.8 383.5,267.8 383.4,267.9 383.2,268 383.1,268.2 383.1,268.3 383,268.5 
		383,268.7 383.1,268.9 383.1,269.1" class="st0"></polyline>
	<polyline points="381.6,273.1 381.5,273.1 381.5,273 381.5,272.9 381.5,272.8 381.5,272.7 381.6,272.5 381.7,272.4 
		381.8,272.2 382,272.1 382.1,272 382.3,271.9 382.5,271.7 382.7,271.7 382.9,271.7 383,271.8" class="st0"></polyline>
	<polyline points="386.5,268.8 386.4,268.7 386.3,268.7 386.2,268.7 386,268.8 385.8,268.9 385.7,269 385.6,269.1 
		385.4,269.2 385.3,269.3 385.3,269.5 385.2,269.6 385.2,269.8 385.1,269.9 385.1,270 385.2,270.1 385.2,270.2 385.3,270.3" class="st0"></polyline>
	<polyline points="390.7,266.5 390.6,266.4 390.5,266.4 390.4,266.4 390.2,266.5 390,266.6 389.9,266.7 389.8,266.8 
		389.6,266.9 389.5,267.1 389.4,267.3 389.4,267.4 389.4,267.6 389.4,267.7 389.4,267.9 389.5,268" class="st0"></polyline>
	<polyline points="392,267.1 391.9,267.1 391.8,266.9 391.8,266.8 391.8,266.6 391.9,266.4 392,266.1 392.2,265.9 
		392.5,265.7 392.7,265.6 392.8,265.6 392.9,265.5 393.1,265.6 393.2,265.6" class="st0"></polyline>
	<polyline points="392.7,265.2 392.6,265.1 392.4,265 392.3,265 392.2,265 392,265.1 391.8,265.1 391.7,265.2 
		391.6,265.4 391.4,265.5 391.3,265.7 391.3,265.9 391.2,266 391.2,266.2 391.2,266.4 391.3,266.5 391.3,266.6 391.4,266.7" class="st0"></polyline>
	<polyline points="389.6,265.7 389.6,265.6 389.5,265.4 389.5,265.2 389.6,265 389.7,264.9 389.8,264.7 389.9,264.6 
		390,264.5 390.2,264.4 390.4,264.4" class="st0"></polyline>
	<polyline points="389.8,265.8 389.8,265.8 389.7,265.6 389.7,265.3 389.8,264.9 389.9,264.7 390.2,264.5 390.4,264.5 
		390.7,264.5 390.8,264.5 391,264.4 391.2,264.4" class="st0"></polyline>
	<polyline points="387.7,269.4 387.6,269.3 387.6,269.2 387.5,269.1 387.5,269 387.6,268.8 387.6,268.7 387.7,268.5 
		387.9,268.4 388,268.2 388.1,268.1 388.3,268 388.4,267.9 388.6,267.9 388.7,267.9 388.8,267.9 388.9,267.9 389,268" class="st0"></polyline>
	<polyline points="390.4,274.8 390.5,274.8 390.6,274.8 390.8,274.8 390.8,274.8" class="st0"></polyline>
	<polyline points="390.7,274.5 390.6,274.4 390.5,274.4 390.3,274.4 390.2,274.4" class="st0"></polyline>
	<polyline points="390.6,275.6 390.7,275.5 390.9,275.4 390.9,275.3" class="st0"></polyline>
	<polyline points="390.5,275.2 390.6,275.2 390.8,275.1 390.9,275.1" class="st0"></polyline>
	<polyline points="392.9,275 392.9,274.9 393,274.7 393.1,274.5 393.1,274.5" class="st0"></polyline>
	<polyline points="393.1,274.3 393.1,274.3 392.9,274.2" class="st0"></polyline>
	<polyline points="393.1,274.2 393,274.2 392.9,274.2 392.8,274.3 392.7,274.3" class="st0"></polyline>
	<polyline points="392.8,274.7 392.9,274.6 393,274.4 393.1,274.4" class="st0"></polyline>
	<polyline points="392.9,275.4 393,275.6 393.1,275.8 393.2,275.9 393.3,276 393.5,276.1 393.7,276.2 393.9,276.2 
		394.1,276.1" class="st0"></polyline>
	<polyline points="395,273.4 395.1,273.3 395.3,273.2" class="st0"></polyline>
	<polyline points="390.8,274.7 390.8,274.8 390.9,274.9 391,275 391.1,275.1 391.2,275.2 391.4,275.2 391.6,275.3 
		391.8,275.3 392,275.2 392.1,275.2 392.3,275.1 392.5,275 392.6,274.9 392.7,274.7 392.7,274.6 392.8,274.5 392.7,274.3 
		392.7,274.2" class="st0"></polyline>
	<polyline points="387.7,273.5 387.8,273.6 387.9,273.6 388,273.5 388.1,273.5 388.3,273.4 388.4,273.4 388.6,273.3 
		388.8,273.2 388.9,273.1 389.1,273 389.2,272.9 389.3,272.8 389.4,272.7 389.4,272.7 389.4,272.6" class="st0"></polyline>
	<polyline points="386.4,276.6 386.3,276.6 386.2,276.5 386,276.5 385.9,276.5 385.8,276.5" class="st0"></polyline>
	<polyline points="384.1,277.3 384.1,277.4 384.2,277.5 384.3,277.6 384.4,277.6 384.6,277.6 384.8,277.6 385,277.6 
		385.1,277.5 385.3,277.5 385.5,277.4 385.7,277.2 385.9,277 385.9,276.8 385.9,276.6" class="st0"></polyline>
	<polyline points="390.7,276.4 390.7,276.6 390.7,276.7 390.7,276.9 390.6,277 390.5,277.2 390.3,277.3 390,277.4 
		389.7,277.4 389.4,277.3 389.1,277.2 388.9,277 388.8,276.7" class="st0"></polyline>
	<polyline points="384.5,278.8 384.5,279 384.5,279.2 384.6,279.3 384.7,279.5 384.9,279.6 385,279.6 385.2,279.7 
		385.4,279.7 385.6,279.7 385.8,279.7 385.9,279.6 386.1,279.5 386.2,279.4 386.3,279.2 386.4,279.1 386.4,278.9 386.4,278.7" class="st0"></polyline>
	<line y2="277.6" x2="386.5" y1="277.6" x1="386.6" class="st0"></line>
	<polyline points="386.2,277.7 386.3,277.7 386.4,277.6 386.5,277.5 386.6,277.5" class="st0"></polyline>
	<polyline points="390.6,275.7 390.7,275.8 390.7,276 390.6,276.1 390.6,276.3 390.5,276.4 390.4,276.5 390.2,276.6 
		390,276.7 389.9,276.8 389.7,276.8 389.5,276.8 389.3,276.8 389.1,276.7 389,276.6 388.9,276.5 388.8,276.4 388.7,276.2 
		388.7,276.1" class="st0"></polyline>
	<polyline points="387.6,274 387.6,274 387.6,273.9 387.5,273.9 387.4,273.9" class="st0"></polyline>
	<polyline points="391.8,271.8 391.8,271.9 391.8,271.9 391.7,272 391.7,272.1 391.6,272.2 391.5,272.3 391.3,272.4 
		391,272.5 390.8,272.6 390.6,272.7 390.4,272.8 390.2,272.8 390.1,272.8 390,272.7" class="st0"></polyline>
	<polyline points="390.7,275.9 390.7,275.8 390.9,275.6 391,275.5" class="st0"></polyline>
	<line y2="278.1" x2="390.1" y1="278.2" x1="390" class="st0"></line>
	<polyline points="386.6,278 386.5,278.2 386.6,278.4 386.6,278.6 386.7,278.7 386.8,278.9 386.9,279 387.1,279.1 
		387.3,279.2 387.5,279.2 387.6,279.2 387.8,279.2 388,279.1 388.2,279 388.3,278.9 388.4,278.7" class="st0"></polyline>
	<polyline points="384.4,278.7 384.3,278.8 384.1,278.9" class="st0"></polyline>
	<polyline points="388.5,278.1 388.5,278.3 388.4,278.5 388.3,278.6 388.1,278.7 388.1,278.7 387.9,278.8 387.7,278.8 
		387.6,278.8 387.4,278.8 387.2,278.7 387,278.6 386.9,278.5 386.8,278.4 386.7,278.2 386.6,278.1 386.6,277.9" class="st0"></polyline>
	<polyline points="382.3,280.1 382.2,280.3 382.2,280.4 382.2,280.6 382.2,280.8 382.3,281 382.4,281.1 382.6,281.3 
		382.7,281.4 382.9,281.4 383.1,281.5 383.3,281.5 383.4,281.4 383.6,281.4 383.7,281.4 383.9,281.2 384,281 384.1,280.8" class="st0"></polyline>
	<polyline points="384.2,279.7 384.2,279.9 384.1,280.1 384,280.3 383.8,280.5 383.6,280.5 383.4,280.6 383.2,280.6 
		383,280.6 382.9,280.5 382.7,280.5 382.5,280.4 382.4,280.2 382.3,280.1 382.3,279.9" class="st0"></polyline>
	<polyline points="379.1,281.6 379.2,281.3 379.3,281.1 379.5,280.9 379.8,280.7 379.9,280.6 380.1,280.6 380.2,280.6" class="st0"></polyline>
	<polyline points="379.5,281.7 379.5,281.4 379.6,281.2 379.8,281 380,280.9 380.1,280.9 380.2,280.8" class="st0"></polyline>
	<polyline points="380,280.2 380,280.1 379.9,280 379.8,279.9 379.6,279.9 379.5,279.9 379.3,279.9 379.1,280 
		379,280.1 378.8,280.2 378.7,280.3 378.5,280.4 378.4,280.6 378.4,280.7 378.3,280.9 378.3,281 378.4,281.2 378.4,281.3 
		378.5,281.3" class="st0"></polyline>
	<polyline points="380.1,280.9 379.9,280.8 379.8,280.7 379.6,280.6 379.5,280.4 379.3,280.2 379.1,280 378.9,279.7 
		378.8,279.5" class="st0"></polyline>
	<polyline points="381.3,282.6 381.2,282.7 381,282.7 380.8,282.7 380.6,282.7" class="st0"></polyline>
	<polyline points="379.5,279.4 379.3,279.4 379.1,279.4 378.8,279.5 378.8,279.5 378.6,279.6 378.4,279.7 378.3,279.8 
		378.2,279.9 378.1,280 378,280.2 377.9,280.3 377.9,280.4 377.9,280.5 378,280.6" class="st0"></polyline>
	<polyline points="379.9,279.2 379.9,279.1 379.9,279 379.9,278.9" class="st0"></polyline>
	<polyline points="382.2,279.4 382,279.4 381.8,279.5 381.8,279.5" class="st0"></polyline>
	<polyline points="380.5,282.7 380.3,282.7 380.1,282.7 379.8,282.5 379.5,282.4 379.3,282.2" class="st0"></polyline>
	<polyline points="379.2,278.9 379.2,278.8 379.1,278.8 379,278.7 378.9,278.7 378.8,278.8 378.6,278.8 378.4,278.9 
		378.3,278.9 378.1,279 377.9,279.1 377.8,279.3 377.7,279.4 377.6,279.5 377.5,279.6 377.5,279.7 377.5,279.7 377.5,279.8" class="st0"></polyline>
	<polyline points="382.3,279.8 382.2,279.8 382.1,279.7 382,279.6 381.8,279.5" class="st0"></polyline>
	<polyline points="382.1,279.1 382,279 381.8,279 381.7,279.1" class="st0"></polyline>
	<polyline points="382,278.7 381.8,278.6 381.7,278.6 381.5,278.6 381.5,278.6" class="st0"></polyline>
	<polyline points="379.4,274.7 379.5,275.1 379.6,275.4 379.8,275.8 379.9,276.1 380,276.5 380.1,276.6" class="st0"></polyline>
	<polyline points="383.9,278.2 383.9,278.3 383.9,278.5 383.8,278.7 383.7,278.8 383.5,279 383.5,279 383.3,279.1 
		383.1,279.1 382.9,279.2 382.8,279.2 382.6,279.2 382.4,279.1 382.3,279.1 382.2,279 382.1,278.9 382,278.8" class="st0"></polyline>
	<polyline points="379.5,282.4 379.3,282.2 379,281.9 379,281.8 378.9,281.7 378.9,281.7 378.9,281.6 378.9,281.6 
		379.1,281.6 379.5,281.7 379.6,281.7 379.8,281.6" class="st0"></polyline>
	<polyline points="381.3,278.2 381.3,278.2 381.3,278.3 381.3,278.4 381.2,278.5 381.1,278.6 381,278.7 380.9,278.8 
		380.8,278.8 380.6,278.9" class="st0"></polyline>
	<polyline points="384.4,278.7 384.3,278.6 384.2,278.5 384,278.4 383.9,278.3" class="st0"></polyline>
	<polyline points="384.3,278.2 384.2,278.2 384,278.2 383.9,278.2" class="st0"></polyline>
	<polyline points="384.3,277.9 384.1,277.8 383.9,277.8 383.8,277.8" class="st0"></polyline>
	<polyline points="384.2,279.3 384.2,279.1 384.3,279 384.4,278.9" class="st0"></polyline>
	<polyline points="381.2,277.4 381.1,277.4 381,277.4 380.9,277.4" class="st0"></polyline>
	<polyline points="383.7,281.4 383.7,281.2 383.8,281 383.8,280.7 383.8,280.5 383.7,280.1 383.7,279.8 383.6,279.4 
		383.5,279" class="st0"></polyline>
	<polyline points="388.4,276.5 388.4,276.7 388.4,276.8 388.4,276.9 388.4,277.1 388.3,277.2 388.1,277.3 388,277.4 
		387.8,277.5 387.6,277.6 387.4,277.6 387.3,277.6 387.1,277.6 386.9,277.5 386.8,277.5 386.7,277.4 386.6,277.2 386.5,277.1 
		386.5,277" class="st0"></polyline>
	<polyline points="388.8,276.5 388.7,276.5 388.6,276.4 388.4,276.3 388.3,276.2" class="st0"></polyline>
	<polyline points="388.8,276.3 388.6,276.4 388.4,276.5" class="st0"></polyline>
	<polyline points="392.5,273.5 392.5,273.6 392.5,273.7 392.5,273.8 392.4,273.9 392.3,274 392.2,274.1 392.1,274.3 
		391.8,274.4 391.6,274.4 391.3,274.5 391.1,274.5 390.9,274.4 390.7,274.3 390.7,274.2" class="st0"></polyline>
	<polyline points="389,271 388.9,271 388.8,271.1 388.7,271.1 388.6,271.2" class="st0"></polyline>
	<polyline points="388.1,269.9 388.1,269.9 387.9,269.9 387.7,270" class="st0"></polyline>
	<polyline points="392.4,275.8 392.4,275.5 392.3,275.1 392.2,274.7 392.1,274.2 391.9,273.8 391.7,273.3 391.5,272.9 
		391.3,272.4 391.1,271.9 390.8,271.4 390.5,270.9 390.2,270.4 389.9,270 389.6,269.5 389.3,269.1 388.9,268.7 388.6,268.3 
		388.3,268 387.9,267.7 387.6,267.4 387.3,267.2 387,267 386.7,266.9 386.4,266.8 386.2,266.9 386,267.1 385.9,267.4 385.9,267.7 
		385.9,268 386,268.2 386.2,268.4 386.4,268.5" class="st0"></polyline>
	<polyline points="384.9,270 384.8,269.9 384.7,269.8 384.6,269.7 384.6,269.6 384.6,269.4 384.6,269.2 384.6,269.1 
		384.7,268.9 384.8,268.7 384.9,268.6 385,268.4 385.2,268.3 385.4,268.3 385.5,268.2 385.7,268.2 385.8,268.3 385.9,268.3 
		386,268.4" class="st0"></polyline>
	<polyline points="382,273.7 382,273.6 382,273.6 382.1,273.5 382.1,273.4 382.2,273.3 382.3,273.1 382.5,273 
		382.6,272.9 382.8,272.8 382.9,272.7 383.1,272.6 383.2,272.5 383.3,272.5 383.4,272.5 383.5,272.5 383.6,272.5 383.6,272.5" class="st0"></polyline>
	<polyline points="383.6,276.8 383.6,276.8 383.6,276.7 383.5,276.7 383.4,276.7 383.3,276.7" class="st0"></polyline>
	<polyline points="388.1,278.7 388.1,278.9 388,279.1 387.9,279.3 387.8,279.4 387.6,279.4 387.4,279.4 387.3,279.4 
		387.1,279.4 386.9,279.3 386.8,279.2 386.6,279.1 386.5,278.9 386.4,278.7 386.4,278.6 386.4,278.4 386.4,278.2 386.5,278 
		386.6,277.9" class="st0"></polyline>
	<polyline points="382.3,280.2 382.3,280.3 382.3,280.5 382.4,280.7 382.5,280.8 382.7,280.9 382.8,281 383,281.1 
		383.2,281.1 383.4,281.1 383.6,281.1 383.8,281 383.9,280.9 384,280.8 384.1,280.6 384.2,280.4" class="st0"></polyline>
	<polyline points="386.1,277.2 386.2,277.3 386.4,277.5 386.5,277.5" class="st0"></polyline>
	<polyline points="386.5,276.9 386.4,276.9 386.2,276.9 386.1,276.9 386,277" class="st0"></polyline>
	<polyline points="383,276 383.1,276 383.1,276 383.2,276 383.2,276.1" class="st0"></polyline>
	<polyline points="382.5,274.4 382.5,274.5 382.4,274.5 382.4,274.5 382.3,274.6 382.2,274.7" class="st0"></polyline>
	<polyline points="386,271.7 386,271.7 385.9,271.7 385.9,271.7 385.8,271.7 385.6,271.8 385.5,271.8 385.4,271.9 
		385.2,272 385,272.1 384.9,272.3 384.8,272.4 384.6,272.5 384.5,272.6 384.5,272.7 384.4,272.8 384.4,272.8 384.4,272.9" class="st0"></polyline>
	<polyline points="385.7,270.7 385.5,270.7 385.3,270.7 385.2,270.7" class="st0"></polyline>
	<polyline points="390.2,269.4 390.2,269.3 390.2,269.3 390.1,269.3 390,269.3 389.9,269.4 389.7,269.5 389.6,269.5 
		389.4,269.7 389.3,269.8 389.1,269.9 389,270 388.9,270.1 388.8,270.2 388.7,270.3 388.7,270.4 388.6,270.5 388.7,270.5" class="st0"></polyline>
	<line y2="267.4" x2="388.3" y1="267.4" x1="388.4" class="st0"></line>
	<polyline points="391,270.5 391.1,270.4 391.2,270.4 391.3,270.3" class="st0"></polyline>
	<polyline points="391.4,267.1 391.4,267.1 391.3,267 391.2,267 391,267.1 390.9,267.1 390.7,267.2 390.5,267.3 
		390.4,267.5 390.2,267.6 390.1,267.8 390,267.9 390,268.1 389.9,268.3 390,268.4 390.1,268.5" class="st0"></polyline>
	<polyline points="387,266.7 387,266.5 387,266.3 387.1,266.1 387.3,266 387.4,265.8 387.6,265.7" class="st0"></polyline>
	<polyline points="385,270.1 384.8,270 384.6,269.9 384.4,269.8 384.4,269.7" class="st0"></polyline>
	<polyline points="380.6,272.2 380.5,272.1 380.4,272 380.4,271.9 380.3,271.7 380.4,271.5 380.4,271.4 380.5,271.2 
		380.6,271 380.7,270.9 380.8,270.7 381,270.6 381.2,270.5 381.5,270.5 381.7,270.6" class="st0"></polyline>
	<polyline points="380.1,271.9 380,271.8 379.9,271.7 379.8,271.5 379.8,271.4 379.8,271.2 379.8,271 379.9,270.8 
		380,270.6 380.1,270.5 380.2,270.3 380.4,270.2 380.5,270.2 380.7,270.1 380.8,270.1 381,270.2" class="st0"></polyline>
	<polyline points="384.6,273.1 384.5,273.1 384.4,273.1 384.3,273.2 384.2,273.3 384.1,273.3 384,273.3 383.8,273.4 
		383.6,273.6 383.4,273.7 383.2,273.8 383.1,273.9 382.9,274 382.8,274.1 382.7,274.2 382.6,274.3 382.6,274.3 382.5,274.4" class="st0"></polyline>
	<polyline points="384,277.5 384,277.4 383.9,277.3 383.8,277.3 383.7,277.3 383.6,277.3" class="st0"></polyline>
	<line y2="280.5" x2="385.5" y1="280.6" x1="385.3" class="st0"></line>
	<polyline points="384.2,280.4 384.3,280.4 384.4,280.5 384.6,280.5" class="st0"></polyline>
	<polyline points="384.2,280.1 384.3,280.2 384.4,280.4 384.6,280.5 384.7,280.5 384.9,280.6 385.1,280.6" class="st0"></polyline>
	<polyline points="377.9,273 377.7,272.9 377.6,272.8 377.5,272.7 377.4,272.5 377.4,272.4 377.4,272.2 377.4,272 
		377.5,271.8 377.6,271.6 377.7,271.5 377.8,271.3 377.9,271.2 378.2,271.4 378.6,271.6 378.9,271.8 379.2,272 379.5,272.3 
		379.8,272.7 380.2,273 380.5,273.4 381.1,274.3 381.5,274.7 381.8,275.2 382,275.7 382.3,276.2 382.6,276.7 382.8,277.1 383,277.6 
		383.2,278.1 383.4,278.5 383.5,279" class="st0"></polyline>
	<polyline points="375.7,274.4 375.7,274.6 375.8,274.7 375.9,274.7 376,274.8 376.2,274.9 376.4,274.9 376.6,274.9 
		376.8,274.9 376.9,274.8 377.1,274.8 377.3,274.7 377.4,274.6 377.5,274.5 377.6,274.4 377.6,274.3" class="st0"></polyline>
	<polyline points="379.7,274.6 379.6,274.6 379.5,274.7 379.4,274.7 379.3,274.8 379.1,274.8 378.9,274.9 378.7,274.9 
		378.6,274.9 378.4,274.9 378.3,274.9 378.2,274.8 378.1,274.8 378.1,274.7 378.1,274.6" class="st0"></polyline>
	<polyline points="379.3,274.1 379.2,274.1 379,274.1 378.8,274.2 378.6,274.2 378.4,274.2 378.3,274.1 378.1,274.1 
		378,274 377.9,273.9 377.9,273.8 377.9,273.7" class="st0"></polyline>
	<polyline points="377.7,275 377.6,275.1 377.5,275.3 377.2,275.4 377,275.5 376.8,275.5 376.7,275.6 376.5,275.6 
		376.3,275.6 376.1,275.5 376,275.5 375.9,275.4 375.8,275.4 375.8,275.3 375.8,275.2" class="st0"></polyline>
	<polyline points="377.8,275.6 377.9,275.7 377.9,275.7 377.8,275.8 377.8,275.9 377.6,275.9 377.5,276 377.4,276.1 
		377.2,276.2 377,276.2 376.8,276.3 376.6,276.3 376.5,276.3 376.3,276.3 376.2,276.3 376.1,276.3 376,276.2 376,276.2 376,276.1" class="st0"></polyline>
	<polyline points="379.4,271.6 379.3,271.5 379.2,271.5 379,271.4 378.9,271.4 378.7,271.5 378.6,271.6 378.4,271.7 
		378.3,271.8 378.1,271.9 378.1,272.1 378,272.3 377.9,272.5 377.9,272.6 378,272.8 378,272.9 378.1,273.1 378.2,273.2 378.3,273.2" class="st0"></polyline>
	<polyline points="380.2,275.2 380.2,275.2 380.2,275.1 380.2,275 380.3,274.9 380.4,274.8 380.5,274.7 380.7,274.6 
		380.8,274.5 381,274.4 381.1,274.3 381.3,274.2 381.4,274.1 381.5,274.1 381.6,274 381.7,274 381.8,274.1 382,273.9 382.1,273.8 
		382.1,273.8" class="st0"></polyline>
	<polyline points="379.5,278.4 379.5,278.3 379.5,278.3 379.5,278.2 379.6,278.1 379.6,278.1" class="st0"></polyline>
	<polyline points="382.8,275.2 382.8,275.2 382.7,275.3 382.6,275.3 382.6,275.3" class="st0"></polyline>
	<polyline points="386,276.1 386,276 385.9,276 385.8,275.9 385.7,275.9 385.6,275.9" class="st0"></polyline>
	<polyline points="390.7,277.2 390.6,277.4 390.5,277.5 390.4,277.7 390.3,277.8 390.2,278 390.1,278.1 390.1,278.1 
		389.8,278.2 389.5,278.2 389.2,278.1 388.9,277.9 388.8,277.6 388.7,277.3 388.7,277 388.8,276.8" class="st0"></polyline>
	<polyline points="392.6,273.9 392.7,274 392.8,274.1 393,274.2" class="st0"></polyline>
	<polyline points="392.5,273.6 392.7,273.5 392.8,273.5 393,273.6" class="st0"></polyline>
	<polyline points="388.8,276.9 388.8,277.1 388.8,277.3 388.9,277.5 389,277.6 389.2,277.7 389.3,277.8 389.5,277.9 
		389.7,277.9 389.9,277.9 390.1,277.9 390.3,277.8 390.3,277.5 390.3,277.3 390.3,277 390.2,276.6 390.1,276.3 390,275.9" class="st0"></polyline>
	<polyline points="386.3,276.5 386.4,276.6 386.5,276.7 386.6,276.8 386.7,276.8 386.9,276.8 387.1,276.8 387.2,276.8 
		387.4,276.8 387.6,276.7 387.8,276.6 387.9,276.5 388,276.4 388.1,276.3 388.2,276.2 388.2,276 388.2,275.9 388.2,275.8" class="st0"></polyline>
	<polyline points="388.1,275.7 388.3,275.6 388.4,275.7 388.6,275.7 388.6,275.7" class="st0"></polyline>
	<polyline points="388.5,275.4 388.4,275.3 388.3,275.2 388.2,275.2 388.1,275.2 387.9,275.2" class="st0"></polyline>
	<polyline points="392.2,272.7 392.2,272.7 392.2,272.8 392.2,272.9 392.1,273 392,273.1 391.9,273.2 391.7,273.3 
		391.6,273.4 391.4,273.5 391.2,273.6 391,273.6 390.9,273.6 390.7,273.6 390.6,273.6 390.5,273.6 390.4,273.5 390.4,273.5" class="st0"></polyline>
	<polyline points="391,269.6 390.9,269.7 390.8,269.7 390.7,269.8 390.6,269.9" class="st0"></polyline>
	<polyline points="390.1,269.3 390.3,269.2 390.5,269.1 390.5,269.1" class="st0"></polyline>
	<polyline points="394.1,271.1 394.1,271.1 394.1,271.2 394.1,271.3 394,271.4 393.9,271.5 393.8,271.6 393.7,271.7 
		393.5,271.8 393.3,271.8 393.1,271.9 393,272 392.8,272 392.7,272 392.5,272 392.4,272 392.4,272 392.3,271.9" class="st0"></polyline>
	<polyline points="390.5,275 390.6,275.2 390.7,275.3 390.9,275.4 391,275.4 391.1,275.6 391.2,275.8 391.4,275.9 
		391.7,275.9 391.9,276 392.2,275.9 392.4,275.8 392.4,275.8 392.6,275.7 392.7,275.6 392.8,275.4 392.9,275.3 392.9,275.1 
		392.9,275" class="st0"></polyline>
	<polyline points="391.8,271.9 391.9,271.9 392,271.9 392,271.9 392,271.9" class="st0"></polyline>
	<polyline points="395.4,275 395.3,275 395.1,274.9 395.1,274.9" class="st0"></polyline>
	<polyline points="395.3,273.4 395.3,273.5 395.4,273.7 395.5,273.8 395.6,274 395.7,274.1 395.9,274.2 396.1,274.2 
		396.3,274.2 396.4,274.2 396.6,274.2 396.8,274.1 397,273.9 397.2,273.8" class="st0"></polyline>
	<line y2="275.3" x2="394.9" y1="275.5" x1="394.9" class="st0"></line>
	<polyline points="395.1,272.5 395.2,272.6 395.3,272.7 395.4,272.8 395.5,272.9 395.7,272.9 395.9,272.9 396.1,272.9 
		396.2,272.9 396.4,272.8 396.6,272.7 396.6,272.7 396.8,272.6 396.9,272.5 397,272.4 397,272.3" class="st0"></polyline>
	<polyline points="391,275.6 391,275.6 391,275.8 391,276 391.1,276.1 391.2,276.3 391.4,276.4 391.5,276.4 
		391.7,276.5 391.9,276.5 392.1,276.5 392.3,276.5 392.5,276.4 392.6,276.3 392.7,276.2 392.8,276 392.9,275.9 392.9,275.7 
		392.9,275.5" class="st0"></polyline>
	<polyline points="393.1,274.6 393.1,274.7 393,274.9 393,275.1 393.1,275.3 393.2,275.5 393.3,275.6 393.4,275.8 
		393.6,275.9 393.7,275.9 393.9,276 394.1,276 394.3,275.9 394.5,275.9 394.6,275.8 394.8,275.6" class="st0"></polyline>
	<polyline points="390,273.8 390.1,273.8 390.2,273.9 390.3,273.9 390.4,274 390.5,274" class="st0"></polyline>
	<polyline points="388.5,277.2 388.5,277.1 388.6,276.9 388.7,276.8 388.8,276.7" class="st0"></polyline>
	<polyline points="384.4,279 384.4,279.2 384.4,279.4 384.5,279.5 384.6,279.7 384.7,279.9 384.8,280 385,280.1 
		385.2,280.1 385.3,280.2 385.5,280.2 385.7,280.1 385.9,280.1 386.1,279.9 386.3,279.6 386.4,279.3" class="st0"></polyline>
	<line y2="278" x2="388.6" y1="277.8" x1="388.6" class="st0"></line>
	<polyline points="388.6,278.1 388.7,278.2 388.9,278.3" class="st0"></polyline>
	<polyline points="384.4,279 384.4,279.1 384.3,279.2 384.3,279.4 384.3,279.6 384.3,279.8 384.4,280 384.5,280.1 
		384.7,280.3 384.8,280.4 385,280.4 385.2,280.5 385.4,280.5 385.6,280.4 385.7,280.4 385.9,280.3" class="st0"></polyline>
	<polyline points="389.5,278.4 389.3,278.4 389.1,278.3 389,278.3 388.8,278.1 388.7,278 388.6,277.8 388.6,277.8" class="st0"></polyline>
	<polyline points="390.4,277.9 390.3,278 390.1,278.1" class="st0"></polyline>
	<polyline points="390.2,274.3 390.2,274.3 390.2,274.4 390.2,274.5 390.1,274.7 390,274.8 389.9,274.9 389.8,275 
		389.6,275.1 389.4,275.1 389.2,275.2 389.1,275.2 388.9,275.2 388.7,275.2 388.6,275.2 388.5,275.2 388.4,275.1 388.4,275" class="st0"></polyline>
	<polyline points="388.4,271 388.4,270.9 388.4,270.9 388.3,270.9 388.2,271 388.1,271 387.9,271.1 387.8,271.2 
		387.6,271.3 387.5,271.4 387.3,271.5 387.2,271.6 387.1,271.7 386.9,271.8 386.9,271.9 386.8,272 386.8,272 386.8,272.1" class="st0"></polyline>
	<polyline points="384.7,267.8 384.5,267.7 384.4,267.7 384.2,267.7 384,267.8 383.9,267.9 383.8,268 383.7,268.2 
		383.6,268.4 383.5,268.6 383.5,268.7 383.5,268.9 383.6,269.1 383.7,269.3 383.8,269.4 383.9,269.5 384.1,269.6 384.2,269.6" class="st0"></polyline>
	<polyline points="383.9,272.9 383.8,272.6 383.8,272.3 383.7,272" class="st0"></polyline>
	<polyline points="379.7,274.6 379.7,274.5 379.6,274.5 379.6,274.4 379.7,274.3 379.7,274.2 379.8,274 379.9,273.9 
		380,273.8 380.2,273.7 380.3,273.5 380.5,273.4 380.7,273.3 380.9,273.3 381,273.2 381.1,273.3 381.2,273.3" class="st0"></polyline>
	<polyline points="376.3,277.1 376.3,277.1 376.4,277.1 376.5,277.1 376.7,277.1 376.8,277.1 377,277 377.2,276.9 
		377.4,276.9 377.5,276.8 377.6,276.8 377.8,276.7 378,276.6 378.1,276.5 378.1,276.5" class="st0"></polyline>
	<polyline points="377.7,273 377.5,273 377.4,273.2 377.3,273.3 377.2,273.5 377.2,273.7 377.1,273.9 377.1,274.2" class="st0"></polyline>
	<polyline points="378.7,273.5 378.5,273.5 378.4,273.5 378.2,273.4 378.1,273.4 377.9,273.3 377.9,273.2 377.8,273 
		377.8,273" class="st0"></polyline>
	<polyline points="380.6,269.4 380.5,269.6 380.4,269.7 380.4,269.9 380.4,270" class="st0"></polyline>
	<line y2="270.6" x2="378.4" y1="270.7" x1="378.3" class="st0"></line>
	<polyline points="379.2,274 379.1,273.9 379.1,273.9 379.1,273.8 379.1,273.6 379.1,273.5 379.2,273.3 379.3,273.2 
		379.4,273 379.5,272.9 379.7,272.8 379.8,272.7 380,272.6 380.1,272.5 380.3,272.5 380.4,272.5 380.5,272.6 380.6,272.6" class="st0"></polyline>
	<polyline points="378.8,279.5 378.6,279.2 378.4,278.9 378.3,278.6 378.1,278.2 378,277.9 377.8,277.5 377.7,277.2 
		377.5,276.8" class="st0"></polyline>
	<polyline points="380.2,280.4 380.1,280.3 379.9,280.3 379.8,280.3 379.6,280.3 379.4,280.4 379.3,280.5 379.1,280.6 
		379,280.7 378.9,280.9 378.8,281.1 378.8,281.2 378.7,281.4 378.8,281.5 378.8,281.7 378.9,281.8 379,281.9" class="st0"></polyline>
	<polyline points="379.3,277.3 379.2,277.3 379.1,277.4 379.1,277.4 379,277.5" class="st0"></polyline>
	<polyline points="382.3,274.9 382.2,274.9 382.1,275 382,275.1 381.8,275.2 381.6,275.3 381.4,275.4 381.3,275.5 
		381.1,275.6 381,275.7 380.9,275.8 380.8,275.8 380.7,275.9 380.7,275.9" class="st0"></polyline>
	<polyline points="387.1,273.4 387,273.4 387,273.5 386.9,273.5 386.8,273.6 386.7,273.7 386.5,273.8 386.4,273.9 
		386.2,274 386,274.1 385.9,274.2 385.7,274.2 385.6,274.3 385.5,274.3 385.4,274.3 385.4,274.3" class="st0"></polyline>
	<polyline points="384.8,270.4 384.8,270.3 384.7,270.2 384.6,270.2 384.5,270.2 384.4,270.2 384.2,270.3 384,270.3 
		383.9,270.4 383.8,270.6 383.6,270.7 383.5,270.9 383.4,271 383.4,271.2 383.3,271.3 383.3,271.4 383.3,271.5 383.4,271.6 
		383.5,271.7" class="st0"></polyline>
	<polyline points="387.6,266.9 387.5,266.9 387.3,266.9 387.2,266.9 387,267 386.8,267.1 386.7,267.2 386.6,267.4 
		386.5,267.6 386.5,267.7 386.4,267.9 386.4,268.1 386.4,268.3 386.5,268.4 386.6,268.6 386.7,268.7" class="st0"></polyline>
	<line y2="266.4" x2="390.6" y1="266.3" x1="390.7" class="st0"></line>
	<polyline points="391.5,270.4 391.6,270.4 391.6,270.4 391.7,270.3 391.8,270.2 392,270.1 392.1,270 392.3,269.9 
		392.5,269.8 392.6,269.7 392.8,269.6 392.9,269.6 393,269.5 393.1,269.4 393.1,269.4" class="st0"></polyline>
	<polyline points="390.7,266.3 390.5,266.2 390.4,266.1 390.3,266 390.2,265.8 390.2,265.7 390.1,265.5 390.2,265.3 
		390.2,265.1 390.3,264.9 390.4,264.8 390.5,264.6 390.7,264.5 390.9,264.6 391.2,264.7 391.5,264.9 391.8,265.1 392.2,265.4 
		392.5,265.7 392.8,266 393.1,266.4 393.5,266.8 393.8,267.2 394.4,268.1 394.7,268.5 395,269" class="st0"></polyline>
	<polyline points="392.7,272.6 392.7,272.7 392.7,272.8 392.8,272.8 392.9,272.9 393.1,272.9 393.3,272.9 393.5,272.8 
		393.7,272.8 393.8,272.7 394,272.6 394.1,272.6 394.2,272.5 394.3,272.4 394.4,272.3 394.5,272.2 394.5,272.1 394.5,272 
		394.5,271.9" class="st0"></polyline>
	<polyline points="392.6,268.6 392.6,268.6 392.6,268.6 392.5,268.6 392.4,268.6 392.3,268.6 392.2,268.7 392,268.8 
		391.8,268.9 391.6,269.1 391.5,269.2 391.3,269.3 391.2,269.4 391.1,269.5 391.1,269.6 391,269.7" class="st0"></polyline>
	<polyline points="388.2,269.9 388.1,269.8 388.1,269.7 388.2,269.5 388.3,269.3 388.5,269.1 388.7,268.9 388.9,268.7 
		389.1,268.6 389.2,268.6 389.4,268.6 389.5,268.5 389.6,268.6 389.6,268.6 389.7,268.7" class="st0"></polyline>
	<polyline points="389.5,268 389.4,268 389.2,268 389.1,267.9 388.9,267.8 388.8,267.7 388.7,267.6 388.7,267.5 
		388.7,267.5" class="st0"></polyline>
	<line y2="265.5" x2="388.8" y1="265.5" x1="389" class="st0"></line>
	<polyline points="385.1,267.9 385,267.7 385,267.4 385.1,267.2 385.3,266.9 385.5,266.8 385.7,266.7 385.8,266.6 
		386,266.6" class="st0"></polyline>
	<polyline points="381.4,270.4 381.2,270.2 381.2,270 381.2,269.8 381.2,269.6 381.2,269.4 381.3,269.3 381.4,269.1 
		381.5,269 381.7,268.9 381.9,268.9 382.2,269 382.4,268.9 382.5,268.9 382.7,268.9 382.8,268.9 383,269" class="st0"></polyline>
	<line y2="270.7" x2="381.8" y1="270.7" x1="381.9" class="st0"></line>
	<line y2="270" x2="379.2" y1="270.1" x1="378.9" class="st0"></line>
	<polyline points="378.7,273.5 378.6,273.5 378.5,273.3 378.5,273.2 378.5,273.1 378.5,272.9 378.6,272.7 378.7,272.6 
		378.8,272.4 378.9,272.3 379,272.2 379.2,272.1 379.4,271.9 379.6,271.9 379.7,271.9 379.9,272 380,272.1" class="st0"></polyline>
	<polyline points="384.2,269.8 384.1,269.7 384,269.6 383.9,269.6 383.7,269.6 383.6,269.7 383.4,269.7 383.2,269.8 
		383.1,270 383,270.1 382.9,270.3 382.8,270.4 382.8,270.6 382.7,270.8 382.7,270.9 382.8,271.1 382.9,271.2 382.9,271.3" class="st0"></polyline>
	<line y2="269.7" x2="384.1" y1="269.6" x1="384.2" class="st0"></line>
	<polyline points="387.6,269.3 387.4,269.4 387.1,269.3" class="st0"></polyline>
	<polyline points="387.3,272.8 387.4,272.7 387.6,272.6 387.8,272.5 388.1,272.3 388.4,272.1 388.5,272 388.7,271.9 
		388.8,271.9 388.9,271.8 388.9,271.8" class="st0"></polyline>
	<polyline points="385.7,271.3 385.9,271.3 386,271.3 386.1,271.2" class="st0"></polyline>
	<polyline points="382.6,271.4 382.7,271.4 382.9,271.4 383.1,271.5 383.2,271.4" class="st0"></polyline>
	<polyline points="386.6,271.7 386.5,271.7 386.4,271.8 386.3,271.9 386.2,271.9" class="st0"></polyline>
	<polyline points="383.4,275.9 383.5,275.9 383.5,275.9 383.6,275.9 383.7,275.9 383.8,275.9 384,275.8 384.2,275.7 
		384.3,275.7 384.5,275.6 384.7,275.5 384.9,275.3 385.1,275.2 385.2,275.1 385.2,275" class="st0"></polyline>
	<polyline points="382.2,279.3 382.2,279.4 382.3,279.6 382.3,279.7 382.5,279.8 382.6,279.9 382.8,279.9 382.9,279.9 
		383.1,279.9 383.3,279.9 383.5,279.9 383.7,279.8 383.8,279.7 383.9,279.6 384,279.4 384.1,279.3 384.1,279.1 384.1,279 
		384.1,278.9" class="st0"></polyline>
	<line y2="281.7" x2="382.7" y1="281.7" x1="382.6" class="st0"></line>
	<polyline points="385.9,279 385.9,279.3 385.9,279.6 385.9,279.8 385.9,280.1 385.8,280.2 385.7,280.4 385.6,280.5 
		385.5,280.5" class="st0"></polyline>
	<line y2="280.1" x2="386" y1="280" x1="386.1" class="st0"></line>
	<polyline points="381.8,278.1 381.8,278.2 381.9,278.3 382,278.3 382.2,278.4 382.3,278.4 382.5,278.3 382.7,278.3 
		382.8,278.3 383,278.2 383.2,278.1 383.3,278 383.5,277.9 383.6,277.8 383.6,277.7 383.6,277.6 383.6,277.5 383.6,277.4" class="st0"></polyline>
	<polyline points="380,281.5 380,281.3 380.1,281.1" class="st0"></polyline>
	<polyline points="377,279 377,278.9 377.1,278.9 377.1,278.8 377.2,278.7 377.3,278.6 377.4,278.6 377.6,278.5 
		377.8,278.4 377.9,278.3 378.1,278.2 378.4,278.1 378.6,278.1 378.7,278.1 378.8,278.1" class="st0"></polyline>
	<line y2="279.4" x2="381.8" y1="279.5" x1="381.8" class="st0"></line>
	<polyline points="382.8,275.7 382.8,275.8 382.8,275.8 382.7,275.9 382.6,276 382.4,276.1 382.3,276.2 382.1,276.3 
		382,276.4 381.8,276.5 381.6,276.5 381.5,276.6 381.4,276.7 381.2,276.7 381.2,276.7 381.1,276.7" class="st0"></polyline>
	<polyline points="387.5,274.2 387.5,274.3 387.5,274.3 387.5,274.4 387.4,274.5 387.3,274.6 387.2,274.7 387,274.8 
		386.9,274.9 386.7,274.9 386.5,275 386.4,275.1 386.2,275.1 386.1,275.2 385.9,275.2 385.8,275.2 385.8,275.1 385.8,275.1" class="st0"></polyline>
	<line y2="271.3" x2="386" y1="270.9" x1="385.9" class="st0"></line>
	<polyline points="383.5,267.8 383.8,267.8 384,267.8 384.3,267.9 384.6,268 384.8,267.9 384.9,267.9 385.1,267.9 
		385.2,267.9 385.4,268" class="st0"></polyline>
	<polyline points="388.2,270.6 388.2,270.6 388.4,270.5 388.5,270.4 388.5,270.4" class="st0"></polyline>
	<polyline points="391.7,271.2 391.6,271.1 391.5,271.1 391.4,271.2 391.4,271.2" class="st0"></polyline>
	<polyline points="394.6,275.5 394.6,275.2 394.6,275 394.6,274.6 394.5,274.3 394.5,273.9 394.3,273.5 394.2,273.1 
		394,272.6" class="st0"></polyline>
	<polyline points="389.6,272 389.7,272 389.8,272 389.9,271.9 390,271.9 390.1,271.8 390.3,271.7 390.5,271.6 
		390.6,271.5 390.8,271.4 390.9,271.3 391.1,271.2 391.2,271.1 391.2,271.1 391.3,271 391.3,271" class="st0"></polyline>
	<polyline points="393.7,270.2 393.7,270.3 393.6,270.4 393.6,270.4 393.4,270.5 393.3,270.6 393.2,270.7 393,270.8 
		392.8,270.9 392.6,271 392.4,271.1 392.3,271.1 392.2,271.2 392.1,271.2 392,271.2 392,271.2" class="st0"></polyline>
	<polyline points="388.1,267.2 388,267.1 387.9,266.9 387.8,266.7 387.8,266.5 387.8,266.3 387.9,266.1 388,265.9 
		388.1,265.7 388.3,265.6 388.5,265.6 388.8,265.7 389.1,265.9 389.4,266.1 389.7,266.3 390,266.6 390.4,266.9 390.7,267.2 
		391,267.6 391.4,267.9 391.7,268.4 392,268.8 392.3,269.3 392.6,269.7 392.9,270.2 393.2,270.7 393.4,271.2 393.7,271.7 
		393.9,272.1 394.1,272.6" class="st0"></polyline>
	<line y2="264.4" x2="390.7" y1="264.4" x1="390.5" class="st0"></line>
	<polyline points="387.1,268.9 387,268.8 387,268.5 387,268.3 387.1,268.1 387.2,267.8 387.4,267.6 387.6,267.4 
		387.8,267.4 387.9,267.3 388.1,267.3 388.2,267.3 388.3,267.4 388.5,267.5 388.5,267.4" class="st0"></polyline>
	<line y2="267.5" x2="388.5" y1="267.5" x1="388.5" class="st0"></line>
	<polyline points="386.3,271.4 386.3,271.4 386.3,271.3 386.3,271.2 386.3,271.1 386.4,271.1 386.4,270.9 386.5,270.8 
		386.6,270.7 386.7,270.6 386.9,270.5 387,270.4 387.1,270.3 387.3,270.2 387.4,270.2 387.6,270.1 387.7,270.1 387.8,270.1 
		387.8,270.1 387.8,270.2" class="st0"></polyline>
	<polyline points="383.3,272.1 383.3,272.1 383.5,272 383.7,272" class="st0"></polyline>
	<polyline points="382,268.8 381.8,268.8 381.7,268.9 381.3,268.9 381.2,269 381.1,269.1 381,269.3 380.9,269.5 
		380.9,269.7 380.9,269.8 380.9,270 380.9,270.1" class="st0"></polyline>
	<line y2="271.3" x2="378" y1="271.2" x1="377.8" class="st0"></line>
	<line y2="271.3" x2="376.6" y1="271.4" x1="376.4" class="st0"></line>
	<polyline points="377.6,276.8 377.5,276.5 377.4,276.1 377.3,275.8 377.2,275.4 377.2,275.1 377.1,274.8 377.1,274.5 
		377.1,274.2" class="st0"></polyline>
	<polyline points="385.9,279 385.8,278.6 385.7,278.2 385.5,277.4 385.3,276.9 385.1,276.4 384.9,276 384.7,275.5 
		384.4,275 384.2,274.5 383.9,274 383.6,273.6 383.3,273.1 382.9,272.7 382.6,272.3 382.3,271.9 382,271.5 381.6,271.2 381.3,270.9 
		381,270.6 380.7,270.4 380.4,270.2 380.1,270.1 379.8,270 379.6,270.1 379.5,270.3 379.4,270.4 379.3,270.6 379.3,270.8 379.3,271 
		379.3,271.1 379.3,271.3 379.4,271.5 379.5,271.6 379.7,271.7 379.8,271.8" class="st0"></polyline>
	<polyline points="383.6,269.3 383.5,269.3 383.4,269.2 383.2,269.2 383.1,269.2 382.9,269.2 382.8,269.3 382.6,269.4 
		382.5,269.5 382.4,269.7 382.3,269.8 382.2,270 382.2,270.2 382.2,270.4 382.2,270.5 382.3,270.7 382.3,270.8 382.4,270.9 
		382.6,271" class="st0"></polyline>
	<polyline points="384.6,273.9 384.7,273.9 384.8,273.9 384.8,273.8" class="st0"></polyline>
	<polyline points="381.3,273.4 381.4,273.4 381.6,273.3 381.7,273.3" class="st0"></polyline>
	<polyline points="380.1,275.1 380,275.2 379.9,275.3 379.8,275.4 379.6,275.4 379.5,275.5 379.3,275.5 379.1,275.6 
		378.9,275.6 378.8,275.7 378.6,275.7 378.5,275.7 378.4,275.7 378.3,275.7 378.3,275.6" class="st0"></polyline>
	<polyline points="380.2,272 380.2,272 380.4,272.1 380.4,272.1" class="st0"></polyline>
	<polyline points="383.6,267.8 383.5,267.8 383.4,267.9 383.3,268 383.2,268.1 383.1,268.3 383.1,268.5 383.1,268.6 
		383.1,268.8 383.1,269 383.2,269.1" class="st0"></polyline>
	<line y2="268" x2="383.1" y1="267.9" x1="383.3" class="st0"></line>
	<polyline points="384,272.3 383.9,272.2 383.9,272.1 383.9,272.1 383.9,271.9 384,271.8 384,271.7 384.1,271.6 
		384.3,271.4 384.4,271.3 384.6,271.2 384.7,271.1 384.9,271 385,270.9 385.1,270.9 385.3,270.9 385.3,270.9 385.4,271 385.4,271" class="st0"></polyline>
	<polyline points="380.7,272.8 380.9,272.8 381.1,272.8 381.2,272.8" class="st0"></polyline>
	<polyline points="376,271.9 375.9,272.1 375.9,272.2 375.9,272.4 375.9,272.6 375.9,272.8 376,272.9 376.1,273.1 
		376.3,273.2 376.4,273.3 376.6,273.4 376.8,273.4 377,273.4 377.1,273.4 377.3,273.3 377.5,273.2 377.7,272.9" class="st0"></polyline>
	<polyline points="377.6,273 377.5,273 377.4,273.1 377.2,273.1 377,273.1 376.8,273.1 376.6,273 376.5,272.9 
		376.4,272.7 376.3,272.6 376.2,272.4 376.1,272.2 376.1,272.1 376.2,271.9 376.2,271.7 376.3,271.6" class="st0"></polyline>
	<polyline points="377.6,273 377.5,273 377.3,273 377.1,272.9 376.9,272.8 376.8,272.7 376.7,272.6 376.6,272.4 
		376.5,272.2 376.5,272.1 376.5,271.9 376.5,271.7 376.6,271.5 376.7,271.4 376.8,271.2 376.9,271.1 377.1,271.1 377.3,271" class="st0"></polyline>
	<polyline points="378.6,276.6 378.7,276.6 378.8,276.5 378.9,276.5 379,276.5 379.2,276.4 379.3,276.3 379.5,276.3 
		379.7,276.2 379.9,276.1 380.1,276.1 380.2,276 380.3,275.9 380.4,275.9 380.5,275.9" class="st0"></polyline>
	<polyline points="384.7,274.1 384.6,274.2 384.5,274.3 384.4,274.3 384.3,274.4 384.2,274.5 384,274.6 383.8,274.7 
		383.7,274.8 383.5,274.9 383.4,275 383.2,275 383.1,275.1 383.1,275.1 383,275.1" class="st0"></polyline>
	<polyline points="388,274.7 388,274.7 387.9,274.6 387.8,274.6 387.7,274.6" class="st0"></polyline>
	<polyline points="392.4,275.8 392.4,276.1 392.5,276.4 392.4,276.6 392.4,276.8 392.1,276.9 391.9,276.9 391.6,276.9 
		391.4,276.8 391.2,276.6 391,276.4 390.9,276.2 390.9,276 390.9,275.7" class="st0"></polyline>
	<polyline points="387.4,275.7 387.6,276.2 387.8,276.6 387.9,277 388,277.4 388.1,277.8 388.1,278.1 388.1,278.4 
		388.1,278.7" class="st0"></polyline>
	<polyline points="384,278.6 384.2,278.5 384.4,278.5 384.4,278.5" class="st0"></polyline>
	<polyline points="385.3,275.3 385.5,275.3 385.5,275.3 385.6,275.4 385.6,275.4" class="st0"></polyline>
	<polyline points="388.8,276.5 388.6,276.7 388.5,276.8" class="st0"></polyline>
	<polyline points="384.3,278 384.3,278.1 384.4,278.2 384.5,278.3 384.7,278.3 384.9,278.4 385,278.4 385.2,278.4 
		385.4,278.4 385.6,278.3 385.7,278.2 385.9,278.1 386,278 386.1,277.9 386.2,277.7 386.2,277.6 386.2,277.5 386.2,277.4 
		386.2,277.3 386.4,277.3 386.6,277.3" class="st0"></polyline>
	<polyline points="389.8,273.4 389.9,273.5 389.9,273.6 389.8,273.7 389.8,273.8 389.7,273.9 389.5,273.9 389.4,274.1 
		389.1,274.2 388.8,274.3 388.5,274.4 388.3,274.4 388.1,274.3 388.1,274.3" class="st0"></polyline>
	<polyline points="388,269.8 388.1,269.9 388.1,270.2 388.2,270.6 388.2,270.7" class="st0"></polyline>
	<polyline points="384.7,267.8 384.7,267.6 384.8,267.4 384.9,267.3 385,267.2" class="st0"></polyline>
	<line y2="265.5" x2="388" y1="265.5" x1="388.2" class="st0"></line>
	<polyline points="391.9,264.7 391.7,264.6 391.6,264.6 391.4,264.7 391.2,264.7 391,264.9 390.8,265.2 390.7,265.5 
		390.7,265.8 390.7,266 390.8,266.2 390.9,266.3 391,266.4" class="st0"></polyline>
	<polyline points="390.4,269.6 390.4,269.5 390.3,269.2 390.2,268.9 390.2,268.7" class="st0"></polyline>
	<polyline points="389.4,272.5 389.5,272.5 389.6,272.5 389.6,272.5 389.6,272.6" class="st0"></polyline>
	<polyline points="384.9,273.6 384.9,273.5 385,273.5 385.1,273.4 385.2,273.3 385.3,273.2 385.5,273.1 385.7,273 
		385.8,272.9 386,272.8 386.1,272.7 386.3,272.7 386.4,272.6 386.5,272.6 386.5,272.5 386.5,272.5" class="st0"></polyline>
	<polyline points="386.1,275.8 386.1,275.9 386.2,275.9 386.3,276 386.4,276 386.6,276 386.7,276 386.9,275.9 
		387.1,275.9 387.3,275.8 387.4,275.7 387.5,275.7 387.6,275.6 387.7,275.5 387.8,275.4 387.9,275.3 387.9,275.2 387.9,275.1 
		387.9,275" class="st0"></polyline>
	<polyline points="391.4,277.3 391.2,277.2 391,277.1 390.8,276.9 390.7,276.9" class="st0"></polyline>
	<polyline points="394.6,275.5 394.6,275.7 394.5,275.9 394.4,276" class="st0"></polyline>
	<polyline points="395.3,273.5 395.3,273.6 395.2,273.7 395.2,273.9 395.2,274.1 395.2,274.3 395.3,274.5 395.4,274.6 
		395.5,274.7 395.7,274.9 395.8,274.9 396,275 396.2,275 396.4,274.9 396.6,274.9 396.6,274.9 396.8,274.7" class="st0"></polyline>
	<polyline points="391,275.7 390.9,275.8 390.8,275.9 390.8,276.1 390.8,276.3 390.8,276.5 390.9,276.7 391,276.8 
		391.1,277 391.3,277.1 391.5,277.2 391.7,277.2 391.8,277.2 392,277.2 392.2,277.1 392.3,277 392.4,276.8 392.5,276.7 392.7,276.6 
		392.8,276.5" class="st0"></polyline>
	<line y2="276.1" x2="392.9" y1="276.3" x1="392.8" class="st0"></line>
	<polyline points="392.9,275.9 392.9,275.9 393.1,276.1 393.2,276.1" class="st0"></polyline>
	<polyline points="394.4,276 394.3,276.1 394.1,276.1" class="st0"></polyline>
	<polyline points="394.7,272.7 394.8,272.8 394.8,272.9 394.8,273 394.7,273.2 394.6,273.3 394.5,273.4 394.3,273.5 
		394.2,273.6 394,273.6 393.8,273.7 393.6,273.7 393.4,273.7 393.3,273.7 393.1,273.6 393,273.5 393,273.4 392.9,273.3 392.8,273.2 
		392.7,273.1 392.6,273.1 392.5,273.1 392.3,273.1" class="st0"></polyline>
	<polyline points="389.2,271.2 389.2,271.2 389.2,271.1 389.4,271 389.5,270.9 389.8,270.8 390,270.6 390.2,270.5 
		390.4,270.4 390.5,270.3 390.6,270.2 390.7,270.2 390.8,270.2 390.8,270.2" class="st0"></polyline>
	<polyline points="390,273.3 390,273.3 390,273.2 389.9,273.2 389.8,273.2" class="st0"></polyline>
	<polyline points="386.6,272.6 386.6,272.5 386.8,272.5 386.8,272.4 386.9,272.4 386.9,272.4" class="st0"></polyline>
	<polyline points="383.7,272.7 383.8,272.6 384,272.6 384.1,272.5" class="st0"></polyline>
	<polyline points="387.5,275.7 387.3,275.2 387,274.8 386.8,274.3 386.5,273.8 386.3,273.3 386,272.8 385.7,272.4 
		385.4,271.9 385.1,271.5 384.7,271.1 384.4,270.7 384.1,270.3 383.7,270 383.4,269.7 383.1,269.5 382.8,269.3 382.5,269.1 
		382.2,269 382,269.1 381.9,269.2 381.8,269.4 381.7,269.5 381.7,269.7 381.6,269.9 381.7,270.1 381.7,270.3 381.8,270.4 
		381.9,270.6 382,270.7 382.1,270.8 382.3,270.8" class="st0"></polyline>
	<polyline points="379.8,271.9 379.8,271.9 379.8,271.8" class="st0"></polyline>
	<line y2="271.9" x2="379.8" y1="271.9" x1="379.8" class="st0"></line>
	<line y2="268.8" x2="382.3" y1="268.8" x1="382.1" class="st0"></line>
	<polyline points="382.4,268.8 382.5,268.8 382.5,268.7 382.6,268.5" class="st0"></polyline>
	<line y2="269.2" x2="380.8" y1="269.3" x1="380.7" class="st0"></line>
	<polyline points="381,272.5 380.9,272.4 380.9,272.3 380.9,272.2 380.9,272 381,271.9 381.1,271.7 381.2,271.5 
		381.3,271.4 381.5,271.3 381.6,271.2 381.8,271.1 381.9,271.1 382.1,271 382.2,271.1 382.3,271.1" class="st0"></polyline>
	<polyline points="390.1,275.8 389.9,275.4 389.8,275 389.6,274.5 389.4,274.1 389.2,273.6 388.9,273.1 388.7,272.6 
		388.4,272.1 388.1,271.6 387.8,271.2 387.2,270.3 386.8,269.9 386.5,269.5 386.2,269.2 385.8,268.9 385.5,268.6 385.2,268.3 
		384.9,268.1 384.6,268 384.5,268.1 384.3,268.2 384.2,268.3 384.1,268.5 384.1,268.6 384,268.8 384,269 384,269.1 384.1,269.3 
		384.1,269.4 384.2,269.5 384.3,269.6 384.4,269.7" class="st0"></polyline>
	<polyline points="387,273.2 387,273.2 387.1,273.2 387.2,273.2 387.2,273.2" class="st0"></polyline>
	<polyline points="387.3,269.5 387.2,269.4 387.1,269.4 387,269.4 386.9,269.4 386.8,269.4 386.6,269.4 386.5,269.5 
		386.3,269.6 386.2,269.8 386.1,269.9 385.9,270 385.8,270.2 385.8,270.3 385.7,270.5 385.7,270.6 385.7,270.7 385.8,270.8 
		385.8,270.8" class="st0"></polyline>
	<polyline points="386.9,266.4 386.8,266.6 386.8,266.6" class="st0"></polyline>
	<line y2="267.7" x2="383.9" y1="267.7" x1="383.7" class="st0"></line>
	<line y2="270.8" x2="382" y1="270.8" x1="382" class="st0"></line>
	<polyline points="381.8,274.1 381.7,274 381.6,273.7 381.6,273.3 381.5,273.1" class="st0"></polyline>
	<polyline points="381.5,277.4 381.5,277.5 381.6,277.5 381.7,277.5 381.8,277.5 381.9,277.5 382.1,277.5 382.3,277.4 
		382.4,277.3 382.6,277.3 382.8,277.2 383,277 383.1,276.9 383.2,276.8 383.3,276.7 383.2,276.6" class="st0"></polyline>
	<polyline points="376.6,278 376.7,278 376.7,278 376.8,277.9 377,277.9 377.1,277.8 377.3,277.7 377.5,277.7 
		377.6,277.6 377.8,277.5 378,277.5 378.1,277.4 378.2,277.4 378.3,277.3 378.4,277.3" class="st0"></polyline>
	<polyline points="381.6,278.2 381.6,278.1 381.5,278.1 381.4,278 381.3,278 381.2,278" class="st0"></polyline>
	<polyline points="386.4,278.3 386.3,278.5 386.2,278.8 385.9,279 385.9,279 385.7,279 385.5,279.1 385.3,279.1 
		385.2,279.1 385,279.1 384.8,279 384.7,278.9 384.6,278.8 384.5,278.7 384.4,278.5 384.4,278.4" class="st0"></polyline>
	<polyline points="383.3,281.6 383.4,281.6 383.5,281.5 383.6,281.4" class="st0"></polyline>
	<polyline points="387,279.5 386.8,279.4 386.6,279.4 386.5,279.3 386.4,279.1" class="st0"></polyline>
	<polyline points="388.7,276 388.6,276 388.4,276 388.3,276.1" class="st0"></polyline>
	<polyline points="385,274.6 385.1,274.6 385.2,274.6 385.2,274.6" class="st0"></polyline>
	<polyline points="385.9,271.3 386,271.6 386.1,271.8" class="st0"></polyline>
	<polyline points="389.3,271.8 389.2,271.8 389.1,271.8 389,271.9" class="st0"></polyline>
	<polyline points="392.5,272.7 392.4,272.6 392.3,272.5 392.3,272.5 392.1,272.5 392.1,272.5" class="st0"></polyline>
	<polyline points="395.4,268.4 395.6,268.6 395.5,268.7 395.4,268.7 395.3,268.9 395,269 394.8,269.1 394.7,269.2 
		394.5,269.3 394.4,269.4 394.2,269.5 394.1,269.5 394,269.6 393.9,269.6 393.9,269.6" class="st0"></polyline>
	<polyline points="390.6,269.1 390.5,269 390.5,269 390.5,268.9 390.5,268.8 390.6,268.7 390.7,268.6 390.8,268.4 
		390.9,268.3 391.1,268.2 391.2,268 391.4,267.9 391.5,267.9 391.7,267.8 391.8,267.8 391.9,267.7 392,267.8 392,267.8 392.1,267.9" class="st0"></polyline>
	<polyline points="389,265.5 389,265.4 389.1,265.2" class="st0"></polyline>
	<polyline points="389.7,268.6 389.8,268.6 390,268.6 390.1,268.6" class="st0"></polyline>
	<polyline points="393.9,266.4 393.9,266.3 393.8,266.2 393.7,266.2 393.6,266.2 393.4,266.2 393.3,266.3 393.1,266.4 
		393,266.5 392.8,266.6 392.7,266.7 392.6,266.9 392.5,267 392.4,267.2 392.4,267.3 392.3,267.4 392.3,267.5 392.4,267.6 
		392.5,267.6" class="st0"></polyline>
	<polyline points="393.4,268.9 393.4,268.8 393.5,268.8 393.6,268.7 393.7,268.6 393.8,268.5 394,268.4 394.1,268.3 
		394.3,268.2 394.4,268.1 394.6,268 394.7,267.9 394.8,267.9 394.9,267.8 395,267.8 395,267.8" class="st0"></polyline>
	<polyline points="394.7,271.1 394.7,271.2 394.8,271.2 394.9,271.3 395,271.3 395.1,271.3 395.3,271.2 395.5,271.2 
		395.6,271.1 395.8,271.1 396,271 396.2,270.8 396.3,270.7 396.4,270.6 396.5,270.5" class="st0"></polyline>
	<polyline points="392.7,274 392.8,273.9 393,273.9 393.1,273.9 393.1,274 393.1,274.1 393.3,274.2 393.4,274.3 
		393.6,274.4 393.8,274.4 394,274.5 394.2,274.4 394.4,274.4 394.5,274.3 394.7,274.2 394.8,274.1 394.9,273.9 395,273.8 395,273.6 
		395,273.5 394.9,273.4" class="st0"></polyline>
	<polyline points="393.1,274.6 393.1,274.8 393.2,275 393.2,275.1 393.3,275.3 393.5,275.4 393.6,275.5 393.8,275.6 
		394,275.6 394.2,275.6 394.4,275.6 394.6,275.5 394.6,275.5 394.8,275.4 394.9,275.3 395,275.1 395.1,274.9" class="st0"></polyline>
	<polyline points="393.1,274.5 393.2,274.6 393.3,274.7 393.4,274.9 393.5,275 393.7,275 393.9,275.1 394.1,275.1 
		394.3,275.1 394.5,275 394.6,275 394.8,274.9 394.9,274.7 395,274.6 395.1,274.4 395.1,274.3" class="st0"></polyline>
	<line y2="276.2" x2="393.6" y1="276.2" x1="393.4" class="st0"></line>
	<polyline points="388.6,275.6 388.7,275.8 388.9,276 389.1,276 389.4,276.1 389.7,276 390,275.9 390.1,275.8 
		390.2,275.7 390.3,275.6 390.4,275.5 390.5,275.4 390.5,275.3 390.5,275.1 390.4,275" class="st0"></polyline>
	<polyline points="383.8,276.6 383.8,276.7 383.9,276.7 384,276.8 384.1,276.8 384.3,276.8 384.4,276.7 384.6,276.7 
		384.8,276.6 385,276.5 385.1,276.4 385.3,276.3 385.4,276.2 385.5,276.1 385.6,276 385.6,275.9 385.6,275.9 385.6,275.8" class="st0"></polyline>
	<polyline points="380.6,276.7 380.6,276.7 380.7,276.7 380.8,276.7 380.8,276.7" class="st0"></polyline>
	<polyline points="375.6,273.4 375.6,273.6 375.6,273.7 375.7,273.8 375.8,274 375.9,274.1 376,274.2 376.2,274.2 
		376.4,274.3 376.6,274.3 376.7,274.3 376.9,274.3 377.1,274.2 377.1,274.2 377.4,274.1 377.5,273.9 377.6,273.6" class="st0"></polyline>
	<polyline points="375.6,273.9 375.6,273.6 375.6,273.2 375.7,273.1" class="st1"></polyline>
	<polyline points="381.9,281.9 381.9,282 381.7,282.3 381.6,282.4 381.5,282.5 381.4,282.6 381.1,282.7 380.8,282.8 
		380.7,282.8 380.5,282.8 380.2,282.7 380,282.7 379.7,282.5 379.5,282.4 379.2,282.1 379.1,282 378.9,281.8 378.7,281.6 
		378.4,281.3 378.2,280.9 378,280.6 377.7,280.2 377.5,279.8 377.3,279.4 377,279 376.8,278.5 376.6,278 376.4,277.6 376.3,277.1 
		376.1,276.6 376,276.2 375.9,275.7 375.8,275.3 375.7,274.9 375.7,274.4 375.6,274.3" class="st1"></polyline>
	<polyline points="377.6,273.2 377.7,272.9 377.9,273 378.1,273.1" class="st1"></polyline>
	<polyline points="381,272.5 381.3,272.8 381.5,273.1 381.8,273.4 382,273.7 382.3,274 382.5,274.4 382.8,274.8 
		383,275.1 383.2,275.5 383.4,275.9 383.6,276.2 383.8,276.6 383.9,277 384.1,277.3 384.2,277.7 384.3,278 384.4,278.3 384.4,278.5 
		384.5,278.8" class="st1"></polyline>
	<line y2="277.7" x2="386.6" y1="278.1" x1="386.6" class="st1"></line>
	<line y2="277.9" x2="386.6" y1="278.1" x1="386.6" class="st1"></line>
	<line y2="277.9" x2="386.6" y1="278" x1="386.6" class="st1"></line>
	<polyline points="384.6,273.2 384.7,273.4 384.9,273.8 385,274.2 385.2,274.6 385.4,275 385.6,275.4 385.8,275.7 
		386,276 386.2,276.3 386.4,276.6" class="st1"></polyline>
	<polyline points="388.8,276.9 388.8,276.8 388.8,276.7" class="st1"></polyline>
	<line y2="276.7" x2="388.8" y1="276.3" x1="388.8" class="st1"></line>
	<polyline points="384.6,269.8 384.8,269.9 385.1,270.1 385.3,270.3 385.5,270.5 385.8,270.8 386,271.1 386.3,271.4 
		386.5,271.7 386.8,272.1 387,272.4 387.3,272.8 387.5,273.1 387.7,273.5 387.9,273.9 388.1,274.3 388.2,274.6 388.4,275 
		388.5,275.3 388.6,275.6 388.7,275.9 388.7,276.2 388.8,276.5" class="st1"></polyline>
	<polyline points="389,268 389.3,268.3 389.6,268.6 389.9,269 390.2,269.3 390.5,269.7 390.8,270.2 391.1,270.6 
		391.3,271 391.6,271.4 391.8,271.9 392,272.3 392.2,272.7 392.4,273.2 392.5,273.6 392.6,274 392.7,274.3 392.8,274.7 392.9,275 
		392.9,275.3 392.9,275.4 392.9,275.7 392.9,275.9 392.9,276.1 392.8,276.3 392.8,276.5 392.7,276.6 392.6,276.8 392.5,276.9 
		392.4,277 392.2,277.1 392.1,277.2 391.9,277.3 391.7,277.3 391.4,277.3 391.2,277.3 391,277.2 390.8,277.2 390.7,277.1" class="st1"></polyline>
	<polyline points="393.1,274.3 393.1,274.5 393.1,274.6" class="st1"></polyline>
	<polyline points="389,271 389.1,271.4 389.3,271.8 389.4,272.2 389.6,272.5 389.8,272.9 390,273.3 390.2,273.6 
		390.4,274 390.6,274.3 390.7,274.4" class="st1"></polyline>
	<polyline points="391.1,266.8 391.4,267.1 391.7,267.4 392,267.8 392.3,268.2 392.6,268.6 392.9,269 393.2,269.4 
		393.4,269.8 393.7,270.3 393.9,270.7 394.1,271.1 394.3,271.6 394.5,272 394.7,272.4 394.8,272.8 394.9,273.1 395,273.5 395,273.8 
		395.1,274.1 395.1,274.3 395.1,274.5 395.1,274.8 395.1,274.9 395,275.2 394.9,275.3 394.9,275.5 394.8,275.6 394.7,275.8 
		394.5,275.9 394.4,276 394.3,276.1 394.1,276.1 393.9,276.2 393.8,276.2 393.6,276.2 393.4,276.2 393.2,276.1 393.1,276.1 
		392.9,276" class="st1"></polyline>
	<polyline points="395.3,273.6 395.3,273.4 395.3,273.2 395.3,272.9" class="st1"></polyline>
	<line y2="273.5" x2="395.3" y1="273.7" x1="395.2" class="st1"></line>
	<polyline points="394.8,272.7 394.9,272.9 395.1,273 395.3,273.1" class="st1"></polyline>
	<polyline points="389.5,268 389.7,268.2 390.1,268.5 390.3,268.7 390.5,269 390.8,269.4 391,269.7 391.3,270.1 
		391.5,270.4 391.8,270.8 392,271.2 392.2,271.6 392.3,271.9 392.5,272.3 392.7,272.7 392.8,273 392.9,273.3 393,273.6 393.1,273.9 
		393.1,274.2 393.1,274.5" class="st1"></polyline>
	<polyline points="391.1,269.8 391.2,269.9 391.3,270.3 391.5,270.7 391.6,271.1 391.8,271.5 392,271.9 392.2,272.3 
		392.4,272.6 392.6,272.9 392.8,273.2 392.9,273.3" class="st1"></polyline>
	<polyline points="390.9,275.8 391,275.6 391,275.4 390.9,275.1 390.8,274.8 390.7,274.5 390.7,274.2 390.5,273.8 
		390.4,273.5 390.2,273.1 390,272.7 389.8,272.4 389.6,272 389.4,271.6 389.2,271.2 388.9,270.9 388.7,270.5 388.4,270.2 
		388.2,269.9 387.9,269.6 387.6,269.3 387.4,269.1" class="st1"></polyline>
	<polyline points="384.4,269.7 384.2,269.6 384.1,269.6" class="st1"></polyline>
	<polyline points="383.1,271.4 383.4,271.6 383.6,271.9 383.9,272.2 384.2,272.5 384.4,272.9 384.7,273.2 384.9,273.6 
		385.1,273.9 385.4,274.3 385.6,274.7 385.8,275.1 385.9,275.4 386.1,275.8 386.2,276.1 386.3,276.5 386.4,276.8 386.5,277.1 
		386.6,277.4 386.6,277.7" class="st1"></polyline>
	<polyline points="380,281.3 380.1,281.2 380.2,281 380.2,280.8 380.2,280.6 380.2,280.3 380.2,280.1 380.1,279.8 
		380.1,279.5 380,279.2 379.9,278.8 379.8,278.5 379.7,278.2 379.5,277.8 379.4,277.5 379.2,277.1 379.3,277.1 379.5,277 
		379.6,276.9 379.8,276.8 379.9,276.7 380.1,276.6 380.2,276.6 380.3,276.5 380.4,276.5 380.4,276.5 380.7,276.9 380.9,277.3 
		381.1,277.8 381.3,278.2 381.5,278.6 381.6,279 381.7,279.4 381.9,279.8 381.9,280.1 382,280.3 382,280.6 382.1,280.9 382.1,281.2 
		382,281.4 382,281.7" class="st1"></polyline>
	<polyline points="384.2,280.4 384.4,280.5 384.8,280.6 384.9,280.6 385.1,280.6 385.3,280.6 385.5,280.5 385.6,280.5 
		385.8,280.4 385.9,280.3 386,280.1 386.1,280 386.2,279.9 386.3,279.7 386.3,279.6 386.4,279.3 386.4,279.1 386.4,278.9 
		386.4,278.6 386.4,278.5 386.4,278.3 386.3,277.8 386.2,277.5 386.1,277.1 385.9,276.6 385.8,276.3 385.6,275.9 385.4,275.4 
		385.2,275 384.9,274.6 384.7,274.1 384.4,273.7 384.2,273.3 383.9,272.9 383.6,272.5 383.3,272.1 383,271.8 382.7,271.5 
		382.4,271.2 382.3,271.1 382,270.8 381.7,270.6 381.4,270.4 381.1,270.2 381,270.2 380.7,270.1 380.3,269.9 380,269.9 379.8,269.9" class="st1"></polyline>
	<polyline points="379.8,271.8 380,271.9 380,272.1" class="st1"></polyline>
	<polyline points="377.7,274.9 377.8,275.3 377.9,275.7 378,276.1 378.1,276.5 378.3,276.9 378.4,277.3 378.6,277.7 
		378.8,278.1 379,278.5 379.2,278.8 379.4,279.2 379.6,279.5" class="st1"></polyline>
	<polyline points="380.2,280.3 380,280.1 379.8,279.8 379.5,279.4" class="st1"></polyline>
	<polyline points="382.3,279.8 382.3,280 382.3,280.2" class="st1"></polyline>
	<polyline points="380,279.3 379.9,279.2 379.7,278.8 379.5,278.4 379.2,277.9 379,277.5 378.8,277 378.6,276.6 
		378.5,276.1 378.3,275.6 378.2,275.2 378.1,274.7 378,274.3 377.9,273.8 377.8,273.4 377.8,273.3" class="st1"></polyline>
	<polyline points="378.1,271 378.2,270.8 378.3,270.7 378.5,270.5 378.6,270.4 378.7,270.2 378.9,270.1 379.2,270 
		379.3,270 379.5,269.9" class="st1"></polyline>
	<polyline points="388.5,278.2 388.6,278.2 388.9,278.3 389.2,278.4 389.4,278.4 389.5,278.4 389.7,278.4 389.9,278.3 
		390,278.2 390.1,278.1 390.3,278 390.4,277.9 390.5,277.7 390.6,277.6 390.6,277.4 390.7,277.2 390.7,277.1 390.7,276.8 
		390.7,276.6 390.7,276.3 390.7,276.1 390.7,275.8 390.6,275.5 390.5,275.1 390.4,274.7 390.2,274.3 390,273.9 389.9,273.5 
		389.7,273.1 389.4,272.6 389.2,272.2 388.9,271.8 388.7,271.3 388.4,270.9 388.1,270.5 387.8,270.1 387.5,269.8 387.2,269.4 
		386.9,269.1 386.6,268.9 386.5,268.8 386.2,268.5 385.9,268.3 385.6,268.1 385.2,267.9 385,267.8 384.8,267.8 384.5,267.7 
		384.3,267.7 384.1,267.7 383.9,267.7 383.7,267.7 383.7,267.7 383.5,267.8 383.3,267.9 383.2,268 383,268.1 382.7,268.4 
		382.5,268.7 382.4,268.8" class="st1"></polyline>
	<polyline points="384.6,267.7 384.6,267.6 384.7,267.5 384.9,267.3 385,267.1 385.2,267 385.5,266.8" class="st1"></polyline>
	<line y2="267.4" x2="388.4" y1="267.5" x1="388.7" class="st1"></line>
	<polyline points="389,267.6 388.7,267.5 388.6,267.4 388.5,267.5" class="st1"></polyline>
	<line y2="266.3" x2="390.6" y1="266.3" x1="390.7" class="st1"></line>
	<polyline points="386.8,266.6 386.8,266.6 386.9,266.3 387,266.2 387.3,266 387.5,265.8 387.6,265.7 387.8,265.6 
		388,265.5 388.2,265.5 388.4,265.5 388.6,265.5 388.8,265.5 389,265.5 389.2,265.6 389.5,265.7 389.8,265.8 389.9,265.9 390.2,266 
		390.4,266.2 390.7,266.5 390.8,266.6" class="st1"></polyline>
	<line y2="266.4" x2="390.7" y1="266.3" x1="390.7" class="st1"></line>
	<polyline points="395.2,272.9 395.1,272.5 395.1,272.2 395,271.9 394.8,271.5 394.7,271.1 394.5,270.8 394.3,270.4 
		394.1,270 393.9,269.6 393.7,269.3 393.4,268.9 393.2,268.5 392.9,268.2 392.7,267.9 392.4,267.6 392.1,267.3 391.9,267.1 
		391.7,266.9 391.4,266.7 391.2,266.5 391,266.4 390.9,266.4 390.7,266.3 390.6,266.4" class="st1"></polyline>
	<line y2="267.5" x2="388.7" y1="267.7" x1="388.7" class="st1"></line>
	<polyline points="388.8,267.5 389.1,267.7 389.3,267.8 389.6,268" class="st1"></polyline>
	<polyline points="388.7,267.7 388.6,267.6 388.3,267.4 388,267.2 387.8,267 387.6,266.9 387.3,266.8 387.1,266.7 
		386.9,266.7 386.7,266.6 386.5,266.6 386.4,266.6 386.2,266.6 386,266.6 385.8,266.6" class="st1"></polyline>
	<polyline points="384.7,269.9 384.4,269.7 384.3,269.7" class="st1"></polyline>
	<polyline points="384.3,269.9 384.3,269.8 384.3,269.7" class="st1"></polyline>
	<line y2="269.7" x2="384.2" y1="269.7" x1="384.2" class="st1"></line>
	<polyline points="382.1,270.8 382.1,270.9 382.1,271" class="st1"></polyline>
	<polyline points="382,270.8 382,270.8 381.9,270.8" class="st1"></polyline>
	<polyline points="380.8,272.4 380.6,272.2 380.3,272 380.1,271.9" class="st1"></polyline>
	<polyline points="377.7,275 377.6,274.5 377.6,274.2" class="st1"></polyline>
	<line y2="271.9" x2="379.9" y1="271.9" x1="379.8" class="st1"></line>
	<line y2="271.8" x2="379.8" y1="271.9" x1="379.7" class="st1"></line>
	<line y2="271.9" x2="379.9" y1="271.8" x1="379.7" class="st1"></line>
	<polyline points="377.7,273 377.6,273.2 377.6,273.5" class="st1"></polyline>
	<polyline points="377.6,273.3 377.6,273.6 377.6,273.9 377.6,274.3" class="st1"></polyline>
	<polyline points="377.7,272.9 377.7,272.9 377.5,273" class="st1"></polyline>
	<polyline points="380.2,272 380,271.9 379.8,271.8" class="st1"></polyline>
	<line y2="271.9" x2="379.9" y1="271.9" x1="379.8" class="st1"></line>
	<polyline points="382.3,279.9 382.3,279.7 382.2,279.4 382.1,279.1 382,278.8 381.9,278.5 381.8,278.1 381.6,277.8 
		381.5,277.4 381.3,277 381.1,276.7 380.9,276.3 380.7,275.9 380.4,275.6 380.2,275.2 379.9,274.9 379.7,274.5 379.4,274.2 
		379.1,273.9 378.9,273.7 378.7,273.5 378.4,273.3 378.2,273.2 378,273" class="st1"></polyline>
	<polyline points="380.3,275.4 380.3,275.5 380.5,275.9 380.6,276.3 380.8,276.7 381,277.1 381.2,277.4 381.4,277.8 
		381.6,278.1 381.8,278.4 382,278.7 382,278.8" class="st1"></polyline>
	<polyline points="384.5,278.9 384.4,279 384.4,279.1" class="st1"></polyline>
	<polyline points="375.7,272.8 375.8,272.5 375.8,272.3 375.9,272.1 376.1,271.9 376.2,271.7 376.3,271.6 376.4,271.4 
		376.6,271.3 376.8,271.2 377,271.1 377.1,271.1 377.2,271.1 377.5,271 377.8,271 377.9,271 378.2,271.1 378.3,271.1 378.6,271.2 
		378.9,271.3 379,271.4 379.3,271.5 379.6,271.7 379.9,272 380.3,272.3 380.6,272.6 380.9,272.9 381.2,273.3 381.5,273.7 
		381.8,274.1 382,274.5 382.3,274.9 382.6,275.3 382.8,275.7 383.1,276.2 383.2,276.6 383.5,277.1 383.6,277.5 383.8,277.9 
		383.9,278.2 384,278.7 384.1,279 384.2,279.3 384.2,279.7 384.2,280 384.2,280.3 384.2,280.4 384.2,280.6 384.1,280.8 384,281 
		383.8,281.3 383.7,281.4 383.6,281.5 383.4,281.6 383.2,281.6 383.1,281.7 382.9,281.7 382.7,281.7 382.6,281.7 382.4,281.6 
		382.2,281.6 382.1,281.5" class="st1"></polyline>
	<polyline points="384.2,277.7 384.2,277.7 384,277.4 383.8,277.1 383.6,276.8 383.4,276.4 383.2,276 383,275.6 
		382.8,275.2 382.7,274.8 382.5,274.4 382.5,274.3" class="st1"></polyline>
	<polyline points="381.9,270.7 382.1,270.8 382.4,270.9 382.4,270.9 382.7,271.1 382.9,271.3" class="st1"></polyline>
	<polyline points="386.4,279.3 386.4,279.3 386.6,279.4 386.8,279.5 387,279.5 387.2,279.5 387.3,279.5 387.5,279.5 
		387.7,279.4 387.8,279.3 388,279.2 388.1,279.1 388.2,279 388.3,278.9 388.4,278.7 388.5,278.6 388.5,278.4 388.5,278.2 
		388.5,278.1 388.6,278 388.6,277.7 388.6,277.5 388.5,277.3 388.5,277 388.4,276.7 388.3,276.3 388.2,275.9 388.1,275.5 
		387.9,275.1 387.7,274.7 387.5,274.3 387.3,273.8 387.1,273.4 386.8,272.9 386.5,272.5 386.3,272.1 386,271.7 385.7,271.3 
		385.4,271 385.1,270.6 384.8,270.3 384.5,270 384.4,269.9 384.1,269.7 383.8,269.5 383.5,269.3 383.1,269.1 382.8,268.9 
		382.4,268.8 382.1,268.8 382,268.8 381.7,268.8 381.5,268.9 381.3,268.9 381.1,269 380.9,269.1 380.7,269.3 380.6,269.4 
		380.5,269.6 380.4,269.7 380.3,269.9" class="st1"></polyline>
	<line y2="270.8" x2="382.1" y1="270.7" x1="381.9" class="st1"></line>
	<polyline points="386.7,268.7 386.9,268.8 387.1,268.9 387.4,269.2" class="st1"></polyline>
	<polyline points="388.6,275.5 388.4,275.3 388.2,275 388,274.7 387.8,274.3 387.6,274 387.4,273.6 387.2,273.2 
		387.1,272.8 386.9,272.4 386.8,272.1" class="st1"></polyline>
	<polyline points="386.3,268.5 386.4,268.5 386.6,268.6 386.8,268.7" class="st1"></polyline>
	<polyline points="386.3,268.5 386.4,268.5 386.5,268.6" class="st1"></polyline>
	<line y2="268.6" x2="386.4" y1="268.6" x1="386.3" class="st1"></line>
	<line y2="268.8" x2="386.5" y1="268.6" x1="386.5" class="st1"></line>
	<polyline points="395.1,274.9 395.3,275 395.6,275.1 395.8,275.1 396,275.1 396.2,275 396.4,275 396.6,274.9 
		396.8,274.7 397,274.5 397.1,274.3 397.1,274.1 397.2,273.8 397.2,273.4 397.1,273.1 397.1,272.7 397,272.3 396.9,271.9 
		396.8,271.4 396.6,270.9 396.5,270.5 396.2,269.9 396,269.5 395.8,269 395.6,268.6 395.3,268.2 395,267.8 394.7,267.4 394.5,267 
		394.2,266.6 393.9,266.3 393.5,266 393.3,265.7 393.2,265.6 392.9,265.3 392.6,265.1 392.3,264.9 392,264.7 391.9,264.7 
		391.6,264.6 391.3,264.5 391.2,264.4 390.9,264.4 390.7,264.4 390.5,264.4 390.4,264.4 390.2,264.4 389.9,264.6 389.7,264.7 
		389.6,264.8 389.4,264.9 389.3,265 389.2,265.1 389.1,265.2 388.9,265.5" class="st1"></polyline>
</g>
<g id="ID_1251">
	<line y2="74.5" x2="498.8" y1="74.6" x1="498.8" class="st0"></line>
	<line y2="76" x2="495.8" y1="73.7" x1="497.6" class="st0"></line>
	<polyline points="493.3,70.3 493.6,70.4 493.8,70.5 494,70.6 494.2,70.7 494.4,70.9 494.5,71.1 494.6,71.3 495.1,71.5 
		495.5,71.7 495.9,72 496.3,72.3 496.7,72.6 497,72.9 497.3,73.3 497.6,73.7 497.9,73.8 498.1,73.9 498.3,74 498.5,74.2 498.7,74.4 
		498.8,74.6 499,74.9" class="st0"></polyline>
	<line y2="71.3" x2="494.6" y1="73.5" x1="492.8" class="st0"></line>
	<polyline points="497.1,77.1 497,76.9 496.9,76.6 496.7,76.4 496.5,76.3 496.3,76.1 496.1,76 495.8,76 495.5,75.6 
		495.2,75.2 494.9,74.8 494.5,74.5 494.1,74.2 493.7,74 493.2,73.7 492.8,73.5 492.7,73.3 492.5,73.1 492.4,73 492.2,72.8 492,72.7 
		491.8,72.6 491.5,72.6" class="st0"></polyline>
	<polyline points="489.9,83.3 489.8,83.2 489.7,83.1 489.6,83 489.4,82.8 489.2,82.6 489,82.4 488.7,82.2 488.4,81.9 
		488.1,81.7 487.9,81.5 487.6,81.4 487.4,81.2 487.3,81.1 487.2,81 487.1,81" class="st0"></polyline>
	<line y2="78.3" x2="496.6" y1="78.2" x1="496.5" class="st0"></line>
	<polyline points="495.1,77.1 495,77.1 494.9,76.9 494.8,76.8 494.6,76.6 494.3,76.4 494,76.2 493.7,75.9 493.4,75.7 
		493.1,75.4 492.9,75.2 492.6,75 492.4,74.9 492.2,74.7 492,74.7 492,74.6" class="st0"></polyline>
	<polyline points="495.2,77.1 495.3,77.1 495.3,77.1 495.3,77.1 495.3,77 495.3,77 495.2,76.9 495.1,76.8 495,76.7 
		494.9,76.6 494.8,76.5 494.7,76.4 494.5,76.3 494.4,76.2 494.2,76 494.1,75.9 493.9,75.8 493.7,75.6 493.6,75.5 493.4,75.4 
		493.2,75.2 493.1,75.1 492.9,75 492.8,74.9 492.6,74.8 492.5,74.7 492.4,74.6 492.3,74.5 492.2,74.5 492.1,74.4 492,74.4 492,74.4 
		491.9,74.3 491.9,74.4 492,74.4" class="st0"></polyline>
	<polyline points="492.2,72.8 491,72.7 490.9,72.7 490.9,72.7 490.8,72.8 490.7,72.9 490.7,73 490.7,73.1 490.7,73.2 
		490.8,73.3" class="st0"></polyline>
	<polyline points="497.5,78.1 497.5,78 497.5,78 497.4,77.9 497.3,77.8 497.2,77.6 497,77.5 496.8,77.3 496.6,77.1 
		496.4,76.9 496.1,76.6 495.8,76.4 495.5,76.1 495.2,75.9 494.9,75.6 494.6,75.3 494.2,75 493.9,74.8 493.5,74.5 493.2,74.2 
		492.9,74 492.6,73.7 492.3,73.5 492,73.3 491.7,73.1 491.5,72.9 491.2,72.8 491,72.7 490.9,72.6 490.7,72.5 490.6,72.5 490.6,72.4 
		490.5,72.4" class="st0"></polyline>
	<polyline points="496.6,78.3 496.8,78.4 496.9,78.4 496.9,78.4 497,78.4 497,78.4 497,78.3 496.9,78.3 496.8,78.1 
		496.7,78 496.5,77.9 496.3,77.7 496.1,77.5 495.9,77.3 495.7,77.1 495.4,76.8 495.1,76.6 494.8,76.3 494.5,76.1 494.2,75.8 
		493.8,75.5 493.5,75.3 493.2,75 492.9,74.8 492.5,74.5 492.2,74.3 491.9,74.1 491.7,73.9 491.4,73.7 491.2,73.5 491,73.4 
		490.8,73.3 490.6,73.2 490.5,73.1 490.4,73 490.3,73 490.3,73 490.3,73.1 490.3,73.1 490.4,73.2 490.5,73.3" class="st0"></polyline>
	<polyline points="497.3,78.4 497.4,78.4 497.4,78.4 497.4,78.3 497.3,78.3 497.2,78.1 497.1,78 496.9,77.8 496.7,77.6 
		496.5,77.4 496.2,77.2 496,77 495.7,76.7 495.4,76.5 495,76.2 494.7,75.9 494.3,75.6 494,75.3 493.6,75 493.3,74.8 492.9,74.5 
		492.6,74.2 492.3,74 492,73.7 491.7,73.5 491.4,73.3 491.1,73.2 490.9,73 490.7,72.9 490.5,72.8 490.4,72.7 490.3,72.7 490.2,72.6 
		490.2,72.6 490.2,72.7" class="st0"></polyline>
	<polyline points="492,74.5 492.1,74.5 492.2,74.6 492.4,74.7 492.7,74.9 492.9,75.1 493.2,75.3 493.5,75.6 493.8,75.8 
		494.2,76.1 494.4,76.3 494.7,76.5 494.9,76.7 495.1,76.9 495.1,77 495.2,77.1" class="st0"></polyline>
	<polyline points="487.3,81.1 487.3,80.8 492.2,74.7 492.2,74.7 492.2,74.6 492.2,74.5 492.2,74.5" class="st0"></polyline>
	<polyline points="490.2,83.2 490.1,83.2 490,83 489.9,82.9 489.7,82.7 489.4,82.5 489.1,82.3 488.8,82 488.5,81.8 
		488.2,81.5 487.9,81.3 487.7,81.1 487.5,80.9 487.3,80.8 487.1,80.7 487.1,80.7" class="st0"></polyline>
	<polyline points="490.2,72.9 490.2,73 490.2,73 490.3,73.1 490.4,73.2 490.5,73.3 490.6,73.4 490.7,73.6 490.9,73.8 
		491.1,74 491.3,74.2 491.6,74.4 491.9,74.6 491.9,74.7 487,80.7 487.1,81 487.1,81.1 487.2,81.2 487.3,81.3 487.5,81.5 487.7,81.7 
		488,81.9 488.3,82.1 488.5,82.3 488.8,82.5 489.1,82.7 489.3,82.9 489.5,83.1 489.7,83.2 489.8,83.2 489.9,83.3 490.1,83.2 
		495.1,77.1" class="st1"></polyline>
	<polyline points="497.3,77.4 499.1,75.1 499,74.9 498.8,74.5 498.8,74.5 498.7,74.3 498.5,74.2 498.4,74 498.1,73.8 
		497.9,73.6 497.6,73.3 497.3,73.1 497,72.8 496.7,72.5 496.3,72.3 496,72 495.6,71.7 495.3,71.5 495,71.2 494.7,71 494.4,70.8 
		494.2,70.7 494,70.6 493.9,70.5 493.7,70.4 493.7,70.4 493.3,70.3 493,70.3 491.2,72.5" class="st1"></polyline>
	<polyline points="492,74.4 492,74.5 492,74.6" class="st1"></polyline>
	<polyline points="495,77.2 495.3,77.4 495.6,77.6 495.9,77.8 496.1,77.9 496.3,78.1 496.5,78.2 496.6,78.3 496.7,78.4 
		496.9,78.4 497,78.5 497,78.5 497.1,78.5" class="st1"></polyline>
	<polyline points="497.5,78.2 497.5,78.1 497.5,78 497.1,77.1" class="st1"></polyline>
	<polyline points="495.3,77.1 495.2,77.1 495.1,77.1" class="st1"></polyline>
	<polyline points="497.5,78.3 497.5,78.4 497.4,78.4 497.3,78.5 497.2,78.5" class="st1"></polyline>
	<polyline points="490.3,72.5 490.2,72.5 490.2,72.6 490.2,72.7 490.1,72.8" class="st1"></polyline>
	<polyline points="491.5,72.6 490.6,72.4 490.5,72.4 490.4,72.4" class="st1"></polyline>
</g>
<g id="ID_1245">
	<line y2="157.2" x2="624.8" y1="157.3" x1="624.8" class="st0"></line>
	<line y2="158.7" x2="621.8" y1="156.4" x1="623.6" class="st0"></line>
	<polyline points="619.3,153 619.5,153.1 619.8,153.2 620,153.3 620.1,153.4 620.3,153.6 620.4,153.8 620.6,154 
		621,154.2 621.5,154.4 621.9,154.7 622.3,155 622.6,155.3 623,155.6 623.3,156 623.6,156.4 623.8,156.5 624.1,156.6 624.3,156.7 
		624.5,156.9 624.6,157.1 624.8,157.3 624.9,157.6" class="st0"></polyline>
	<line y2="154" x2="620.6" y1="156.3" x1="618.7" class="st0"></line>
	<polyline points="623.1,159.8 623,159.6 622.8,159.4 622.7,159.2 622.5,159 622.2,158.9 622,158.8 621.8,158.7 
		621.5,158.3 621.1,157.9 620.8,157.6 620.4,157.2 620,156.9 619.6,156.7 619.2,156.5 618.7,156.3 618.6,156 618.5,155.8 
		618.3,155.7 618.1,155.5 617.9,155.4 617.7,155.3 617.4,155.3" class="st0"></polyline>
	<polyline points="615.8,166 615.8,165.9 615.7,165.8 615.5,165.7 615.4,165.5 615.2,165.3 614.9,165.1 614.6,164.9 
		614.4,164.6 614.1,164.4 613.8,164.2 613.6,164.1 613.4,163.9 613.2,163.8 613.1,163.7 613,163.7" class="st0"></polyline>
	<line y2="161" x2="622.5" y1="160.9" x1="622.4" class="st0"></line>
	<polyline points="621,159.8 621,159.8 620.9,159.7 620.7,159.5 620.5,159.3 620.3,159.1 620,158.9 619.7,158.6 
		619.4,158.4 619.1,158.1 618.8,157.9 618.5,157.7 618.3,157.6 618.1,157.4 618,157.4 617.9,157.3" class="st0"></polyline>
	<polyline points="621.2,159.8 621.2,159.8 621.3,159.8 621.3,159.8 621.2,159.7 621.2,159.7 621.1,159.6 621.1,159.5 
		621,159.4 620.9,159.3 620.7,159.2 620.6,159.1 620.5,159 620.3,158.9 620.2,158.7 620,158.6 619.8,158.5 619.7,158.3 619.5,158.2 
		619.3,158.1 619.2,157.9 619,157.8 618.9,157.7 618.7,157.6 618.6,157.5 618.4,157.4 618.3,157.3 618.2,157.2 618.1,157.2 
		618,157.1 618,157.1 617.9,157.1 617.9,157.1 617.9,157.1 617.9,157.1" class="st0"></polyline>
	<polyline points="618.1,155.5 617,155.4 616.9,155.4 616.8,155.4 616.7,155.5 616.7,155.6 616.6,155.7 616.6,155.8 
		616.7,155.9 616.7,156" class="st0"></polyline>
	<polyline points="623.4,160.8 623.4,160.7 623.4,160.7 623.3,160.6 623.3,160.5 623.1,160.3 623,160.2 622.8,160 
		622.6,159.8 622.3,159.6 622.1,159.3 621.8,159.1 621.5,158.8 621.2,158.6 620.8,158.3 620.5,158 620.2,157.8 619.8,157.5 
		619.5,157.2 619.2,156.9 618.8,156.7 618.5,156.4 618.2,156.2 617.9,156 617.7,155.8 617.4,155.7 617.2,155.5 617,155.4 
		616.8,155.3 616.7,155.2 616.6,155.2 616.5,155.1 616.5,155.2" class="st0"></polyline>
	<polyline points="622.6,161 622.7,161.1 622.8,161.1 622.9,161.1 622.9,161.1 622.9,161.1 622.9,161 622.8,161 
		622.7,160.9 622.6,160.7 622.5,160.6 622.3,160.4 622.1,160.2 621.9,160 621.6,159.8 621.3,159.5 621,159.3 620.7,159 620.4,158.8 
		620.1,158.5 619.8,158.2 619.4,158 619.1,157.7 618.8,157.5 618.5,157.2 618.2,157 617.9,156.8 617.6,156.6 617.3,156.4 
		617.1,156.2 616.9,156.1 616.7,156 616.6,155.9 616.4,155.8 616.3,155.8 616.3,155.7 616.2,155.7 616.2,155.8 616.3,155.8 
		616.3,155.9 616.4,156" class="st0"></polyline>
	<polyline points="623.3,161.2 623.3,161.2 623.3,161.1 623.3,161.1 623.2,161 623.1,160.8 623,160.7 622.8,160.5 
		622.6,160.4 622.4,160.2 622.2,159.9 621.9,159.7 621.6,159.4 621.3,159.2 621,158.9 620.6,158.6 620.3,158.3 619.9,158 
		619.6,157.8 619.2,157.5 618.9,157.2 618.6,156.9 618.2,156.7 617.9,156.5 617.6,156.2 617.3,156 617.1,155.9 616.9,155.7 
		616.7,155.6 616.5,155.5 616.3,155.4 616.2,155.4 616.2,155.3 616.1,155.3 616.1,155.4" class="st0"></polyline>
	<polyline points="617.9,157.2 618,157.2 618.2,157.3 618.4,157.4 618.6,157.6 618.9,157.8 619.2,158 619.5,158.3 
		619.8,158.5 620.1,158.8 620.4,159 620.6,159.2 620.8,159.4 621,159.6 621.1,159.7 621.1,159.8" class="st0"></polyline>
	<polyline points="613.2,163.8 613.2,163.5 618.1,157.4 618.2,157.4 618.2,157.3 618.1,157.2 618.1,157.2" class="st0"></polyline>
	<polyline points="616.1,165.9 616.1,165.9 616,165.8 615.8,165.6 615.6,165.4 615.4,165.2 615.1,165 614.8,164.7 
		614.5,164.5 614.2,164.2 613.9,164 613.6,163.8 613.4,163.7 613.2,163.5 613.1,163.5 613,163.4" class="st0"></polyline>
	<polyline points="616.1,155.6 616.1,155.7 616.2,155.8 616.2,155.8 616.3,155.9 616.4,156 616.5,156.2 616.7,156.3 
		616.9,156.5 617.1,156.7 617.3,156.9 617.5,157.1 617.8,157.3 617.9,157.4 613,163.4 613,163.7 613.1,163.8 613.1,163.9 613.3,164 
		613.5,164.2 613.7,164.4 613.9,164.6 614.2,164.8 614.5,165 614.7,165.3 615,165.4 615.2,165.6 615.4,165.8 615.6,165.9 615.7,166 
		615.8,166 616.1,165.9 621,159.8" class="st1"></polyline>
	<polyline points="623.2,160.1 625,157.8 624.9,157.6 624.8,157.2 624.7,157.2 624.6,157 624.5,156.9 624.3,156.7 
		624.1,156.5 623.8,156.3 623.6,156.1 623.2,155.8 622.9,155.5 622.6,155.2 622.3,155 621.9,154.7 621.6,154.4 621.3,154.2 
		620.9,154 620.7,153.7 620.4,153.6 620.2,153.4 620,153.3 619.8,153.2 619.7,153.1 619.6,153.1 619.3,153 619,153 617.2,155.3" class="st1"></polyline>
	<polyline points="617.9,157.1 617.9,157.2 617.9,157.3" class="st1"></polyline>
	<polyline points="621,159.9 621.3,160.1 621.5,160.3 621.8,160.5 622,160.7 622.2,160.8 622.4,160.9 622.6,161 
		622.7,161.1 622.8,161.1 622.9,161.2 623,161.2 623.1,161.2" class="st1"></polyline>
	<polyline points="623.5,160.9 623.5,160.8 623.4,160.7 623.1,159.8" class="st1"></polyline>
	<polyline points="621.2,159.8 621.1,159.8 621,159.8" class="st1"></polyline>
	<polyline points="623.4,161 623.4,161.1 623.3,161.2 623.2,161.2 623.2,161.2" class="st1"></polyline>
	<polyline points="616.3,155.2 616.2,155.3 616.1,155.3 616.1,155.5 616.1,155.5" class="st1"></polyline>
	<polyline points="617.4,155.3 616.5,155.1 616.4,155.1 616.4,155.2" class="st1"></polyline>
</g>
<g id="ID_1173">
	<line y2="335.4" x2="435.2" y1="334.7" x1="434.1" class="st0"></line>
	<polyline points="435.3,337.3 435.3,337.1 435.3,336.9 435.3,336.7 435.3,336.4 435.3,336.2 435.3,335.9 435.3,335.7 
		435.2,335.4 435.4,335.3 435.6,335.2 435.8,335 436,334.8 436.2,334.7 436.4,334.5 436.6,334.3 436.7,334.1" class="st0"></polyline>
	<line y2="336.2" x2="436.5" y1="335.9" x1="435.8" class="st0"></line>
	<polyline points="435.9,335.8 436.9,336.2 437.7,336.7" class="st0"></polyline>
	<polyline points="437.3,334.4 437,334.3 436.7,334.1 435.6,333.4" class="st0"></polyline>
	<polyline points="437.9,334.6 437.9,334.6 437.3,335.9" class="st0"></polyline>
	<polyline points="434.1,336.6 434.1,334.7 435.6,333.4 437.1,334" class="st0"></polyline>
	<line y2="336.1" x2="436.6" y1="337.5" x1="436" class="st0"></line>
	<line y2="334.3" x2="437.5" y1="335.7" x1="436.8" class="st0"></line>
	<polyline points="436.9,334.1 437.5,334.3 437.9,334.6 438.1,334.7 438.3,334.7" class="st0"></polyline>
	<line y2="335.8" x2="437" y1="336.2" x1="436.9" class="st0"></line>
	<polyline points="437,336.4 436.5,337.7 436.4,337.8" class="st0"></polyline>
	<polyline points="436,335.9 436.6,336.1 437,336.4 437.7,336.7 437.9,336.2" class="st0"></polyline>
	<polyline points="434.1,336.8 434,336.7 433.9,336.5 433.8,336.3 433.8,336.2 433.7,336 433.7,335.8 433.7,335.6 
		433.7,335.4 433.7,335.2 433.8,335 433.9,334.8 433.9,334.6 434,334.4 434.2,334.2 434.3,334 434.4,333.9 434.6,333.7 434.8,333.6 
		434.9,333.5 435.1,333.4 435.3,333.3 435.5,333.2 435.7,333.2 435.9,333.2 436.1,333.2 436.2,333.2 436.4,333.2 436.6,333.3" class="st0"></polyline>
	<line y2="336.1" x2="433.4" y1="336.2" x1="433.5" class="st0"></line>
	<polyline points="436.5,337.7 436.6,337.7 436.8,337.7 436.9,337.7 437.1,337.6 437.2,337.6 437.4,337.5 437.5,337.4 
		437.7,337.3 437.8,337.1 438,337 438.1,336.8 438.2,336.6 438.3,336.4 438.4,336.1 438.4,335.9 438.4,335.7 438.4,335.5 
		438.3,335.4 438.3,335.2 438.2,335.1 438.2,335 438.1,334.8 438,334.7 437.9,334.6" class="st0"></polyline>
	<polyline points="437.3,334.4 437.1,334.4 436.9,334.4 436.8,334.5 436.6,334.5 436.5,334.6 436.3,334.6 436.2,334.7 
		436,334.8 435.9,335 435.7,335.2 435.6,335.4 435.5,335.6 435.4,335.8 435.4,336 435.3,336.2 435.3,336.4 435.3,336.6 435.4,336.8 
		435.5,337 435.6,337.2 435.7,337.4 435.8,337.5" class="st0"></polyline>
	<line y2="335.9" x2="433.3" y1="336.7" x1="434" class="st0"></line>
	<polyline points="433.2,334.1 433.2,334.2 433.1,334.4 433.1,334.6 433.1,334.8 433,335 433.1,335.2 433.1,335.3 
		433.1,335.5 433.2,335.7 433.2,335.8 433.3,335.9 433.4,336.1 434.1,336.8 434.2,337 434.3,337.1 434.5,337.2 434.7,337.2 
		434.8,337.3 435,337.3 435.2,337.4 435.4,337.4" class="st1"></polyline>
	<polyline points="437.1,334 438.3,334.7 438.3,335 438.4,335.2 438.4,335.5 438.4,335.7 438.4,335.9 438.4,336.2 
		438.4,336.4 438.3,336.6 438.2,336.8 438,337 437.9,337.1 437.7,337.3 437.5,337.5 437.3,337.6 437.1,337.8 436.8,337.9 
		436.6,337.8 436.4,337.8 436,337.5 435.9,337.4" class="st1"></polyline>
	<polyline points="436.7,335.6 436.8,335.7 437.3,335.9 437.9,336.2" class="st1"></polyline>
	<polyline points="435.8,335.9 436,335.5 436.7,335.7 437.3,334.4 437.3,334.4 436.9,334.1" class="st1"></polyline>
	<polyline points="436,335.9 436.5,336.2 435.8,337.5 435.8,337.5 435.6,337.4 435.3,337.3 434.1,336.6" class="st1"></polyline>
	<polyline points="437.4,334.2 437.4,334 437.3,333.8 437.2,333.7 437,333.6 436.9,333.5 436.8,333.4 436.6,333.3 
		435.8,333" class="st1"></polyline>
</g>
<g id="ID_1166">
	<line y2="330.6" x2="435.4" y1="330.8" x1="434.9" class="st0"></line>
	<line y2="330.8" x2="434.7" y1="331.1" x1="435.2" class="st0"></line>
	<line y2="331.2" x2="432.8" y1="331.6" x1="432.9" class="st0"></line>
	<line y2="331.4" x2="432.7" y1="331.8" x1="432.8" class="st0"></line>
	<line y2="331.2" x2="433.1" y1="331.6" x1="433.2" class="st0"></line>
	<polyline points="432.6,334.2 433.4,335.7 433.3,335.8 433.2,335.8 433.1,335.9 433,335.9 432.9,335.9 432.8,335.9 
		432.7,335.9 432.7,335.9 431.6,333.9" class="st0"></polyline>
	<line y2="333.3" x2="431.5" y1="333.5" x1="431.1" class="st0"></line>
	<polyline points="433.6,336.6 433.5,336.6 433.3,336.5" class="st0"></polyline>
	<line y2="334.3" x2="436.3" y1="332.8" x1="436.1" class="st0"></line>
	<line y2="330.5" x2="434.6" y1="329.1" x1="432.6" class="st0"></line>
	<line y2="332.2" x2="431.2" y1="330.8" x1="429.2" class="st0"></line>
	<line y2="332.7" x2="431.2" y1="332.9" x1="430.7" class="st0"></line>
	<polyline points="433.2,336.4 433.1,336.3 432.9,336.2 432.8,336.1 432.7,336 432.7,335.9 428.8,333.3" class="st0"></polyline>
	<line y2="331.9" x2="428.6" y1="333.4" x1="430.9" class="st0"></line>
	<line y2="331.9" x2="428.6" y1="331.8" x1="428.7" class="st0"></line>
	<line y2="331.6" x2="432.9" y1="331.7" x1="432.9" class="st0"></line>
	<line y2="329.2" x2="433.3" y1="329.1" x1="433.2" class="st0"></line>
	<polyline points="435.3,331.3 435.3,331.3 435.2,331.2 435.2,331.1 435.1,331 435.1,331 435,330.9 435,330.9" class="st0"></polyline>
	<polyline points="431.8,334 431.7,333.9 431.6,333.9 431.1,333.5 431,333.5 430.9,333.4 430.8,333.3 430.8,333.2 
		430.7,333.1 430.7,332.9 430.7,332.8 430.8,332.7 430.8,332.6 430.9,332.5 431,332.4 431,332.3 431.1,332.2 431.2,332.2 
		432.7,331.4 432.8,331.4 432.8,331.3 432.8,331.3" class="st0"></polyline>
	<polyline points="435.2,330.5 435.1,330.4 435,330.4 434.9,330.4 434.8,330.4 434.7,330.4 434.6,330.5 433.1,331.2 
		433,331.2 432.9,331.3 432.9,331.3 432.8,331.2 431,330.1 431,330" class="st0"></polyline>
	<polyline points="428.6,331.9 428.6,331.9 428.6,331.9" class="st0"></polyline>
	<polyline points="428,331.6 428,331.5 427.9,331.6" class="st0"></polyline>
	<polyline points="434,336.7 433.9,336.7 433.7,336.7 433.6,336.6 433.5,336.6 433.4,336.6 433.3,336.5 433.2,336.4 
		429.3,333.9 429.2,333.8 429.1,333.7 429,333.6 428.9,333.4 428.8,333.3 428,331.9 428,331.8 427.9,331.7 427.9,331.7" class="st1"></polyline>
	<polyline points="432,333.7 431.5,333.3 431.4,333.3 431.4,333.3 431.3,333.2 431.2,333.1 431.2,333 431.1,332.9 
		431.2,332.8 431.2,332.7 431.3,332.6 431.3,332.6 432.8,331.8 432.9,331.8 432.9,331.7 432.9,331.7 432.8,331.3 432.8,331.2 
		431,330.1 430.9,330 430.9,330 430.8,330.1 430.7,330.1 429.2,330.8 429.1,330.9 429,331 428.9,331.1 428.9,331.2 428.8,331.3 
		428.8,331.4 428.7,331.5 428.7,331.6 428.7,331.7 428.7,331.8 428.7,331.9 428.6,331.9" class="st1"></polyline>
	<polyline points="431,330.1 431,330 431,330 431,329.9 431.1,329.9 432.6,329.1 432.7,329.1 432.8,329.1 432.9,329.1 
		433,329.1 433.1,329.1 433.2,329.1 435.3,330.5 435.4,330.6 435.4,330.6" class="st1"></polyline>
	<line y2="333.3" x2="436.5" y1="332.6" x1="436.5" class="st1"></line>
	<polyline points="432.9,331.6 433,331.6 433.1,331.7 433.1,331.6 433.2,331.6 434.7,330.9 434.8,330.8 434.9,330.8 
		434.9,330.8 435,330.9" class="st1"></polyline>
	<line y2="334.2" x2="433.2" y1="334.2" x1="433.1" class="st1"></line>
</g>
<g id="ID_1160">
	<line y2="333.7" x2="432.9" y1="334" x1="433" class="st0"></line>
	<polyline points="434.7,332.8 432.9,333.7 432.7,333.7 432.5,333.6 432.2,333.5 432,333.5 431.8,333.4 431.5,333.3 
		431.3,333.2 431,333" class="st0"></polyline>
	<line y2="334" x2="433" y1="333.3" x1="434.2" class="st1"></line>
	<polyline points="435.3,331.2 435.2,331.2 434.9,331 434.7,330.9 434.7,330.9" class="st1"></polyline>
</g>
<g id="ID_1149">
	<line y2="297.6" x2="419.3" y1="295.6" x1="423.2" class="st0"></line>
	<polyline points="433.7,334 434.3,333.7 434.8,333.2 435.2,332.5 435.5,331.6 435.6,330.6 435.7,329.4 435.7,328.1 
		435.5,326.7 435.3,325.2 434.9,323.6 434.4,321.9 433.9,320.1 433.2,318.3 432.5,316.4 431.7,314.6 430.8,312.7 429.9,310.9 
		428.9,309.1 427.8,307.4 426.8,305.8 425.7,304.2 424.6,302.8 423.5,301.4 422.4,300.2 421.3,299.2 420.3,298.3 419.3,297.6 
		418.3,297 417.4,296.6 416.6,296.4 415.8,296.4 415.2,296.6" class="st0"></polyline>
	<polyline points="415.3,296.8 414.7,297.2 414.3,297.7 413.9,298.4 413.6,299.2 413.4,300.2 413.4,301.3 413.4,302.6 
		413.6,304 413.8,305.5 414.2,307.1 414.6,308.8 415.2,310.6 415.8,312.3 416.5,314.2 417.3,316 418.2,317.8 419.1,319.6 
		420.1,321.4 421.1,323.1 422.2,324.7 423.3,326.2 424.3,327.6 425.4,328.9 426.5,330.1 427.6,331.1 428.6,332 429.6,332.7 
		430.5,333.3 431.4,333.7 432.2,333.9 432.9,333.9 433.6,333.7" class="st0"></polyline>
	<polygon points="439.6,326.2 439.6,327.5 439.5,328.6 439.4,329.6 439.1,330.5 438.7,331.2 438.2,331.7 437.6,332 
		433.7,334 433.1,334.2 432.3,334.2 431.5,333.9 430.6,333.6 429.7,333 428.7,332.3 427.6,331.4 426.5,330.3 425.4,329.1 
		424.3,327.8 423.2,326.4 422.1,324.8 421.1,323.2 420,321.4 419.1,319.7 418.1,317.8 417.2,316 416.4,314.1 415.7,312.3 415,310.5 
		414.5,308.7 414,307 413.7,305.4 413.4,303.9 413.3,302.4 413.2,301.1 413.3,300 413.5,299 413.7,298.1 414.1,297.4 414.6,296.9 
		415.2,296.6 419.1,294.6 419.7,294.4 420.5,294.4 421.3,294.6 422.2,295 423.2,295.6 424.2,296.3 425.2,297.2 426.3,298.3 
		427.4,299.4 428.5,300.8 429.6,302.2 430.7,303.8 431.7,305.4 432.8,307.1 433.8,308.9 434.7,310.8 435.6,312.6 436.4,314.5 
		437.1,316.3 437.8,318.1 438.3,319.9 438.8,321.6 439.2,323.2 439.4,324.7" class="st1"></polygon>
	<polyline points="433.6,333.7 434.2,333.4 434.7,332.9 435,332.2 435.3,331.4 435.5,330.4 435.5,329.2 435.5,328 
		435.3,326.6 435.1,325 434.7,323.4 434.3,321.8 433.7,320 433.1,318.2 432.4,316.4 431.6,314.6 430.7,312.8 429.8,311 428.8,309.2 
		427.8,307.5 426.7,305.9 425.7,304.4 424.6,302.9 423.5,301.6 422.4,300.5 421.3,299.4 420.3,298.6 419.3,297.8 418.4,297.3 
		417.5,296.9 416.7,296.7 416,296.7 415.3,296.8" class="st1"></polyline>
	<polyline points="417.6,296.9 417.5,297.2 417.4,298.2 417.3,299.4 417.3,300.6 417.5,302 417.7,303.6 418.1,305.2 
		418.5,306.8 419.1,308.6 419.7,310.4 420.4,312.2 421.3,314 422.1,315.8 423,317.6 424,319.4 425,321.1 426.1,322.7 427.2,324.2 
		428.2,325.6 429.3,327 430.4,328.1 431.5,329.2 431.9,329.5" class="st1"></polyline>
	<polyline points="435.2,331.6 434.4,331.3 434.1,331.1" class="st1"></polyline>
</g>
<g id="ID_1228">
	<polyline points="412.2,169.3 411.9,170.6 411.7,172.4 411.6,173.6" class="st1"></polyline>
	<polyline points="419.3,153.8 418.6,154.6 417.6,156 416.6,157.3 415.9,158.5 414.7,160.9 414.1,162.3 413.8,163" class="st1"></polyline>
	<polyline points="432.6,228.5 431.2,226.8 430.9,226.4 429.2,224.1 427.6,221.7 426,219.3 424.4,216.8 422.9,214.3 
		421.5,211.8 420.2,209.2 419,206.6 417.8,204.1 416.7,201.6 415.8,199.1 415.2,197.5" class="st1"></polyline>
</g>
<g id="ID_1226">
	<line y2="246.7" x2="503.8" y1="246.4" x1="504.3" class="st0"></line>
	<line y2="251.1" x2="505.2" y1="251.2" x1="505" class="st0"></line>
	<line y2="244.2" x2="501.8" y1="244.2" x1="501.7" class="st0"></line>
	<polyline points="504.6,251.4 504.7,251.3 504.8,251.2 504.9,251.1 505,250.9 505,250.7 505,250.5 505,250.3 505,250 
		504.9,249.7 504.9,249.4 504.8,249.1 504.7,248.7 504.6,248.4 504.5,248 504.3,247.7 504.2,247.4 504,247 503.8,246.7 503.6,246.4 
		503.4,246.1 503.2,245.8 503,245.5 502.8,245.3 502.6,245 502.4,244.9 502.2,244.7 502.1,244.6 501.9,244.5 501.7,244.4 
		501.6,244.4 501.4,244.4 501.3,244.4" class="st0"></polyline>
	<polyline points="503.1,250.5 503.1,250.5 503.3,250.8 503.5,250.9 503.7,251.1 503.9,251.2 504,251.3 504.2,251.4 
		504.4,251.4 504.5,251.4 504.6,251.4 505.2,251.1 505.3,251.1 505.4,251 505.4,250.8 505.5,250.7 505.5,250.5 505.5,250.3 
		505.5,250 505.5,249.7 505.5,249.4 505.4,249.1 505.3,248.8 505.2,248.5 505.1,248.1 505,247.8 504.8,247.4 504.7,247.1 
		504.5,246.8 504.3,246.4 504.1,246.1 504,245.8 503.8,245.5 503.6,245.3 503.4,245 503.2,244.8 503,244.6 502.8,244.4 502.6,244.3 
		502.4,244.2 502.2,244.2 502.1,244.1 502,244.1 501.8,244.2 501.3,244.4 501.2,244.5 501.1,244.6 501,244.7 501,244.9 500.9,245.1 
		500.9,245.3 500.9,245.6 501,245.8 501,246.1 501,246.2" class="st1"></polyline>
</g>
<g id="ID_1223">
	<polyline points="524.8,196.5 524.8,196.7 524.7,196.9 524.6,197.1 524.5,197.3 524.3,197.5 524.2,197.8 523.9,198 
		523.7,198.2 523.4,198.4 523.2,198.6 522.9,198.8 522.6,198.9 522.2,199.1 521.9,199.2 521.6,199.4 521.2,199.5 520.9,199.5 
		520.6,199.6 520.3,199.7 519.9,199.7 519.7,199.7 519.4,199.7 519.1,199.6 518.9,199.6 518.7,199.5 518.5,199.4 518.4,199.3 
		518.4,199.2 518.4,199.1 518.5,199 519,198.1" class="st0"></polyline>
	<polyline points="523.7,195.3 524.1,195.3 524.3,195.4 524.4,195.6 524.5,195.7 524.6,195.9 524.6,196 524.6,196.2 
		524.6,196.4 524.5,196.6 524.4,196.8 524.3,197.1 524.1,197.3 523.9,197.5 523.7,197.7 523.5,197.9 523.2,198.1 523,198.3 
		522.7,198.4 522.4,198.6 522.1,198.8 521.8,198.9 521.4,199 521.1,199.1 520.8,199.2 520.5,199.3 520.2,199.3 519.9,199.3 
		519.6,199.3 519.3,199.3 519.1,199.3 518.9,199.2 518.7,199.1 518.5,199 518.3,198.9 518.2,198.8 518.1,198.6 518.1,198.5 
		518,198.3 518,198.1 518.1,197.9 518.1,197.7 518.2,197.5 518.2,197.4" class="st0"></polyline>
	<polyline points="523.6,195.1 523.8,195.1 524,195.2 524.1,195.3 524.2,195.3 524.3,195.4" class="st0"></polyline>
	<line y2="193.8" x2="522" y1="194.2" x1="522.2" class="st0"></line>
	<polyline points="520.6,193.5 520.9,193.4 521.2,193.4 521.5,193.3 521.8,193.4 522,193.4 522.2,193.5 522.4,193.6 
		522.5,193.7 522.6,193.8 522.7,194 522.7,194.2 522.7,194.3 522.7,194.5 522.6,194.7 522.4,195 522.2,195.2 522,195.4 521.8,195.6 
		521.5,195.7 521.3,195.9 521,196.1 520.7,196.2 520.3,196.3 520,196.4 519.7,196.5 519.4,196.5 519.1,196.5 518.9,196.5 
		518.6,196.5 518.4,196.4 518.2,196.3 518.1,196.2 518,196 517.9,195.9 517.9,195.7 517.9,195.5 518,195.3 518.1,195.1 518.2,194.9 
		518.4,194.7 518.6,194.5 518.8,194.3 519.1,194.1 519.4,194 519.7,193.8 520,193.7" class="st0"></polyline>
	<polyline points="518.6,196 518.6,195.9 518.6,195.8 518.6,195.6 518.7,195.5 518.8,195.4 518.8,195.3 518.9,195.2 
		519.1,195 519.2,194.9 519.4,194.8 519.5,194.7 519.7,194.6 519.9,194.5 520,194.4 520.2,194.3 520.4,194.2 520.6,194.2 
		520.8,194.1 521,194.1 521.2,194.1 521.3,194.1 521.5,194.1 521.7,194.1 521.8,194.1 521.9,194.1 522,194.2 522.2,194.2 
		522.2,194.3" class="st0"></polyline>
	<line y2="196" x2="521.8" y1="197.9" x1="522.6" class="st0"></line>
	<polyline points="523.2,194.2 523,194.4 522.8,194.5 522.6,194.7 522.4,195 522.3,195.2 522.1,195.5 522,195.7 
		521.8,196 521.4,196.1 521.1,196.1 520.7,196.2 520.3,196.3 520,196.4 519.7,196.6 519.3,196.8 519,196.9" class="st0"></polyline>
	<polyline points="524,196 523.8,196.2 523.6,196.4 523.4,196.5 523.2,196.8 523.1,197 522.9,197.3 522.8,197.6 
		522.6,197.9 522.2,197.9 521.9,197.9 521.5,198 521.1,198.1 520.8,198.2 520.5,198.4 520.1,198.6 519.8,198.8 519.6,198.6 
		519.4,198.4 519.2,198.2 519,198.1 518.9,198 518.7,197.9 518.6,197.9 518.4,197.8" class="st0"></polyline>
	<polyline points="518.4,195.8 518.4,195.7 518.4,195.6 518.4,195.5 518.4,195.4 518.4,195.2 518.5,195.1 518.6,195 
		518.7,194.9 518.8,194.8 518.9,194.6 519,194.5 519.2,194.4 519.3,194.3 519.5,194.2 519.7,194.1 519.9,194 520,193.9 520.2,193.8 
		520.4,193.8 520.6,193.7 520.8,193.7 521,193.7 521.2,193.7 521.3,193.7 521.5,193.7 521.6,193.7 521.8,193.7 521.9,193.8 
		522,193.8 522.1,193.9 522.1,194 522.2,194.1" class="st0"></polyline>
	<polyline points="519.9,193.7 520.3,193.6 520.6,193.4" class="st0"></polyline>
	<polyline points="519.8,198.8 519,196.9 518.8,196.7 518.6,196.6 518.4,196.4 518.2,196.3 518.1,196.2 517.9,196.1 
		517.8,196 517.6,196" class="st0"></polyline>
	<polyline points="519.3,194 519,194.2 518.8,194.3 518.6,194.5 518.4,194.7 518.2,194.9 518,195.2 517.9,195.4 
		517.8,195.7 517.6,196 518.4,197.8" class="st1"></polyline>
	<polyline points="518.2,199.1 518.3,199.2 518.5,199.4 518.6,199.4 518.7,199.5 518.9,199.6 519.2,199.7 519.2,199.7 
		519.5,199.7 519.8,199.7 520.1,199.7 520.4,199.7 520.7,199.7 521,199.6 521.3,199.5 521.6,199.4 522,199.3 522.3,199.2 522.6,199 
		522.9,198.8 523.2,198.7 523.4,198.5 523.7,198.3 523.9,198.1 524.1,197.9 524.3,197.7 524.5,197.4" class="st1"></polyline>
	<polyline points="524.3,195.4 524.4,195.5 524.6,195.6 524.6,195.7 524.7,195.8 524.8,196 524.8,196.1 524.8,196.3 
		524.8,196.5 524.8,196.6 524.8,196.8 524.7,197 524.6,197.2 524.6,197.2" class="st1"></polyline>
	<polyline points="523.6,195.1 523.6,195.1 523.8,195.1 524,195.2 524.1,195.3" class="st1"></polyline>
	<polyline points="524,196 523.2,194.2 523,194 522.8,193.8 522.6,193.7 522.4,193.6 522.2,193.5 522.1,193.4 
		521.9,193.3 521.8,193.3 521.4,193.3 521,193.4" class="st1"></polyline>
	<polyline points="520.6,193.4 520.6,193.5 520.3,193.6 520,193.7 519.7,193.8 519.6,193.8" class="st1"></polyline>
	<polyline points="522.2,194.1 522.2,194.2 522.2,194.3 522.2,194.4 522.2,194.5 522.2,194.6 522.1,194.7 522.1,194.9 
		522,195 521.9,195.1 521.7,195.2 521.6,195.4 521.5,195.5 521.3,195.6 521.1,195.7 521,195.8 520.8,195.9 520.6,195.9 520.4,196 
		520.2,196.1 520,196.1 519.8,196.2 519.7,196.2 519.5,196.2 519.3,196.2 519.2,196.2 519,196.2 518.9,196.1 518.8,196.1 518.7,196 
		518.6,196 518.5,195.9 518.4,195.8" class="st1"></polyline>
	<polyline points="518.2,197.4 518.2,197.5 518.1,197.8 518,198 518,198 518,198.2 518,198.4 518,198.5" class="st1"></polyline>
	<polyline points="518.1,198.9 518.1,198.9 518,198.7" class="st1"></polyline>
</g>
<g id="ID_1220">
	<polyline points="502.9,250 502.7,249.8 502.6,249.5 502.5,249.3 502.3,249 502.2,248.7 502.2,248.4 502.1,248.1 
		502.1,247.8" class="st0"></polyline>
	<polyline points="500.8,247 500.8,247.1 500.8,247.2 500.8,247.3 500.8,247.4 500.8,247.5 500.8,247.7 500.9,247.8 
		500.9,248 500.9,248.1 501,248.3 501,248.4 501.1,248.6 501.2,248.7 501.3,248.9 501.3,249.1 501.4,249.2 501.5,249.3 501.6,249.5 
		501.7,249.6 501.8,249.7 501.9,249.8 502,249.9 502.1,250 502.1,250 502.2,250.1 502.3,250.1" class="st0"></polyline>
	<polyline points="500.8,246.3 500.9,246.5 501,246.7 501.1,246.9 501.3,247.1 501.5,247.3 501.7,247.5 501.9,247.7 
		502.1,247.8 503.3,247.2" class="st0"></polyline>
	<polyline points="502.6,246.2 502.8,246.4 503,246.6 503.1,246.8 503.2,247 503.3,247.2 503.5,247.5 503.6,247.7 
		503.8,248 503.9,248.3 503.9,248.5 504,248.8 504.1,249.2 504.1,249.5 502.9,250 502.8,250.2 502.6,250.3 502.6,250.4 502.5,250.5 
		502.4,250.6 502.4,250.7 502.4,250.7 502.4,250.8" class="st0"></polyline>
	<polyline points="500.6,247.1 500.6,247.1 500.5,247.1 500.5,247.2 500.5,247.3 500.5,247.4 500.5,247.5 500.5,247.6 
		500.5,247.7 500.5,247.8 500.5,248 500.6,248.1 500.6,248.3 500.7,248.4 500.7,248.6 500.8,248.8 500.9,248.9 500.9,249.1 
		501,249.2 501.1,249.4 501.2,249.5 501.3,249.6 501.4,249.8 501.5,249.9 501.5,250 501.6,250.1 501.7,250.1 501.8,250.2 
		501.9,250.2 502,250.3 502,250.3 502.1,250.3 502.2,250.3" class="st0"></polyline>
	<line y2="249.3" x2="504.1" y1="249.2" x1="504.1" class="st0"></line>
	<line y2="248" x2="501.8" y1="247.8" x1="502.1" class="st0"></line>
	<line y2="247" x2="500.7" y1="247.1" x1="500.5" class="st0"></line>
	<line y2="247.2" x2="503.4" y1="247.2" x1="503.3" class="st0"></line>
	<polyline points="501.7,250.3 501.8,250.4 501.9,250.5 502,250.5 502.1,250.5 502.1,250.6 502.2,250.6 502.3,250.5 
		502.3,250.5 502.4,250.4 502.4,250.4 502.5,250.3 502.5,250.2 502.5,250.1 502.5,249.9 502.5,249.8 502.5,249.6 502.4,249.5 
		502.4,249.3 502.3,249.1 502.3,248.9 502.2,248.7 502.1,248.5 502,248.4 501.9,248.2 501.8,248 501.7,247.8 501.6,247.7 
		501.5,247.5 501.4,247.4 501.3,247.2 501.2,247.1 501.1,247 501,246.9 500.9,246.9 500.8,246.8 500.7,246.8 500.6,246.7 
		500.6,246.8 500.5,246.8 500.4,246.8 500.4,246.9 500.3,246.9 500.3,247 500.3,247.1 500.3,247.3 500.3,247.4" class="st0"></polyline>
	<polyline points="501.7,250.3 501.7,250.3 501.6,250.2 501.5,250.1 501.4,250 501.3,249.8 501.1,249.7 501,249.5 
		500.9,249.3 500.8,249.1 500.8,249 500.7,248.8 500.6,248.6 500.5,248.4 500.5,248.2 500.4,248 500.4,247.9 500.3,247.7 
		500.3,247.5 500.3,247.4 500.3,247.1 500.3,247 500.3,247 500.3,246.9 500.4,246.8 500.5,246.7 500.6,246.6 500.7,246.4 
		500.8,246.3 502,245.8 502.2,245.9 502.4,246.1 502.6,246.2" class="st1"></polyline>
	<polyline points="501.9,250.5 502.1,250.7 502.4,250.8 503.5,250.3 503.7,250.1 503.8,250 503.9,249.9 504,249.8 
		504,249.7 504.1,249.6 504.1,249.5 504.1,249.5 504.1,249.2 504.1,249 504,248.9 504,248.7 504,248.5 503.9,248.3 503.8,248.2 
		503.8,248 503.7,247.8 503.6,247.6 503.5,247.4 503.4,247.2 503.3,247.1 503.2,246.9 503.1,246.8 503,246.6 502.9,246.5 
		502.8,246.4 502.7,246.3" class="st1"></polyline>
	<polyline points="502.2,250.3 502.2,250.2 502.2,250.2 502.3,250.1 502.3,250 502.3,250 502.3,249.8 502.3,249.7 
		502.3,249.6 502.3,249.5 502.3,249.3 502.2,249.2 502.2,249 502.1,248.9 502.1,248.7 502,248.6 501.9,248.4 501.9,248.2 
		501.8,248.1 501.7,247.9 501.6,247.8 501.5,247.7 501.4,247.6 501.3,247.4 501.2,247.3 501.1,247.3 501.1,247.2 501,247.1 
		500.9,247.1 500.8,247 500.8,247 500.7,247 500.6,247.1" class="st1"></polyline>
</g>
<g id="ID_1218">
	<polyline points="426.6,184.7 426.6,184.8 426.6,185.4 426.7,186 426.8,186.5 427.1,186.9 427.4,187.2" class="st0"></polyline>
	<polyline points="431.4,180.8 431.6,181.1 431.6,181.4 431.6,181.8 431.4,182.3 431.2,182.8 430.9,183.2 430.5,183.7 
		430,184.1 429.5,184.4 429,184.7 428.5,184.9 428,185 427.6,185 427.2,185 426.8,184.8 426.6,184.6" class="st0"></polyline>
	<polyline points="424.3,172 424.4,172.3 424.5,172.6 424.4,173 424.3,173.5 424.1,174 423.7,174.4 423.3,174.8 
		422.9,175.2 422.4,175.6 421.9,175.9 421.4,176.1 420.9,176.2 420.4,176.2 420,176.2 419.7,176 419.4,175.8" class="st0"></polyline>
	<polyline points="417.5,165.4 417.1,165.2 416.6,165 416.1,165 415.5,165.1 415,165.3 414.5,165.6 414,165.9 
		413.7,166.4 413.3,166.9 413.1,167.5 413,168 413,168.6 413,169.1 413.2,169.6 413.5,170.1 413.8,170.4" class="st0"></polyline>
	<polyline points="431.3,184.6 430.9,184.2 430.5,183.7 423.3,174.8 422.8,174.2 422.3,173.6 421.7,173 421.1,172.3 
		420.5,171.7 419.9,171 419.2,170.4 418.6,169.7 418,169.1 417.3,168.6 416.7,168 416.1,167.5 415.5,167 415,166.6 414.5,166.2 
		414,165.9 397.6,155.1" class="st0"></polyline>
	<polyline points="427.6,186.1 427.5,185.8 427.3,185.6 427.1,185.3 426.9,184.9 426.6,184.6 419.4,175.8 419.1,175.4 
		418.8,175 418.5,174.7 418.1,174.3 417.7,173.9 417.4,173.5 417,173.1 416.6,172.7 416.2,172.4 415.8,172 415.4,171.7 415.1,171.4 
		414.7,171.1 414.4,170.8 414.1,170.6 413.8,170.4 397.4,159.6 397,159.2 396.8,158.8 396.6,158.3 396.5,157.8 396.5,157.2 
		396.7,156.6 396.9,156.1 397.2,155.5 397.6,155.1 398.1,154.7 398.6,154.4 399.1,154.2 399.6,154.2 400.1,154.2 400.6,154.3 
		401,154.6 417.5,165.4 417.8,165.7 418.2,165.9 418.6,166.2 419,166.6 419.4,167 419.9,167.4 420.3,167.8 420.8,168.2 421.3,168.7 
		421.8,169.2 422.2,169.6 422.7,170.1 423.1,170.6 423.5,171.1 423.9,171.5 424.3,172 431.4,180.8 431.8,181.2 432.1,181.6 
		432.3,182 432.5,182.2" class="st1"></polyline>
	<line y2="186" x2="427.5" y1="185.9" x1="427.5" class="st1"></line>
	<line y2="186" x2="427.5" y1="185.8" x1="427.5" class="st1"></line>
	<polyline points="427.5,187.2 427.8,187.4 428.2,187.7 428.5,187.8 428.8,188 429.3,188.1 429.4,188.2" class="st1"></polyline>
</g>
<g id="ID_1216">
	<line y2="154.5" x2="499.8" y1="154.1" x1="500.3" class="st0"></line>
	<polyline points="501.9,155.9 501.8,155.7 501.6,155.4 501.4,155.1 501.1,154.8 500.9,154.5 500.6,154.3 500.3,154.1 
		500.2,153.9 500.1,153.7 499.9,153.6 499.8,153.5 499.6,153.3 499.4,153.3" class="st0"></polyline>
	<polyline points="499.4,153.3 499.1,153.2 498.9,153.1 498.3,153.6" class="st1"></polyline>
	<polyline points="499.6,153.3 499.6,153.4 499.8,153.5 499.9,153.6 500.1,153.7 500.3,153.9 500.5,154.1 500.7,154.3 
		501,154.6 501.2,154.8 501.4,155.1 501.6,155.4 501.8,155.6 502,155.9 502,156" class="st1"></polyline>
</g>
<g id="ID_1213">
	<line y2="192" x2="420.8" y1="191.7" x1="421.3" class="st0"></line>
	<line y2="196.4" x2="422.1" y1="196.5" x1="422" class="st0"></line>
	<line y2="189.5" x2="418.8" y1="189.5" x1="418.7" class="st0"></line>
	<polyline points="421.6,196.7 421.7,196.6 421.8,196.5 421.9,196.4 421.9,196.2 422,196 422,195.8 422,195.5 
		422,195.3 421.9,195 421.9,194.7 421.8,194.3 421.7,194 421.6,193.7 421.4,193.3 421.3,193 421.1,192.6 421,192.3 420.8,192 
		420.6,191.6 420.4,191.3 420.2,191.1 420,190.8 419.8,190.6 419.6,190.3 419.4,190.1 419.2,190 419.1,189.9 418.9,189.8 
		418.7,189.7 418.6,189.7 418.4,189.7 418.3,189.7" class="st0"></polyline>
	<polyline points="420,195.8 420.1,195.8 420.3,196 420.5,196.2 420.7,196.4 420.9,196.5 421,196.6 421.2,196.7 
		421.4,196.7 421.5,196.7 421.6,196.7 422.1,196.4 422.2,196.4 422.3,196.3 422.4,196.1 422.5,196 422.5,195.8 422.5,195.5 
		422.5,195.3 422.5,195 422.5,194.7 422.4,194.4 422.3,194.1 422.2,193.8 422.1,193.4 422,193.1 421.8,192.7 421.7,192.4 421.5,192 
		421.3,191.7 421.1,191.4 420.9,191.1 420.7,190.8 420.5,190.5 420.3,190.3 420.1,190.1 419.9,189.9 419.8,189.7 419.6,189.6 
		419.4,189.5 419.2,189.4 419.1,189.4 418.9,189.4 418.8,189.5 418.3,189.7 418.2,189.8 418.1,189.9 418,190 418,190.2 417.9,190.4 
		417.9,190.6 417.9,190.8 417.9,191.1 418,191.4 418,191.5" class="st1"></polyline>
</g>
<g id="ID_1210">
	<line y2="200.1" x2="520.1" y1="200.8" x1="520.4" class="st0"></line>
	<line y2="200.2" x2="519.3" y1="200.1" x1="519.2" class="st0"></line>
	<polyline points="524.7,197.1 524.7,197.3 524.7,197.4 524.7,197.6 524.6,197.8 524.5,197.9 524.4,198.1 524.3,198.3 
		524.1,198.5 524,198.7 523.8,198.9 523.5,199 523.3,199.2 523.1,199.4 522.8,199.5 522.5,199.6 522.2,199.8 522,199.9 521.7,200 
		521.4,200 521.1,200.1 520.8,200.1 520.6,200.2 520.3,200.2 520.1,200.1 519.9,200.1 519.7,200.1 519.5,200 519.3,199.9 
		519.2,199.8 519.1,199.7 519,199.6" class="st0"></polyline>
	<polyline points="524.7,197.1 524.9,197.6 524.9,197.8 525,197.9 525,198.1 524.9,198.2 524.9,198.4 524.8,198.6 
		524.7,198.8 524.6,199 524.4,199.2 524.2,199.3 524,199.5 523.8,199.7 523.6,199.9 523.3,200 523.1,200.2 522.8,200.3 522.5,200.4 
		522.3,200.5 522,200.6 521.7,200.7 521.4,200.7 521.1,200.8 520.9,200.8 520.6,200.8 520.4,200.8 520.2,200.8 520,200.7 
		519.8,200.6 519.6,200.6 519.5,200.5 519.4,200.3 519.3,200.2 519,199.6" class="st1"></polyline>
</g>
<g id="ID_1207">
	<polyline points="419.9,195.3 419.7,195.1 419.6,194.8 419.4,194.5 419.3,194.3 419.2,194 419.2,193.7 419.1,193.4 
		419.1,193.1" class="st0"></polyline>
	<polyline points="417.8,192.3 417.8,192.4 417.8,192.5 417.8,192.6 417.8,192.7 417.8,192.8 417.8,193 417.8,193.1 
		417.9,193.2 417.9,193.4 418,193.6 418,193.7 418.1,193.9 418.2,194 418.3,194.2 418.3,194.3 418.4,194.5 418.5,194.6 418.6,194.8 
		418.7,194.9 418.8,195 418.9,195.1 419,195.2 419.1,195.3 419.1,195.3 419.2,195.4 419.3,195.4" class="st0"></polyline>
	<polyline points="417.8,191.6 417.9,191.8 418,192 418.1,192.2 418.3,192.4 418.5,192.6 418.7,192.8 418.9,192.9 
		419.1,193.1 420.3,192.5" class="st0"></polyline>
	<polyline points="419.6,191.5 419.8,191.7 420,191.9 420.1,192.1 420.2,192.3 420.3,192.5 420.5,192.7 420.6,193 
		420.7,193.3 420.9,193.5 420.9,193.8 421,194.1 421,194.4 421.1,194.7 419.9,195.3 419.8,195.4 419.6,195.6 419.5,195.7 
		419.5,195.8 419.4,195.9 419.4,196 419.4,196 419.4,196.1" class="st0"></polyline>
	<polyline points="417.6,192.3 417.6,192.4 417.5,192.4 417.5,192.5 417.5,192.6 417.5,192.6 417.4,192.8 417.4,192.9 
		417.5,193 417.5,193.1 417.5,193.3 417.5,193.4 417.6,193.6 417.6,193.7 417.7,193.9 417.8,194 417.8,194.2 417.9,194.4 418,194.5 
		418.1,194.6 418.2,194.8 418.3,194.9 418.4,195 418.4,195.2 418.5,195.3 418.6,195.3 418.7,195.4 418.8,195.5 418.9,195.5 
		419,195.6 419,195.6 419.1,195.6 419.1,195.5" class="st0"></polyline>
	<line y2="194.6" x2="421.1" y1="194.5" x1="421.1" class="st0"></line>
	<line y2="193.3" x2="418.8" y1="193.1" x1="419.1" class="st0"></line>
	<line y2="192.3" x2="417.7" y1="192.4" x1="417.5" class="st0"></line>
	<line y2="192.5" x2="420.4" y1="192.5" x1="420.3" class="st0"></line>
	<polyline points="418.7,195.6 418.8,195.7 418.9,195.7 419,195.8 419.1,195.8 419.1,195.8 419.2,195.8 419.3,195.8 
		419.3,195.8 419.4,195.7 419.4,195.7 419.5,195.6 419.5,195.5 419.5,195.3 419.5,195.2 419.5,195.1 419.4,194.9 419.4,194.7 
		419.4,194.6 419.3,194.4 419.3,194.2 419.2,194 419.1,193.8 419,193.6 418.9,193.5 418.8,193.3 418.7,193.1 418.6,192.9 
		418.5,192.8 418.4,192.6 418.3,192.5 418.2,192.4 418.1,192.3 418,192.2 417.9,192.1 417.8,192.1 417.7,192.1 417.6,192 417.6,192 
		417.5,192.1 417.4,192.1 417.4,192.2 417.3,192.2 417.3,192.3 417.3,192.4 417.3,192.5 417.3,192.7" class="st0"></polyline>
	<polyline points="418.7,195.6 418.7,195.6 418.6,195.5 418.5,195.4 418.3,195.2 418.2,195.1 418.1,194.9 418,194.8 
		417.9,194.6 417.8,194.4 417.7,194.2 417.7,194.1 417.6,193.9 417.5,193.7 417.5,193.5 417.4,193.3 417.4,193.1 417.3,193 
		417.3,192.8 417.3,192.7 417.3,192.4 417.3,192.3 417.3,192.2 417.3,192.2 417.4,192.1 417.5,192 417.6,191.8 417.7,191.7 
		417.8,191.6 419,191 419.2,191.2 419.4,191.3 419.6,191.5" class="st1"></polyline>
	<polyline points="418.9,195.8 419.1,195.9 419.4,196.1 420.5,195.5 420.7,195.4 420.8,195.3 420.9,195.2 421,195.1 
		421,195 421.1,194.9 421.1,194.8 421.1,194.7 421.1,194.5 421,194.3 421,194.2 421,194 420.9,193.8 420.9,193.6 420.8,193.4 
		420.8,193.3 420.7,193.1 420.6,192.9 420.5,192.7 420.4,192.5 420.3,192.4 420.2,192.2 420.1,192 420,191.9 419.9,191.8 
		419.8,191.6 419.7,191.5" class="st1"></polyline>
	<polyline points="419.1,195.5 419.2,195.5 419.2,195.5 419.3,195.4 419.3,195.3 419.3,195.2 419.3,195.1 419.3,195 
		419.3,194.9 419.3,194.8 419.3,194.6 419.2,194.5 419.2,194.3 419.1,194.2 419.1,194 419,193.8 418.9,193.7 418.8,193.5 
		418.8,193.4 418.7,193.2 418.6,193.1 418.5,193 418.4,192.8 418.3,192.7 418.2,192.6 418.1,192.5 418.1,192.5 418,192.4 
		417.9,192.4 417.8,192.3 417.7,192.3 417.7,192.3 417.6,192.3" class="st1"></polyline>
</g>
<g id="ID_1202">
	<polyline points="577.6,217.1 577.6,217.2 577.5,217.2 577.5,217.2 577.4,217.2 577.4,217.1" class="st0"></polyline>
	<line y2="215.6" x2="578" y1="215" x1="578.7" class="st0"></line>
	<polyline points="577.3,217.1 577.2,217 577.1,217 577,216.9" class="st0"></polyline>
	<polyline points="576.8,216.7 576.7,216.6 576.6,216.5 576.5,216.4" class="st0"></polyline>
	<polyline points="579.1,218.5 578.5,217 578.5,216.9 578.4,216.7 578.3,216.6 578.2,216.4 578.1,216.2 578,216 
		577.8,215.8 577.7,215.6 577.5,215.4 577.4,215.2 577.2,215 577,214.8 576.9,214.6 576.7,214.5 576.6,214.3 576.4,214.1 576.2,214" class="st0"></polyline>
	<polyline points="578.6,217.6 578.6,217.5 578.6,217.5 578.6,217.4 578.6,217.3 578.6,217.2 578.5,217 578,215.6 
		576.4,214.1 576.3,214 576.2,214" class="st0"></polyline>
	<polyline points="576.4,216.2 576.3,216.1 576.2,216 576.1,215.9 576,215.7 575.9,215.6 575.9,215.5 575.8,215.4 
		575.7,215.2 575.7,215.1 575.6,215" class="st0"></polyline>
	<polyline points="578.2,217.9 578.2,217.8 578.2,217.8 578.2,217.7 578.2,217.6 578.2,217.5 578.1,217.3 578.1,217.2 
		578,217 577.9,216.9 577.8,216.7 577.7,216.5 577.6,216.3 577.4,216.1 577.3,215.9 577.1,215.7 577,215.5 576.8,215.3 576.7,215.1 
		576.5,214.9 576.3,214.8 576.2,214.6 576,214.5 575.9,214.3 575.7,214.2 575.6,214.1" class="st0"></polyline>
	<polyline points="575.6,214.6 575.6,214.6 575.5,214.6" class="st0"></polyline>
	<polyline points="575.5,214.9 575.5,214.8 575.5,214.7 575.5,214.7" class="st0"></polyline>
	<line y2="217.2" x2="577.6" y1="217.1" x1="577.6" class="st0"></line>
	<line y2="217.1" x2="577.3" y1="217.1" x1="577.4" class="st0"></line>
	<line y2="216.8" x2="576.9" y1="216.3" x1="577.1" class="st0"></line>
	<polyline points="577,216.9 576.9,216.8 576.8,216.7" class="st0"></polyline>
	<line y2="216.2" x2="576.4" y1="216.4" x1="576.5" class="st0"></line>
	<line y2="214.5" x2="576" y1="214.1" x1="576.4" class="st0"></line>
	<polyline points="575.6,215 575.6,214.9 575.5,214.9" class="st0"></polyline>
	<line y2="214.7" x2="575.5" y1="214.6" x1="575.5" class="st0"></line>
	<polyline points="578.6,217.6 578.2,217.9 578.1,217.9 578.1,217.9 578,217.9 577.9,217.9 577.8,217.8 577.7,217.8 
		577.6,217.7 577.4,217.6 577.3,217.4 577.1,217.3 577,217.2 576.8,217 576.7,216.8 576.5,216.6 576.3,216.4 576.2,216.3 576,216.1 
		575.9,215.8 575.7,215.7 575.6,215.5 575.5,215.3 575.3,215.1 575.2,214.9 575.2,214.7 575.1,214.6" class="st1"></polyline>
	<polyline points="577.6,217.1 577.6,217 577.6,217 577.6,216.9 577.6,216.8 577.5,216.7 577.5,216.6 577.4,216.5 
		577.4,216.4 577.3,216.3 577.2,216.2 577.1,216 577,215.9 576.9,215.8 576.8,215.6 576.7,215.5 576.6,215.4 576.5,215.3 
		576.4,215.2 576.3,215.1 576.2,215 576.1,214.9 576,214.8 575.9,214.7 575.9,214.7 575.8,214.6 575.7,214.6 575.7,214.6 
		575.6,214.6" class="st1"></polyline>
	<polyline points="580.1,215.7 580.3,216.3 580.4,216.3 580.5,216.4 580.7,216.4 580.8,216.5 581,216.9 579.1,218.5 
		578.3,217.8" class="st1"></polyline>
</g>
<g id="ID_1200">
	<polyline points="561.9,266.3 562.8,266.8 563.7,267.1 563.8,267.2" class="st0"></polyline>
	<polyline points="574.7,246.5 575.4,247 575.8,247.3" class="st0"></polyline>
	<polyline points="561.5,267 560.7,266.4 560,265.7 559.3,264.9 558.7,264.1 558.2,263.1 557.8,262.1 557.5,261.1 
		557.4,260 557.3,258.8 557.3,257.7 557.4,256.5 557.7,255.3 558,254.2 558.4,253 559,251.9 559.6,250.9 560.3,249.9 561.1,248.9 
		561.9,248 562.9,247.3 563.8,246.5 564.8,245.9 565.9,245.4 566.9,245 568,244.7 569.1,244.5 570.2,244.5 571.2,244.5 572.3,244.7 
		573.3,244.9 574.2,245.3 575.1,245.8" class="st0"></polyline>
	<polyline points="557,263.8 557.3,263.6 557.5,263.5 557.8,263.5 558,263.6 558.7,264.1" class="st0"></polyline>
	<polyline points="560.8,266.5 560,265.9 559.2,265.2 558.6,264.4 558,263.6 557.5,262.6 557.1,261.6 556.8,260.6 
		556.6,259.5 556.5,258.4 556.6,257.2 556.7,256 556.9,254.9 557.3,253.7 557.7,252.6 558.2,251.5 558.9,250.4 559.6,249.4 
		560.4,248.4 561.2,247.6 562.1,246.8 563.1,246.1 564.1,245.4 565.1,244.9 566.2,244.5 567.3,244.2 568.4,244.1 569.4,244 
		570.5,244 571.5,244.2 572.5,244.5 573.5,244.8 574.4,245.3" class="st0"></polyline>
	<line y2="247.5" x2="577.4" y1="247.7" x1="577.2" class="st0"></line>
	<polyline points="565.7,268.3 565.2,268.3 564.1,268.3 563,268.1 561.9,267.8 560.9,267.4 560,266.9 559.1,266.3 
		558.3,265.5 557.6,264.7 557,263.8 556.5,262.8 556.1,261.7 555.8,260.6 555.6,259.5 555.5,258.3 555.5,257 555.7,255.8 
		555.9,254.5 556.3,253.3 556.7,252.1 557.3,250.9 558,249.8 558.7,248.7 559.5,247.7 560.4,246.8 561.4,246 562.4,245.2 
		563.5,244.6 564.6,244 565.8,243.6 566.9,243.3 568.1,243.1 569.2,243 570.3,243.1 571.4,243.2 572.5,243.5 573.5,243.9 
		574.4,244.4 575.3,245.1 576.1,245.8 576.8,246.6 577.4,247.5 577.7,248.1" class="st0"></polyline>
	<polyline points="555.8,272 557.6,273 559.5,273.8 561.5,274.4 563.6,274.7 565.8,274.9 568,274.8 570.2,274.4 
		572.4,273.9 574.6,273.1 576.7,272.1 577,271.9" class="st0"></polyline>
	<polyline points="577,237.2 578.1,238 579.1,238.8 580.1,239.8 581,240.8 581.8,241.9 582.6,243 583.3,244.3 
		583.9,245.7 584.4,247.1 584.8,248.6 585.1,249.9" class="st0"></polyline>
	<polyline points="555.4,272.6 553.6,271.4 552.1,269.9 550.7,268.3 549.4,266.5 549.3,266.2 549,265.7 548.9,265.1 
		548.7,264.5 548.7,263.9 548.9,261.4 549.3,259 550,256.5 550.8,254 551.8,251.6 553.1,249.3 554.5,247.1 556.1,245.1 557.9,243.1 
		559.7,241.4 561.8,239.8 563.9,238.4 566,237.2 568.3,236.2 570.6,235.4 572.9,234.9 573.5,234.9 574,234.9 574.6,235 575.1,235.2 
		576.3,235.8 577.5,236.6" class="st0"></polyline>
	<line y2="235.2" x2="575.1" y1="234.7" x1="574.3" class="st0"></line>
	<line y2="235.8" x2="573.2" y1="235.7" x1="573.4" class="st0"></line>
	<polyline points="573.4,235.9 573.2,235.8 572.7,235.7" class="st0"></polyline>
	<polyline points="572.9,234.9 572.2,234.5 571.9,234.4" class="st0"></polyline>
	<polyline points="575,236.8 576.7,238 578.2,239.3 579.6,240.9 580.7,242.6 581.7,244.4 582.5,246.4 583.2,248.5 
		583.4,249.6" class="st0"></polyline>
	<polyline points="576.6,236.9 577.4,237.5 578.4,238.4 579.4,239.3 580.3,240.3 581.1,241.4 581.8,242.5 582.5,243.8 
		583.1,245.2 583.7,246.6 584.1,248.1 584.4,249.6 584.4,249.8" class="st0"></polyline>
	<polyline points="555.4,271.7 556.8,272.5 558.8,273.3 560.8,273.9 562.9,274.3 565,274.4 567.2,274.3 569.4,273.9 
		571.7,273.4 573.9,272.6 575.9,271.7" class="st0"></polyline>
	<polyline points="574.3,271.2 573.3,271.7 571.1,272.5 569,273 566.8,273.3 564.6,273.4 562.5,273.3 560.5,272.9 
		558.5,272.3 556.6,271.5 554.9,270.5 553.3,269.3 551.8,267.8 550.5,266.3 549.5,264.8" class="st0"></polyline>
	<polyline points="549.3,266.2 548.5,265.7 548.3,265.4" class="st0"></polyline>
	<polyline points="573.8,234.5 573.3,234.4 572.7,234.4 572.2,234.5 569.9,235 567.6,235.7 565.3,236.7 563.1,237.9 
		561,239.3 559,240.9 557.1,242.6 555.4,244.6 553.8,246.7 552.3,248.9 551.1,251.2 550.1,253.5 549.2,256 548.6,258.5 548.2,261 
		548,263.4 548.7,263.9" class="st0"></polyline>
	<polyline points="549.9,267.8 548.7,266 548.5,265.7 548.3,265.2 548.1,264.6 548,264 548,263.4 547.8,263.2" class="st0"></polyline>
	<polyline points="578,272.1 576.9,272.7 574.7,273.8 572.5,274.6 570.2,275.2 567.9,275.5 565.7,275.6 563.4,275.5 
		561.3,275.1 559.2,274.5 557.2,273.7 555.4,272.6 554.6,272.2 552.9,270.9 551.3,269.4 549.9,267.8 549.5,267.3 548.3,265.4 
		548.1,264.9 547.9,264.4 547.8,263.8 547.8,263.2 548,260.8 548.4,258.3 549,255.8 549.9,253.4 549.9,253.3 550.9,251 552.1,248.7 
		553.6,246.5 555.1,244.5 556.8,242.6" class="st1"></polyline>
	<polyline points="556.9,242.5 558.8,240.8 560.8,239.2 562.9,237.8 565.1,236.6 567.3,235.6 569.6,234.9 571.9,234.4 
		572.4,234.3 573,234.3 573.5,234.5 573.8,234.5 574.3,234.7 575.6,235.3 576.7,236.1 577.5,236.6 578.6,237.4 579.6,238.2 
		580.6,239.2 581.5,240.3 582.4,241.4 583.1,242.6 583.9,243.9 584.5,245.3 585.1,246.8 585.5,248.3 585.8,249.8 585.9,250" class="st1"></polyline>
	<polyline points="555.8,272 554.1,270.8 552.6,269.4 551.2,267.8 550,266 549.9,265.7 549.5,264.8 549.4,263.8 
		549.6,261.4 550,259 550.6,256.6 551.4,254.2 552.4,251.9 553.6,249.7 555,247.5 556.6,245.5 558.3,243.6 560.1,241.9 562.1,240.3 
		564.1,239 566.2,237.8 568.4,236.9 570.6,236.2 572.9,235.7 573.8,235.6 574.7,235.9 575.9,236.5 577,237.2" class="st1"></polyline>
	<polyline points="574.7,246.5 573.8,246 573,245.7 572,245.4 571.1,245.2 570.1,245.2 569.1,245.3 568,245.4 
		567,245.7 566,246.1 565,246.6 564.1,247.1 563.2,247.8 562.3,248.6 561.5,249.4 560.8,250.3 560.1,251.2 559.5,252.2 559,253.3 
		558.6,254.3 558.3,255.4 558.1,256.5 558,257.6 558,258.7 558,259.8 558.2,260.8 558.5,261.8 558.8,262.7 559.3,263.6 559.8,264.4 
		560.5,265.1 561.2,265.8 561.9,266.3" class="st1"></polyline>
	<polyline points="561.5,266 562,266.3 562.9,266.6" class="st1"></polyline>
	<polyline points="560.8,266.5 561.5,267 562.4,267.5 563.4,267.8 564.3,268.1 565.4,268.3 566,268.3" class="st1"></polyline>
	<polyline points="574.4,246.3 574.7,246.5 575.4,247.2" class="st1"></polyline>
	<polyline points="574.4,245.3 575.1,245.8 575.9,246.4 576.7,247.1 577.3,247.9 577.4,248" class="st1"></polyline>
</g>
<g id="ID_1196">
	<polyline points="476.5,290.6 474.5,291.6 473.6,291.9 472.6,292 471.7,291.8 471,291.3" class="st0"></polyline>
	<line y2="296.2" x2="468.3" y1="296.3" x1="468.5" class="st0"></line>
	<polyline points="468.7,291 468.4,291 468.1,290.8 467.7,290.5 467.2,290.1 466.8,289.6 466.4,289 466,288.3 
		465.6,287.6 465.3,286.8 465,286.1 464.9,285.5 464.8,284.9 464.7,284.4 464.8,284 465,283.7 465.2,283.6" class="st0"></polyline>
	<polyline points="464.8,280.6 464.7,279.6 464.9,278.7 465.4,277.8 466.2,277.2 468.2,276.2" class="st0"></polyline>
	<polyline points="464.6,291.2 463.8,291.5 463,291.9" class="st0"></polyline>
	<line y2="284.3" x2="465.8" y1="284.9" x1="464.8" class="st0"></line>
	<polyline points="469.7,299.9 469.6,299.7 468.8,298.6 468,297.5 467.3,296.3 466.5,295.1 465.8,293.8 465.2,292.5 
		464.6,291.2 464.1,290 463.7,288.8 463.3,287.7 462.9,286.6 462.9,286.4" class="st0"></polyline>
	<polyline points="470.9,303.7 469.8,302.6 468.6,301.3 467.8,300.3 467.1,299.3 466.3,298.1 465.6,297 464.9,295.7 
		464.2,294.5 463.5,293.2 463,291.9 462.2,289.9 461.5,288 461,286.2 460.7,284.6 460.5,283.2" class="st0"></polyline>
	<polyline points="457.9,312.5 457.2,312.1 456.8,311.3" class="st0"></polyline>
	<polyline points="453.8,274.5 453.7,273.6 453.9,272.6 454.5,271.7 455.3,271.2 457.2,270.2" class="st0"></polyline>
	<polyline points="455.5,294.9 454.8,295.2 454.1,295.4 453.5,295.6 453.1,295.6" class="st0"></polyline>
	<polyline points="452.8,300.9 452.6,301 452.4,301.3 452.4,301.7 452.4,302.2 452.5,302.8 452.7,303.4 452.9,304.2 
		453.2,304.9 453.6,305.6 454,306.3 454.4,306.9 454.9,307.4 455.3,307.8 455.7,308.1 456,308.3 456.3,308.3" class="st0"></polyline>
	<polyline points="475.2,319.2 475.7,318.9 476.2,318.5 476.6,317.9 477,317.2 477.2,316.4 477.4,315.5 477.6,314.5 
		477.6,313.3 477.6,312.1 477.5,310.8 477.3,309.2 474.5,291.6 474.4,290.7 474.1,289.7 473.8,288.6 473.4,287.5 472.9,286.4 
		472.4,285.3 471.9,284.2 471.3,283.1 470.7,282.1 470,281.1 469.4,280.3 468.7,279.4 468.1,278.7 467.4,278.1 466.8,277.6 
		466.2,277.2 455.3,271.2 454.4,270.7 453.5,270.4 452.8,270.2 452,270.2 451.3,270.2 450.7,270.4" class="st0"></polyline>
	<line y2="302.2" x2="452.4" y1="301.6" x1="453.5" class="st0"></line>
	<line y2="299.9" x2="450.2" y1="300.5" x1="450.5" class="st0"></line>
	<polyline points="473.8,308.9 474.4,309.4 475.4,309.6 476.4,309.5 477.3,309.2 479.2,308.2" class="st0"></polyline>
	<polyline points="471,311.5 470.2,311.8 469.3,311.9 468.1,311.5 466.9,310.8 465.5,309.8 464.1,308.4 462.7,306.8 
		461.7,305.5 460.7,304.2 459.8,302.8 458.8,301.3 457.9,299.7 457.1,298.1 456.3,296.5 455.5,294.9 454.5,292.4 453.7,290 
		453.1,287.7 452.6,285.6 452.4,283.7 452.4,282 452.6,280.6 453,279.6 453.6,278.8 454.4,278.5" class="st0"></polyline>
	<polygon points="472.1,309.6 472,310.8 471.9,311.9 471.7,312.8 471.3,313.6 470.9,314.2 470.4,314.6 469.7,314.8 
		469,314.9 468.2,314.8 467.4,314.5 466.4,314 465.4,313.3 464.4,312.5 463.3,311.5 462.3,310.4 461.2,309.1 460,307.7 458.9,306.2 
		457.9,304.6 456.8,302.9 455.8,301.1 454.8,299.3 453.9,297.5 453.1,295.6 452.3,293.8 451.6,291.9 451,290.1 450.5,288.4 
		450.1,286.7 449.8,285.1 449.6,283.7 449.5,282.3 449.5,281.1 449.6,280 449.9,279.1 450.2,278.3 450.6,277.7 451.2,277.3 
		451.8,277 452.5,277 453.3,277.1 454.2,277.4 455.1,277.9 456.1,278.5 457.1,279.3 458.2,280.3 459.3,281.5 460.4,282.7 
		461.5,284.1 462.6,285.7 463.7,287.3 464.7,289 465.8,290.7 466.7,292.5 467.6,294.4 468.5,296.3 469.3,298.1 469.9,299.9 
		470.5,301.7 471.1,303.5 471.5,305.2 471.8,306.7 472,308.2" class="st0"></polygon>
	<polyline points="467.7,317.4 468.6,317.8 469.4,318.1 470.1,318.2 470.8,318.3 471.5,318.2 472.1,317.9 472.6,317.6 
		473,317.1 473.4,316.4 473.7,315.7 473.9,314.8 474,313.8 474.1,312.8 474,311.6 473.9,310.3 473.8,308.9 471,291.3 470.9,290.6 
		470.7,289.9 470.4,289.1 470.2,288.3 469.8,287.5 469.4,286.6 469,285.8 468.6,285 468.1,284.2 467.6,283.5 467.1,282.8 
		466.6,282.2 466.2,281.7 465.7,281.2 465.2,280.9 464.8,280.6 453.8,274.5 453,274.1 452.2,273.8 451.4,273.6 450.7,273.6 
		450.1,273.7 449.5,273.9 449,274.3 448.5,274.8 448.2,275.4 447.9,276.2 447.7,277.1 447.5,278 447.5,279.1 447.5,280.3 
		447.6,281.6 447.8,282.9" class="st0"></polyline>
	<polyline points="468.9,318.6 468.2,318.1 467.7,317.4 456.8,311.3 456.3,311 455.9,310.6 455.4,310.2 454.9,309.6 
		454.4,309 453.9,308.4 453.4,307.6 453,306.9 452.5,306.1 452.1,305.2 451.7,304.4 451.4,303.6 451.1,302.8 450.9,302 450.7,301.2 
		450.5,300.5 447.8,282.9 447.4,282.3" class="st0"></polyline>
	<polygon points="479.6,311.1 479.6,312.4 479.5,313.5 479.4,314.5 479.2,315.4 478.9,316.2 478.6,316.9 478.1,317.5 
		477.7,317.9 477.1,318.2 475.2,319.2 474.5,319.4 473.9,319.6 473.1,319.7 472.4,319.7 471.5,319.6 470.7,319.4 469.8,319.1 
		468.9,318.6 457.9,312.5 457.4,312.2 456.7,311.7 456.2,311.3 455.7,310.8 455.1,310.2 454.5,309.5 454,308.8 453.4,307.9 
		452.9,307.1 452.4,306.2 451.9,305.2 451.5,304.3 451.1,303.4 450.8,302.5 450.5,301.6 450.3,300.7 450.2,299.9 447.4,282.3 
		447.2,280.9 447.1,279.6 447.1,278.4 447.1,277.5 447.2,276.4 447.3,275.3 447.6,274.4 447.9,273.6 448.3,272.8 448.7,272.1 
		449.2,271.6 450.2,270.7 450.7,270.4 452.7,269.4 453.3,269.2 454,269.2 454.7,269.2 455.5,269.4 456.3,269.7 457.2,270.2 
		468.2,276.2 468.8,276.6 469.4,277.1 470,277.7 470.7,278.4 471.3,279.3 472,280.2 472.6,281.1 473.2,282.1 473.8,283.2 
		474.4,284.3 474.9,285.4 475.3,286.5 475.7,287.6 476.1,288.7 476.3,289.7 476.5,290.6 479.2,308.2 479.5,309.8" class="st1"></polygon>
	<polyline points="456.3,308.3 456.6,308.2 456.7,307.9 456.8,307.5 456.8,307 456.7,306.4 456.5,305.7 456.3,305 
		455.9,304.3 455.6,303.6 455.2,302.9 454.7,302.3 454.3,301.8 453.9,301.3 453.5,301 453.1,300.9 452.8,300.9" class="st1"></polyline>
	<polyline points="453.5,301 453.5,301.1 453.5,301.6 453.6,302.2 453.8,302.9 454,303.6 454.3,304.3 454.7,305.1 
		455.1,305.7 455.5,306.4 456,306.9 456.4,307.3 456.8,307.6" class="st1"></polyline>
	<polyline points="455.2,278.6 455,278.5 454.3,278.4" class="st1"></polyline>
	<line y2="278.5" x2="454.4" y1="278.5" x1="454.6" class="st1"></line>
	<line y2="278.5" x2="454.4" y1="278.4" x1="454.5" class="st1"></line>
	<polyline points="457.8,280.3 456.9,279.6 456,279 455.1,278.5" class="st1"></polyline>
	<polyline points="457.4,279.9 458.4,280.9 459.5,282 460.5,283.2 461.6,284.5 462.6,286 463.7,287.5 464.7,289.2 
		465.7,290.9 466.6,292.6 467.5,294.4 468.3,296.2 469,298 469.7,299.7 470.3,301.5 470.8,303.1 471.2,304.7 471.4,306.3 
		471.6,307.7" class="st1"></polyline>
	<polyline points="471.3,311.4 471.5,310.5 471.6,309.5 471.7,308.4 471.6,307.3" class="st1"></polyline>
	<line y2="310.8" x2="471.5" y1="311.3" x1="471.2" class="st1"></line>
	<line y2="311.2" x2="471.3" y1="311.5" x1="471" class="st1"></line>
	<line y2="311.3" x2="471.2" y1="311.5" x1="471" class="st1"></line>
	<polyline points="468.7,291 468.9,290.9 469.1,290.6 469.2,290.2 469.2,289.7 469.1,289.1 468.9,288.4 468.6,287.7 
		468.3,287 467.9,286.3 467.5,285.6 467.1,285 466.7,284.4 466.2,284 465.8,283.7 465.5,283.6 465.2,283.6" class="st1"></polyline>
	<polyline points="465.8,283.7 465.8,283.8 465.8,284.3 465.9,284.9 466.1,285.6 466.4,286.3 466.7,287 467.1,287.7 
		467.5,288.4 467.9,289 468.3,289.6 468.8,290 469.1,290.3" class="st1"></polyline>
	<polyline points="479.7,303.2 479.4,303.5 479,303.8 478.6,304.1" class="st1"></polyline>
</g>
<g id="ID_1193">
	<polyline points="600.6,273.8 600.8,273.7 600.9,273.5 601.1,273.1 601.2,272.7 601.3,272.2 601.4,271.6 601.5,270.9 
		601.6,270.1 601.6,269.2 601.7,268.3 601.7,267.3 601.7,266.3 601.7,265.2 601.7,264.1 601.7,262.9 601.6,261.8 601.6,260.7 
		601.5,259.6 601.4,258.5 601.3,257.4 601.2,256.4 601,255.4 600.9,254.6 600.7,253.7 600.6,253 600.4,252.4 600.3,251.8 
		600.1,251.3 599.9,251 599.8,250.8 599.6,250.6 599.4,250.6" class="st0"></polyline>
	<polyline points="561.8,266 561.1,265.4 560.4,264.7 559.8,264 559.3,263.2 558.9,262.3 558.5,261.4 558.3,260.4 
		558.2,259.3 558.1,258.3 558.2,257.2 558.3,256.1 558.6,255.1 558.9,254 559.4,253 559.9,252 560.5,251 561.2,250.1 561.9,249.2 
		562.7,248.4 563.6,247.7 564.5,247.1 565.4,246.6 566.4,246.1 567.4,245.8 568.4,245.6 569.4,245.4 570.4,245.4 571.3,245.5 
		572.3,245.7 573.2,245.9 574,246.3" class="st0"></polyline>
	<polyline points="623.6,265.2 601.7,266.3 598.5,266.4 595.3,266.4 592,266.3 588.8,266.2 585.6,265.9 582.5,265.6 
		579.5,265.2 576.5,264.7 573.7,264.1 570.9,263.5 568.4,262.8 565.9,262 563.7,261.1 561.6,260.2 559.8,259.3 558.1,258.3 
		558,258.2" class="st0"></polyline>
	<polyline points="580.3,248.9 581.9,249.3 583.7,249.6 585.6,249.9 587.5,250.2 589.4,250.4 591.4,250.6 593.4,250.7 
		595.4,250.7 597.4,250.7 599.4,250.6 621.3,249.6 621.5,249.6 621.7,249.7 621.8,250 622,250.3 622.2,250.8 622.3,251.3 622.5,252 
		622.6,252.7 622.8,253.5 622.9,254.4 623.1,255.4 623.2,256.4 623.3,257.4 623.4,258.5 623.5,259.6 623.5,260.8 623.6,261.9 
		623.6,263 623.6,264.1 623.6,265.2 623.6,266.3 623.6,267.3 623.5,268.2 623.5,269.1 623.4,269.9 623.3,270.6 623.2,271.2 
		623.1,271.7 622.9,272.1 622.8,272.4 622.7,272.6 622.5,272.7 600.6,273.8 597.9,273.8 595.2,273.9 592.5,273.8 589.9,273.7 
		587.2,273.5 584.6,273.2 582.1,272.9 579.6,272.5 577.3,272 575,271.4 574.4,271.3 572.2,270.7 570.1,270 568.2,269.3 566.5,268.5 
		565.7,268.2 564,267.3 561.8,266 560.4,265.1" class="st1"></polyline>
	<polyline points="575.3,247.1 576.5,247.7 577.9,248.2 579.3,248.6 580.3,248.9" class="st1"></polyline>
	<polyline points="574,246.3 575,246.9 576,247.4" class="st1"></polyline>
	<line y2="246.8" x2="574.8" y1="245.8" x1="573.2" class="st1"></line>
</g>
<g id="ID_1190">
	<line y2="145.4" x2="437.1" y1="146.1" x1="437.4" class="st0"></line>
	<line y2="145.5" x2="436.3" y1="145.4" x1="436.2" class="st0"></line>
	<polyline points="441.6,142.4 441.7,142.5 441.7,142.7 441.6,142.9 441.6,143 441.5,143.2 441.4,143.4 441.3,143.6 
		441.1,143.8 440.9,144 440.8,144.2 440.5,144.3 440.3,144.5 440,144.6 439.8,144.8 439.5,144.9 439.2,145.1 439,145.2 438.7,145.2 
		438.4,145.3 438.1,145.4 437.8,145.4 437.6,145.4 437.3,145.4 437.1,145.4 436.9,145.4 436.7,145.3 436.5,145.3 436.3,145.2 
		436.2,145.1 436.1,145 436,144.9" class="st0"></polyline>
	<polyline points="441.6,142.4 441.9,142.9 441.9,143 442,143.2 442,143.4 441.9,143.5 441.9,143.7 441.8,143.9 
		441.7,144.1 441.6,144.3 441.4,144.4 441.2,144.6 441,144.8 440.8,145 440.6,145.1 440.3,145.3 440.1,145.4 439.8,145.6 
		439.5,145.7 439.2,145.8 439,145.9 438.7,146 438.4,146 438.1,146.1 437.9,146.1 437.6,146.1 437.4,146.1 437.1,146 436.9,146 
		436.8,145.9 436.6,145.8 436.5,145.7 436.4,145.6 436.3,145.5 436,144.9" class="st1"></polyline>
</g>
<g id="ID_1185">
	<line y2="187.4" x2="424.3" y1="187" x1="425.2" class="st0"></line>
	<line y2="186.8" x2="424.4" y1="186.6" x1="424.7" class="st1"></line>
	<line y2="194.9" x2="425.3" y1="193.2" x1="428.9" class="st1"></line>
</g>
<g id="ID_1183">
	<polyline points="441.1,143.2 441,143.3 441,143.4 440.9,143.6 440.7,143.7 440.6,143.9 440.4,144 440.3,144.2 
		440.1,144.3 439.9,144.4 439.7,144.5 439.5,144.6 439.2,144.8 439,144.8 438.8,144.9 438.6,145 438.3,145 438.1,145.1 437.9,145.1 
		437.7,145.1 437.5,145.1 437.3,145.1 437.1,145.1 437,145" class="st1"></polyline>
</g>
<g id="ID_1176">
	<line y2="246.5" x2="574.3" y1="246.3" x1="574.3" class="st0"></line>
	<polyline points="565.7,211 565.6,210.9 564.2,209.9" class="st0"></polyline>
	<line y2="266.5" x2="562.5" y1="266.5" x1="562.6" class="st0"></line>
	<line y2="265.6" x2="561" y1="265.5" x1="561.1" class="st0"></line>
	<polyline points="565,210.4 568,212.4 568.8,213.1" class="st0"></polyline>
	<polyline points="565.3,210 562.2,208.2 559,206.8 555.7,205.6 552.3,204.8 551.9,204.8" class="st0"></polyline>
	<polyline points="533.4,270.3 532.7,269.9 531.6,269.3" class="st0"></polyline>
	<polyline points="533.4,270.5 536.5,272.3 536.7,272.4" class="st0"></polyline>
	<polyline points="533.2,271 530.2,268.9 527.5,266.6 524.9,264 522.8,261.3" class="st0"></polyline>
	<polyline points="533.4,270.5 530.5,268.5 527.8,266.2 525.3,263.6 523,260.8 522.1,259.6" class="st1"></polyline>
	<polyline points="544.6,275.7 542.8,275.3 539.5,274.2 536.2,272.7 533.2,271 530.5,269.2 529.2,268.3" class="st1"></polyline>
	<polyline points="565,210.4 562,208.7 558.8,207.2 555.5,206.1 552.2,205.3 549.5,205" class="st1"></polyline>
	<polyline points="562.9,208.4 565.3,210 568.3,212 571,214.4 573.5,216.9 575.9,219.8 576.4,220.5" class="st1"></polyline>
</g>
<g id="ID_1170">
	<polyline points="571.7,236.3 571.5,236.4 571.2,236.5 571,236.6 570.7,236.8 570.5,237 570.3,237.2 570.1,237.5 
		569.9,237.7 569.8,238 569.7,238.2 569.5,238.5 569.5,238.8 569.4,239.1 569.4,239.4 569.4,239.7 569.4,239.9" class="st0"></polyline>
	<line y2="240.7" x2="569.3" y1="240.8" x1="569.5" class="st0"></line>
	<polyline points="571.3,236 571.1,236.1 570.8,236.2 570.6,236.4 570.3,236.5 570.1,236.7 569.9,237 569.7,237.2 
		569.5,237.4 569.4,237.7 569.3,238 569.2,238.3 569.1,238.5 569,238.8 569,239.1 569,239.4 569,239.7 569,239.9 569.1,240.2 
		569.2,240.4 569.3,240.7 569.5,240.9 569.5,240.9" class="st1"></polyline>
	<polyline points="571.9,235.9 572.2,235.9 572.4,235.9 572.7,235.9 572.8,235.9" class="st1"></polyline>
</g>
<g id="ID_1157">
	<polyline points="469.4,179.1 469.4,179 469.3,179 469.2,179 469.1,179 468.3,179.4" class="st0"></polyline>
	<polyline points="469.9,179.7 470,179.9 470,180.2 470,180.4 470,180.7 470,181 469.9,181.3 469.8,181.6 469.7,181.9 
		469.6,182.2 469.4,182.5 469.2,182.8 469,183.1 468.8,183.4 468.5,183.7 468.3,183.9 468,184.2 467.8,184.4 467.5,184.6 
		467.2,184.7 467,184.9 466.7,185 466.4,185.1 466.2,185.1 465.9,185.1 465.7,185.1" class="st0"></polyline>
	<polyline points="465,184.9 465,184.8 464.9,184.7 465,184.6 465.2,183.6" class="st0"></polyline>
	<polyline points="467.6,178.9 467.8,178.9 468.1,178.8 468.3,178.8 468.5,178.8 468.8,178.8 468.9,178.9 469.1,179 
		469.3,179.1 469.4,179.3 469.5,179.4 469.6,179.6 469.7,179.8 469.7,180.1 469.7,180.3 469.7,180.6 469.6,180.9 469.6,181.2 
		469.5,181.5 469.4,181.8 469.2,182 469.1,182.3 468.9,182.6 468.7,182.9 468.5,183.2 468.3,183.4 468,183.7 467.8,183.9 
		467.5,184.1 467.3,184.3 467,184.4 466.7,184.6 466.5,184.7 466.2,184.8 466,184.8 465.8,184.8 465.5,184.8 465.3,184.8 
		465.1,184.7 465,184.6 464.8,184.5 464.7,184.4 464.6,184.2 464.5,184 464.4,183.8 464.4,183.5 464.4,183.3 464.4,183.1" class="st0"></polyline>
	<polygon points="467.2,179.5 467.2,179.2 467.1,179 467.1,178.8 467,178.6 466.9,178.4 466.7,178.3 466.6,178.2 
		466.4,178.2 466.1,178.2 465.9,178.2 465.7,178.2 465.4,178.3 465.2,178.5 464.9,178.6 464.7,178.8 464.4,179.1 464.2,179.3 
		464,179.6 463.8,179.8 463.6,180.1 463.5,180.4 463.4,180.7 463.3,181 463.3,181.3 463.2,181.5 463.3,181.8 463.3,182 463.4,182.2 
		463.5,182.3 463.7,182.4 463.8,182.5 464,182.6 464.3,182.6 464.5,182.6 464.7,182.5 465,182.4 465.2,182.3 465.5,182.1 
		465.8,181.9 466,181.7 466.2,181.5 466.4,181.2 466.6,180.9 466.8,180.6 466.9,180.3 467,180 467.1,179.8" class="st0"></polygon>
	<polyline points="464,182 463.9,182 463.8,181.9 463.8,181.8 463.7,181.7 463.7,181.5 463.6,181.4 463.6,181.2 
		463.6,181.1 463.7,180.9 463.7,180.8 463.8,180.6 463.8,180.4 463.9,180.2 464,180.1 464.1,179.9 464.2,179.7 464.3,179.6 
		464.5,179.4 464.6,179.3 464.8,179.1 464.9,179 465.1,178.9 465.2,178.8 465.4,178.8 465.5,178.7 465.7,178.6 465.8,178.6 
		466,178.6 466.1,178.6 466.2,178.6 466.3,178.7 466.4,178.7" class="st0"></polyline>
	<polyline points="464.1,182.1 464.1,182 464,181.9 464,181.8 464,181.7 464,181.5 464,181.3 464,181.2 464,181 
		464.1,180.8 464.2,180.7 464.2,180.5 464.3,180.3 464.4,180.2 464.6,180 464.7,179.8 464.8,179.7 464.9,179.5 465.1,179.4 
		465.2,179.3 465.4,179.2 465.5,179.1 465.7,179 465.9,178.9 466,178.9 466.2,178.9 466.3,178.9 466.4,178.9 466.5,178.9 
		466.7,178.9" class="st0"></polyline>
	<line y2="181.4" x2="466.8" y1="182.6" x1="468.3" class="st0"></line>
	<polyline points="467.6,178.9 467.4,179.2 467.3,179.4 467.1,179.7 467,180 466.9,180.4 466.9,180.7 466.8,181.1 
		466.8,181.4 466.4,181.6 466.1,181.7 465.8,181.9 465.5,182.1 465.2,182.3 465,182.5 464.7,182.8 464.5,183" class="st0"></polyline>
	<polyline points="464.6,183.3 464.7,183.3 464.8,183.4 465,183.5 465.2,183.6 465.3,183.7 465.5,183.9 465.8,184 
		466,184.2" class="st0"></polyline>
	<polyline points="469.1,180.1 468.9,180.3 468.8,180.6 468.6,180.9 468.5,181.2 468.4,181.5 468.4,181.9 468.3,182.2 
		468.3,182.6 467.9,182.7 467.6,182.9 467.3,183.1 467,183.3 466.7,183.5 466.5,183.7 466.2,183.9 466,184.2 464.5,183 464.3,182.9 
		464.1,182.7 463.9,182.6 463.7,182.4 463.5,182.3 463.4,182.2 463.2,182.2 463.1,182.1" class="st0"></polyline>
	<polyline points="469.1,180.1 467.6,178.9 467.3,178.7 467.1,178.6 466.9,178.4 466.7,178.3 466.6,178.2 466.4,178.1 
		466.3,178 466.2,178 465.8,178.1 465.5,178.3 465.2,178.5 464.9,178.6 464.6,178.8 464.4,179.1 464.2,179.3 463.9,179.6 
		463.8,179.8 463.6,180.1 463.5,180.4 463.4,180.7 463.3,181 463.2,181.4 463.2,181.7 463.1,182.1 464.6,183.3" class="st1"></polyline>
	<polyline points="466.4,178.7 466.5,178.8 466.6,178.9 466.7,179 466.7,179.1 466.7,179.2 466.8,179.4 466.8,179.5 
		466.8,179.7 466.7,179.8 466.7,180 466.6,180.2 466.6,180.3 466.5,180.5 466.4,180.7 466.3,180.9 466.2,181 466.1,181.2 
		465.9,181.3 465.8,181.5 465.6,181.6 465.5,181.7 465.3,181.8 465.2,181.9 465,182 464.9,182.1 464.7,182.1 464.6,182.1 
		464.4,182.2 464.3,182.2 464.2,182.1 464.1,182.1 464,182" class="st1"></polyline>
	<polyline points="464.4,183.1 464.4,183.4 464.4,183.6 464.4,183.8 464.4,183.9 464.5,184.1 464.6,184.3 464.7,184.5 
		464.7,184.6 464.9,184.7 465,184.9 465.1,184.9" class="st1"></polyline>
	<polyline points="467.6,178.9 467.9,178.8 468.1,178.8 468.4,178.8 468.5,178.8 468.7,178.8 468.9,178.8 469.1,178.9 
		469.2,178.9 469.4,179 469.5,179.1 469.6,179.2 469.7,179.3 469.8,179.5 469.9,179.7 470,179.8 470,180 470.1,180.3 470.1,180.5 
		470,180.8 470,180.8 470,181.1 469.9,181.4 469.8,181.7 469.7,182 469.6,182.3 469.4,182.6 469.3,182.9 469.1,183.2 468.8,183.4 
		468.6,183.7 468.4,184 468.1,184.2 467.9,184.4 467.6,184.6 467.3,184.7 467.1,184.9 466.8,185 466.8,185 466.5,185.1 466.2,185.1 
		466,185.1 465.8,185.1 465.7,185.1 465.5,185.1 465.3,185" class="st1"></polyline>
</g>
<g id="ID_1147">
	<polyline points="568.6,233.7 568.4,233.2 568.1,232.9" class="st0"></polyline>
	<polyline points="569.1,231.3 569.1,231.7 569.2,232.1 569.4,232.4 569.6,232.5 569.7,232.6 570,232.9 570.2,233.4" class="st0"></polyline>
	<polyline points="568.1,232.9 569.6,232.5 570.7,232.5 571.8,232.7 572,232.9 572.2,233.2 572.3,233.5" class="st0"></polyline>
	<polyline points="571.7,231.6 571.6,231.9 571.6,232.3 571.6,232.6 571.8,232.7 574.1,234.1" class="st0"></polyline>
	<polyline points="574.4,234.2 572,232.9 570.9,232.6 569.7,232.6 568.1,232.9 566.5,233.4 564.5,234.2 562.4,235.3 
		560.3,236.5 558.2,238 556.6,239.4 554.9,241 553.1,243 550.9,245.9 549.4,248.4 548.3,250.5 547.4,252.5 546.3,256 545.8,257.8 
		545.4,260.1 545.2,261.8 545.3,263 545.7,264.1 545.8,264.4 546.7,265.8 547.7,267.1 548.9,268.3 550.1,269.4 551.4,270.3" class="st0"></polyline>
	<polyline points="546.4,260.5 546.3,260.4 545.8,260.3 545.4,260.1" class="st0"></polyline>
	<polyline points="545.4,260.1 545.3,261.9 545.4,263.1 545.9,264.2 546.2,264.3 546.7,264.3" class="st0"></polyline>
	<polyline points="552,270.8 550.3,269.5 548.7,268 547.3,266.4 546.1,264.5 545.9,264.2 545.7,264.1 545.4,264 
		545.1,264 544.8,264.1 544.4,264.3" class="st0"></polyline>
	<polyline points="546.3,262.1 546.2,262.1 545.7,262 545.3,261.9 545.2,261.8 545,261.7 544.7,261.6 544.3,261.5 
		543.9,261.5" class="st0"></polyline>
	<polyline points="579,237.7 578,236.4 576.4,234.7 574.6,233.3 573.4,232.5 571.7,231.6 570.4,231.2 569.1,231.3 
		567.5,231.7 565.1,232.6 562.6,233.8 560.4,235.2 558.7,236.4 556.9,237.8 554.8,239.7 552.4,242.4 550.6,244.7 548.9,247.3 
		547.6,249.5 546.8,251.2 546.1,252.8 545.2,255 544.4,258.3 543.9,261.5 544,263 544.4,264.3 546.3,267.1 547.8,268.7 549.7,270.4 
		551.6,271.5 554.1,272.7 556.8,273.5" class="st0"></polyline>
	<polyline points="566.5,211.6 563.5,209.8 560.3,208.4 557.1,207.3 553.7,206.5 550.4,206 547.1,205.9 544.8,206.1" class="st0"></polyline>
	<polyline points="544,207.2 545.9,207 549.3,206.9 552.1,207.2 554.7,207.6 558.8,208.7 561.8,209.8 565.7,211.8 
		568.2,213.4 570.9,215.5 573.4,217.8 576.3,221 577.7,222.9 579,224.9 581,228.4 582.6,232.3 583.7,235.9 584.4,239.3 584.8,243.1 
		584.9,245.3 584.9,246.3" class="st0"></polyline>
	<polyline points="544.3,206.8 546.2,206.6 549.5,206.6 552.6,206.9 555.7,207.4 558.7,208.3 561.6,209.4 564.3,210.7 
		567,212.3 569.5,214 571.8,216 574,218.1 576.1,220.4 577.9,222.9 579.6,225.5 581.1,228.3 582.4,231.3 583.5,234.4 584.3,237.6 
		584.8,240.9 585,244.4" class="st0"></polyline>
	<polyline points="584.3,244.8 584.3,244 584,240.9 583.5,237.9 582.8,235.1 581.9,232.3 580.7,229.6 579.4,227.1 
		578,224.7 576.3,222.4 574.6,220.3 572.7,218.3 570.6,216.4 568.5,214.7 566.2,213.2 563.8,211.8 561.4,210.6 558.8,209.6 
		556.1,208.9 553.4,208.3 550.6,208 547.7,207.9 544.8,208.1 541.9,208.5 539,209.3 538.9,209.3" class="st0"></polyline>
	<polyline points="553.6,243.4 552.7,242.7 552.4,242.4 546,236.5 539.4,230.5 532.7,224.3 526.9,219.1" class="st0"></polyline>
	<polyline points="532.1,269.4 529.4,267.1 526.9,264.5 524.7,261.8 522.6,258.8 520.9,255.7 520,253.8" class="st0"></polyline>
	<polyline points="563.9,275.5 561.2,276.3 558,276.8 554.7,277 551.5,276.9 548.4,276.5 545.3,275.8 542.4,274.8 
		539.6,273.6 536.9,272.2 534.3,270.5 531.9,268.7 529.6,266.6 527.5,264.4 525.5,262 523.7,259.5 522.1,256.7 520.7,253.9 
		519.5,250.8 518.9,248.7" class="st0"></polyline>
	<polyline points="562,275.2 560.5,275.6 557.6,276 554.7,276.1 551.8,276 549,275.6 546.3,275 543.7,274.1 
		541.1,273.1 538.7,271.8 536.3,270.4 534.1,268.9 531.9,267.1 529.9,265.2 528.1,263.2 526.3,261 524.8,258.7 523.3,256.3 
		522.1,253.7 521,251 520.1,248.2 519.4,245.3 519.2,244" class="st0"></polyline>
	<polyline points="563.5,275.5 562.5,275.8 558.6,276.6 555.7,276.8 551.8,276.7 548.3,276.2 545.5,275.6 543.4,274.9 
		540.9,273.9 538.9,272.9 536.2,271.4 534.2,270.1 532.1,268.4 530.1,266.7 527.2,263.7 525.5,261.5 524.1,259.4 522.7,257.1 
		521.5,254.7 520.2,251.8 519.4,249.1 518.9,247.2 518.5,245.5" class="st0"></polyline>
	<polyline points="563.9,275.5 562.6,275.9 561.2,276.3 560.3,276.5 557.9,276.9 555.4,277.1 554.1,277.1 552.8,277.1 
		551.5,277 550.2,276.9 547.5,276.4 544.7,275.8 542,274.9 541.2,274.6 539.2,273.7 538.1,273.1 536.5,272.3 535,271.4 530.3,268.3 
		530.2,268.2" class="st1"></polyline>
	<polyline points="532.1,269.4 533.9,270.6 535,271.4" class="st1"></polyline>
	<polyline points="554.5,272.1 553.9,271.8 552,270.8 551.4,270.3" class="st1"></polyline>
	<polyline points="584.9,246.5 585,244.4 584.9,242.7 584.8,241.4 584.7,240.2 584.3,237.5 583.6,234.7 582.7,231.9 
		581.6,229.1 581.5,228.9 580.1,226.1 578.5,223.5 577.7,222.3 576.8,221.1 574.8,218.6 572.6,216.4 572.1,215.9 571.5,215.4 
		570.4,214.4 569.4,213.6 567.9,212.6 566.5,211.6 563,209.2" class="st1"></polyline>
	<polyline points="576.7,236.1 576.6,235.9 574.4,234.2 574.1,234.1" class="st1"></polyline>
</g>
<g id="ID_1145">
	<line y2="211.1" x2="585.1" y1="211.4" x1="584.7" class="st0"></line>
	<line y2="209.3" x2="582.7" y1="208.8" x1="583.3" class="st0"></line>
	<polyline points="585.6,211.9 585.5,211.7 585.5,211.5 585.4,211.4 585.3,211.2 585.1,211.1 585,210.8 584.8,210.4 
		584.6,210.1 584.4,209.8 584.2,209.5 583.9,209.3 583.6,209 583.3,208.8 583.2,208.6 583.1,208.4 582.9,208.3 582.8,208.2 
		582.6,208.1 582.4,208" class="st0"></polyline>
	<polyline points="577.6,217 577.7,216.9 577.7,216.8 577.6,216.8 577.6,216.7 577.6,216.6 577.6,216.6" class="st0"></polyline>
	<line y2="217" x2="577.5" y1="217" x1="577.6" class="st0"></line>
	<polyline points="577.5,216.5 577.5,216.4 577.4,216.3 577.3,216.2 577.3,216" class="st0"></polyline>
	<polyline points="577.2,215.9 577.1,215.8 577,215.7 576.9,215.6 576.8,215.5 576.7,215.4 576.6,215.2 576.5,215.1 
		576.5,215.1 576.4,215 576.3,214.9" class="st0"></polyline>
	<line y2="214.8" x2="576.1" y1="214.8" x1="576.2" class="st0"></line>
	<polyline points="576,214.7 576,214.7 575.9,214.6" class="st0"></polyline>
	<polyline points="575.9,214.6 575.8,214.6 575.8,214.6" class="st0"></polyline>
	<line y2="214.7" x2="575.7" y1="214.7" x1="575.7" class="st0"></line>
	<line y2="216.5" x2="577.5" y1="216.6" x1="577.6" class="st0"></line>
	<line y2="215.9" x2="577.2" y1="216" x1="577.3" class="st0"></line>
	<line y2="214.8" x2="576.2" y1="214.9" x1="576.3" class="st0"></line>
	<line y2="214.8" x2="576.1" y1="214.7" x1="576" class="st0"></line>
	<line y2="214.9" x2="576" y1="214.7" x1="576" class="st0"></line>
	<line y2="214.6" x2="575.9" y1="214.6" x1="575.9" class="st0"></line>
	<polyline points="577.4,216.9 577.4,216.9 577.4,216.9 577.4,216.8 577.4,216.6 577.3,216.5 577.2,216.3 577.1,216.1 
		576.9,215.9 576.8,215.7 576.6,215.5 576.4,215.3 576.3,215.1 576.1,215 576,214.9 575.9,214.8 575.8,214.8 575.7,214.8 
		575.7,214.9" class="st0"></polyline>
	<polyline points="577.6,217 577.6,217 577.4,216.9 577.3,216.9 577.2,216.9 577,216.8 576.9,216.6 576.7,216.5 
		576.5,216.3 576.4,216.1 576.2,215.9 576.1,215.7 575.9,215.5 575.8,215.3 575.8,215.1 575.7,215 575.7,214.9 575.7,214.7 
		575.7,214.7" class="st1"></polyline>
	<polyline points="582.4,208 582.1,207.9 581.9,207.8 581.4,208.3" class="st1"></polyline>
	<polyline points="582.6,208.1 582.6,208.1 582.8,208.2 582.9,208.3 583.1,208.4 583.3,208.6 583.5,208.8 583.8,209 
		584,209.3 584.2,209.5 584.4,209.8 584.6,210.1 584.8,210.3 585,210.6 585.1,210.8 585.3,211.1 585.4,211.3 585.5,211.5 
		585.5,211.7 585.6,211.8 585.6,211.9 585.6,212.1 585.6,212.3 585.6,212.4" class="st1"></polyline>
</g>
<g id="ID_1143">
	<polyline points="440.2,244.9 440.3,245 440.5,245.1 440.6,245.1 440.7,245.1 440.9,245 441.1,245 444,243.5" class="st0"></polyline>
	<polyline points="439.7,245.4 439.6,245.3 439.5,245.1 439,236.9 439,236.7 439.1,236.4 439.2,236.1 439.4,235.8 
		439.6,235.6 439.9,235.3 440.2,235.1 440.5,235 445,232.7" class="st0"></polyline>
	<polyline points="436.7,238.7 436.6,238.7 436.5,238.7 436.4,238.7 436.2,238.5 436,238.3 435.9,238.1 435.7,237.9 
		435.6,237.7 435.4,237.4 435.3,237.2 435.2,236.9 435.1,236.7 435.1,236.4 435.1,236.2 435.1,236.1 435.1,235.9 435.1,235.8 
		435.2,235.7" class="st0"></polyline>
	<line y2="245" x2="441.1" y1="243.8" x1="440.1" class="st0"></line>
	<line y2="237.4" x2="432.9" y1="245.1" x1="439.5" class="st0"></line>
	<line y2="238.4" x2="436.8" y1="238.7" x1="436.4" class="st0"></line>
	<line y2="227.3" x2="433.8" y1="235" x1="440.5" class="st0"></line>
	<line y2="229.3" x2="432.4" y1="236.9" x1="439" class="st0"></line>
	<polyline points="445,232.6 437.6,225.4 433.8,227.3 433.5,227.5 433.2,227.7 433,227.9 432.8,228.2 432.6,228.5 
		432.5,228.7 432.4,229 432.4,229.3 432.9,237.4 432.9,237.6 433,237.8 439.7,245.4 439.8,245.6 440,245.7 440.3,245.7 440.5,245.7 
		440.8,245.6 441.1,245.5 444,244" class="st1"></polyline>
	<polyline points="440.2,244.9 440.2,244.8 440.2,244.7 439.7,236.6 439.7,236.4 439.7,236.3 439.8,236.1 439.9,236 
		440,235.8 440.2,235.7 440.3,235.6 440.5,235.5 444.8,233.3" class="st1"></polyline>
	<polyline points="436.7,238.7 436.8,238.6 436.8,238.5 436.8,238.3 436.8,238 436.8,237.8 436.7,237.5 436.5,237.2 
		436.4,236.9 436.2,236.6 436.1,236.3 435.9,236.1 435.7,235.9 435.5,235.8 435.4,235.7 435.3,235.7 435.2,235.7" class="st1"></polyline>
	<polyline points="436.8,238.2 436.7,238 436.5,237.8 436.3,237.5 436.2,237.3 436,237 435.9,236.7 435.8,236.4 
		435.7,236.1 435.7,236" class="st1"></polyline>
</g>
<g id="ID_1138">
	<polyline points="524.1,197.9 524.1,198 524,198.1 523.9,198.3 523.7,198.4 523.6,198.6 523.4,198.7 523.3,198.9 
		523.1,199 522.9,199.1 522.7,199.3 522.5,199.4 522.3,199.5 522,199.6 521.8,199.6 521.6,199.7 521.3,199.8 521.1,199.8 
		520.9,199.8 520.7,199.8 520.5,199.8 520.3,199.8 520.1,199.8 520,199.7" class="st1"></polyline>
</g>
<g id="ID_1134">
	<polyline points="465,262.5 466.5,263.3 468,263.9 468.2,264" class="st0"></polyline>
	<polyline points="464.4,232.4 464.1,232.7 462.8,234.3 461.6,235.9 460.6,237.7 459.7,239.6 459,241.5 458.4,243.4 
		458,245.3 457.8,247.3 457.8,249.2 457.9,251.1 458.2,252.9 458.7,254.7 459.3,256.3 460.2,257.9 461.1,259.3 462.2,260.6 
		463.5,261.7 464.8,262.7" class="st0"></polyline>
	<polyline points="469,264.5 467.9,264.2 466.3,263.5 464.8,262.7 462.6,261.3 461.3,260.3 460,259.1 458.9,257.9 
		457.9,256.4 457.1,254.9 456.5,253.2 456,251.5 455.7,249.6 455.6,247.7 455.6,245.8 455.8,243.9 456.2,241.9 456.8,240 
		457.5,238.1 458.4,236.3 459.4,234.5 460.6,232.8 461.9,231.2 462.2,231" class="st1"></polyline>
	<polyline points="464.6,232.6 464.3,232.9 463,234.4 461.9,236.1 460.8,237.8 460,239.6 459.2,241.5 458.7,243.4 
		458.3,245.3 458.1,247.2 458,249.1 458.2,251 458.5,252.8 458.9,254.5 459.6,256.2 460.4,257.7 461.3,259.1 462.4,260.4 
		463.7,261.5 465,262.5" class="st1"></polyline>
	<polyline points="466.1,262.5 465.8,262.4 464.3,261.8 463.6,261.5" class="st1"></polyline>
</g>
<g id="ID_1132">
	<polyline points="576.6,220.8 575.4,219.1 573.2,216.5 570.8,214 568.2,211.8 565.4,209.9" class="st0"></polyline>
	<polyline points="532.5,270.7 535.4,272.4 538.4,273.8 541.5,275 544.7,275.8 545.5,276" class="st0"></polyline>
	<polyline points="532.4,271.6 529.4,269.5 526.6,267.1 524,264.5 522.5,262.6" class="st0"></polyline>
	<polyline points="430,200.1 429.2,199 427.4,195.7 426.8,194.2" class="st1"></polyline>
	<line y2="243.4" x2="489.7" y1="245.9" x1="493.5" class="st1"></line>
	<polyline points="556.7,277 556.1,277.1 552.6,277.3 549.2,277.2 545.7,276.8 542.2,276 538.9,274.9 535.6,273.4 
		532.4,271.6 521.1,264.1" class="st1"></polyline>
	<polyline points="522.7,261.7 524.7,264.1 527.1,266.5 529.7,268.7 532.5,270.7" class="st1"></polyline>
	<polyline points="565.4,209.9 562.5,208.2 559.5,206.7 556.4,205.6 553.2,204.8 553,204.7" class="st1"></polyline>
	<polyline points="566.6,209.7 568.5,211.1 571.3,213.5 573.9,216.1 576.3,219 578.4,222.1 580.2,225.3 581.7,228.7 
		582.9,232.2 583,232.8" class="st1"></polyline>
</g>
<g id="ID_1130">
	<polyline points="436,143.4 435.5,144.3 435.4,144.4 435.4,144.5 435.4,144.6 435.5,144.6 435.7,144.8 435.9,144.8 
		436.1,144.9 436.4,144.9 436.6,145 436.9,145 437.3,144.9 437.6,144.9 437.9,144.8 438.2,144.7 438.6,144.6 438.9,144.5 
		439.2,144.4 439.5,144.2 439.9,144 440.2,143.9 440.4,143.7 440.7,143.5 440.9,143.3 441.1,143 441.3,142.8 441.5,142.6 
		441.6,142.4 441.7,142.2 441.8,142 441.8,141.8" class="st0"></polyline>
	<polyline points="440.7,140.6 441.1,140.6 441.2,140.6 441.3,140.6" class="st0"></polyline>
	<polyline points="435.2,142.7 435.2,142.8 435.1,143 435.1,143.2 435,143.4 435,143.6 435,143.7 435.1,143.9 
		435.2,144 435.3,144.2 435.5,144.3 435.6,144.4 435.9,144.5 436.1,144.5 436.3,144.6 436.6,144.6 436.9,144.6 437.2,144.6 
		437.5,144.5 437.8,144.5 438.1,144.4 438.4,144.3 438.8,144.2 439.1,144 439.4,143.9 439.7,143.7 440,143.6 440.2,143.4 
		440.5,143.2 440.7,143 440.9,142.8 441.1,142.5 441.3,142.3 441.4,142.1 441.5,141.9 441.5,141.7 441.6,141.5 441.6,141.3 
		441.5,141.2 441.5,141 441.4,140.8 441.3,140.7 441.1,140.6 440.9,140.5 440.7,140.4 440.6,140.4" class="st0"></polyline>
	<line y2="139.1" x2="439" y1="139.5" x1="439.1" class="st0"></line>
	<polyline points="437.6,138.7 437.9,138.7 438.2,138.6 438.5,138.6 438.8,138.6 439,138.7 439.2,138.8 439.4,138.9 
		439.5,139 439.6,139.1 439.7,139.3 439.7,139.4 439.7,139.6 439.6,139.8 439.5,140 439.4,140.2 439.2,140.4 439,140.6 438.8,140.8 
		438.5,141 438.3,141.2 438,141.4 437.6,141.5 437.3,141.6 437,141.7 436.7,141.8 436.4,141.8 436.1,141.8 435.9,141.8 435.6,141.7 
		435.4,141.7 435.2,141.6 435.1,141.5 435,141.3 434.9,141.2 434.9,141 434.9,140.8 435,140.6 435.1,140.4 435.2,140.2 435.4,140 
		435.6,139.8 435.8,139.6 436.1,139.4 436.4,139.2 436.7,139.1 437,138.9" class="st0"></polyline>
	<polyline points="438.8,141.3 438.4,141.4 438,141.4 437.7,141.5 437.3,141.6 437,141.7 436.7,141.9 436.3,142 
		436,142.2" class="st0"></polyline>
	<polyline points="439.6,143.1 438.8,141.3 438.9,141 439.1,140.7 439.2,140.5 439.4,140.2 439.6,140 439.8,139.8 
		440,139.7 440.2,139.5" class="st0"></polyline>
	<polyline points="435.6,141.2 435.6,141.2 435.6,141 435.6,140.9 435.7,140.8 435.7,140.7 435.8,140.6 435.9,140.4 
		436.1,140.3 436.2,140.2 436.3,140.1 436.5,140 436.7,139.9 436.8,139.8 437,139.7 437.2,139.6 437.4,139.5 437.6,139.5 
		437.8,139.4 438,139.4 438.1,139.4 438.3,139.4 438.5,139.4 438.6,139.4 438.8,139.4 438.9,139.4 439,139.5 439.1,139.5 
		439.2,139.6" class="st0"></polyline>
	<polyline points="441,141.3 440.8,141.5 440.6,141.6 440.4,141.8 440.2,142 440,142.3 439.9,142.6 439.7,142.8 
		439.6,143.1 439.2,143.2 438.9,143.2 438.5,143.3 438.1,143.4 437.8,143.5 437.5,143.7 437.1,143.8 436.8,144 436.6,143.8 
		436.4,143.7 436.2,143.5 436,143.4 435.9,143.3 435.7,143.2 435.6,143.1 435.4,143.1" class="st0"></polyline>
	<polyline points="439.2,139.4 439.1,139.3 439.1,139.2 439,139.1 438.9,139.1 438.7,139 438.6,139 438.5,139 
		438.3,139 438.1,139 438,139 437.8,139 437.6,139 437.4,139.1 437.2,139.1 437,139.2 436.8,139.3 436.7,139.4 436.5,139.5 
		436.3,139.6 436.2,139.7 436,139.8 435.9,139.9 435.8,140 435.7,140.2 435.6,140.3 435.5,140.4 435.4,140.5 435.4,140.6 
		435.4,140.8 435.4,140.9 435.4,141 435.4,141.1" class="st0"></polyline>
	<polyline points="436.9,139 437.3,138.8 437.6,138.7" class="st0"></polyline>
	<polyline points="436.8,144 436,142.2 435.8,142 435.6,141.9 435.4,141.7 435.2,141.6 435.1,141.5 434.9,141.4 
		434.7,141.3 434.6,141.3" class="st0"></polyline>
	<polyline points="436.3,139.3 436,139.5 435.8,139.6 435.6,139.8 435.4,140 435.2,140.2 435,140.4 434.9,140.7 
		434.7,141 434.6,141.3 435.4,143.1" class="st1"></polyline>
	<polyline points="435.2,144.4 435.3,144.5 435.5,144.6 435.5,144.7 435.7,144.8 435.9,144.9 436.2,144.9 436.2,145 
		436.5,145 436.8,145 437,145 437.3,145 437.7,145 438,144.9 438.3,144.8 438.6,144.7 438.9,144.6 439.3,144.5 439.6,144.3 
		439.9,144.1 440.2,144 440.4,143.8 440.7,143.6 440.9,143.4 441.1,143.2 441.3,142.9 441.5,142.7" class="st1"></polyline>
	<polyline points="441.3,140.6 441.4,140.8 441.6,140.9 441.6,141 441.7,141.1 441.8,141.3 441.8,141.4 441.8,141.6 
		441.8,141.8 441.8,141.8 441.8,142 441.7,142.2 441.6,142.5 441.6,142.5" class="st1"></polyline>
	<polyline points="440.5,140.4 440.6,140.4 440.8,140.4 441,140.5 441.1,140.5" class="st1"></polyline>
	<polyline points="441,141.3 440.2,139.5 440,139.3 439.8,139.1 439.6,139 439.4,138.9 439.2,138.8 439,138.7 
		438.9,138.6 438.8,138.6 438.4,138.6 438,138.7" class="st1"></polyline>
	<polyline points="437.6,138.7 437.6,138.7 437.3,138.8 437,138.9 436.7,139.1 436.6,139.1" class="st1"></polyline>
	<polyline points="439.2,139.4 439.2,139.5 439.2,139.6 439.2,139.7 439.2,139.8 439.2,139.9 439.1,140 439,140.2 
		439,140.3 438.9,140.4 438.7,140.5 438.6,140.6 438.4,140.8 438.3,140.9 438.1,141 437.9,141.1 437.8,141.2 437.6,141.2 
		437.4,141.3 437.2,141.4 437,141.4 436.8,141.4 436.6,141.5 436.5,141.5 436.3,141.5 436.1,141.5 436,141.4 435.9,141.4 
		435.8,141.4 435.6,141.3 435.6,141.2 435.5,141.2 435.4,141.1" class="st1"></polyline>
	<polyline points="435,143.8 434.9,143.7 435,143.5 435,143.3 435,143.2 435.1,143 435.2,142.8 435.2,142.7" class="st1"></polyline>
	<polyline points="435.1,144.2 435.1,144.2 435,144" class="st1"></polyline>
</g>
<g id="ID_1128">
	<polyline points="411.1,182.9 410.9,182.6 410.9,182.3 410.8,182 410.8,181.8 410.8,181.6 410.8,181.5 410.9,181.4" class="st0"></polyline>
	<polyline points="412.9,173.9 411.2,174.7 411,174.8 410.9,175" class="st0"></polyline>
	<polyline points="411.1,177.9 410.2,176.4 410,176.1 410,175.7 409.9,175.4 410,175.1 410.1,174.8 410.3,174.5" class="st0"></polyline>
	<line y2="174.7" x2="411.2" y1="175.4" x1="410.7" class="st0"></line>
	<line y2="180" x2="407.6" y1="176.4" x1="410.2" class="st0"></line>
	<polyline points="411.9,187.6 407.6,180 407.4,179.7 407.3,179.4 407.3,179 407.4,178.7 407.5,178.4 407.7,178.1 
		410.3,174.5 410.5,174.2 410.8,174.1 413.7,172.6" class="st1"></polyline>
	<polyline points="410.9,175 410.8,175.1 410.7,175.3 410.7,175.5 410.7,175.7 410.8,175.9 410.8,176 411.3,176.9" class="st1"></polyline>
	<line y2="181.4" x2="410.9" y1="181.4" x1="410.9" class="st1"></line>
</g>
<g id="ID_1126">
	<line y2="237.9" x2="440.2" y1="237.9" x1="440.3" class="st0"></line>
	<line y2="237.5" x2="439.7" y1="237.2" x1="440.5" class="st0"></line>
	<polyline points="436,236.9 435.9,236.6 435.8,236.3" class="st0"></polyline>
	<polyline points="436.8,238.1 436,236.9 436,236.8" class="st1"></polyline>
	<polyline points="439.8,238.4 440.5,237.2 439.8,236.1" class="st1"></polyline>
	<polyline points="439.9,238.1 440.3,237.9 440.4,237.9 440.4,237.8 440.5,237.7 440.5,237.6 440.5,237.5 440.5,237.3 
		440.5,237.1 440.5,237 440.4,236.8 440.4,236.6 440.3,236.3 440.3,236.1 440.2,235.9 440.1,235.7" class="st1"></polyline>
</g>
<g id="ID_1123">
	<polyline points="498.3,226.1 498,225.8 497.7,225.3 497.5,224.8 497.4,224.3 497.5,223.7 497.6,223.1 497.8,222.6 
		498.1,222.1 498.5,221.6 499,221.2 499.5,220.9 500,220.8 500.5,220.7 501.1,220.7 501.5,220.9 502,221.1" class="st0"></polyline>
	<polyline points="488.7,225.6 489,225.8 489.3,225.9 489.7,226 490.1,226 490.6,225.8 491.1,225.6 491.7,225.4 
		492.2,225 492.6,224.6 493,224.2 493.3,223.7 493.6,223.3 493.6,223" class="st0"></polyline>
	<polyline points="493.8,225.9 493.3,225.4 493,225 492.6,224.6 488.7,219.7" class="st0"></polyline>
	<polyline points="481.6,216.7 481.8,217 482.1,217.1 482.5,217.2 483,217.2 483.5,217 484,216.8 484.1,216.8" class="st0"></polyline>
	<polyline points="485.5,210.3 485.1,210 484.6,209.9 484.1,209.8 483.6,209.9 483,210.1 482.5,210.4 482.1,210.8 
		481.7,211.2 481.4,211.7 481.1,212.3 481,212.9 481,213.4 481.1,214 481.2,214.5 481.5,214.9 481.9,215.3" class="st0"></polyline>
	<polyline points="498.5,221.6 482.1,210.8 481.7,210.5 481.3,210.3 481,210.2 480.8,210.1 480.6,210.1 480.4,210.2" class="st0"></polyline>
	<polyline points="481.6,215.1 481.9,215.3 498.3,226.1 498.8,226.4 499.2,226.5 499.8,226.5 500.3,226.5 500.8,226.3 
		501.3,226 501.8,225.6 502.2,225.2 502.5,224.6 502.7,224.1 502.8,223.5 502.9,222.9 502.8,222.4 502.6,221.9 502.3,221.5 
		502,221.1 485.5,210.3 485.2,210.1 484.8,209.8 484.5,209.7 484.2,209.6 483.7,209.4 483.5,209.3 482.9,209.2 482.7,209.2 
		482.1,209.3 481.6,209.5 481.4,209.5 480.9,209.8 480.4,210.2 480.1,210.6 479.8,211.2 479.7,211.3 479.5,211.8 479.5,212.4 
		479.5,212.6 479.5,213.2 479.6,213.4 479.8,213.9 479.9,214.2 480,214.5 480.3,214.9 480.4,215.2 480.7,215.6 480.9,215.9 
		481.2,216.3 481.6,216.7 488.7,225.6 489.1,226 489.5,226.4 489.9,226.9 490.3,227.4 490.8,227.9 491.2,228.4 491.7,228.8 
		492,229.1" class="st1"></polyline>
	<line y2="215.2" x2="481.8" y1="215.2" x1="481.7" class="st1"></line>
	<line y2="215.3" x2="481.9" y1="215.2" x1="481.7" class="st1"></line>
</g>
<g id="ID_1121">
	<polyline points="469.9,181.7 469.8,181.8 469.8,182.1 469.7,182.3 469.6,182.5 469.5,182.7 469.4,182.9 469.3,183.1 
		469.2,183.3 469,183.5 468.9,183.7 468.7,183.8 468.5,184 468.3,184.2 468.2,184.3 468,184.4 467.8,184.5 467.6,184.6 467.6,184.6" class="st1"></polyline>
</g>
<g id="ID_1119">
	<polyline points="479.8,304.7 479.7,304.7 479.3,304.6 479,304.5 478.6,304.3" class="st0"></polyline>
	<polyline points="479.8,305.3 479.7,305.2 479.3,305 479.1,304.9 478.7,304.7" class="st1"></polyline>
</g>
<g id="ID_1117">
	<line y2="185.2" x2="466.8" y1="185.6" x1="467.3" class="st0"></line>
	<line y2="185.4" x2="466.6" y1="185.3" x1="466.5" class="st0"></line>
	<polyline points="470.1,180.3 470.1,180.4 470.2,180.6 470.3,180.8 470.3,181 470.3,181.2 470.3,181.5 470.2,181.7 
		470.2,182 470.1,182.2 470,182.5 469.9,182.8 469.7,183 469.6,183.3 469.4,183.5 469.2,183.8 469,184 468.8,184.2 468.6,184.4 
		468.3,184.6 468.1,184.7 467.9,184.9 467.6,185 467.4,185.1 467.2,185.1 467,185.2 466.8,185.2 466.6,185.2 466.4,185.1 
		466.3,185.1" class="st0"></polyline>
	<polyline points="470.1,180.2 470.3,180.5 470.5,180.6 470.6,180.7 470.7,180.9 470.7,181 470.8,181.2 470.8,181.4 
		470.8,181.7 470.8,181.9 470.8,182.1 470.7,182.4 470.6,182.7 470.5,182.9 470.4,183.2 470.3,183.4 470.1,183.7 469.9,183.9 
		469.7,184.2 469.5,184.4 469.3,184.6 469.1,184.8 468.9,185 468.6,185.1 468.4,185.3 468.2,185.4 467.9,185.5 467.7,185.5 
		467.5,185.6 467.3,185.6 467.1,185.6 466.9,185.6 466.8,185.5 466.6,185.4 466.2,185.1" class="st1"></polyline>
</g>
<g id="ID_1113">
	<polyline points="555.3,262.3 555.5,262.4 555.6,262.5 555.7,262.7 555.7,262.8 555.8,263 555.9,263.2 555.9,263.3 
		555.9,263.5 555.9,263.7 555.9,263.9 555.8,264.1 555.8,264.3 555.7,264.5 555.6,264.7 555.5,264.8 555.4,265 555.3,265.2 
		555.1,265.3 555,265.4 554.8,265.5 554.7,265.6 554.5,265.7 554.3,265.8 554.1,265.8 554,265.9 553.8,265.9 553.6,265.9 
		553.4,265.9 553.3,265.8 553.1,265.7" class="st0"></polyline>
	<polyline points="552.9,261.9 552.8,262.2 552.7,262.6 552.5,262.9 552.4,263.3 552.2,263.6 552,263.9 551.8,264.2 
		551.6,264.5" class="st0"></polyline>
	<polyline points="550.5,263.8 551.6,264.5 551.8,264.8 552,265.1 552.2,265.4 552.4,265.7 552.5,265.9 552.7,266.2 
		552.8,266.4 552.9,266.7" class="st0"></polyline>
	<polyline points="555.5,261.4 555.3,261.5 555,261.5 554.7,261.6 554.3,261.7 554,261.7 553.7,261.8 553.3,261.8 
		552.9,261.9 551.8,261.1" class="st0"></polyline>
	<polyline points="553.2,265.8 553.4,265.9 553.5,266 553.7,266 553.9,266 554,266 554.2,266 554.4,266 554.6,266 
		554.7,265.9 554.9,265.8 555.1,265.7 555.2,265.6 555.4,265.5 555.5,265.3 555.6,265.2 555.8,265 555.9,264.8 556,264.6 556,264.5 
		556.1,264.3 556.1,264.1 556.1,263.9 556.1,263.7 556.1,263.5 556.1,263.3 556,263.2 556,263 555.9,262.8 555.8,262.7 555.7,262.6 
		555.6,262.5 555.4,262.4" class="st0"></polyline>
	<polyline points="551.8,265.9 551.7,265.7 551.6,265.5 551.4,265.2 551.3,264.9 551.1,264.7 550.9,264.4 550.7,264.1 
		550.5,263.8 550.7,263.5 550.9,263.2 551.1,262.9 551.3,262.5 551.4,262.2 551.6,261.8 551.7,261.5 551.8,261.1 552.2,261.1 
		552.6,261.1 552.9,261 553.3,261 553.6,260.9 553.9,260.8 554.2,260.7 554.4,260.6" class="st0"></polyline>
	<line y2="262.7" x2="555.7" y1="262.8" x1="555.9" class="st0"></line>
	<polyline points="555.7,260.9 555.7,261 555.7,261.1 555.5,261.3" class="st0"></polyline>
	<polygon points="556.6,263.7 556.6,264 556.5,264.3 556.4,264.6 556.3,264.9 556.1,265.2 555.9,265.5 555.7,265.7 
		555.5,266 555.2,266.2 554.9,266.3 554.6,266.4 554.3,266.5 554,266.5 553.7,266.5 553.5,266.5 553.2,266.4 552.9,266.3 
		552.7,266.1 552.5,265.9 552.4,265.7 552.2,265.4 552.1,265.1 552.1,264.8 552.1,264.5 552.1,264.2 552.1,263.9 552.3,263.6 
		552.4,263.3 552.5,263 552.7,262.7 553,262.4 553.2,262.2 553.5,262 553.8,261.9 554.1,261.8 554.3,261.7 554.6,261.6 554.9,261.7 
		555.2,261.7 555.5,261.8 555.7,261.9 555.9,262.1 556.1,262.3 556.3,262.5 556.4,262.8 556.5,263.1 556.6,263.4" class="st0"></polygon>
	<polyline points="552.7,266.5 552.5,266.5 552.2,266.5 551.9,266.5 551.6,266.4 551.3,266.3 551.1,266.1 550.9,266 
		550.7,265.8 550.5,265.6 550.3,265.3 550.2,265.1 550.1,264.8 550,264.5 549.9,264.2 549.9,263.9 549.9,263.6 549.9,263.2 
		550,262.9 550.1,262.6 550.2,262.3 550.4,262 550.5,261.7 550.7,261.4 551,261.1 551.2,260.9 551.5,260.7 551.7,260.5 552,260.3 
		552.3,260.1 552.6,260 552.9,259.9 553.2,259.9 553.5,259.9 553.8,259.9 554.1,259.9 554.4,260 554.6,260.1 554.9,260.3 
		555.1,260.4 555.3,260.6 555.5,260.8 555.7,261.1 555.8,261.3 555.9,261.6 556,261.9 556,262.1" class="st0"></polyline>
	<polyline points="550,265.3 550,265.3 550.1,265.4 550.1,265.4 550.2,265.4 550.3,265.3 551.3,264.9" class="st0"></polyline>
	<line y2="266.3" x2="551.1" y1="266.2" x1="550.8" class="st0"></line>
	<polyline points="552.7,259.7 552.4,259.8 552.1,259.9 551.8,260.1 551.5,260.2 551.2,260.4 551,260.7 550.7,260.9 
		550.5,261.2 550.3,261.5 550.1,261.8 550,262.1 549.8,262.5 549.7,262.8 549.7,263.1 549.6,263.5 549.6,263.8 549.6,264.1 
		549.7,264.5" class="st0"></polyline>
	<polyline points="549.6,264.1 549.6,263.8 549.6,263.4 549.7,263.1 549.7,262.8 549.8,262.4 549.9,262.1 550.1,261.8 
		550.3,261.5 550.5,261.2 550.7,260.9 550.9,260.7 551.2,260.4 551.5,260.2 551.8,260.1 552.1,259.9 552.4,259.8" class="st1"></polyline>
	<polyline points="554.5,259.9 554.6,259.9 554.8,260.1 555.1,260.2 555.3,260.4 555.5,260.6" class="st1"></polyline>
	<polyline points="552.7,259.7 552.7,259.7 553.1,259.7 553.4,259.6 553.7,259.6 554,259.7 554.3,259.8" class="st1"></polyline>
	<polyline points="554.4,260.6 555.5,261.4 555.8,261.7 556,262 556.1,262.3 556.3,262.5 556.5,262.8 556.6,263 
		556.7,263.3 556.8,263.5 556.7,263.9 556.6,264.3 556.4,264.6 556.3,264.9 556.1,265.3 555.9,265.6 555.7,265.9 555.5,266.2 
		555.2,266.3 554.9,266.4 554.6,266.4 554.3,266.5 554,266.6 553.6,266.6 553.3,266.6 552.9,266.7 551.8,265.9" class="st1"></polyline>
	<polyline points="552.8,266.6 552.7,266.6 552.4,266.6 552.1,266.6 551.8,266.5 551.7,266.5 551.4,266.5 551.1,266.3 
		550.9,266.2 550.7,266 550.4,265.8 550.4,265.8 550.2,265.6 550,265.3 549.9,265 549.8,264.8 549.7,264.5 549.7,264.4" class="st1"></polyline>
	<polyline points="555.4,262.4 555.3,262.3 555.1,262.2 555,262.2 554.8,262.1 554.6,262.1 554.5,262.1 554.3,262.2 
		554.1,262.2 553.9,262.3 553.8,262.4 553.6,262.5 553.4,262.6 553.3,262.7 553.1,262.9 553,263 552.9,263.2 552.8,263.4 
		552.7,263.5 552.6,263.7 552.6,263.9 552.5,264.1 552.5,264.3 552.5,264.5 552.5,264.7 552.6,264.9 552.6,265 552.7,265.2 
		552.8,265.3 552.9,265.5 553,265.6 553.1,265.7 553.2,265.8" class="st1"></polyline>
	<polyline points="556.1,262.2 556.1,262.1 556,261.8 555.9,261.5 555.8,261.2 555.7,260.9 555.7,260.9" class="st1"></polyline>
</g>
<g id="ID_1109">
	<polyline points="575.1,238.6 575.2,238.7 575.3,238.8 575.4,239 575.5,239.1 575.6,239.3 575.6,239.5 575.6,239.6 
		575.7,239.8 575.7,240 575.6,240.2 575.6,240.4 575.5,240.6 575.5,240.8 575.4,241 575.3,241.1 575.2,241.3 575,241.5 574.9,241.6 
		574.7,241.7 574.6,241.8 574.4,241.9 574.3,242 574.1,242.1 573.9,242.1 573.7,242.2 573.5,242.2 573.4,242.2 573.2,242.1 
		573,242.1 572.9,242" class="st0"></polyline>
	<polyline points="572.7,238.1 572.6,238.5 572.4,238.9 572.3,239.2 572.1,239.5 572,239.9 571.8,240.2 571.6,240.5 
		571.4,240.8" class="st0"></polyline>
	<polyline points="570.3,240.1 570.5,240.4 570.7,240.7 570.9,241 571,241.2 571.2,241.5 571.3,241.8 571.5,242 
		571.6,242.2" class="st0"></polyline>
	<polyline points="575.3,237.7 575,237.8 574.7,237.8 574.4,237.9 574.1,238 573.8,238 573.4,238.1 573.1,238.1 
		572.7,238.1 571.6,237.4" class="st0"></polyline>
	<polyline points="573,242.1 573.1,242.2 573.3,242.3 573.4,242.3 573.6,242.3 573.8,242.3 574,242.3 574.1,242.3 
		574.3,242.3 574.5,242.2 574.7,242.1 574.8,242 575,241.9 575.1,241.8 575.3,241.6 575.4,241.5 575.5,241.3 575.6,241.1 
		575.7,240.9 575.8,240.7 575.8,240.6 575.9,240.4 575.9,240.2 575.9,240 575.9,239.8 575.9,239.6 575.8,239.4 575.8,239.3 
		575.7,239.1 575.6,239 575.5,238.9 575.3,238.7 575.2,238.7" class="st0"></polyline>
	<polyline points="572.7,243 572.5,242.7 572.4,242.5 572.3,242.2 572.1,242 572,241.7 571.8,241.4 571.6,241.1 
		571.4,240.8 570.3,240.1 570.5,239.8 570.7,239.5 570.9,239.2 571,238.8 571.2,238.5 571.4,238.1 571.5,237.8 571.6,237.4 
		572,237.4 572.3,237.4 572.7,237.3 573,237.3 573.3,237.2 573.6,237.1 573.9,237 574.2,236.9" class="st0"></polyline>
	<line y2="239" x2="575.4" y1="239.1" x1="575.7" class="st0"></line>
	<polyline points="575.5,237.2 575.5,237.3 575.4,237.4 575.3,237.6" class="st0"></polyline>
	<polygon points="576.4,240 576.3,240.3 576.3,240.6 576.2,240.9 576,241.2 575.9,241.5 575.7,241.8 575.5,242 
		575.2,242.3 574.9,242.4 574.7,242.6 574.4,242.7 574.1,242.8 573.8,242.8 573.5,242.8 573.2,242.8 573,242.7 572.7,242.5 
		572.5,242.4 572.3,242.2 572.1,242 572,241.7 571.9,241.4 571.8,241.1 571.8,240.8 571.9,240.5 571.9,240.2 572,239.9 572.1,239.5 
		572.3,239.3 572.5,239 572.7,238.7 573,238.5 573.2,238.3 573.5,238.2 573.8,238.1 574.1,238 574.4,237.9 574.7,237.9 575,238 
		575.2,238.1 575.5,238.2 575.7,238.4 575.9,238.6 576.1,238.8 576.2,239.1 576.3,239.4 576.3,239.7" class="st0"></polygon>
	<polyline points="572.4,242.8 572.2,242.8 571.9,242.8 571.6,242.8 571.4,242.7 571.1,242.6 570.9,242.4 570.6,242.3 
		570.4,242.1 570.2,241.9 570.1,241.6 569.9,241.4 569.8,241.1 569.7,240.8 569.7,240.5 569.7,240.2 569.7,239.9 569.7,239.5 
		569.8,239.2 569.9,238.9 570,238.6 570.1,238.3 570.3,238 570.5,237.7 570.7,237.4 571,237.2 571.2,236.9 571.5,236.7 571.8,236.6 
		572.1,236.4 572.4,236.3 572.7,236.2 573,236.2 573.3,236.2 573.6,236.2 573.8,236.2 574.1,236.3 574.4,236.4 574.6,236.5 
		574.9,236.7 575.1,236.9 575.3,237.1 575.4,237.4 575.6,237.6 575.7,237.9 575.8,238.2 575.8,238.4" class="st0"></polyline>
	<polyline points="569.8,241.6 569.8,241.6 569.8,241.6 569.9,241.7 570,241.7 570.1,241.6 571,241.2" class="st0"></polyline>
	<line y2="242.6" x2="570.9" y1="242.5" x1="570.6" class="st0"></line>
	<polyline points="572.5,236 572.2,236.1 571.9,236.2 571.6,236.3 571.3,236.5 571,236.7 570.7,237 570.5,237.2 
		570.3,237.5 570.1,237.8 569.9,238.1 569.7,238.4 569.6,238.7 569.5,239.1 569.4,239.4 569.4,239.8 569.4,240.1 569.4,240.4 
		569.5,240.7" class="st0"></polyline>
	<polyline points="569.4,240.4 569.4,240.1 569.4,239.7 569.4,239.4 569.5,239.1 569.6,238.7 569.7,238.4 569.9,238.1 
		570,237.8 570.2,237.5 570.5,237.2 570.7,237 571,236.7 571.3,236.5 571.5,236.4 571.8,236.2 572.1,236.1" class="st1"></polyline>
	<polyline points="574.3,236.2 574.3,236.2 574.6,236.3 574.8,236.5 575.1,236.7 575.3,236.9" class="st1"></polyline>
	<polyline points="572.5,236 572.5,236 572.8,235.9 573.1,235.9 573.4,235.9 573.7,236 574,236.1" class="st1"></polyline>
	<polyline points="574.2,236.9 575.3,237.7 575.5,238 575.7,238.3 575.9,238.5 576.1,238.8 576.2,239.1 576.4,239.3 
		576.5,239.6 576.6,239.8 576.5,240.2 576.3,240.5 576.2,240.9 576,241.2 575.9,241.5 575.7,241.9 575.5,242.2 575.3,242.5 
		575,242.6 574.7,242.7 574.4,242.7 574.1,242.8 573.7,242.8 573.4,242.9 573,242.9 572.7,243 571.6,242.2" class="st1"></polyline>
	<polyline points="572.5,242.9 572.4,242.9 572.1,242.9 571.8,242.9 571.5,242.8 571.5,242.8 571.2,242.7 570.9,242.6 
		570.7,242.5 570.4,242.3 570.2,242.1 570.2,242.1 570,241.9 569.8,241.6 569.7,241.3 569.5,241 569.5,240.7 569.4,240.7" class="st1"></polyline>
	<polyline points="573,242.1 572.8,242 572.7,241.9 572.6,241.8 572.5,241.6 572.4,241.5 572.4,241.3 572.3,241.2 
		572.3,241 572.3,240.8 572.3,240.6 572.3,240.4 572.4,240.2 572.4,240 572.5,239.8 572.6,239.7 572.7,239.5 572.8,239.3 
		572.9,239.2 573,239 573.2,238.9 573.4,238.8 573.5,238.7 573.7,238.6 573.9,238.5 574.1,238.5 574.2,238.4 574.4,238.4 
		574.6,238.4 574.7,238.5 574.9,238.5 575.1,238.6 575.2,238.7" class="st1"></polyline>
	<polyline points="575.8,238.5 575.8,238.4 575.8,238.1 575.7,237.8 575.6,237.5 575.5,237.2 575.4,237.2" class="st1"></polyline>
</g>
<g id="ID_1107">
	<polyline points="479.7,299.8 478.8,297.2 478.3,296.1 478.3,296 478,295.4 477.4,293.8 476.7,292.2" class="st0"></polyline>
	<polyline points="467.2,271.2 468.5,271.4 470.1,272.3 471.8,273.6 473.6,275.4 475.5,277.6 477.3,280.2 479.1,283.1 
		480.7,286.1 482.1,289.2 483.4,292.3 482.8,292.8 482.1,293.3 478,295.4" class="st0"></polyline>
	<polyline points="478.3,296 482.4,294 483.2,293.5 483.7,292.9 483.8,292.8 484.5,292.3 488.5,290.3 489.3,290 
		489.5,290 490.5,289.7 491.5,289.2 495.9,286.6 500,283.9 503.8,281 507.1,278.1 510.1,275.1 512.6,272.1 514.6,269.1 516.1,266.1 
		516.5,264.9" class="st0"></polyline>
	<polyline points="478.3,296.1 482.4,294 483.1,293.6 483.6,293.2 483.8,293 484.6,292.4 484.8,292.2 488.2,290.5 
		488.5,290.4 489.5,290.1 489.9,290 490.7,289.7 491.5,289.3 496,286.7 500.1,283.9 503.9,281 507.2,278.1 510.2,275.1 512.7,272.1 
		514.7,269.1 516.2,266.1 516.6,264.9" class="st0"></polyline>
	<polyline points="478.8,297.2 482.9,295.1 483.7,294.7 484.3,294.1 484.4,294.1 484.8,293.8 485.2,293.5 485.3,293.4 
		488.7,291.6 488.9,291.6 489.4,291.4 490,291.2 490,291.2 491.1,290.9 492.1,290.4 496.6,287.8 500.7,285 504.5,282.1 507.9,279.1 
		510.9,276.1 513.4,273.1 515.4,270 516.9,267 517.7,264.7" class="st0"></polyline>
	<polyline points="486.2,296 485.3,293.4 484.8,292.2" class="st0"></polyline>
	<polyline points="485.3,296.7 484.3,294.1 484,293.6 483.6,293.2" class="st0"></polyline>
	<polyline points="483.4,292.3 483.7,292.9 483.8,293 484.4,294.1" class="st0"></polyline>
	<polyline points="515.9,265 515.7,265.6 514.2,268.5 512.2,271.5 509.7,274.5 506.8,277.5 503.4,280.4 499.7,283.3 
		495.6,286 491.2,288.6 490.3,289 489.3,289.3 489.3,289.3 488.7,289.4 488.2,289.7 484.2,291.7 483.7,292 483.4,292.3 483.8,292.8" class="st0"></polyline>
	<polyline points="471.4,268.9 471.9,268.4 472.7,268.1 473.7,268.1 474.9,268.5 476.1,269.2 477.8,270.5 479.6,272.4 
		481.4,274.6 483.3,277.2 485,280 486.6,283.1 488.1,286.2 489.3,289.3 489.3,290" class="st0"></polyline>
	<polyline points="490.9,293.8 490,291.2 489.9,290.6 489.9,290" class="st0"></polyline>
	<polyline points="490,291.2 489.5,290.1 489.5,290 489.3,289.3" class="st0"></polyline>
	<polyline points="471.2,269.3 471.4,268.8 471.9,268.4 472.4,267.6 473.1,267 474,266.7 475,266.7 476.2,267.1 
		477.5,267.9 478.4,268.5 479.4,269.3 480.3,270.3 481.3,271.3 482.2,272.4 483.2,273.6 485,276.3 485.9,277.7 486.8,279.2 
		488.5,282.2 489.9,285.4 490.6,287 491.2,288.6 491.5,289.2 491.5,289.3 492.1,290.4 493,293" class="st0"></polyline>
	<polyline points="488.9,291.6 488.5,290.4 488.5,290.3 488.2,289.7 487,286.6 485.5,283.6 483.9,280.6 482.2,277.9 
		480.4,275.3 478.6,273.2 476.8,271.4 475.2,270.1 473.6,269.3 472.3,269 471.2,269.3" class="st0"></polyline>
	<polyline points="488.2,290.5 488.7,291.6 489.7,294.2" class="st0"></polyline>
	<polyline points="467.6,271.2 468.4,271 469.7,271.3 471.2,272.1 472.9,273.4 474.7,275.2 476.5,277.3 478.3,279.9 
		480,282.6 481.6,285.6 483,288.6 484.2,291.7 484.5,292.3 484.6,292.4 485.2,293.5" class="st0"></polyline>
	<polyline points="483.9,297.8 482.9,295.1 482.4,294 482.4,294 482.1,293.3 481.5,291.7 480.8,290.1 480.1,288.5 
		479.3,286.9 478.5,285.3 477.7,283.7 476.8,282.2 475.8,280.8 474.9,279.4 473.9,278.1 473,276.9 472,275.8 471.1,274.8 
		470.1,273.9 469.2,273.2 468.4,272.5 467.5,272 466.7,271.7 466,271.5 465.3,271.4 464.7,271.5" class="st0"></polyline>
	<line y2="256" x2="460.2" y1="255.9" x1="460.2" class="st0"></line>
	<line y2="251.5" x2="459.7" y1="252" x1="459.9" class="st0"></line>
	<line y2="253.7" x2="456.6" y1="253.5" x1="456.6" class="st0"></line>
	<polyline points="460,255.4 459.6,252.8 459.6,252.8 458.3,252" class="st0"></polyline>
	<polyline points="460.2,255.9 459.7,253.4 459.9,252.3" class="st0"></polyline>
	<polyline points="459.7,253.4 459.9,252.3 459.9,252.3 460,251.6" class="st0"></polyline>
	<polyline points="459.7,251.7 459.6,252.8 459.8,253.1" class="st0"></polyline>
	<line y2="251.8" x2="459.9" y1="251.4" x1="460" class="st0"></line>
	<polyline points="459.9,252.4 460,252.7 460.3,253 476.1,263.5 477,264.2" class="st0"></polyline>
	<polyline points="465.9,233.4 463.9,235.8 462.1,238.6 460.8,241.6 460,244.7 459.6,247.8 459.7,250.8 459.7,251.5 
		459.7,251.6 459.6,252.8 459.9,255.4" class="st0"></polyline>
	<polyline points="459.9,248.2 460.2,245 461.1,241.9 462.4,238.9 464.2,236 466.2,233.6" class="st0"></polyline>
	<polyline points="476.2,264.8 476,264.6 460.2,254.2 460.3,253 460.3,253 460.4,252.3 460.2,250.6 460.2,249 
		460.3,247.3 460.6,245.6 461,243.9 461.6,242.2 462.2,240.6 463,239 463.9,237.5 464.9,236 466.1,234.6 466.7,233.9" class="st0"></polyline>
	<polyline points="476.1,269.2 476.7,268.4 477.5,267.9" class="st0"></polyline>
	<polyline points="482.5,244.4 481.9,245 480.8,246.4 479.8,247.9 478.8,249.4 478,251 477.4,252.7 476.8,254.3 
		476.4,256 476.2,257.7 476,259.4 476.1,261.1 476.2,262.7 476.1,263.4 476.1,263.5 476,264.6 476.1,264.9" class="st0"></polyline>
	<polyline points="460,251.6 460.1,252 460.4,252.3 476.2,262.7 477.5,263.8" class="st0"></polyline>
	<polyline points="460.6,256.9 460.2,254.2 459.8,253.9 459.7,253.4 459.9,252.4 459.9,252.3 459.9,252 459.9,252 
		459.9,251.9 460,251.4" class="st0"></polyline>
	<polyline points="466.2,233.6 464.2,236.1 462.4,239 461.1,242.1 460.2,245.3 459.8,248.5" class="st0"></polyline>
	<polyline points="459.8,253.1 459.9,252 459.7,251.7 459.7,251.6 458.1,250.6" class="st0"></polyline>
	<polyline points="461.3,230.3 459.2,232.8 457.4,235.8 456,238.9 455.1,242.2 454.8,245.5 454.9,248.7 454.9,249.4 
		454.9,249.4 454.8,250.6 455.2,253.3" class="st0"></polyline>
	<polyline points="477.1,264.2 476.1,263.4 460.3,253 460,252.6 459.9,252.2 459.9,251.9 459.9,251.8 459.7,251.5 
		458.1,250.5" class="st0"></polyline>
	<polyline points="460,251.2 459.7,250.8 458.1,249.7" class="st0"></polyline>
	<polyline points="455.6,248.9 455.4,248.9 454.9,248.7 444.1,241.6" class="st0"></polyline>
	<polyline points="455.7,249.6 455.3,249.6 454.9,249.4 444.1,242.3" class="st0"></polyline>
	<polyline points="455.7,249.7 455.3,249.7 454.9,249.4 444.1,242.3" class="st0"></polyline>
	<polyline points="455.9,251 455.3,250.9 454.8,250.6 444,243.5" class="st0"></polyline>
	<polyline points="450.5,223.2 449.8,223.9 448.7,225.3 447.7,226.8 446.8,228.3 446,229.9 445.3,231.5 444.8,233.2 
		444.4,234.9 444.1,236.6 444,238.3 444,239.9 444.1,241.6 444.1,242.3 444.1,242.3 444,243.5 444.4,246.2 455.2,253.3 455.8,253.5 
		456.6,253.7 456.7,253.7" class="st1"></polyline>
	<polyline points="459.1,254.9 459.9,255.4 460.1,255.7" class="st1"></polyline>
	<polyline points="459.8,253.1 459.7,253.4 460.2,256 460.2,256.5 460.6,256.9 474.6,266.1" class="st1"></polyline>
	<polyline points="475.2,265.6 476.8,264.4 478.3,263" class="st1"></polyline>
	<line y2="260.8" x2="479.8" y1="261.8" x1="479.4" class="st1"></line>
	<line y2="260.9" x2="480" y1="262.1" x1="479.2" class="st1"></line>
	<polyline points="480,261.1 478.8,262.5 478,263.4" class="st1"></polyline>
	<polyline points="475.7,265.3 473.7,266.6 473.1,267 472.3,267.6 471.9,268.1 471.5,268.6 471.1,269.3" class="st1"></polyline>
	<line y2="269.3" x2="471.2" y1="268.9" x1="471.4" class="st1"></line>
	<polyline points="467.5,271.2 471.2,269.3 471.3,269.2" class="st1"></polyline>
	<polyline points="462,272.8 464.2,271.7 464.7,271.5 465.6,271.2 466.2,271.1 467.8,271.2" class="st1"></polyline>
	<line y2="253.9" x2="459.8" y1="255.4" x1="460" class="st1"></line>
	<polyline points="460,251.6 459.8,248.5 459.9,248.2" class="st1"></polyline>
	<polyline points="519.4,264.5 519,266.6 518,269.5 516.4,272.6 514.4,275.6 511.9,278.7 508.9,281.7 505.5,284.7 
		501.7,287.6 497.5,290.4 493,293 492,293.5 490.9,293.8 490.3,294 489.7,294.2 486.2,296 485.7,296.3 485.3,296.7 484.7,297.3 
		483.9,297.8 479.7,299.8 479.5,299.7 478.6,297.1 478.2,296.2 478.2,296.2 477.8,295.3 477.2,293.7 476.9,292.9" class="st1"></polyline>
</g>
<g id="ID_1100">
	<polyline points="491.8,302.6 492.3,302.1 492.7,301.5 492.9,300.8 493.1,299.9 493.2,298.9 493.2,297.8 493.2,296.6 
		493,295.3 492.7,293.9 492.6,293.2" class="st0"></polyline>
	<polyline points="490.7,293.9 490.8,294.6 491.1,295.9 491.2,297.2 491.3,298.4 491.3,299.5 491.2,300.4 491,301.3 
		490.7,302 490.4,302.5 489.9,302.9 489.4,303.2 488.8,303.3" class="st0"></polyline>
	<polyline points="489.5,294.3 489.7,294.9 489.9,296.3 490.1,297.5 490.1,298.7 490.1,299.7 490,300.7 489.8,301.5 
		489.6,302.2 489.2,302.7 488.7,303.1" class="st0"></polyline>
	<line y2="293.5" x2="483.8" y1="293.2" x1="484.1" class="st0"></line>
	<polyline points="484.8,297.1 484.9,297.6 485.1,299 485.3,300.3 485.4,301.5 485.4,302.5 485.3,303.5 485.1,304.3 
		484.8,305" class="st0"></polyline>
	<polyline points="485.6,296.4 485.7,296.9 486,298.3 486.1,299.5 486.2,300.7 486.2,301.7 486.1,302.7 485.9,303.5 
		485.6,304.2 485.2,304.7 484.8,305.1 484.7,305.1" class="st0"></polyline>
	<polyline points="483.5,297.9 483.6,298.7 483.9,300.1 484.1,301.4 484.2,302.6 484.1,303.8 484,304.7 483.8,305.6 
		483.5,306.3 483.1,306.9 482.7,307.3" class="st0"></polyline>
	<line y2="299.2" x2="479.2" y1="299.2" x1="479.3" class="st0"></line>
	<polyline points="479.6,306.8 479.1,306.6 479,306.6" class="st0"></polyline>
	<polyline points="479.3,308.6 479.4,308.4 479.7,307.7 479.9,306.8 480,305.8 480,304.7 480,303.5 479.8,302.2 
		479.5,300.7 479.2,299.2 478.4,296.6 478.2,296.5" class="st0"></polyline>
	<polyline points="461,258.6 462,259.4 463.2,260.1 463.9,260.5" class="st0"></polyline>
	<polyline points="464.8,261.4 463.7,260.3 462.8,259 462.2,257.9" class="st0"></polyline>
	<polyline points="460,256.9 460.4,257.4 462.5,259.3 463.3,259.7" class="st0"></polyline>
	<line y2="260.9" x2="464.3" y1="260.6" x1="463.6" class="st0"></line>
	<polyline points="460.3,256.5 461,257.5 462.8,259.1" class="st0"></polyline>
	<polyline points="460.2,256.5 459.4,255.3 459.2,254.9" class="st0"></polyline>
	<polyline points="457.5,255.6 457.1,254.9 456.4,253.6" class="st0"></polyline>
	<polyline points="458.9,257.8 451,252.6 449.7,251.7 448.6,250.7 447.5,249.6 446.6,248.3 445.9,247.2" class="st1"></polyline>
	<polyline points="464.3,260.9 463.6,260.6 462.3,260 461.9,259.8" class="st1"></polyline>
	<polyline points="462,257.8 462.5,258.7 463.4,259.9 464.5,261.1 464.8,261.4 466,262.4 467.2,263.3 473,267.1" class="st1"></polyline>
	<polyline points="478.3,296.4 478.2,296.5 478.9,299.1 479.3,300.5 479.5,301.9 479.7,303.2 479.8,304.4 479.8,305.5 
		479.6,306.4 479.4,307.3 479.2,307.9" class="st1"></polyline>
	<polyline points="479.3,309 482.7,307.3 483.4,306.8 483.9,306.3" class="st1"></polyline>
	<line y2="304.5" x2="485.1" y1="305" x1="484.8" class="st1"></line>
	<polyline points="484.7,305.2 484.8,305.1 488.7,303.1" class="st1"></polyline>
	<polyline points="488.5,303.3 489.1,303.3 489.6,303.3 490.3,303.2 490.8,303 491.3,302.8 491.8,302.6 495,300.7 
		498.4,298.4 501.6,296 502.5,295.3 505.4,292.7 507.9,290.1 508.8,289.2 511.1,286.5 511.9,285.4 513.7,282.6 514.5,281.3 
		515.9,278.5 516.5,277.1 517.4,274.3 517.9,272.8 518.4,270 518.7,268.4 518.8,267.3" class="st1"></polyline>
	<line y2="303.3" x2="488.3" y1="303.1" x1="488.9" class="st1"></line>
</g>
<g id="ID_1098">
	<line y2="233.6" x2="572.6" y1="234.2" x1="573.6" class="st0"></line>
	<line y2="233.3" x2="570.4" y1="234" x1="571.4" class="st0"></line>
	<polyline points="576,235.6 574.8,234.9 573.6,234.2 573.1,234 572.5,233.9 572,233.9 571.4,234 570.3,234.2 
		569.1,234.5 568,234.8 566.8,235.2 565.7,235.7 564.6,236.2 563.5,236.8 562.4,237.4 561.3,238.1 560.3,238.8 559.3,239.6 
		558.3,240.4 557.3,241.2 556.4,242.2 555.5,243.1 554.6,244.1 553.8,245.1 553,246.2 552.3,247.3 551.6,248.4 551,249.5 
		550.4,250.7 549.8,251.9 549.3,253.1 548.9,254.3 548.5,255.5 548.1,256.7 547.9,258 547.6,259.2 547.4,260.5 547.3,261.7 
		547.3,263 547.3,263.6 547.4,264.1 547.5,264.7 547.8,265.2 548,265.5 548.6,266.4 549.2,267.3 549.9,268.2 550.6,269 551.4,269.7 
		552.2,270.4 553,271.1 553.9,271.7" class="st0"></polyline>
	<line y2="264.5" x2="546.8" y1="265.2" x1="547.8" class="st0"></line>
	<line y2="262.3" x2="546.3" y1="263" x1="547.3" class="st0"></line>
	<polyline points="554.3,271.9 553.9,271.7 552.9,271 552,270.4 551.2,269.8 550.4,269.1 549.6,268.3 548.9,267.5 
		548.2,266.7 547.6,265.8 547,264.9 546.8,264.5 546.6,264 546.4,263.5 546.3,262.9 546.3,262.3 546.3,261.1 546.5,259.8 
		546.6,258.6 546.9,257.3 547.2,256.1 547.5,254.9 547.9,253.6 548.3,252.4 548.8,251.2 549.4,250 550,248.9 550.6,247.7 
		551.3,246.6 552.1,245.5 552.8,244.5 553.6,243.4 554.5,242.5 555.4,241.5 556.3,240.6 557.3,239.7 558.3,238.9 559.3,238.1 
		560.3,237.4 561.4,236.7 562.5,236.1 563.6,235.5 564.7,235 565.8,234.6 567,234.2 568.1,233.8 569.3,233.5 570.4,233.3 571,233.3 
		571.6,233.3 572.1,233.4 572.6,233.6 573.8,234.2 575,234.9 576,235.6 576.3,235.8" class="st1"></polyline>
</g>
<g id="ID_1095">
	<polyline points="582.6,217.1 584.7,220.7 584.8,220.8 584.8,221 584.7,221.2 584.6,221.4 580,225" class="st0"></polyline>
	<line y2="217.6" x2="580.1" y1="220.7" x1="584.7" class="st0"></line>
	<line y2="218.1" x2="579.6" y1="221.4" x1="584.6" class="st0"></line>
	<line y2="215.1" x2="573" y1="213.5" x1="575" class="st0"></line>
	<line y2="210.3" x2="567.4" y1="210.2" x1="567.5" class="st1"></line>
	<line y2="215.7" x2="573.6" y1="213.8" x1="575.9" class="st1"></line>
	<line y2="217.6" x2="577.5" y1="218.8" x1="576.1" class="st1"></line>
	<polyline points="585.7,220.6 585.7,220.8 585.6,221.1 585.6,221.4 585.4,221.7 585.2,221.9 585,222.1 580.4,225.8" class="st1"></polyline>
</g>
<g id="ID_1088">
	<polyline points="584.5,228 583.7,224 583.5,223.3" class="st0"></polyline>
	<line y2="224.1" x2="582.5" y1="227.7" x1="583.3" class="st0"></line>
	<polyline points="515,202.8 515.9,202.2 516.9,202 518.5,202.5 520.5,202.4 521.6,202.1 522.9,201.7 524.1,201.1 
		525.2,200.5 526.3,199.7 527,199 527.6,198.3 527.9,197.6 527.8,196.5 526.9,195.5 525.3,194.8 523.3,194.5" class="st0"></polyline>
	<polyline points="528.6,194.1 527.6,194.6 526.9,195.5 526.9,195.6 526.3,196.1" class="st0"></polyline>
	<polyline points="517.6,195.9 517,196.5 516.2,197.3 515.8,198.3 515.6,199.2 515.9,200.8 516.9,202 517.2,201.9 
		517.9,201.7 519.1,202.1 520.9,202 522.8,201.5 524.6,200.6 526,199.4 526.8,198.1 527,197 526.3,196.1 525,195.7 524.6,195.7" class="st0"></polyline>
	<polyline points="523.8,195.1 525.4,195.1 526.9,195.6 527.6,196.5 527.5,197.8 526.5,199.3 524.9,200.6 522.8,201.7 
		520.6,202.3 518.6,202.4 517.2,201.9 516.4,201 516.5,199.7 517.5,198.2 518.1,197.7" class="st0"></polyline>
	<polyline points="517.9,201.7 517.2,200.8 517.3,199.7 518.1,198.4" class="st0"></polyline>
	<polyline points="518.3,194.2 519.6,193.6 521.3,193.2 523,193 524.6,193 526.2,193.2 527.5,193.5 528.6,194.1 
		529.3,194.7 529.7,195.5 529.7,196.3 529.4,197.2 528.8,198.1 527.9,199 527,199.8 525.8,200.6 524.5,201.4 523.2,202 521.7,202.7 
		520.2,203.2 518.7,203.4 517.2,203.5 516,203.3 515,202.8 514.3,202.2 513.8,201.3 513.6,200.2 513.8,199.1 514.2,197.9 
		514.9,196.8 515.8,195.8" class="st0"></polyline>
	<line y2="165.6" x2="495.7" y1="166" x1="495.8" class="st0"></line>
	<line y2="152.7" x2="491.6" y1="153.8" x1="493.2" class="st0"></line>
	<polyline points="493.2,153.8 492.6,153.5 491.6,152.7" class="st0"></polyline>
	<polyline points="488.4,170.6 488,170.2 487.9,170" class="st0"></polyline>
	<line y2="170.5" x2="487.1" y1="170" x1="487.3" class="st0"></line>
	<line y2="168.3" x2="487" y1="168.4" x1="487.2" class="st0"></line>
	<line y2="168.3" x2="487" y1="168.9" x1="487.4" class="st0"></line>
	<line y2="165.8" x2="480.3" y1="165.8" x1="480.1" class="st0"></line>
	<line y2="166.3" x2="480.5" y1="165.8" x1="480.1" class="st0"></line>
	<polyline points="478.3,171 478.4,171.2 478.8,171.5" class="st0"></polyline>
	<polyline points="482.7,167.6 480,169.3 478,170.9" class="st0"></polyline>
	<line y2="171.8" x2="477.5" y1="172" x1="477.9" class="st0"></line>
	<line y2="196.6" x2="471.3" y1="196.8" x1="471.7" class="st0"></line>
	<polyline points="474.9,190.2 474.6,189.9 471.2,185.8 470.7,185.6" class="st0"></polyline>
	<line y2="189.9" x2="474.6" y1="189.1" x1="476" class="st0"></line>
	<line y2="188.8" x2="478.2" y1="188.5" x1="477.9" class="st0"></line>
	<line y2="188.8" x2="475.7" y1="185.8" x1="471.2" class="st0"></line>
	<polyline points="474.6,190.8 474.2,190.6 469.7,187.7 469.7,187 469.9,186.4" class="st0"></polyline>
	<polyline points="595.6,239.6 595.3,239.6 595,239 593.1,232.6 590.7,227.2 587.5,222.1 583.7,217.4 582.7,216.6 
		581.6,215.9 556.6,205 555.2,204.5 553.7,204.4 550.3,204.6 547.3,205.1 542.1,206.6 538,208.4 534.8,210.2 532.2,212.1 
		530.1,213.8 527.2,216.8 526.5,217.4 525,217.9 523.5,217.6 518.8,215.2 517.4,214.4 516.3,213.8 477.9,188.5 476.9,188.3 
		475.7,188.8 474.6,189.9 474.2,190.6 471.3,196.6 470.7,197.6 470,198.3 469.2,198.6 468.5,198.4" class="st0"></polyline>
	<polyline points="432,148.1 432.9,147.5 433.9,147.2 435.4,147.8 437.5,147.7 438.6,147.4 439.9,147 441.1,146.4 
		442.2,145.8 443.2,145 444,144.3 444.6,143.6 444.9,142.9 444.8,141.7 443.9,140.8 442.3,140.1 440.3,139.8" class="st0"></polyline>
	<polyline points="445.6,139.3 444.6,139.9 443.9,140.8 443.9,140.8 443.3,141.4" class="st0"></polyline>
	<polyline points="434.6,141.2 434,141.7 433.2,142.6 432.8,143.6 432.6,144.5 432.9,146.1 433.9,147.2 434.1,147.2 
		434.8,147 436.1,147.4 437.9,147.3 439.8,146.8 441.6,145.8 443,144.7 443.8,143.4 443.9,142.3 443.3,141.4 442,141 441.6,141" class="st0"></polyline>
	<polyline points="440.8,140.4 442.4,140.4 443.9,140.8 444.6,141.8 444.5,143.1 443.5,144.6 441.9,145.9 439.8,147 
		437.6,147.6 435.6,147.7 434.1,147.2 433.4,146.2 433.5,144.9 434.5,143.5 435.1,143" class="st0"></polyline>
	<polyline points="434.8,147 434.2,146.1 434.3,145 435.1,143.7" class="st0"></polyline>
	<polyline points="435.3,139.5 436.6,138.9 438.3,138.5 440,138.3 441.6,138.3 443.2,138.5 444.5,138.8 445.6,139.3 
		446.3,140 446.7,140.7 446.7,141.6 446.4,142.5 445.8,143.4 444.9,144.3 444,145.1 442.8,145.9 441.5,146.7 440.2,147.3 438.7,148 
		437.1,148.4 435.7,148.7 434.2,148.8 433,148.6 432,148.1 431.3,147.4 430.8,146.6 430.6,145.5 430.8,144.3 431.2,143.2 
		431.9,142.1 432.8,141.1" class="st0"></polyline>
	<line y2="217.7" x2="523.6" y1="217.6" x1="523.5" class="st0"></line>
	<line y2="216.9" x2="527.3" y1="216.8" x1="527.2" class="st0"></line>
	<polyline points="472.8,182.1 473.7,181.6 518.5,211.1 519.5,211.8 520.8,212.8 526.5,217.4" class="st0"></polyline>
	<polygon points="474.2,179.9 473.7,181.6 472.7,183.8 471.2,185.8 470.4,186.8 469.7,187.7 467.9,188.9 466.3,189.5 
		464.9,189.6 463.6,189.1 462.6,188.1 461.9,186.7 461.5,184.7 461.5,182.3 461.9,181.1 462.5,180.1 464.3,178.2 466.3,176.7 
		468.1,175.8 469.9,175.4 471.5,175.4 473,176 473.9,177 474.3,178.3" class="st0"></polygon>
	<line y2="178" x2="471.9" y1="178.7" x1="471.6" class="st0"></line>
	<polyline points="471.9,177.9 472.3,176.8 473,176" class="st0"></polyline>
	<polyline points="465.4,187.2 464.9,187.6 464.2,188.2 463.6,189.1" class="st0"></polyline>
	<polyline points="468.9,178.8 470.4,178.4 471.6,178.7 472.3,179.7 472.4,181.1 472,182.8 471,184.6 469.6,186.1 
		468,187.1 466.5,187.5 465.4,187.2 464.6,186.2 464.5,184.7 464.6,184.4" class="st0"></polyline>
	<polyline points="463.1,182 463.1,182 463.1,181.9" class="st0"></polyline>
	<polyline points="458,177.2 462.5,180.1 463.4,180.7" class="st0"></polyline>
	<polyline points="463.1,182 462.2,182.1 461.5,182.3 457,179.3" class="st0"></polyline>
	<polyline points="461.9,186.7 462.7,186 463.8,185.6 463.9,184.1 464.3,183" class="st0"></polyline>
	<polyline points="467.6,178.9 468.1,178.4 469.6,177.8 470.9,177.6 471.9,178 472.6,178.8 472.9,180 472.8,181.5 
		472.2,183.1 471.2,184.7 470,186.1 468.6,187.2 467.2,187.8 466,187.9 464.9,187.6 464.1,186.8 463.8,185.6 463.3,183.9 
		463.1,182.1" class="st0"></polyline>
	<polyline points="466.3,189.5 466.6,188.6 467.2,187.8 468.5,187.4 469.9,186.4 470.3,186 470.7,185.6 472,183.8 
		472.8,182.1 473.1,180.7 473.1,179.5 472.7,178.6 471.9,177.9 470.9,177.4 469.7,177.3 468.2,177.5 466.8,178.1 466.6,178.2" class="st0"></polyline>
	<polyline points="420.7,146.9 420.9,146.8 421.6,147.2 466.3,176.7 466.8,178.1" class="st0"></polyline>
	<line y2="189.5" x2="544.7" y1="189.1" x1="545.3" class="st0"></line>
	<polyline points="544.2,189.2 544.7,189.5 544.8,189.5" class="st0"></polyline>
	<polyline points="543.8,188.9 544,188.9 544.4,189.2 544.9,189.4 545.7,189.9 545.9,190 546.1,190.1" class="st0"></polyline>
	<line y2="188.8" x2="543.2" y1="189.8" x1="545.3" class="st0"></line>
	<polyline points="473.2,168.9 473,170.4 473.1,171.9 473.8,173.1 474.8,174.1 476.2,174.7 477.9,175 479.8,175 
		482,174.7 484.3,174.2 486.7,173.5 489.1,172.6 491.4,171.7 493.6,170.8 495.6,169.9 497.3,169 498.6,168.1 499.5,167.2 
		500.1,166.4 500.1,165.5" class="st0"></polyline>
	<polygon points="499.5,166 498.9,166.9 498,167.7 496.7,168.6 495.1,169.5 493.2,170.4 491.1,171.3 488.9,172.1 
		486.5,172.9 484.2,173.6 482,174.1 479.9,174.3 478.1,174.3 476.4,174 475.1,173.4 474.1,172.5 473.6,171.4 473.4,170 473.6,168.5 
		474.3,167 475.4,165.6 476.8,164.2 478.6,163 480.7,162.1 483,161.5 485.4,161.1 487.8,161 490.2,161.1 492.5,161.4 494.6,161.9 
		496.4,162.6 498.1,163.4 499.1,164.4 499.5,165.2" class="st0"></polygon>
	<polyline points="485.9,161.4 485.9,162.1 486,162.3" class="st0"></polyline>
	<polyline points="491.4,161.7 491.1,162.3 491,162.4" class="st0"></polyline>
	<polyline points="488.6,162.2 489.3,162.6 489.5,162.8" class="st0"></polyline>
	<polyline points="487.8,162.2 487.2,162.6 487,162.7 486.5,163.6" class="st0"></polyline>
	<line y2="163.2" x2="487.3" y1="163.5" x1="486.7" class="st0"></line>
	<polyline points="489.2,163.2 489.1,163 489.3,162.6 490,162.3 491.1,162.3 492.8,162.6 494.3,163 495.6,163.6 
		496.6,164.2 497.3,164.8 497.7,165.5 497.7,166.2 497.4,166.8 496.8,167.6 496.1,168.2" class="st0"></polyline>
	<polyline points="489.3,163.2 489.5,162.8 490.1,162.5 491,162.4 492.7,162.8 494.2,163.2 495.4,163.7 496.4,164.3 
		497.1,165 497.4,165.6 497.5,166.3 497.2,167 496.6,167.7 495.8,168.4 495.6,168.5" class="st0"></polyline>
	<line y2="166.6" x2="493.8" y1="165.9" x1="493.4" class="st0"></line>
	<polyline points="493,167 492.8,166.9 492.2,166.4" class="st0"></polyline>
	<line y2="166.3" x2="495.1" y1="165.6" x1="494.6" class="st0"></line>
	<polyline points="491.6,163.1 492.2,163.3 495.5,165.5 495.7,165.6" class="st0"></polyline>
	<polyline points="488.4,162.7 489.1,163 489.3,163.2" class="st0"></polyline>
	<line y2="170.7" x2="488.5" y1="170.6" x1="488.4" class="st0"></line>
	<line y2="168.9" x2="487.4" y1="169.1" x1="487.5" class="st0"></line>
	<polyline points="487.9,170 487.6,169.9 487.1,170.5" class="st0"></polyline>
	<polyline points="481.3,171.2 481.6,171.7 481.8,171.9" class="st0"></polyline>
	<polyline points="482.8,172.9 483.2,172.5 483.3,172.4 483.8,171.9" class="st0"></polyline>
	<line y2="167.8" x2="482.4" y1="167.6" x1="482.7" class="st0"></line>
	<polyline points="478,166.8 480.5,165.3 480.8,165.1 481.8,164.7" class="st0"></polyline>
	<polyline points="477.5,169.1 478,169.6 478.1,169.8" class="st0"></polyline>
	<polyline points="484.3,168.8 484,169 481,170.9" class="st0"></polyline>
	<polyline points="484.2,170.8 483.7,171.3 483.3,172.4 482.9,172.8" class="st0"></polyline>
	<polyline points="476.9,169.5 476.9,169.8 477.4,169.9 478,169.6 481.8,167.4 482.2,167.3 482.6,167.4 482.6,167.6 
		482.4,167.8 482.3,167.8" class="st0"></polyline>
	<polyline points="483.6,168.8 483.5,168.7 483.2,168.3 483.1,168.2 483,168.1" class="st0"></polyline>
	<polyline points="481.2,166.5 481.2,166.3 480.9,166.2 480.5,166.3 478.4,167.4 477.9,167.5 477.5,167.5 477.5,167.2" class="st0"></polyline>
	<line y2="166.9" x2="481.4" y1="167.6" x1="482" class="st0"></line>
	<polyline points="482.4,167.6 482,167.6 478.1,169.8 477.3,170.1 476.8,170 476.7,169.6 476.9,169.4" class="st0"></polyline>
	<polyline points="477.1,169.2 480.9,166.7 481.3,166.5 481.8,166.1 481.7,165.7 481,165.5 480.1,165.8 478,166.8" class="st0"></polyline>
	<polyline points="478.6,167.5 478.4,167.4 478,166.8" class="st0"></polyline>
	<polyline points="481,166.5 480.6,166.5 478.6,167.5 477.9,167.8 477.4,167.7 477.3,167.4 477.6,167.1" class="st0"></polyline>
	<polyline points="478,171.1 478,170.9 482.7,167.6 483.2,167.2 483,166.8 482.3,166.6 481.4,166.9 477.5,169.1 
		477.3,169.2" class="st0"></polyline>
	<polyline points="480.9,171.2 481.3,171.2 482.3,170.6 483,170.3 483.7,170.3 484.1,170.5 484.2,170.8 483.8,171.9 
		483.5,172.4 482.9,173 482.1,173.3 481.3,173.5 479.6,173.6 478.1,173.5 476.8,173.2 475.7,172.6 475,171.7 474.5,170.8 
		474.4,169.6 474.6,168.4 475.1,167.1 475.9,165.8 477.1,164.7 478.5,163.7 480.1,162.8 481.9,162.2 483.9,161.7 485.9,161.4 
		486.7,161.5 487.4,161.6 487.8,161.9 487.8,162.2 487.3,163.2 486.6,163.7 485.4,164" class="st0"></polyline>
	<polyline points="487.9,169.2 487.9,169 487.5,169.1 486.9,169.3 486.4,169.8 485.6,172" class="st0"></polyline>
	<polyline points="482.3,170.6 482.7,171.1 482.8,171.3" class="st0"></polyline>
	<polyline points="486.7,163.5 487.2,162.6 487.2,162.4 486.9,162.2 486.5,162.1 485.9,162.1 484,162.3 482.2,162.8 
		480.4,163.4 478.9,164.2 477.6,165.2 476.5,166.3 475.8,167.4 475.3,168.6 475.1,169.7 475.3,170.8 475.7,171.7 476.5,172.5 
		477.5,173 478.7,173.3 480.1,173.5 481.7,173.4" class="st0"></polyline>
	<polyline points="478.3,171 478.8,171.5 478.8,171.6 478.8,171.6 478.9,171.7" class="st0"></polyline>
	<polyline points="487,162.7 486.8,162.4 486,162.3 484.1,162.5 482.3,163 480.6,163.6 479.1,164.4 477.8,165.3 
		476.7,166.4 476,167.5 475.5,168.7 475.4,169.8 475.5,170.8 476,171.7 476.7,172.4 477.7,173 478.9,173.3 480.3,173.4 481.8,173.4" class="st0"></polyline>
	<polyline points="486.5,172.4 485.8,172.4 485.6,172 485.3,172 484.6,171.8" class="st0"></polyline>
	<polyline points="486.4,168.5 486.8,169.1 486.9,169.3" class="st0"></polyline>
	<polyline points="480.8,171.1 480.3,171.6 480.4,172 480.9,172.2 481.8,171.9 482.8,171.3 483.3,171.2 483.5,171.4" class="st0"></polyline>
	<polyline points="480.4,171.5 480.5,171.9 481,171.9 481.6,171.7 482.7,171.1 483.4,171 483.7,171.3 483.5,171.4 
		483.2,172.5" class="st0"></polyline>
	<polyline points="482.4,167.6 482.3,167.8 482.2,167.9" class="st0"></polyline>
	<line y2="166.5" x2="480.6" y1="166.3" x1="480.5" class="st0"></line>
	<polyline points="477.3,169.2 477.4,169 481.3,166.5" class="st0"></polyline>
	<polyline points="481,170.9 483.9,169 484,168.8" class="st0"></polyline>
	<polyline points="490.5,163.2 489.7,163.3 489,163.2 488.5,163 488.4,162.7 488.6,162.2 489,161.9 489.7,161.7 
		490.6,161.6 491.4,161.7 493.2,162 494.8,162.5 496.1,163.1 497.2,163.7 497.9,164.4 498.3,165.1 498.4,165.8 498.1,166.5 
		497.4,167.3 496.5,168 495.3,168.8 493.7,169.6 492.1,170.4 490.2,171.1 488.4,171.8 486.5,172.4 485.7,172.6 485,172.5 
		484.6,172.2 484.6,171.8 485.4,169.4 485.8,169 486.4,168.5 487,168.3 487.8,168.1 488.5,168.2 488.8,168.5 488.6,168.9 
		488.1,169.2 487.1,170.2 487,170.3" class="st0"></polyline>
	<polyline points="485.4,169.4 486.1,169.7 486.4,169.8" class="st0"></polyline>
	<polyline points="487,170.7 487.1,170.5 487.1,170.2" class="st0"></polyline>
	<polyline points="495.8,166 495.1,166.3 493.8,166.6 493,167 492.2,167.9 491.6,168.6 490.8,169.3 489.7,170 
		488.5,170.7 487.8,170.9 487.3,170.9 487,170.7 487,170.3 487.9,169.2 488.1,169.2 488.2,169 488,168.8 487.4,168.9 486.8,169.1 
		486.4,169.4 486.1,169.7 485.3,172 485.4,172.3 485.6,172.4" class="st0"></polyline>
	<polyline points="477.8,171 477.7,171 477.3,171.6 477.5,172 478.2,172 478.9,171.7 483.6,168.8 484,168.8" class="st0"></polyline>
	<line y2="166.5" x2="481" y1="166.7" x1="480.9" class="st0"></line>
	<polyline points="477.5,171.5 477.7,171.8 478.2,171.8 478.8,171.5 481,170 483.5,168.7 483.8,168.5 484.2,168.6 
		484.2,168.8 484,169 483.9,169" class="st0"></polyline>
	<polyline points="480.9,171.2 481,170.9 484.3,168.8 484.8,168.4 484.6,168 483.9,167.9 483,168.1 479,170.5 
		478.3,171 478,171.1" class="st0"></polyline>
	<polyline points="490.8,163.1 491.3,163 491.6,163.1 494.9,165.3 494.9,165.4 494.6,165.6 493.4,165.9 492.2,166.4 
		491.3,167.4 490.8,168.1 490,168.7 489,169.4 487.9,170 487.4,170.7 487.3,170.9" class="st0"></polyline>
	<polyline points="491.3,167.4 492,167.8 492.2,167.9" class="st0"></polyline>
	<polyline points="495.5,165.5 495.5,165.9 495,166.1 493.7,166.4 492.8,166.9 492,167.8 491.4,168.4 490.6,169.2 
		489.6,169.9 488.4,170.6 487.8,170.7 487.4,170.7 487.1,170.5 487.6,169.9 488.6,168.9" class="st0"></polyline>
	<line y2="165.6" x2="495.7" y1="163.4" x1="492.4" class="st0"></line>
	<polyline points="476.9,164 476.4,164.4 474.9,165.8 473.7,167.3 473,168.9 472.7,170.6 472.9,172.1 473.5,173.4 
		474.5,174.4 475.8,175.1 477.5,175.4 479.4,175.4 481.6,175.2 484,174.7 486.4,174 488.9,173.1 491.2,172.2 493.5,171.2 
		495.6,170.3 497.4,169.3 498.9,168.4 499.9,167.5 500.5,166.6 500.5,165.7 500.1,164.9 498.9,163.8 498.7,163.7" class="st0"></polyline>
	<line y2="161.4" x2="502.7" y1="161.1" x1="502.6" class="st0"></line>
	<line y2="162.3" x2="503.7" y1="162.3" x1="503.8" class="st0"></line>
	<polyline points="503.8,162 504,162.1 504.2,162.2" class="st0"></polyline>
	<line y2="162.2" x2="503.3" y1="162.1" x1="503.6" class="st0"></line>
	<polyline points="504.1,162.2 503.8,161.6 502.6,161.1 502.4,161.1" class="st0"></polyline>
	<line y2="161.3" x2="502.3" y1="161.4" x1="501.7" class="st0"></line>
	<line y2="158" x2="498.2" y1="158.7" x1="498.3" class="st0"></line>
	<line y2="158.1" x2="498.5" y1="158" x1="498.5" class="st0"></line>
	<line y2="158.6" x2="498.8" y1="158.6" x1="498.8" class="st0"></line>
	<line y2="158.8" x2="498.9" y1="158.9" x1="498.9" class="st0"></line>
	<line y2="160.1" x2="500" y1="160.7" x1="500.2" class="st0"></line>
	<polyline points="503.8,162.3 503.6,162.1 502.3,161.3 501.8,161 501.2,160.7 500.5,160.3 500,160.1 498.8,159.6 
		498.3,159.5" class="st0"></polyline>
	<polyline points="498.9,158.9 498.3,158.7 495.8,157.6 495.6,157.5 494.4,157.2" class="st0"></polyline>
	<line y2="155" x2="491.9" y1="155" x1="491.8" class="st0"></line>
	<polyline points="498.8,158.7 498.5,158.5 498.3,158.5 498.3,158.5 495.8,157.4 495.5,157.3 493.9,156.8" class="st0"></polyline>
	<line y2="156.7" x2="495.2" y1="157.5" x1="495.6" class="st0"></line>
	<line y2="153.7" x2="492.2" y1="149.6" x1="482.9" class="st0"></line>
	<line y2="154.2" x2="490.6" y1="154.5" x1="490.4" class="st0"></line>
	<line y2="154.7" x2="490.6" y1="154.6" x1="490.5" class="st0"></line>
	<polyline points="491.9,155 491.7,154.8 491.2,154.5 490.6,154.2 487.5,152.6" class="st0"></polyline>
	<polyline points="452.4,131.5 453.3,131.8 455.7,132" class="st0"></polyline>
	<polyline points="491.6,152.7 493.4,151.6 493.1,150.9 492.7,150.4 471.5,141.1 469.8,140.4 458,132.7" class="st0"></polyline>
	<polyline points="494.9,152 494.8,151.4 492.7,150.4" class="st0"></polyline>
	<polyline points="496.9,152.6 495.9,152 494.8,151.4 483.1,143.7" class="st0"></polyline>
	<polyline points="493.2,153.8 494.7,154.5 496.6,153.3 497.8,153.4 498.8,153.8" class="st0"></polyline>
	<line y2="156.9" x2="495.7" y1="157.6" x1="495.8" class="st0"></line>
	<line y2="159.6" x2="498.8" y1="160" x1="498.9" class="st0"></line>
	<polyline points="492.7,156 495.2,156.7 495.7,156.9 498.2,158 498.5,158.1" class="st0"></polyline>
	<polyline points="501.8,161.5 501.7,161.4 501,161 500.2,160.6 499.8,160.5" class="st0"></polyline>
	<line y2="161.8" x2="502" y1="162.2" x1="502" class="st0"></line>
	<polyline points="499.1,164.4 499.7,164.7 500.1,164.9" class="st0"></polyline>
	<polyline points="509.9,166 509.4,165.8 502.4,162.4" class="st0"></polyline>
	<line y2="165.8" x2="508.4" y1="165.5" x1="508.4" class="st0"></line>
	<line y2="165.3" x2="509.4" y1="165.8" x1="509.4" class="st0"></line>
	<polyline points="503.6,163.2 508.4,165.5 509.1,165.8 509.6,166.1 509.7,166.3" class="st0"></polyline>
	<line y2="166.5" x2="508.6" y1="166.5" x1="508.6" class="st0"></line>
	<polyline points="499.6,160.6 500.4,161 502,161.8 509.4,165.3 509.6,165.4" class="st0"></polyline>
	<line y2="165.2" x2="506.7" y1="164.9" x1="506.1" class="st0"></line>
	<line y2="165" x2="506.4" y1="165.1" x1="506.4" class="st0"></line>
	<line y2="168.4" x2="513.9" y1="168.9" x1="514.1" class="st0"></line>
	<line y2="169" x2="513.2" y1="168.7" x1="513.2" class="st0"></line>
	<polyline points="508.4,166.4 508.6,166.5 513.2,168.7 513.9,169 514.4,169.3 514.6,169.5" class="st0"></polyline>
	<polyline points="511.6,167.6 511.9,167.7 513.9,168.4 514.3,168.6 514.3,168.5" class="st0"></polyline>
	<line y2="168.3" x2="511.5" y1="168" x1="510.9" class="st0"></line>
	<line y2="172.6" x2="517.9" y1="172.5" x1="518.6" class="st0"></line>
	<line y2="174.1" x2="521.2" y1="174.3" x1="520.4" class="st0"></line>
	<line y2="174.7" x2="523" y1="175.4" x1="523.2" class="st0"></line>
	<line y2="174.4" x2="522.2" y1="174.7" x1="522.3" class="st0"></line>
	<line y2="175.7" x2="525" y1="176" x1="524.3" class="st0"></line>
	<line y2="177" x2="524.6" y1="176.7" x1="524.5" class="st0"></line>
	<polyline points="518.5,172.3 518.6,172.5 521.2,174.1 521.5,174.3 522.2,174.6 522.2,174.6" class="st0"></polyline>
	<line y2="174.9" x2="521.6" y1="174.3" x1="521.5" class="st0"></line>
	<line y2="172.4" x2="519" y1="171.6" x1="518.7" class="st0"></line>
	<polyline points="527.2,177.2 526.9,177 526.1,176.4 525,175.7 524,175.2 523,174.7 522.2,174.4 521.7,174.2" class="st0"></polyline>
	<line y2="177.2" x2="527.1" y1="177.2" x1="527.2" class="st0"></line>
	<line y2="177" x2="526.5" y1="177" x1="526.9" class="st0"></line>
	<line y2="179" x2="528.4" y1="178.3" x1="528.3" class="st0"></line>
	<polyline points="539.7,185.8 539.6,185.9 538.9,185.7 537.9,185.2 535.3,184.1" class="st0"></polyline>
	<line y2="183.2" x2="535.9" y1="183.2" x1="536.2" class="st0"></line>
	<polyline points="532,181.9 532.9,182.4 534.1,183 537.7,184.5 538.6,184.9 539.1,185 539.2,185" class="st0"></polyline>
	<line y2="183.4" x2="534.2" y1="183" x1="534.1" class="st0"></line>
	<polyline points="536.5,183.4 536.5,183.4 536.2,183.2 534.3,181.9 532.2,180.6 532.1,180.5" class="st0"></polyline>
	<line y2="181.6" x2="532.1" y1="181.5" x1="532.3" class="st0"></line>
	<polyline points="522.7,175.8 523.4,176.2 524.5,176.7 528.3,178.3 529.1,178.7 529.7,178.9 529.8,178.8" class="st0"></polyline>
	<line y2="176.6" x2="525.5" y1="176.4" x1="526.1" class="st0"></line>
	<polyline points="517.8,172.4 517.8,172.4 518,172.6 520.6,174.3 521,174.5 521.6,174.8 522.3,175.1 522.6,175.2" class="st0"></polyline>
	<line y2="175.2" x2="522.3" y1="174.6" x1="522.2" class="st0"></line>
	<polyline points="513,169.4 518.7,171.6 519.1,171.7 519.1,171.7" class="st0"></polyline>
	<polyline points="514.7,170.5 518.9,172.2 519.4,172.3 519.5,172.2" class="st0"></polyline>
	<line y2="167.9" x2="512" y1="167.7" x1="511.9" class="st0"></line>
	<polyline points="514.4,169.1 514.6,169.1 514.6,169.1" class="st0"></polyline>
	<polyline points="519.6,172.5 519.5,172.5 519,172.4 515.4,171" class="st0"></polyline>
	<polyline points="524.7,176.2 524.3,176 523.8,175.7 523.2,175.4 522.6,175.2" class="st0"></polyline>
	<polyline points="530.3,179.6 530.1,179.7 529.5,179.5 528.4,179 525.9,177.9" class="st0"></polyline>
	<polyline points="522.4,174.9 523.1,175.2 523.8,175.6 524.5,175.9 525.5,176.6 525.7,176.7" class="st0"></polyline>
	<polyline points="532.5,181.7 532.3,181.5 529.1,179.4 528.4,179.6" class="st0"></polyline>
	<line y2="180.8" x2="531.5" y1="180.6" x1="532.2" class="st0"></line>
	<polyline points="528.4,179.4 528.5,179.5 530.4,180.8" class="st0"></polyline>
	<polyline points="525.1,177.4 528.4,178.8 528.8,179 528.9,179.1 529.6,179.3 530.1,179.4 530.1,179.4" class="st0"></polyline>
	<polyline points="534.8,182.7 533.8,182.1 531.6,180.7 531.4,180.6" class="st0"></polyline>
	<line y2="184.5" x2="537.7" y1="185.2" x1="537.9" class="st0"></line>
	<line y2="186.8" x2="539.5" y1="186.7" x1="540.2" class="st0"></line>
	<polyline points="544.1,189.2 543.9,189 543.2,188.2" class="st0"></polyline>
	<polyline points="539.9,186.1 539.9,186.2 540.2,186.7 540.7,187.2" class="st0"></polyline>
	<polyline points="538.9,186.2 538.9,186.3 539.2,186.6" class="st0"></polyline>
	<line y2="186.2" x2="539.9" y1="186.3" x1="538.9" class="st0"></line>
	<line y2="187.2" x2="540" y1="186.8" x1="539" class="st0"></line>
	<polyline points="539.2,186.2 539.2,186.3 539.6,186.8 539.6,186.9" class="st0"></polyline>
	<polyline points="534.4,183.6 537.8,185 538.1,185.2 538.2,185.2 539,185.5 539.5,185.6 539.5,185.5" class="st0"></polyline>
	<line y2="200.1" x2="569" y1="200" x1="568.8" class="st0"></line>
	<line y2="200.1" x2="569" y1="200" x1="568.9" class="st0"></line>
	<line y2="238.1" x2="594.7" y1="238.1" x1="594.2" class="st0"></line>
	<polyline points="596.6,236.7 595.8,233.1 594.8,229.7 593.5,226.3 592.1,223.1 590.4,220 588.5,217.2 586.4,214.4 
		584.2,211.9 582.7,210.6 581,209.7 556,198.7 553.9,198 551.6,197.8 547.5,198.1 543.4,198.8 539.2,200 535.2,201.7 531.3,203.8 
		527.5,206.4 524,209.4 520.8,212.8 518.8,215.2 518.9,215.3" class="st0"></polyline>
	<polyline points="516.6,214.1 516.3,213.8 518.5,211.1 521.8,207.6 525.4,204.4 529.3,201.8 533.4,199.6 537.5,197.9 
		541.8,196.7 546,195.9 550.2,195.6 552.6,195.8 554.9,196.6 580,207.5 581.8,208.6" class="st0"></polyline>
	<polyline points="583.4,209.9 584,210.7 584.2,211.9 583.7,217.4 583.2,217.6" class="st0"></polyline>
	<polyline points="566.5,199.1 568.2,199.8 580,207.5 580.7,208.4 581,209.7 581.6,215.9 581.3,216.2" class="st0"></polyline>
	<polyline points="566.7,199.2 567.3,199.2 568.3,199.7" class="st0"></polyline>
	<polyline points="468.9,140.3 469.2,140.2 469.8,140.4 470.8,141.4 472.3,142.4 493.4,151.6 494.9,152 495.5,152.3 
		496,152.6 496.6,153.3 565.2,198.5" class="st0"></polyline>
	<line y2="141.4" x2="470.5" y1="141" x1="469.5" class="st0"></line>
	<line y2="141.4" x2="470.5" y1="141.3" x1="470.5" class="st0"></line>
	<line y2="141.4" x2="470.8" y1="141.3" x1="470.5" class="st0"></line>
	<polyline points="471.5,141.1 472,141.6 472.3,142.4 472.7,142.9" class="st0"></polyline>
	<polyline points="541,187.8 539.9,187.3 539,186.8 469.5,141 468.9,140.5 468.9,140.3" class="st0"></polyline>
	<polyline points="548.3,191.1 546.5,189.9 546.3,189.7 545.3,189.1 544.6,188.8 543.9,188.4 543.4,188.2 543.2,188.2" class="st0"></polyline>
	<polyline points="479.8,147.5 491.6,152.7 492.2,153.7 492.9,154 493.5,154.3 494.7,154.5 554,193.6" class="st0"></polyline>
	<line y2="192.4" x2="551.2" y1="154.3" x1="493.5" class="st0"></line>
	<polyline points="545.4,189 547.9,190.6 549.1,191.5" class="st0"></polyline>
	<line y2="189.7" x2="546.3" y1="189.9" x1="545.6" class="st0"></line>
	<line y2="189.9" x2="546.5" y1="190" x1="545.8" class="st0"></line>
	<polyline points="543.2,188.8 554.9,196.6 555.6,197.4 556,198.7 556.6,205 556.2,205.2" class="st0"></polyline>
	<polyline points="419.7,150.2 419.4,149.9 421.6,147.2 424.8,143.8 428.3,140.7 432.2,138 436.2,135.8 440.3,134.1 
		444.6,132.8 448.9,132.1 453.3,131.8 550.2,195.6 551,196.5 551.6,197.8 553.7,204.4 553.5,204.7" class="st0"></polyline>
	<polyline points="457.7,175.2 419.4,149.9 418.8,149.4" class="st0"></polyline>
	<polyline points="568.9,200 568.3,199.7 498.8,153.8 497.9,153.2 496.9,152.6 484.9,144.7 483.1,143.7 458,132.7 
		455.7,132 454.8,131.7 452.4,131.5 447.1,132 442.6,132.8 438.4,134.2 434.4,136 430.6,138.1 427.1,140.6 423.9,143.4 420.7,146.9 
		418.7,149.2 418.8,149.4 419.1,149.8 419.7,150.2 457.8,175.3" class="st1"></polyline>
	<polyline points="584,210.7 586.4,213.3 588.4,216 591.4,220.9 593.8,226.1 594,226.7 595.7,231.9 596.6,235.8 
		596.6,236.7 595.8,239.2 595.6,239.6 595.1,239.7 594.8,239.6 594.5,239.1 594.2,238.1 592.6,232.7 590.2,227.4 587.1,222.3 
		583.2,217.6 581.3,216.2 556.2,205.2 554.9,204.8 553.5,204.7 549.6,205 546.3,205.6 541.2,207.1 537.6,208.7 535.1,210.2 
		531.7,212.6 529.9,214.3 527.3,216.9 526.6,217.5 525.1,218 523.6,217.7 517.6,214.6 516.6,214.1 478.2,188.8 477.2,188.6 
		476,189.1 474.9,190.2 474.6,190.8 471.7,196.8 471.1,197.8 470.4,198.5 469.6,198.8 468.9,198.6 468.5,198.4 454.3,189.1 
		453.8,188.5 453.6,187.6 453.7,186.4 454.1,185.3 457,179.3 457.3,178.6 458,177.2 458.2,176 457.7,175.2" class="st1"></polyline>
	<polyline points="585.5,212.3 583.4,209.9 581.8,208.6 569,200.1 568.8,200 568.4,199.8" class="st1"></polyline>
	<polyline points="568.9,200.1 568.8,200 568.2,199.8 567,199.3 566.5,199.1 545.3,189.8 544.2,189.3 543.2,188.8 
		542.1,188.3 541,187.8 540.7,187.7" class="st1"></polyline>
	<polyline points="543.2,188.2 543.5,188.5 544.2,189.3" class="st1"></polyline>
	<polyline points="540.9,187.8 540.8,187.7 540,187.2 470.5,141.4 470.1,141.1 469.1,140.5" class="st1"></polyline>
	<polyline points="539.7,185.8 539.5,185.5 539.2,185 538.9,184.7 536.3,183 533.1,180.9 532.9,180.8 532.3,180.6 
		532.1,180.5 531.3,180.6" class="st1"></polyline>
	<polyline points="529.6,180.4 530.1,180.6 530.8,181 531.6,181.3 531.9,181.5 532.5,181.7" class="st1"></polyline>
	<polyline points="517.5,172.4 518.5,172.3 519,172.5 520.5,173.2 521.2,173.5 522,173.8 522.7,174.2 523.3,174.6 
		524.8,175.5 526.2,176.3 527.4,177 528.3,177.7 529.5,178.6 529.8,178.8 530.1,179.4 530.3,179.6" class="st1"></polyline>
	<polyline points="528.2,179.5 528.4,179.4 529.1,179.4 529.1,179.4 530.1,179.8 530.3,179.9 533.5,182 534.3,182.5 
		535.2,182.9 535.6,183.1 536.1,183.3 536.5,183.4" class="st1"></polyline>
	<polyline points="549.2,191.5 548.2,190.8 547.9,190.6 546.3,189.6 545.4,189 543.4,187.8 541.9,186.9 540.9,186.5 
		540.2,186.2 539.9,186.1 538.9,186.2" class="st1"></polyline>
	<polyline points="540.7,187.2 540.5,187.2 539.8,186.9 538.9,186.5 538.7,186.4" class="st1"></polyline>
	<polyline points="527.1,177.2 526.7,177.1 526.1,176.9 521.9,175 521.3,174.7 520.6,174.4 520.2,174.2" class="st1"></polyline>
	<polyline points="521.7,174.2 521.8,174.4 522.2,174.6 522.6,175.2 522.7,175.4" class="st1"></polyline>
	<polyline points="511.6,167.6 511.8,167.8 512.4,168.1 513.1,168.5 516.1,169.9 516.8,170.3 517.6,170.7 518.6,171.3 
		519.1,171.7 519.6,172.5" class="st1"></polyline>
	<polyline points="506.3,165 506.4,165 509.5,166.2 509.7,166.3" class="st1"></polyline>
	<polyline points="511.1,168.2 514.3,169.4 514.6,169.5" class="st1"></polyline>
	<polyline points="502.7,162.6 511.2,166.7 512,167.1 512.8,167.5 513.8,168.1 514.3,168.5 514.7,169.2" class="st1"></polyline>
	<polyline points="496.4,162.6 497.6,163.1 498.6,163.6 499.7,164.7" class="st1"></polyline>
	<polyline points="486.5,172.4 487.6,172 489.3,171.4 490.7,170.9 492.2,170.2 493.7,169.6 495,168.9 496.1,168.2 
		497.2,167.3" class="st1"></polyline>
	<polyline points="495.5,165.5 495.1,165.3 494.9,165.3" class="st1"></polyline>
	<polyline points="488.8,163.1 489.3,163.2 489.9,163.2 490.5,163.2 490.8,163.1 491,163 491.4,163 491.7,163.1 
		492.2,163.3 492.4,163.4" class="st1"></polyline>
	<polyline points="480.4,165.3 480.5,165.3 481.6,164.7 481.8,164.7 482.9,164.4 485.4,164 485.9,163.9 486.3,163.7 
		487,163.4" class="st1"></polyline>
	<polyline points="481,166.7 481.3,166.4 481.5,166.2" class="st1"></polyline>
	<polyline points="478,170.9 480,169.3 482.4,167.8" class="st1"></polyline>
	<polyline points="480.4,171.5 480.9,170.9 481,170.9" class="st1"></polyline>
	<polyline points="481.3,173.5 481.8,173.4 482.7,173 483.1,172.7" class="st1"></polyline>
	<polyline points="486.5,172.4 486,172.5 485.3,172.4" class="st1"></polyline>
	<polyline points="487.1,170.2 487.3,170 487.6,169.9" class="st1"></polyline>
	<line y2="169.3" x2="486.9" y1="169.1" x1="487.5" class="st1"></line>
	<polyline points="478,170.9 477.9,170.9 477.5,171.5" class="st1"></polyline>
	<line y2="169.5" x2="476.9" y1="169.2" x1="477" class="st1"></line>
	<polyline points="477.4,171.6 477.5,171.5 477.6,171.2" class="st1"></polyline>
	<polyline points="478,166.8 477.9,166.8 477.8,166.9 477.5,167.2" class="st1"></polyline>
	<polyline points="473.2,168.9 473.6,167.9 473.9,167.3 474.3,166.6 475,165.8 475.3,165.4 476.5,164.3 477.9,163.4 
		479.5,162.6 481.2,161.9 483.1,161.4 485.1,161.1 487.1,161 487.8,161 489.7,161 490.9,161.2 492.8,161.5 494.5,161.9 496,162.4 
		496.6,162.7" class="st1"></polyline>
	<line y2="164.1" x2="499.1" y1="163.9" x1="498.8" class="st1"></line>
	<line y2="164.1" x2="499.1" y1="163.8" x1="498.8" class="st1"></line>
	<polyline points="504.3,162.4 504.2,162.2 503.8,161.6 502,160.3 501.6,160.2 496.6,158.3 495.8,158 495.6,157.9" class="st1"></polyline>
	<polyline points="503.7,162.3 503.3,162.2 502.7,161.9 500.9,161.1 499.6,160.4 498.6,159.8 498.3,159.5" class="st1"></polyline>
	<polyline points="486.2,151.8 492.8,155.1 493.5,155.4 496,156.5 496.5,156.8 496.9,157 497.8,157.6 498.5,158 
		498.9,158.8" class="st1"></polyline>
	<polyline points="510,166.1 509.9,166 509.6,165.4 508.6,164.7 508.4,164.6 506.6,163.8 505.9,163.4 505.3,163.1 
		502.5,161.2 502.4,161.1" class="st1"></polyline>
	<polyline points="435.3,139.5 433.9,140.2 432.8,141.1" class="st1"></polyline>
	<line y2="154.7" x2="490.6" y1="155" x1="491.8" class="st1"></line>
	<polyline points="518.3,194.2 517,195 515.8,195.8" class="st1"></polyline>
	<polyline points="577.2,217.9 576.9,217.1 576.8,217" class="st1"></polyline>
	<polyline points="592.8,233.5 584.5,228 584,227.8 583.3,227.7 582.7,227.7 581.6,227.4 580.9,226.9" class="st1"></polyline>
</g>
<g id="ID_1085">
	<line y2="219.3" x2="462.3" y1="219.1" x1="462.8" class="st0"></line>
	<line y2="223.8" x2="463.6" y1="223.8" x1="463.5" class="st0"></line>
	<line y2="216.8" x2="460.3" y1="216.9" x1="460.2" class="st0"></line>
	<polyline points="463.1,224 463.2,224 463.3,223.9 463.4,223.7 463.4,223.6 463.5,223.4 463.5,223.1 463.5,222.9 
		463.5,222.6 463.4,222.3 463.4,222 463.3,221.7 463.2,221.4 463.1,221 462.9,220.7 462.8,220.3 462.6,220 462.5,219.7 462.3,219.3 
		462.1,219 461.9,218.7 461.7,218.4 461.5,218.1 461.3,217.9 461.1,217.7 460.9,217.5 460.7,217.3 460.6,217.2 460.4,217.1 
		460.2,217.1 460.1,217 459.9,217 459.8,217.1" class="st0"></polyline>
	<polyline points="461.5,223.1 461.6,223.2 461.8,223.4 462,223.6 462.2,223.8 462.4,223.9 462.5,224 462.7,224 
		462.9,224.1 463,224.1 463.1,224 463.6,223.8 463.8,223.7 463.8,223.6 463.9,223.5 464,223.3 464,223.1 464,222.9 464,222.6 
		464,222.4 464,222.1 463.9,221.8 463.8,221.4 463.7,221.1 463.6,220.8 463.5,220.4 463.3,220.1 463.2,219.7 463,219.4 462.8,219.1 
		462.6,218.8 462.4,218.4 462.2,218.2 462,217.9 461.9,217.7 461.7,217.4 461.5,217.2 461.3,217.1 461.1,217 460.9,216.9 
		460.7,216.8 460.6,216.8 460.5,216.8 460.3,216.8 459.8,217.1 459.7,217.1 459.6,217.2 459.5,217.4 459.5,217.5 459.4,217.7 
		459.4,218 459.4,218.2 459.5,218.5 459.5,218.8 459.5,218.9" class="st1"></polyline>
</g>
<g id="ID_1083">
	<polyline points="432,174.8 431.8,175.6 431.5,177.2 431.3,178.8 431.2,179.2 431.1,179.6 430.9,179.9 430.8,180" class="st0"></polyline>
	<line y2="177.6" x2="429.3" y1="178.8" x1="431.3" class="st0"></line>
	<polyline points="427.7,187.4 428,187.5 428.4,187.6" class="st0"></polyline>
	<polyline points="427.1,188.3 426.8,188 426.4,187.6 426.1,187.2 425.9,186.9 425.8,186.4 425.7,186 425.7,185.5 
		425.7,185 425.8,184.5 425.9,184 426,183.9" class="st0"></polyline>
	<polyline points="429.3,188.6 429,188.6 428.5,188.6 428,188.6 427.6,188.5 427.1,188.3 424.4,186.5" class="st1"></polyline>
	<polyline points="426.6,184.7 426.6,184.8 426.6,185.2 426.6,185.6 426.7,186 426.8,186.3 426.9,186.6 427.1,186.9 
		427.4,187.2 427.7,187.4" class="st1"></polyline>
	<line y2="193.7" x2="428" y1="194.4" x1="429" class="st1"></line>
	<polyline points="432.8,175.1 432.7,175.7 432.4,177.3 432.2,178.8 432.1,179.3 431.9,179.9 431.6,180.4 431.3,180.7" class="st1"></polyline>
</g>
<g id="ID_1080">
	<line y2="207.6" x2="543.2" y1="206.8" x1="543.6" class="st0"></line>
	<line y2="261.6" x2="522.1" y1="260.6" x1="522.6" class="st0"></line>
	<polyline points="544.8,206 544.5,206.4 543.6,206.8 539,208.7 534.6,211.2 530.6,214.3 527.1,217.9 526.6,218.5 
		526.3,219.4 526.5,222.8 526.2,226.3 525.5,229.9 524.2,233.3 522.3,237.7 520.5,241.1 518.1,245 517.9,245.7 518.4,249.6 
		519.2,253.6 520.4,257.6 522.1,261.6 522.3,262.5 522.1,263.4" class="st0"></polyline>
	<polyline points="519,215.4 518.7,216 518.4,217.5 518.4,218.9 518.6,221.6 518.4,224.4 517.8,227.1 516.8,229.8 
		514.9,234.2 513.6,236.7 511.1,240.6 510.2,242.7 510,244.9 510.7,250.3 511.9,255.5 513.7,260.4 515.9,265" class="st0"></polyline>
	<polyline points="516.5,214 516.1,214.8 515.8,216.6 515.8,218.3 516,220.8 515.7,223.3 515.2,225.9 514.3,228.4 
		512.4,232.8 511.1,235.2 508.7,239.1 507.6,241.6 507.4,244.2 508,249.7 509.3,255 511.1,260 513.4,264.7" class="st0"></polyline>
	<polyline points="522.8,237.7 522.3,237.7 514.9,234.2 513.4,233.4 512.4,232.8 501.6,225.7" class="st0"></polyline>
	<polyline points="520.9,241.3 520.5,241.1 513.6,236.7 512.2,235.8 511.1,235.2 494.7,224.3" class="st0"></polyline>
	<polyline points="495.9,200.5 495.6,201.3 495.2,203 495.3,204.7 495.4,207.2 495.2,209.8 494.6,212.4 493.7,214.9 
		493.4,215.5" class="st0"></polyline>
	<polyline points="502.2,240.7 502.3,241.8 502.8,242.6" class="st0"></polyline>
	<polyline points="500.7,246.4 500.5,245.7 500.2,243.8 500.4,242.4 501,241.9 502.1,242.3" class="st0"></polyline>
	<polyline points="504.4,245 503.3,243.4 502.1,242.3 501.8,241.7 501.1,240.7 500.9,239.3" class="st0"></polyline>
	<polyline points="500.4,246.8 499.8,245.1 499.6,243.3 499.8,242 500.3,241.4 499.4,240.4 498.8,239.1" class="st0"></polyline>
	<polyline points="492.3,228.3 508.7,239.1 509.8,239.8 511.1,240.6 518.1,245 518.4,245.2" class="st0"></polyline>
	<polyline points="502.2,240.7 507.4,244.2 508.5,244.6 510,244.9 517.9,245.7 518.4,245.2" class="st0"></polyline>
	<polyline points="506.7,251.2 506.8,251.5 506.6,252.9 506,253.4 504.9,253 503.7,251.9 502.8,250.6" class="st0"></polyline>
	<line y2="253" x2="504.9" y1="253.8" x1="504.9" class="st0"></line>
	<polyline points="504.8,254.1 504.7,255.4 505,256.6" class="st0"></polyline>
	<polyline points="502.3,250.7 502.5,251.2 503.7,252.7 504.9,253.8 505.9,254.2 506.6,253.9 507,252.9 507,252.3" class="st0"></polyline>
	<polyline points="503.5,243.5 502.8,242.6 501.8,241.7 500.8,241.3 500.3,241.4 499.3,241.8 498.6,243 498.5,244.9 
		499.2,247.2 500.4,249.4 501.9,251.5 503.5,253 504.8,254.1 505.9,254.7 506.7,254.6 507.1,253.8" class="st0"></polyline>
	<polyline points="503,241.8 504.6,244.6 505.9,247.6 506.9,250.6 507.3,252.1 507.6,253.4 507.7,254.6 507.8,255.7 
		507.4,256.9 506.5,257.3 505,256.6 503.1,255 501.2,252.8 499.4,250.2 498.5,248.6 497.8,247.1 497,244.3 496.9,241.8 497.5,240 
		498.1,239.4 498.8,239.1 499.6,239.1 500.1,240.3 500.8,241.3" class="st0"></polyline>
	<polyline points="503.5,243.5 503.1,242.8 503,241.8 502.2,240.7 500.9,239.3 499.6,239.1 491,233.4" class="st0"></polyline>
	<line y2="247.7" x2="489.9" y1="246.7" x1="491.1" class="st0"></line>
	<line y2="222.6" x2="486.3" y1="223.3" x1="486.6" class="st0"></line>
	<polyline points="490.1,249.2 490.3,249 490.2,248.5 489.9,247.7 488,243.2 486.5,238.6 485.6,233.8 485,228.9 
		485.4,226.1 486.6,223.3 486.7,223.1" class="st0"></polyline>
	<polyline points="483.6,219.3 483.1,219.5 481.3,220.6" class="st0"></polyline>
	<polyline points="480.8,215.7 480.8,215.8 480.9,218.2 481.3,220.6 482.1,223.4 483,225.5 484,227.5 485,228.9" class="st0"></polyline>
	<line y2="215.8" x2="480.8" y1="215.8" x1="480.9" class="st0"></line>
	<polyline points="463.3,226.7 463.2,228.1 463.5,229.2" class="st0"></polyline>
	<polyline points="461.3,223.3 462.2,224.5 463.4,225.7 464.4,226 465.1,225.5 465.3,224.2 465.2,223.8" class="st0"></polyline>
	<line y2="225.7" x2="463.4" y1="226.4" x1="463.4" class="st0"></line>
	<polyline points="465.5,224.9 465.5,225.6 465.1,226.5 464.4,226.8 463.4,226.4 462.2,225.4 461,223.8 460.8,223.4" class="st0"></polyline>
	<polyline points="462,216.2 461.1,215.1 460.3,214.4 459.6,213.4 459.4,212.2" class="st0"></polyline>
	<polyline points="457.3,211.7 457.9,213 458.8,214 458.3,214.7 458.1,215.9 458.3,217.7 458.9,219.5" class="st0"></polyline>
	<polyline points="459.2,219 459,218.3 458.7,216.4 458.9,215.1 459.5,214.6 460.6,214.9" class="st0"></polyline>
	<polyline points="461.5,214.5 461.6,215.4 462,216.2" class="st0"></polyline>
	<polyline points="465.5,226.5 465.2,227.2 464.4,227.3 463.3,226.7 462,225.7 460.4,224.1 458.9,222.1 457.7,219.8 
		457,217.5 457.1,215.7 457.8,214.5 458.8,214 459.5,214 460.3,214.4 460.6,214.9 461.8,216.1 462.9,217.7" class="st0"></polyline>
	<polygon points="465.9,229.5 466.2,228.3 466.2,227.3 466.1,226.1 465.8,224.7 465.4,223.2 464.4,220.3 463.1,217.2 
		461.5,214.5 460.5,213.2 459.4,212.2 458.3,211.7 457.3,211.7 456.6,212.1 456,212.6 455.4,214.5 455.5,216.9 456.3,219.7 
		457,221.3 457.9,222.8 459.7,225.5 461.6,227.7 463.5,229.2 465,229.9" class="st0"></polygon>
	<polyline points="430.6,175.1 429.4,176 428.5,177.1" class="st0"></polyline>
	<line y2="206.7" x2="427.7" y1="205.8" x1="428.9" class="st0"></line>
	<polyline points="427.9,208.3 428.1,208.1 428.1,207.5 427.7,206.7 425.9,202.4 424.5,197.9 423.5,193.3 422.9,188.5 
		423.2,185.9 424.2,183.4 424.8,182.5" class="st0"></polyline>
	<polyline points="428.8,191.8 429.7,191.6 430.7,191 431.5,190 432.5,188.4 432,185.8 432.7,183.5 433.6,181.7" class="st0"></polyline>
	<polyline points="437.2,169.7 437.1,168.3 436.8,167.1 436.3,166.1 435.5,165.3 419.9,155 419.3,154.4" class="st0"></polyline>
	<polyline points="440.2,163.7 440.2,165.5 439,167.3" class="st0"></polyline>
	<polyline points="437.2,169.7 437.5,168.4 438.9,167.3 439,167.3 457,179.2" class="st0"></polyline>
	<polyline points="437.2,169.7 437.6,167.8 439,166.2 440.2,165.5 458,177.2" class="st0"></polyline>
	<polyline points="432.5,188.4 433.2,186.8 433.9,184.9 435.7,179.6 436,178.8 437,176.2 437.8,173.8 438.4,171.5 
		438.9,167.3 439,166.2" class="st0"></polyline>
	<polyline points="432.1,183.1 432.7,183.5 431.5,185.2 430.3,186.2" class="st0"></polyline>
	<polyline points="433.6,181.7 433.2,183.2 433.9,184.9" class="st0"></polyline>
	<line y2="180.7" x2="433.2" y1="181.3" x1="433.7" class="st0"></line>
	<line y2="178.3" x2="434.9" y1="179.6" x1="435.7" class="st0"></line>
	<polyline points="491.2,197.3 489.2,197.8 488,199.7" class="st0"></polyline>
	<polyline points="490.2,204.7 488.8,202.2 488.1,199.7 488,199.7 474.6,190.8" class="st0"></polyline>
	<polyline points="490.2,204.7 489.3,201.9 489.1,199.2 489.2,197.8 476,189.1" class="st0"></polyline>
	<polyline points="481.5,209.5 481.7,208.8 482.7,206.3 483.9,204.3 485.3,202.5 488.1,199.7 489.1,199.2" class="st0"></polyline>
	<polyline points="527.3,218.3 527.1,217.9 526.5,217.5" class="st0"></polyline>
	<line y2="217.8" x2="525.7" y1="218.5" x1="526.6" class="st0"></line>
	<polyline points="526.9,218.7 526.3,219.4 518.4,218.9 516.9,218.7 515.8,218.3 495.3,204.7 494.2,204.3 493,204.1 
		491.7,204.2 490.2,204.7 488.4,206.8 486.7,209.5 486.4,210.4 486.3,210.8" class="st0"></polyline>
	<polyline points="487.2,211.4 488.5,212 490.5,213 492.3,214 493.7,214.9 514.3,228.4 515.3,229.1 516.8,229.8 
		524.2,233.3 524.7,233.3" class="st0"></polyline>
	<polyline points="486.7,209.5 484.3,207.8 482.7,206.3 470.5,198.3" class="st0"></polyline>
	<line y2="210.4" x2="486.4" y1="210" x1="485.1" class="st0"></line>
	<polyline points="435.2,177.6 436,178.8 481.7,208.8 482.7,209.2" class="st0"></polyline>
	<polyline points="436.2,161.1 435.8,161.9 435.5,163.6 435.5,165.3 435.6,167.8 435.4,170.4 434.8,173 433.9,175.5 
		433.6,176.4" class="st0"></polyline>
	<polyline points="435.8,175.8 437,176.2 453.7,187.2" class="st0"></polyline>
	<polyline points="418,165.8 418.3,165.2 419.2,162.7 419.8,160.1 420,157.5 419.9,155 419.8,153.3 420.2,151.6 
		420.5,150.8" class="st0"></polyline>
	<polyline points="435.4,176.7 434.9,176.2 433.9,175.5 418.3,165.2 417.7,164.7 417.7,164.5" class="st0"></polyline>
	<polyline points="424.2,183.4 412.7,175.8 412.1,175.4 412,175.3" class="st0"></polyline>
	<polyline points="417.4,192.1 416.8,190.3 416.6,188.6 416.7,187.3 417.3,186.6 416.4,185.6 415.8,184.4" class="st0"></polyline>
	<polyline points="420.4,188.7 419.8,187.9 418.8,187 418.1,186 417.9,184.6" class="st0"></polyline>
	<polyline points="420,187.1 421.3,189.2 422.3,191.3 423.4,194.4 424.3,197.4 424.6,198.7 424.7,200 424.7,201 
		424.6,201.8 424.3,202.3 423.7,202.5 422.8,202.3 422,201.9 420.5,200.7 418.6,198.6 417.6,197.3 416.5,195.7 415.5,193.8 
		414.7,192 414.2,190.2 413.9,188.6 413.9,187.3 414.1,186.3 414.8,185 415.8,184.4 416.6,184.4 417,185.6 417.8,186.6" class="st0"></polyline>
	<polyline points="417.7,191.7 417.5,191 417.2,189 417.4,187.7 418,187.2 419.1,187.5" class="st0"></polyline>
	<polyline points="419.8,187.9 419.3,187.1 419.1,186" class="st0"></polyline>
	<polyline points="422,201.9 421.7,200.7 421.8,199.4" class="st0"></polyline>
	<polyline points="419.8,195.9 420.6,197.2 421.9,198.3 422.9,198.7 423.6,198.2 423.8,196.8 423.7,196.5" class="st0"></polyline>
	<line y2="198.3" x2="421.9" y1="199.1" x1="421.9" class="st0"></line>
	<polyline points="424,197.6 424,198.2 423.6,199.2 422.9,199.5 421.9,199.1 420.7,198 419.5,196.4 419.3,196" class="st0"></polyline>
	<polyline points="421.2,189.9 420.3,188.7 419.1,187.5 418.8,187 417.8,186.6 417.3,186.6 416.2,187.1 415.6,188.3 
		415.5,190.2 416.2,192.4 417.4,194.7 418.9,196.7 420.5,198.3 421.8,199.4 422.9,199.9 423.7,199.9 424,199.1" class="st0"></polyline>
	<polyline points="419.1,186 420,187.1 420.1,188.1" class="st0"></polyline>
	<polyline points="414.4,171.4 414.6,171.5 415.2,171.9 417,173.1" class="st0"></polyline>
	<polyline points="422.9,188.5 419.1,186 417.9,184.6 416.6,184.4 411.4,180.9 411.7,178.3 412.7,175.8 415.2,171.9 
		415.3,171.6" class="st0"></polyline>
	<polyline points="417.4,201.4 415.2,196.8 413.4,191.7 412.1,186.4 411.4,180.9 410.8,180.3" class="st0"></polyline>
	<polyline points="414.6,171 414.4,171.4 412,175.3 411.1,177.4 410.9,179.6 410.8,180.3 411,182.7 412,187.9 
		413.5,193.2 413.7,193.8 414.8,196.4 416.8,200.7 417.4,201.4 427.5,208.1 427.9,208.3 429.1,207.4 429.3,207.2 429.3,206.6 
		428.9,205.8 427.1,201.6 425.8,197.2 424.8,192.7 424.3,188.1 424.5,186.1 425.3,184.1 425.7,183.5" class="st1"></polyline>
	<polyline points="419.4,156.9 419.3,159 418.6,161.8 417.7,164.5 417.3,165.3" class="st1"></polyline>
	<polyline points="419.8,150.3 419.6,150.7 419.3,152.2 419.3,152.7 419.3,154.4 419.4,156.9" class="st1"></polyline>
	<polyline points="423.9,197 423.6,195.9 423.2,194.6 422.8,193.4 422,191.6 421,189.6 420.1,188.1" class="st1"></polyline>
	<polyline points="423.6,196.1 424,197.6 424,199.1" class="st1"></polyline>
	<polyline points="430.6,175.1 431.7,174.7 432.6,175 433.2,175.5 433.6,176.4 433.7,178.2 433.2,180.7 432.1,183.1 
		431,185.1 430.3,186.2 429.1,189 428.8,191.8 429.3,196.7 430.3,201.5 431.7,206.1 433.6,210.6 434.2,211.6 434.9,212.5 
		435.6,213.3 436.3,213.9 489.6,249 490.1,249.2 491.3,248.3 491.5,248.1 491.4,247.6 491.1,246.7 489.3,242.4 487.9,237.9 
		486.9,233.3 486.4,228.6 486.6,226.3 487.6,224.2" class="st1"></polyline>
	<polyline points="429.1,177.9 429.3,177.6 430.9,175.5 431.8,174.7" class="st1"></polyline>
	<polyline points="435.1,177.8 433.9,180.7 433.6,181.7" class="st1"></polyline>
	<polyline points="434.9,178.3 435.2,177.6 435.3,176.8 435.8,175.8 436.2,174.3 436.8,172.3 437.1,170.4" class="st1"></polyline>
	<line y2="169.7" x2="437.2" y1="171.5" x1="436.9" class="st1"></line>
	<polyline points="465.5,226.5 465.5,224.9 465,222.8 464.2,220.3 463.2,218 462,216.2" class="st1"></polyline>
	<polyline points="544.9,206 544.7,206.4 544.1,207.1 543.2,207.6 538.5,209.5 534.3,211.9 530.6,214.9 527.3,218.3 
		526.9,218.8 527.1,222.3 526.8,226 526,229.7 524.7,233.3 522.8,237.7 520.9,241.3 518.5,245.1 518.9,248.9 519.7,252.8 
		520.9,256.7 522.6,260.6 522.8,261.5 522.6,262.3 522.1,263.4 521.5,264 520.7,264.3 515.9,265 514.5,265.1 513.4,264.7 
		498.5,254.9 497.8,254.3 497,253.5 496.3,252.5 495.8,251.5 493.9,247.2 492.5,242.7 491.5,238.1 491,233.4 491.2,230.8 
		492.3,228.3 493.9,225.7 494.7,224.3 494.9,223.8" class="st1"></polyline>
	<polyline points="495.5,216.9 495.5,216.7 494.8,215.9 494.1,215.7 493.8,215.7" class="st1"></polyline>
	<polyline points="507.1,253.8 507,252.3 506.5,250.1 505.7,247.7 504.7,245.4 503.5,243.5" class="st1"></polyline>
	<polyline points="518.5,245.1 518.5,245.1 518.5,245.2 518.4,245.2" class="st1"></polyline>
	<polyline points="526.9,218.8 526.9,218.8 526.9,218.7 526.6,218.5" class="st1"></polyline>
	<line y2="218.5" x2="526.6" y1="218.9" x1="526.9" class="st1"></line>
</g>
<g id="ID_1077">
	<polyline points="461.4,222.7 461.2,222.4 461.1,222.2 460.9,221.9 460.8,221.6 460.7,221.3 460.7,221 460.6,220.7 
		460.6,220.4" class="st0"></polyline>
	<polyline points="459.3,219.7 459.3,219.8 459.3,219.8 459.3,219.9 459.3,220.1 459.3,220.2 459.3,220.3 459.4,220.5 
		459.4,220.6 459.4,220.8 459.5,220.9 459.5,221.1 459.6,221.2 459.7,221.4 459.8,221.5 459.8,221.7 459.9,221.8 460,222 
		460.1,222.1 460.2,222.2 460.3,222.3 460.4,222.4 460.5,222.5 460.6,222.6 460.6,222.7 460.7,222.7 460.8,222.7" class="st0"></polyline>
	<polyline points="459.3,219 459.4,219.2 459.5,219.4 459.6,219.6 459.8,219.8 460,220 460.2,220.1 460.4,220.3 
		460.6,220.4 461.8,219.9" class="st0"></polyline>
	<polyline points="461.1,218.9 461.3,219 461.5,219.2 461.6,219.4 461.7,219.6 461.8,219.9 462,220.1 462.1,220.4 
		462.2,220.6 462.4,220.9 462.4,221.2 462.5,221.5 462.5,221.8 462.6,222.1 461.4,222.7 461.3,222.8 461.1,222.9 461,223 461,223.1 
		460.9,223.2 460.9,223.3 460.9,223.4 460.9,223.5" class="st0"></polyline>
	<polyline points="459.1,219.7 459.1,219.7 459,219.8 459,219.8 459,219.9 459,220 458.9,220.1 459,220.2 459,220.3 
		459,220.5 459,220.6 459,220.8 459.1,220.9 459.1,221.1 459.2,221.2 459.3,221.4 459.3,221.6 459.4,221.7 459.5,221.9 459.6,222 
		459.7,222.1 459.8,222.3 459.9,222.4 460,222.5 460,222.6 460.1,222.7 460.2,222.8 460.3,222.8 460.4,222.9 460.5,222.9 
		460.5,222.9 460.6,222.9 460.7,222.9" class="st0"></polyline>
	<line y2="221.9" x2="462.6" y1="221.8" x1="462.6" class="st0"></line>
	<line y2="220.6" x2="460.3" y1="220.4" x1="460.6" class="st0"></line>
	<line y2="219.7" x2="459.2" y1="219.8" x1="459" class="st0"></line>
	<line y2="219.9" x2="461.9" y1="219.9" x1="461.8" class="st0"></line>
	<polyline points="460.2,222.9 460.3,223 460.4,223.1 460.5,223.2 460.6,223.2 460.6,223.2 460.7,223.2 460.8,223.2 
		460.8,223.1 460.9,223.1 460.9,223 461,222.9 461,222.8 461,222.7 461,222.6 461,222.4 461,222.3 460.9,222.1 460.9,221.9 
		460.8,221.7 460.8,221.6 460.7,221.4 460.6,221.2 460.5,221 460.4,220.8 460.3,220.6 460.2,220.5 460.1,220.3 460,220.1 459.9,220 
		459.8,219.9 459.7,219.8 459.6,219.7 459.5,219.6 459.4,219.5 459.3,219.4 459.2,219.4 459.1,219.4 459.1,219.4 459,219.4 
		458.9,219.5 458.9,219.5 458.8,219.6 458.8,219.7 458.8,219.8 458.8,219.9 458.8,220" class="st0"></polyline>
	<polyline points="460.2,223 460.2,222.9 460.1,222.8 460,222.7 459.9,222.6 459.7,222.4 459.6,222.3 459.5,222.1 
		459.4,222 459.3,221.8 459.3,221.6 459.2,221.4 459.1,221.2 459,221 459,220.9 458.9,220.7 458.9,220.5 458.8,220.3 458.8,220.2 
		458.8,220 458.8,219.7 458.8,219.7 458.8,219.6 458.8,219.5 458.9,219.4 459,219.3 459.1,219.2 459.2,219.1 459.3,219 460.5,218.4 
		460.7,218.5 460.9,218.7 461.1,218.9" class="st1"></polyline>
	<polyline points="460.4,223.1 460.6,223.3 460.9,223.5 462,222.9 462.2,222.8 462.3,222.6 462.4,222.5 462.5,222.4 
		462.5,222.3 462.6,222.2 462.6,222.2 462.6,222.1 462.6,221.8 462.5,221.7 462.5,221.5 462.5,221.3 462.5,221.2 462.4,221 
		462.3,220.8 462.3,220.6 462.2,220.4 462.1,220.2 462,220.1 461.9,219.9 461.8,219.7 461.7,219.6 461.6,219.4 461.5,219.3 
		461.4,219.1 461.3,219 461.2,218.9" class="st1"></polyline>
	<polyline points="460.7,222.9 460.7,222.9 460.7,222.8 460.8,222.8 460.8,222.7 460.8,222.6 460.8,222.5 460.8,222.4 
		460.8,222.3 460.8,222.1 460.8,222 460.7,221.8 460.7,221.7 460.6,221.5 460.6,221.4 460.5,221.2 460.4,221 460.4,220.9 
		460.3,220.7 460.2,220.6 460.1,220.5 460,220.3 459.9,220.2 459.8,220.1 459.7,220 459.6,219.9 459.6,219.8 459.5,219.8 
		459.4,219.7 459.3,219.7 459.2,219.7 459.2,219.7 459.1,219.7" class="st1"></polyline>
</g>
<g id="ID_1075">
	<line y2="287.2" x2="462.8" y1="286.9" x1="463.3" class="st0"></line>
	<polyline points="470,300.6 468.6,298.9 467.2,296.8 465.9,294.4 464.7,292 463.6,289.5 462.8,287.2 462.5,285.8" class="st0"></polyline>
</g>
<g id="ID_1073">
	<polyline points="549.6,263.6 549.6,263.4 549.6,263.1 549.6,262.8 549.7,262.5 549.8,262.2 549.9,261.9 550,261.7 
		550.2,261.4 550.3,261.2 550.5,260.9 550.8,260.7 551,260.5 551.2,260.3 551.5,260.2 551.7,260.1 552,260" class="st0"></polyline>
	<line y2="264.4" x2="549.6" y1="264.5" x1="549.7" class="st0"></line>
	<polyline points="549.7,264.6 549.7,264.6 549.6,264.4 549.4,264.2" class="st1"></polyline>
	<polyline points="549.6,261.5 549.6,261.4 549.8,261.1 550,260.9 550.2,260.7 550.4,260.5 550.6,260.3 550.8,260.1 
		551.1,259.9 551.3,259.8 551.6,259.7 551.9,259.6 552.1,259.6 552.4,259.6 552.6,259.6 552.9,259.6 553,259.7" class="st1"></polyline>
</g>
<g id="ID_1024">
	<g id="ID_1032">
		<g id="ID_1041">
			<line y2="111.3" x2="490.7" y1="111.9" x1="491.3" class="st0"></line>
			<line y2="94.7" x2="471.9" y1="95.6" x1="472.9" class="st0"></line>
			<polyline points="472.1,93 472.3,93.3 472.4,93.7 472.2,94.2 471.9,94.7 464.5,103.9 464.2,104.4 464,104.8 
				463.9,105.3 463.8,105.8 463.9,106.2 464,106.7 464.2,107 464.5,107.3 467.2,109.7 467.5,110 467.6,110.2" class="st0"></polyline>
			<polyline points="481.6,120.5 481.9,120.6 482.3,120.6 482.6,120.5 482.9,120.2 487.5,114.6" class="st0"></polyline>
			<polyline points="481,121.9 480.7,121.7 478,119.3 477.6,118.9 477.1,118.5 476.6,118.2 476.3,117.9 470.5,114.1 
				470.3,114 470.1,113.8 469.8,113.6 469.6,113.4 469.2,113.1 468.8,112.8 461.8,106.6 461.5,106.3 461.3,106.2" class="st0"></polyline>
			<polyline points="464.1,91.6 457.7,99.5 457.4,99.9 457.2,100.4 457.1,100.8 457.1,101.3 457.1,101.8 457.2,102.2 
				457.4,102.6 457.7,102.9" class="st0"></polyline>
			<polyline points="456.3,101.9 456,101.6 455.8,101.3 455.7,100.8 455.7,100.4 455.8,99.9 455.9,99.5 456.1,99 
				456.4,98.6 461,92.9" class="st0"></polyline>
			<polyline points="452.9,99.6 452.6,99.3 452.5,98.9 452.4,98.5 452.3,98.1 452.4,97.6 452.5,97.1 452.8,96.7 
				453.1,96.3 455.6,93.1" class="st0"></polyline>
			<polyline points="451.6,98.7 451.4,98.4 451.2,98.1 451,97.6 451,97.2 451,96.7 451.2,96.2 451.4,95.8 451.7,95.3 
				454,92.5" class="st0"></polyline>
			<polyline points="464.5,103.9 457.7,99.5 457.1,99.1 456.4,98.6 453.1,96.3 452.3,95.8 451.7,95.3 447.4,92.5" class="st0"></polyline>
			<line y2="106.5" x2="461.9" y1="106.6" x1="461.8" class="st0"></line>
			<line y2="119.3" x2="478" y1="118.1" x1="478.9" class="st0"></line>
			<line y2="120.2" x2="482.9" y1="117.4" x1="478.7" class="st0"></line>
			<line y2="117.9" x2="476.3" y1="117.1" x1="476.9" class="st0"></line>
			<line y2="117.2" x2="473.9" y1="121.7" x1="480.7" class="st0"></line>
			<polyline points="474.3,117.4 473.9,117.2 473.3,116.8 472.7,116.4" class="st0"></polyline>
			<line y2="114.1" x2="470.5" y1="113.7" x1="470.8" class="st0"></line>
			<line y2="112.5" x2="469" y1="112.8" x1="468.8" class="st0"></line>
			<line y2="108.5" x2="468.1" y1="109.7" x1="467.2" class="st0"></line>
			<polyline points="464.5,107.3 457.7,102.9 457,102.4 456.3,101.9 452.9,99.6 452.2,99.1 451.6,98.7 447.4,95.9" class="st0"></polyline>
			<polyline points="461.3,106.2 461.4,106.1 461.6,106.3 467.4,110.1 467.6,110.2 467.6,110.2 468.6,109 468.4,108.8 
				468.1,108.5 465.4,106.1 465.2,105.9 465.2,105.5 465.2,105.1 465.4,104.8 472.9,95.6 473.2,95.1 473.3,94.6 473.3,94.2 
				473.1,93.9 472.1,93 467.4,90 467.2,89.9 466.9,89.9 466.6,90 466.2,90.2 465.1,91 464.1,91.6 462.5,92.4 461,92.9 459.6,93.2 
				458.2,93.3 456.9,93.3 455.6,93.1 454.7,92.8 454,92.5 453.3,92.2 450.4,90.2 450,90.1 449.6,90.2 449.1,90.5 448.7,90.9 
				447.4,92.5 447.1,92.9 446.9,93.4 446.8,93.9 446.7,94.4 446.8,94.8 446.9,95.2 447.1,95.6 447.4,95.9" class="st1"></polyline>
			<polyline points="491.5,110.1 491.5,110.2 491.7,110.5 491.8,110.9 491.6,111.4 491.3,111.9 483.9,121.1 
				483.5,121.4 483.1,121.7 482.7,121.9 482.3,122.1 481.8,122.1 481.4,122 481,121.9 474.3,117.4 473.6,117 473,116.7 472.7,116.4" class="st1"></polyline>
			<polyline points="481.6,120.5 478.9,118.1 478.5,117.7 478.1,117.4" class="st1"></polyline>
		</g>
		<g id="ID_1035">
			<line y2="100" x2="492.3" y1="101.1" x1="492.5" class="st0"></line>
			<line y2="97" x2="491.3" y1="97.9" x1="491.7" class="st0"></line>
			<line y2="92.2" x2="488.5" y1="92.7" x1="489.4" class="st0"></line>
			<line y2="114.5" x2="474.8" y1="115" x1="475.6" class="st0"></line>
			<line y2="99.2" x2="471.8" y1="98.1" x1="472.5" class="st0"></line>
			<polyline points="492.3,104.5 492.1,105.6 491.7,106.7 491.3,107.9 490.7,108.9 490.1,110 489.4,110.9 488.6,111.9 
				487.7,112.7 486.8,113.5 485.8,114.1 484.8,114.7 483.8,115.2" class="st0"></polyline>
			<line y2="114.4" x2="486" y1="115" x1="485" class="st0"></line>
			<line y2="115.5" x2="482.7" y1="115.8" x1="481.7" class="st0"></line>
			<line y2="115.5" x2="484" y1="115.9" x1="482.9" class="st0"></line>
			<polyline points="492.4,105.7 492.7,104.5 492.8,103.4 492.9,102.2 492.8,101.1 492.7,99.9 492.4,98.9 492.1,97.9 
				491.6,96.9 491,96 490.4,95.2 489.7,94.5 488.8,93.9 488,93.4 487,92.9 486.1,92.6 485,92.5 484,92.4 482.9,92.4 481.8,92.6 
				480.7,92.8 479.6,93.2 478.6,93.7 477.6,94.3 476.6,95 475.7,95.7 474.8,96.6 474,97.5 473.2,98.5 472.6,99.6 472,100.7 
				471.6,101.8 471.2,103 470.9,104.2 470.8,105.3 470.7,106.5 470.8,107.6 470.9,108.7 471.2,109.8 471.6,110.8 472,111.8 
				472.6,112.7 473.2,113.5 474,114.2 474.8,114.8 475.6,115.3 476.6,115.8 477.6,116.1 478.6,116.3 479.6,116.3 480.7,116.3 
				481.8,116.1" class="st0"></polyline>
			<line y2="112.5" x2="470.9" y1="111.4" x1="470.4" class="st0"></line>
			<polyline points="469.7,104.1 470,102.8 470.4,101.5 470.9,100.2 471.5,99 472.2,97.9 473,96.8 473.9,95.7 
				474.9,94.8 475.9,93.9 477,93.2 478.1,92.5 479.3,92" class="st0"></polyline>
			<line y2="91.3" x2="481.7" y1="91.6" x1="480.5" class="st0"></line>
			<polyline points="469.9,107.9 470,109.1 470.3,110.3 470.7,111.4 471.2,112.4 471.8,113.4 472.5,114.2 473.3,115 
				474.2,115.7 475.1,116.2 476.1,116.7 477.2,117 478.3,117.2 479.5,117.3 480.6,117.3 481.8,117.1 483,116.8 484.1,116.4 
				485.3,115.9 486.4,115.2 487.5,114.5 488.5,113.7 489.4,112.7 490.3,111.7 491.1,110.6 491.8,109.5 492.4,108.3 492.9,107.1 
				493.3,105.8 493.6,104.6 493.7,103.3 493.8,102 493.7,100.8 493.6,99.6 493.3,98.4 492.9,97.3 492.4,96.3 491.8,95.3 491.1,94.5 
				490.3,93.7 489.4,93 488.5,92.5 487.5,92 486.4,91.7 485.3,91.5 484.1,91.4 483,91.4 481.8,91.6 480.6,91.9 479.5,92.3" class="st0"></polyline>
			<polyline points="470,104.1 469.9,105.4 469.8,106.7" class="st0"></polyline>
			<line y2="107.9" x2="469.5" y1="109.1" x1="469.7" class="st0"></line>
			<line y2="107.9" x2="469.9" y1="106.7" x1="469.8" class="st0"></line>
			<line y2="92" x2="479.3" y1="91.6" x1="480.5" class="st0"></line>
			<polyline points="473.9,115.8 473,115.1 472.2,114.3 471.5,113.5 470.9,112.5" class="st0"></polyline>
			<polyline points="475.6,115 476.5,115.4 477.5,115.7 478.5,115.9 479.6,116 480.6,116 481.7,115.8" class="st0"></polyline>
			<line y2="116.1" x2="481.8" y1="115.9" x1="482.9" class="st0"></line>
			<line y2="115.2" x2="483.8" y1="115.5" x1="482.7" class="st0"></line>
			<line y2="115" x2="485" y1="115.5" x1="484" class="st0"></line>
			<polyline points="486,114.4 487,113.7 488,113 488.8,112.1 489.6,111.2 490.4,110.2 491,109.1 491.6,108 492,106.9 
				492.4,105.7" class="st0"></polyline>
			<polyline points="492.3,104.5 492.5,103.3 492.5,102.2 492.5,101.1" class="st0"></polyline>
			<polyline points="491.7,97.9 492.1,98.9 492.3,100" class="st0"></polyline>
			<line y2="99.4" x2="493.7" y1="99.6" x1="493.6" class="st0"></line>
			<polyline points="488.6,94 489.4,94.6 490.1,95.3 490.7,96.1 491.3,97" class="st0"></polyline>
			<polyline points="481.7,91.3 482.9,91.1 484.1,91.1 485.2,91.2 486.4,91.4 487.5,91.7 488.5,92.2" class="st0"></polyline>
			<polyline points="472.5,98.1 473.3,97 474.2,96 475.1,95 476.2,94.2 477.2,93.5 478.3,92.8 479.5,92.3" class="st0"></polyline>
			<polyline points="470,104.1 470.3,102.9 470.7,101.6 471.2,100.4 471.8,99.2" class="st0"></polyline>
			<polyline points="469.5,107.9 469.5,106.6 469.5,105.3 469.7,104.1" class="st0"></polyline>
			<line y2="109.1" x2="470" y1="109.1" x1="469.7" class="st0"></line>
			<line y2="108.6" x2="471" y1="108.7" x1="470.9" class="st0"></line>
			<polyline points="470.4,111.4 470,110.3 469.7,109.1 466.2,106.8" class="st0"></polyline>
			<polyline points="467.2,89.9 467.3,89.8 468.3,88.9 469.4,88.2 470.5,87.5 471.7,87 472.9,86.6 474.1,86.3 
				475.3,86.1 476.5,86.1 477.6,86.1 478.8,86.3 479.8,86.7 480.9,87.1 481.8,87.7 489.4,92.7 490.3,93.4 491.1,94.2 491.9,95.1 
				492.5,96.1 493,97.1 493.4,98.2 493.7,99.4 493.8,100.6 493.9,101.9 493.8,103.2 493.7,104.5 493.4,105.8 493,107.1 492.5,108.3 
				491.8,109.5 491.1,110.7 490.3,111.8 489.4,112.8 488.5,113.8 487.4,114.6 486.3,115.4 485.2,116 484.1,116.5 482.9,117 
				481.7,117.3 480.5,117.4 479.3,117.5 478.1,117.4 477,117.2 475.9,116.8 474.9,116.4 473.9,115.8 466.3,110.8 465.4,110.1 
				464.6,109.3 463.9,108.4 463.3,107.5 463.2,107.3" class="st1"></polyline>
			<polyline points="474.8,114.5 474,113.9 473.3,113.2 472.6,112.4 472.1,111.6 471.6,110.6 471.3,109.6 471,108.6 
				470.9,107.5 470.8,106.4 470.9,105.2 471,104.1 471.3,102.9 471.6,101.8 472.1,100.7 472.7,99.6 473.3,98.6 474,97.6 474.8,96.7 
				475.7,95.8 476.6,95.1 477.5,94.4 478.5,93.8 479.6,93.4 480.6,93 481.7,92.7 482.8,92.6 483.8,92.5 484.8,92.6 485.8,92.8 
				486.8,93.1 487.7,93.5 488.6,94" class="st1"></polyline>
		</g>
		<g id="ID_1033">
			<line y2="111" x2="463.8" y1="110.7" x1="464" class="st0"></line>
			<line y2="109.9" x2="462.5" y1="109.7" x1="462.6" class="st0"></line>
			<polyline points="466.5,113.1 466.4,113.1 466.3,113 466.2,112.9 466,112.8 465.8,112.7 465.6,112.5 465.4,112.3 
				465.1,112.1 464.9,111.9 464.6,111.7 464.3,111.5 464,111.2 463.8,111 462.5,109.9 462.3,109.7 462.1,109.5 461.9,109.3 
				461.8,109.2 461.8,109.2" class="st0"></polyline>
			<line y2="101.1" x2="452.6" y1="100.9" x1="452.8" class="st0"></line>
			<line y2="100.2" x2="452.4" y1="99.6" x1="452.9" class="st0"></line>
			<line y2="100" x2="451.3" y1="99.8" x1="451.5" class="st0"></line>
			<line y2="99.3" x2="451.2" y1="98.7" x1="451.6" class="st0"></line>
			<line y2="102.5" x2="455.8" y1="101.9" x1="456.3" class="st0"></line>
			<polyline points="455.3,103.2 455.3,103.2 455.2,103.1 455,103.1 454.9,102.9 454.7,102.8 454.5,102.6 454.2,102.5 
				454,102.3 453.7,102.1 453.4,101.8 453.1,101.6 452.9,101.4 452.6,101.1 451.3,100 451.1,99.8 450.9,99.6 450.8,99.5 450.7,99.4 
				450.7,99.3" class="st0"></polyline>
			<polyline points="472.2,117 455.8,102.5 452.4,100.2 451.8,99.7 451.2,99.3 446.9,96.5" class="st0"></polyline>
			<polyline points="464.5,109.2 456.3,101.9 452.9,99.6 452.2,99.1 451.6,98.7 447.4,95.9 446.9,96.5 464.4,112 
				468.6,114.8 469.2,115.1 469.7,115.5 472.2,117 472.7,116.4 466.3,110.8" class="st1"></polyline>
			<polyline points="466.5,113.1 466.5,113 466.4,112.9 466.3,112.8 466.2,112.7 466,112.6 465.8,112.4 464.6,111.3 
				464.3,111 464,110.8 463.7,110.5 463.3,110.2 463,110 462.7,109.7 462.4,109.5 462.2,109.4 462,109.3 461.9,109.2 461.8,109.2" class="st1"></polyline>
			<polyline points="455.3,103.2 455.3,103.2 455.3,103.1 455.2,103 455,102.8 454.9,102.7 454.7,102.5 453.4,101.4 
				453.1,101.1 452.8,100.9 452.5,100.6 452.2,100.3 451.8,100.1 451.5,99.9 451.3,99.7 451,99.5 450.8,99.4 450.7,99.3 450.7,99.3" class="st1"></polyline>
		</g>
	</g>
</g>
<g id="ID_1443">
	<g id="ID_1446">
		<line y2="167.7" x2="296.5" y1="167.7" x1="296.5" class="st0"></line>
		<line y2="167.9" x2="296.7" y1="168" x1="296.8" class="st0"></line>
		<line y2="168.3" x2="300.9" y1="168.2" x1="300.9" class="st0"></line>
		<polyline points="299.6,166.1 299.7,166.1 299.8,166.1 299.9,166.2 300,166.2" class="st0"></polyline>
		<line y2="167.8" x2="296.6" y1="167.8" x1="296.6" class="st0"></line>
		<polyline points="296.9,167.8 296.9,167.8 296.7,167.7 296.6,167.6 296.5,167.5 296.4,167.5 296.3,167.5" class="st0"></polyline>
		<line y2="169.6" x2="297.6" y1="169.7" x1="297.6" class="st0"></line>
		<line y2="168.6" x2="297.2" y1="168.7" x1="297.3" class="st0"></line>
		<line y2="166.9" x2="300.1" y1="167" x1="300" class="st0"></line>
		<line y2="167.1" x2="299.7" y1="167.1" x1="299.8" class="st0"></line>
		<line y2="167.3" x2="299.4" y1="167.3" x1="299.4" class="st0"></line>
		<line y2="167.5" x2="299.1" y1="167.4" x1="299.1" class="st0"></line>
		<line y2="167.6" x2="298.7" y1="167.6" x1="298.8" class="st0"></line>
		<line y2="167.8" x2="298.4" y1="167.8" x1="298.5" class="st0"></line>
		<line y2="168" x2="298.1" y1="167.9" x1="298.1" class="st0"></line>
		<line y2="169.9" x2="297.6" y1="170" x1="297.6" class="st0"></line>
		<line y2="167.1" x2="297.9" y1="166.8" x1="298" class="st0"></line>
		<polyline points="299.2,166.1 299.2,166 299.3,166 299.4,166" class="st0"></polyline>
		<line y2="169.1" x2="297.4" y1="169.2" x1="297.5" class="st0"></line>
		<line y2="168.3" x2="297.4" y1="168.3" x1="297.5" class="st0"></line>
		<line y2="166.8" x2="300.5" y1="166.8" x1="300.3" class="st0"></line>
		<polyline points="297.2,168.5 297.3,168.5 297.3,168.5 297.5,168.4" class="st0"></polyline>
		<line y2="168.4" x2="297.1" y1="168.5" x1="297.1" class="st0"></line>
		<polyline points="297.2,168.4 297.1,168.5 297,168.6" class="st0"></polyline>
		<line y2="168.1" x2="297.8" y1="168.1" x1="297.7" class="st0"></line>
		<line y2="171.1" x2="296.4" y1="171.3" x1="296.4" class="st0"></line>
		<line y2="169.2" x2="295.8" y1="169.2" x1="295.7" class="st0"></line>
		<line y2="169.9" x2="294.1" y1="169.7" x1="294.3" class="st0"></line>
		<line y2="169" x2="293" y1="169.1" x1="292.8" class="st0"></line>
		<line y2="169.1" x2="295.6" y1="169" x1="295.5" class="st0"></line>
		<polyline points="294,172.2 294.1,172.3 294.2,172.4 294.3,172.4 294.4,172.4 294.5,172.5 294.6,172.4 294.6,172.4 
			294.7,172.4 294.7,172.3 294.8,172.2 294.8,172.2 294.8,172 294.8,171.9 294.8,171.8 294.8,171.6 294.7,171.5 294.7,171.3 
			294.6,171.1 294.6,171 294.5,170.8 294.4,170.6 294.3,170.4 294.3,170.2 294.2,170 294.1,169.9 294,169.7 293.8,169.5 
			293.7,169.4 293.6,169.3 293.5,169.1 293.4,169 293.3,168.9 293.2,168.8 293.1,168.8 293,168.7 292.9,168.7 292.9,168.7 
			292.8,168.7 292.7,168.7 292.7,168.8 292.6,168.8 292.6,168.9 292.6,169 292.5,169.1 292.5,169.2" class="st0"></polyline>
		<polyline points="299.6,166.3 299.7,166.4 299.8,166.5 299.8,166.6 299.9,166.7 300,166.8 300.1,166.9 300.2,167.1 
			300.3,167.2 300.3,167.3 300.4,167.5 300.5,167.6 300.5,167.7 300.6,167.9 300.6,168 300.6,168.1 300.7,168.2 300.7,168.3 
			300.7,168.4" class="st0"></polyline>
		<polyline points="300.8,168.5 300.9,168.4 300.9,168.3 300.9,168.3 300.9,168.2 300.8,168.1 300.8,168 300.8,167.8 
			300.7,167.7 300.7,167.6 300.7,167.5 300.6,167.3 300.5,167.2 300.5,167.1 300.4,167 300.3,166.8 300.2,166.7 300.1,166.5 
			300,166.3 299.8,166.2 299.7,166.1 299.6,166 299.5,166" class="st0"></polyline>
		<polyline points="299.5,166.2 299.6,166.3 299.6,166.3 299.7,166.4 299.8,166.4 299.8,166.5 299.9,166.6 300,166.6 
			300.1,166.7 300.1,166.8 300.2,166.9 300.3,167 300.3,167.2 300.4,167.3 300.5,167.4 300.5,167.5 300.6,167.6 300.6,167.7 
			300.6,167.8 300.7,167.9 300.7,168 300.7,168.1 300.7,168.2 300.7,168.3 300.7,168.3 300.7,168.4 300.7,168.4" class="st0"></polyline>
		<polyline points="300.3,168.4 300.3,168.3 300.3,168.2 300.3,168.1 300.3,168 300.2,167.9 300.2,167.8 300.1,167.7 
			300.1,167.6 300,167.5 300,167.4 299.9,167.2 299.8,167.1 299.8,167 299.7,166.9 299.6,166.8 299.5,166.8 299.5,166.7 
			299.4,166.6" class="st0"></polyline>
		<polyline points="300.4,168.5 300.3,168.4 300.3,168.3 300.3,168.2 300.2,168 300.2,167.9 300.1,167.8 300.1,167.6 
			300,167.5 299.9,167.4 299.9,167.2 299.8,167.1 299.7,167 299.6,166.8 299.5,166.7 299.4,166.6 299.3,166.5" class="st0"></polyline>
		<polyline points="300.4,168.6 300.4,168.6 300.4,168.5 300.4,168.4 300.4,168.4 300.4,168.3 300.4,168.2 300.4,168.1 
			300.3,168 300.3,167.9 300.2,167.8 300.2,167.7 300.1,167.6 300.1,167.4 300,167.3 299.9,167.2 299.9,167.1 299.8,167 
			299.7,166.9 299.7,166.8 299.6,166.7 299.5,166.7 299.4,166.6 299.4,166.5 299.3,166.5 299.2,166.4 299.2,166.4" class="st0"></polyline>
		<polyline points="300,168.5 300,168.4 300,168.3 300,168.2 299.9,168.1 299.9,168 299.8,167.9 299.8,167.8 
			299.8,167.7 299.7,167.6 299.6,167.5 299.6,167.4 299.5,167.3 299.4,167.2 299.4,167.1 299.3,167 299.2,166.9 299.1,166.8 
			299.1,166.8" class="st0"></polyline>
		<polyline points="300.5,168.8 300.6,168.8 300.6,168.8 300.6,168.7 300.6,168.6 300.6,168.6 300.6,168.5 300.6,168.4 
			300.6,168.3 300.6,168.1 300.5,168 300.5,167.9 300.4,167.8 300.4,167.6 300.3,167.5 300.3,167.4 300.2,167.2 300.1,167.1 
			300,167 299.9,166.8 299.8,166.7 299.7,166.6 299.6,166.5 299.5,166.4 299.4,166.3 299.3,166.2 299.2,166.2 299.2,166.1 
			299.1,166.1 299,166.1 299,166.2" class="st0"></polyline>
		<polyline points="300,168.8 300,168.7 300,168.6 300,168.4 300,168.3 299.9,168.2 299.9,168.1 299.8,167.9 
			299.7,167.8 299.7,167.7 299.6,167.5 299.5,167.4 299.4,167.3 299.4,167.2 299.3,167 299.2,166.9 299.1,166.8 299,166.7 
			298.9,166.7" class="st0"></polyline>
		<polyline points="300,168.8 300.1,168.7 300.1,168.7 300.1,168.6 300.1,168.6 300.1,168.5 300.1,168.4 300,168.3 
			300,168.2 300,168.1 299.9,168 299.9,167.9 299.9,167.8 299.8,167.7 299.7,167.6 299.7,167.5 299.6,167.4 299.6,167.3 
			299.5,167.2 299.4,167.1 299.3,167 299.3,166.9 299.2,166.8 299.1,166.8 299.1,166.7 299,166.7 298.9,166.6 298.9,166.6" class="st0"></polyline>
		<polyline points="299.7,168.7 299.7,168.6 299.7,168.6 299.6,168.5 299.6,168.4 299.6,168.3 299.5,168.2 299.5,168.1 
			299.5,167.9 299.4,167.8 299.3,167.7 299.3,167.6 299.2,167.5 299.1,167.4 299.1,167.3 299,167.2 298.9,167.1 298.9,167.1 
			298.8,167" class="st0"></polyline>
		<line y2="167.4" x2="296.4" y1="167.5" x1="296.4" class="st0"></line>
		<line y2="167.7" x2="296.5" y1="167.8" x1="296.6" class="st0"></line>
		<polyline points="300.2,169 300.2,169 300.3,168.9 300.3,168.9 300.3,168.8 300.3,168.7 300.3,168.6 300.3,168.5 
			300.3,168.4 300.2,168.3 300.2,168.2 300.2,168.1 300.1,167.9 300.1,167.8 300,167.7 299.9,167.5 299.9,167.4 299.8,167.3 
			299.7,167.1 299.6,167 299.5,166.9 299.5,166.8 299.4,166.7 299.3,166.6 299.2,166.5 299.1,166.4 299,166.4 298.9,166.4 
			298.9,166.3 298.8,166.3 298.7,166.3 298.7,166.3 298.6,166.3" class="st0"></polyline>
		<polyline points="298.6,166.8 298.7,166.9 298.8,167 298.9,167.1 299,167.2 299,167.3 299.1,167.4 299.2,167.6 
			299.3,167.7 299.3,167.8 299.4,168 299.5,168.1 299.5,168.2 299.6,168.4 299.6,168.5 299.7,168.6 299.7,168.7 299.7,168.8 
			299.7,168.9" class="st0"></polyline>
		<polyline points="296.9,167.8 297.1,167.9 297.2,168 297.3,168.1 297.4,168.3 297.5,168.4 297.6,168.5 297.6,168.6 
			297.7,168.8 297.8,168.9 297.8,169 297.9,169.2 297.9,169.3 298,169.4 298,169.5 298,169.6 298,169.7 298,169.8 298,169.9 
			298,170 298,170 298,170.1 298,170.1 297.9,170.1" class="st0"></polyline>
		<polyline points="296.9,167.8 297.3,168.5 297.4,168.6 297.4,168.7 297.5,168.8 297.6,168.9 297.6,169 297.7,169.1 
			297.7,169.2 297.7,169.3 297.7,169.4 297.8,169.5 297.8,169.6 297.8,169.7 297.8,169.8 297.8,169.8 297.8,169.9 297.8,169.9" class="st0"></polyline>
		<polyline points="296.9,167.6 297,167.6 297.1,167.6 297.1,167.7 297.2,167.8 297.3,167.8 297.3,167.9 297.4,168 
			297.5,168.1 297.5,168.2 297.6,168.3 297.7,168.4 297.7,168.5 297.8,168.6 297.9,168.7 297.9,168.8 298,168.9 298,169 298,169.1 
			298.1,169.2 298.1,169.3 298.1,169.4 298.1,169.5 298.1,169.6 298.1,169.6 298.1,169.7 298.1,169.7" class="st0"></polyline>
		<polyline points="297,167.6 297.1,167.7 297.2,167.8 297.2,167.9 297.3,168 297.4,168.1 297.5,168.3 297.6,168.4 
			297.7,168.5 297.7,168.7 297.8,168.8 297.9,168.9 297.9,169.1 298,169.2 298,169.3 298,169.4 298.1,169.5 298.1,169.7 
			298.1,169.7" class="st0"></polyline>
		<polyline points="297.1,167.8 297.2,167.8 297.3,167.9 297.4,168 297.4,168.1 297.5,168.2 297.6,168.3 297.6,168.4 
			297.7,168.5 297.7,168.6 297.8,168.7 297.9,168.8 297.9,168.9 297.9,169.1 298,169.2 298,169.3 298,169.3 298.1,169.4 
			298.1,169.5" class="st0"></polyline>
		<polyline points="297.3,167 297.4,167 297.4,166.9 297.5,167 297.6,167 297.7,167 297.7,167.1 297.8,167.1 
			297.9,167.2 298,167.3 298.1,167.4 298.1,167.5 298.2,167.6 298.3,167.7 298.4,167.8 298.5,167.9 298.6,168.1 298.6,168.2 
			298.7,168.3 298.8,168.5 298.8,168.6 298.9,168.7 298.9,168.9 298.9,169 299,169.1 299,169.2 299,169.3 299,169.4 299,169.5 
			299,169.5 299,169.6 298.9,169.6 298.9,169.6" class="st0"></polyline>
		<polyline points="298.4,169.5 298.4,169.4 298.4,169.3 298.3,169.1 298.3,169 298.2,168.9 298.2,168.8 298.1,168.6 
			298,168.5 298,168.4 297.9,168.2 297.8,168.1 297.7,168 297.7,167.9 297.6,167.7 297.5,167.7 297.4,167.6 297.3,167.5" class="st0"></polyline>
		<polyline points="298.4,169.6 298.4,169.5 298.4,169.5 298.5,169.4 298.4,169.4 298.4,169.3 298.4,169.2 298.4,169.1 
			298.4,169 298.3,168.9 298.3,168.8 298.3,168.7 298.2,168.6 298.2,168.5 298.1,168.4 298,168.3 298,168.2 297.9,168.1 297.8,168 
			297.8,167.9 297.7,167.8 297.6,167.7 297.5,167.6 297.5,167.6 297.4,167.5 297.3,167.5 297.3,167.4 297.2,167.4" class="st0"></polyline>
		<polyline points="297,167.1 297.1,167.1 297.1,167.1 297.2,167.1 297.2,167.1 297.3,167.2 297.4,167.2 297.5,167.3 
			297.6,167.3 297.7,167.4 297.7,167.5 297.8,167.6 297.9,167.7 298,167.8 298.1,168 298.2,168.1 298.2,168.2 298.3,168.4 
			298.4,168.5 298.4,168.6 298.5,168.8 298.5,168.9 298.6,169 298.6,169.1 298.6,169.3 298.7,169.4 298.7,169.5 298.7,169.5 
			298.7,169.6 298.7,169.7 298.6,169.7 298.6,169.8 298.6,169.8" class="st0"></polyline>
		<polyline points="298.2,166.9 298.3,166.9 298.3,167 298.4,167 298.5,167.1 298.6,167.2 298.6,167.2 298.7,167.3 
			298.8,167.4 298.8,167.5 298.9,167.6 299,167.7 299,167.8 299.1,167.9 299.2,168 299.2,168.1 299.3,168.2 299.3,168.4 
			299.3,168.5 299.4,168.6 299.4,168.7 299.4,168.7 299.4,168.8 299.4,168.9 299.4,169 299.4,169 299.4,169.1 299.4,169.1" class="st0"></polyline>
		<polyline points="298.3,167 298.4,167.1 298.5,167.2 298.5,167.3 298.6,167.4 298.7,167.5 298.8,167.6 298.9,167.7 
			299,167.9 299,168 299.1,168.1 299.2,168.3 299.2,168.4 299.3,168.5 299.3,168.7 299.3,168.8 299.4,168.9 299.4,169 299.4,169.1" class="st0"></polyline>
		<polyline points="298.4,167.1 298.5,167.2 298.6,167.3 298.6,167.3 298.7,167.4 298.8,167.5 298.9,167.6 298.9,167.7 
			299,167.8 299,167.9 299.1,168.1 299.2,168.2 299.2,168.3 299.2,168.4 299.3,168.5 299.3,168.6 299.3,168.7 299.4,168.8 
			299.4,168.9" class="st0"></polyline>
		<polyline points="297.9,167.1 297.9,167.1 298,167.1 298.1,167.2 298.1,167.2 298.2,167.3 298.3,167.4 298.3,167.4 
			298.4,167.5 298.5,167.6 298.5,167.7 298.6,167.8 298.7,167.9 298.7,168 298.8,168.1 298.9,168.2 298.9,168.4 298.9,168.5 
			299,168.6 299,168.7 299,168.8 299.1,168.9 299.1,168.9 299.1,169 299.1,169.1 299.1,169.2 299.1,169.2 299.1,169.3" class="st0"></polyline>
		<polyline points="298.7,169.2 298.7,169.1 298.7,169 298.7,168.9 298.6,168.8 298.6,168.7 298.6,168.6 298.5,168.5 
			298.5,168.4 298.4,168.3 298.3,168.2 298.3,168.1 298.2,168 298.1,167.9 298.1,167.8 298,167.7 297.9,167.6 297.9,167.5 
			297.8,167.5" class="st0"></polyline>
		<polyline points="299.2,169.5 299.3,169.4 299.3,169.4 299.3,169.4 299.3,169.3 299.3,169.2 299.3,169.1 299.3,169 
			299.3,168.9 299.3,168.8 299.2,168.7 299.2,168.6 299.1,168.4 299.1,168.3 299,168.2 299,168 298.9,167.9 298.8,167.8 
			298.7,167.6 298.6,167.5 298.5,167.4 298.4,167.2 298.3,167.1 298.2,167 298.1,167 298,166.9 298,166.8 297.9,166.8 297.8,166.8 
			297.7,166.8" class="st0"></polyline>
		<polyline points="298.7,169.4 298.7,169.3 298.7,169.2 298.7,169.1 298.7,169 298.6,168.9 298.6,168.7 298.5,168.6 
			298.4,168.5 298.4,168.3 298.3,168.2 298.2,168.1 298.1,167.9 298.1,167.8 298,167.7 297.9,167.6 297.8,167.5 297.7,167.4 
			297.6,167.3" class="st0"></polyline>
		<polyline points="298.7,169.4 298.8,169.4 298.8,169.4 298.8,169.3 298.8,169.2 298.8,169.2 298.8,169.1 298.7,169 
			298.7,168.9 298.7,168.8 298.6,168.7 298.6,168.6 298.6,168.5 298.5,168.4 298.5,168.3 298.4,168.1 298.3,168 298.3,167.9 
			298.2,167.8 298.1,167.7 298,167.7 298,167.6 297.9,167.5 297.8,167.4 297.8,167.4 297.7,167.3 297.6,167.3 297.6,167.2" class="st0"></polyline>
		<polyline points="296.9,167.8 296.9,168 297,168.1 297.1,168.3 297.2,168.4 297.2,168.5 297.3,168.7 297.4,168.9 
			297.5,169.1 297.6,169.2 297.7,169.4 297.7,169.6 297.7,169.7 297.8,169.8" class="st0"></polyline>
		<polyline points="296.9,167.8 297.3,168.5 297.3,168.6 297.4,168.7 297.5,168.8 297.5,168.9 297.6,169.1 297.6,169.2 
			297.6,169.3 297.7,169.4 297.7,169.5 297.7,169.6 297.7,169.6 297.7,169.7" class="st0"></polyline>
		<line y2="166.2" x2="299.9" y1="166.2" x1="300" class="st0"></line>
		<polyline points="298.4,169.4 298.4,169.3 298.4,169.2 298.3,169.1 298.3,169 298.3,168.9 298.2,168.8 298.2,168.7 
			298.2,168.6 298.1,168.5 298,168.4 298,168.3 297.9,168.2 297.9,168.1 297.8,168 297.7,167.9 297.6,167.8 297.6,167.7 
			297.5,167.7" class="st0"></polyline>
		<polyline points="298,166.6 298,166.6 298.1,166.6 298.2,166.6 298.2,166.6 298.3,166.7 298.4,166.7 298.5,166.8 
			298.5,166.8 298.6,166.9 298.7,167 298.8,167.1 298.9,167.2 299,167.3 299.1,167.5 299.1,167.6 299.2,167.7 299.3,167.9 
			299.3,168 299.4,168.1 299.5,168.3 299.5,168.4 299.6,168.5 299.6,168.6 299.6,168.8 299.6,168.9 299.6,169 299.7,169.1 
			299.6,169.1 299.6,169.2 299.6,169.2 299.6,169.3 299.6,169.3" class="st0"></polyline>
		<line y2="169.8" x2="298.6" y1="169.8" x1="298.7" class="st0"></line>
		<polyline points="298.3,166.5 298.4,166.5 298.4,166.5 298.5,166.5 298.5,166.5 298.6,166.5 298.7,166.6 298.8,166.6 
			298.9,166.7 299,166.8 299,166.9 299.1,167 299.2,167.1 299.3,167.2 299.4,167.3 299.5,167.4 299.5,167.6 299.6,167.7 
			299.7,167.8 299.7,168 299.8,168.1 299.8,168.2 299.9,168.4 299.9,168.5 299.9,168.6 300,168.7 300,168.8 300,168.9 300,169 
			300,169 299.9,169.1 299.9,169.1 299.9,169.1" class="st0"></polyline>
		<polyline points="298.5,166.7 298.6,166.8 298.6,166.8 298.7,166.8 298.8,166.9 298.8,167 298.9,167 299,167.1 
			299.1,167.2 299.1,167.3 299.2,167.4 299.3,167.5 299.3,167.6 299.4,167.7 299.4,167.8 299.5,167.9 299.6,168 299.6,168.1 
			299.6,168.2 299.7,168.3 299.7,168.4 299.7,168.5 299.7,168.6 299.8,168.7 299.8,168.8 299.8,168.8 299.7,168.9 299.7,168.9" class="st0"></polyline>
		<line y2="169" x2="295.5" y1="169.7" x1="294.3" class="st0"></line>
		<polyline points="299,169.1 299,169 299,168.9 299,168.8 299,168.7 298.9,168.6 298.9,168.5 298.9,168.4 298.8,168.3 
			298.8,168.2 298.7,168.1 298.6,168 298.6,167.8 298.5,167.7 298.4,167.6 298.4,167.6 298.3,167.5 298.2,167.4 298.1,167.3" class="st0"></polyline>
		<line y2="166" x2="299.3" y1="166" x1="299.3" class="st0"></line>
		<polyline points="299.1,169.3 299.1,169.2 299,169.1 299,168.9 299,168.8 298.9,168.7 298.9,168.6 298.8,168.4 
			298.8,168.3 298.7,168.2 298.6,168 298.6,167.9 298.5,167.8 298.4,167.6 298.3,167.5 298.2,167.4 298.1,167.3 298,167.2" class="st0"></polyline>
		<polyline points="294.8,168.1 295,168.3 295.2,168.5 295.3,168.6 295.4,168.8 295.5,169.1 295.7,169.3 295.9,169.6 
			296,169.8 296.1,170.1 296.2,170.4 296.3,170.7 296.3,171 296.4,171.4" class="st0"></polyline>
		<polyline points="296.4,171.3 295.2,171.9 295.1,172 295,172.1 294.9,172.3 294.8,172.4 294.7,172.5 294.7,172.6 
			294.7,172.6 294.7,172.7" class="st0"></polyline>
		<polyline points="293.1,169 293.1,169.1 293,169.1 293,169.2 293.1,169.4 293.1,169.5 293.1,169.6 293.1,169.8 
			293.2,169.9 293.2,170.1 293.3,170.2 293.3,170.4 293.4,170.5 293.5,170.7 293.6,170.8 293.7,171 293.8,171.1 293.8,171.3 
			293.9,171.4 294,171.5 294.1,171.6 294.2,171.7 294.3,171.8 294.4,171.9 294.5,171.9 294.6,172" class="st0"></polyline>
		<polyline points="297.3,168.7 297.3,168.8 297.4,169 297.4,169.1" class="st0"></polyline>
		<line y2="168.5" x2="297.1" y1="168.6" x1="297.2" class="st0"></line>
		<polyline points="297.1,168.4 297,168.2 296.9,168.1 296.9,168.1 296.8,168" class="st0"></polyline>
		<line y2="167.8" x2="296.6" y1="167.9" x1="296.7" class="st0"></line>
		<polyline points="300.7,168.2 300.7,168.1 300.6,168.1 300.6,168 300.6,167.9 300.6,167.7 300.5,167.6 300.5,167.5 
			300.4,167.4 300.4,167.3 300.3,167.2 300.2,167.1 300.2,167 300.1,166.9 300,166.8 299.9,166.7 299.9,166.6 299.8,166.5 
			299.7,166.4" class="st0"></polyline>
		<polyline points="297.6,169.7 297.6,169.8 297.6,169.9 297.6,169.9" class="st0"></polyline>
		<polyline points="293,168.2 293.1,168.5 293.2,168.7 293.3,168.9 293.5,169 293.7,169.2 293.9,169.4 294.1,169.5 
			294.3,169.7 294.3,170 294.4,170.3 294.5,170.6 294.6,170.8 294.7,171.1 294.8,171.4 295,171.6 295.2,171.9" class="st0"></polyline>
		<polyline points="298.3,170 298.3,169.9 298.3,169.9 298.3,169.8 298.3,169.8 298.4,169.7 298.3,169.6 298.3,169.5 
			298.3,169.4 298.3,169.3 298.3,169.2 298.2,169.1 298.2,168.9 298.1,168.8 298,168.7 298,168.5 297.9,168.4 297.8,168.3 
			297.7,168.1 297.7,168 297.6,167.9 297.5,167.8 297.4,167.7 297.3,167.6 297.2,167.5 297.2,167.4 297.1,167.4 297,167.3 
			296.9,167.3 296.9,167.3 296.8,167.3 296.7,167.3 296.7,167.3" class="st0"></polyline>
		<line y2="168.8" x2="300.6" y1="168.8" x1="300.6" class="st0"></line>
		<polyline points="297.5,169.2 297.5,169.3 297.6,169.4 297.6,169.6" class="st0"></polyline>
		<polyline points="292.9,169 292.8,169 292.8,169.1 292.7,169.1 292.7,169.2 292.7,169.3 292.7,169.4 292.7,169.5 
			292.7,169.7 292.8,169.8 292.8,169.9 292.8,170.1 292.9,170.2 292.9,170.4 293,170.5 293.1,170.7 293.2,170.9 293.2,171 
			293.3,171.2 293.4,171.3 293.5,171.4 293.6,171.6 293.7,171.7 293.8,171.8 293.9,171.9 294,172 294.1,172 294.1,172.1 
			294.2,172.1 294.3,172.2 294.4,172.2 294.4,172.2 294.5,172.1" class="st0"></polyline>
		<line y2="169" x2="292.5" y1="169.1" x1="292.5" class="st0"></line>
		<polyline points="294.1,172.3 294,172.2 293.9,172.1 293.8,172 293.7,171.9 293.6,171.7 293.5,171.6 293.4,171.4 
			293.3,171.3 293.2,171.1 293.1,170.9 293,170.7 292.9,170.5 292.8,170.4 292.7,170.2 292.7,170 292.6,169.8 292.6,169.7 
			292.6,169.5 292.6,169.3 292.5,169.2 292.5,169 292.5,168.9 292.6,168.8 292.6,168.7 292.7,168.6 292.8,168.5 292.9,168.4 
			293,168.2 294.2,167.6 294.4,167.8 294.6,167.9 294.8,168.1" class="st1"></polyline>
		<polyline points="297.8,170.1 297.8,170.2 297.9,170.2 297.9,170.1 298,170.1 298,170.1 298.1,170 298.1,170 
			298.1,169.9 298.1,169.8 298.1,169.7" class="st1"></polyline>
		<polyline points="298,166.6 298.1,166.6 298.2,166.6 298.2,166.6 298.3,166.6 298.4,166.6 298.4,166.7 298.5,166.8 
			298.6,166.8" class="st1"></polyline>
		<polyline points="297.8,169.8 297.8,170 297.8,170.1 297.7,170.2 297.7,170.2" class="st1"></polyline>
		<line y2="167.7" x2="297.5" y1="167.6" x1="297.4" class="st1"></line>
		<polyline points="297.2,167.1 297.3,167 297.3,167 297.4,166.9 297.5,166.9 297.6,166.9 297.7,167 297.8,167 
			297.9,167.1 298,167.2" class="st1"></polyline>
		<polyline points="300.4,168.8 300.4,168.8 300.5,168.8 300.5,168.8 300.6,168.8 300.6,168.8 300.7,168.7 300.7,168.7 
			300.7,168.6 300.7,168.5 300.7,168.4 300.7,168.2" class="st1"></polyline>
		<polyline points="297.6,167.3 297.6,167.2 297.5,167.2 297.4,167.1 297.3,167.1 297.2,167.1 297.2,167.1 297.1,167.1 
			297.1,167.1" class="st1"></polyline>
		<line y2="167.3" x2="298.1" y1="167.3" x1="298.1" class="st1"></line>
		<polyline points="298.4,169.4 298.4,169.6 298.4,169.7 298.4,169.7 298.4,169.8 298.4,169.9 298.4,169.9 298.3,169.9 
			298.3,170 298.2,170 298.2,170 298.1,170" class="st1"></polyline>
		<polyline points="299.3,166.5 299.2,166.4 299.1,166.3 299,166.3 298.9,166.3 298.8,166.3 298.8,166.3 298.7,166.3" class="st1"></polyline>
		<polyline points="299,169.1 299.1,169.3 299.1,169.3 299.1,169.4 299.1,169.5 299,169.5 299,169.6 299,169.6 
			298.9,169.6 298.9,169.7 298.8,169.7 298.8,169.7" class="st1"></polyline>
		<polyline points="299.4,169.1 299.4,169.2 299.4,169.3 299.4,169.3 299.4,169.4 299.3,169.4 299.3,169.4" class="st1"></polyline>
		<line y2="168.9" x2="299.4" y1="168.9" x1="299.4" class="st1"></line>
		<polyline points="299.6,169.3 299.5,169.3 299.5,169.3 299.4,169.3" class="st1"></polyline>
		<polyline points="299.7,168.7 299.7,168.9 299.7,169 299.7,169.1 299.7,169.2 299.7,169.2 299.7,169.3 299.6,169.3" class="st1"></polyline>
		<polyline points="299.9,169.1 299.8,169.2 299.8,169.2 299.7,169.2" class="st1"></polyline>
		<polyline points="300.7,168.6 300.8,168.6 300.8,168.5 300.8,168.5 300.8,168.5 300.9,168.2 300.9,168.2 300.9,168.1 
			300.9,168 300.9,167.9 300.9,167.9 300.9,167.8 300.9,167.7 300.8,167.6 300.8,167.5 300.8,167.4 300.7,167.2 300.7,167.1 
			300.6,167 300.6,166.9 300.5,166.8 300.4,166.7 300.4,166.6 300.3,166.5 300.2,166.4 300.2,166.4 300.1,166.3 300,166.3 
			300,166.2 299.9,166.2 299.9,166.1" class="st1"></polyline>
		<polyline points="296.9,167.2 297,167.2 297,167.1" class="st1"></polyline>
		<line y2="168.6" x2="300" y1="168.5" x1="300" class="st1"></line>
		<polyline points="296.3,167.5 296.4,167.4 296.5,167.4 296.5,167.4 296.6,167.4 296.7,167.4 296.7,167.5 296.8,167.5 
			296.9,167.6 297,167.6" class="st1"></polyline>
		<polyline points="296.6,167.4 296.6,167.3 296.7,167.3" class="st1"></polyline>
		<polyline points="297.3,167.5 297.2,167.4 297.1,167.3 297.1,167.3 297,167.3 296.9,167.3 296.9,167.2 296.8,167.3 
			296.7,167.3" class="st1"></polyline>
		<polyline points="297.7,166.8 297.8,166.8 297.8,166.8 297.9,166.8 298,166.8 298,166.8 298.1,166.9 298.2,166.9 
			298.3,167" class="st1"></polyline>
		<polyline points="298.4,166.4 298.4,166.4 298.5,166.4 298.5,166.4 298.6,166.4 298.7,166.5 298.8,166.5 298.9,166.6 
			298.9,166.7" class="st1"></polyline>
		<polyline points="298,166.6 297.9,166.7 297.9,166.7" class="st1"></polyline>
		<polyline points="294.3,172.4 294.5,172.6 294.7,172.7 295.9,172.1 296,172 296.1,171.8 296.2,171.7 296.3,171.6 
			296.3,171.5 296.4,171.4 296.4,171.4 296.4,171.1 296.3,171 296.3,170.8 296.3,170.7 296.3,170.5 296.2,170.4 296.1,170.2 
			296.1,170 296,169.8 295.9,169.6 295.8,169.4 295.7,169.3 295.6,169.1 295.5,168.9 295.4,168.8 295.3,168.6 295.2,168.5 
			295.1,168.3 295,168.2 294.9,168.1" class="st1"></polyline>
		<polyline points="297.6,166.9 297.6,166.8 297.7,166.8" class="st1"></polyline>
		<polyline points="298.6,166.3 298.6,166.4 298.5,166.4" class="st1"></polyline>
		<polyline points="298.4,169.8 298.5,169.8 298.5,169.8 298.6,169.8 298.7,169.8 298.7,169.7 298.7,169.7 298.7,169.7 
			298.7,169.6 298.7,169.5 298.7,169.4" class="st1"></polyline>
		<polyline points="298.2,166.6 298.3,166.5 298.3,166.5" class="st1"></polyline>
		<polyline points="300.1,169 300.1,169 300.2,169 300.2,169 300.3,168.9 300.3,168.9 300.3,168.9 300.4,168.8 
			300.4,168.8 300.4,168.7 300.4,168.6 300.3,168.4" class="st1"></polyline>
		<polyline points="300,168.8 300,168.8 300,168.9 300,169 300,169 300,169.1 299.9,169.1" class="st1"></polyline>
		<polyline points="299.2,169.5 299.2,169.5 299.1,169.5 299.1,169.5" class="st1"></polyline>
		<polyline points="299.6,166.3 299.5,166.3 299.4,166.2 299.3,166.1 299.3,166.1 299.2,166.1 299.1,166.1 299.1,166.1 
			299,166.1" class="st1"></polyline>
		<polyline points="298.9,166.3 298.9,166.2 299,166.2" class="st1"></polyline>
		<polyline points="300,166.2 299.9,166.2 299.8,166.1 299.7,166.1 299.5,166 299.4,166 299.3,166 299.3,166 
			299.2,166.1 299.2,166.1" class="st1"></polyline>
		<polyline points="294.5,172.1 294.5,172.1 294.6,172.1 294.6,172 294.6,171.9 294.6,171.8 294.6,171.7 294.6,171.6 
			294.6,171.5 294.6,171.3 294.5,171.2 294.5,171.1 294.4,170.9 294.4,170.7 294.3,170.6 294.3,170.4 294.2,170.3 294.1,170.1 
			294,170 293.9,169.8 293.8,169.7 293.7,169.6 293.6,169.4 293.5,169.3 293.5,169.2 293.4,169.2 293.3,169.1 293.2,169 293.1,169 
			293,169 293,169 292.9,169 292.9,169" class="st1"></polyline>
	</g>
	<g id="ID_1444">
		<line y2="168.4" x2="296.2" y1="168.1" x1="296.7" class="st0"></line>
		<line y2="172.8" x2="297.7" y1="172.9" x1="297.6" class="st0"></line>
		<polyline points="297.2,173.1 297.3,173 297.4,172.9 297.5,172.8 297.5,172.6 297.5,172.4 297.5,172.2 297.5,171.9 
			297.5,171.6 297.4,171.4 297.4,171 297.3,170.7 297.2,170.4 297,170.1 296.9,169.7 296.7,169.4 296.6,169 296.4,168.7 
			296.2,168.4 296,168.1 295.8,167.8 295.6,167.5 295.4,167.2 295.2,167 295,166.8 294.8,166.6 294.6,166.4 294.4,166.3 
			294.3,166.2 294.1,166.2 293.9,166.2 293.8,166.2 293.7,166.2" class="st0"></polyline>
		<polyline points="295.6,172.2 295.7,172.3 295.9,172.5 296.1,172.7 296.3,172.9 296.5,173 296.7,173.1 296.8,173.1 
			297,173.1 297.1,173.1 297.2,173.1 297.7,172.8 297.8,172.8 297.9,172.6 298,172.5 298,172.3 298.1,172.1 298.1,171.9 298,171.7 
			298,171.4 298,171.1 297.9,170.8 297.8,170.5 297.7,170.1 297.5,169.8 297.4,169.4 297.3,169.1 297.1,168.8 296.9,168.4 
			296.7,168.1 296.5,167.8 296.3,167.5 296.1,167.2 295.9,167 295.7,166.7 295.5,166.5 295.3,166.3 295.1,166.2 294.9,166.1 
			294.8,166 294.6,165.9 294.5,165.9 294.3,165.9 294.2,166 293.7,166.2 293.6,166.3 293.5,166.4 293.5,166.6 293.4,166.7 
			293.4,166.9 293.4,167.2 293.4,167.4 293.4,167.7 293.5,168" class="st1"></polyline>
		<polyline points="296.3,170.8 296.3,170.7 296.3,170.6 296.3,170.5 296.3,170.3 296.2,170.2 296.2,170.1 296.1,170 
			296.1,169.8 296,169.7 296,169.5 295.9,169.4 295.8,169.3 295.8,169.1 295.7,169 295.6,168.9 295.5,168.8 295.4,168.7 
			295.4,168.6 295.3,168.5 295.2,168.4 295.1,168.4" class="st1"></polyline>
	</g>
</g>
<g id="ID_1416">
	<polyline points="378.5,130.6 378.2,130.5 377.8,130.1 377.4,129.6 377.1,129 376.8,128.4 376.6,127.8 376.6,127.3 
		376.7,127" class="st0"></polyline>
	<polyline points="378.5,120.9 378.9,121.6 379.2,122 379.2,122" class="st0"></polyline>
	<polyline points="378.8,121.3 378.5,120.9 377.5,118.9 376.7,116.9 376.2,115.5" class="st0"></polyline>
	<line y2="67.8" x2="370.4" y1="70.8" x1="370.8" class="st0"></line>
	<polyline points="371.3,106.2 371.2,106.4 370.5,106.8 369.4,107.5" class="st0"></polyline>
	<polyline points="369.9,106.7 369.6,106.8 368.9,107" class="st0"></polyline>
	<polyline points="360.5,68.7 360.3,68.8 360.3,69.2 360.4,69.9 360.7,70.6 361.1,71.3 361.5,71.9 361.9,72.3 
		362.2,72.4" class="st0"></polyline>
	<polyline points="367.3,97.6 366.7,98.4 366.1,98.6 365.7,98.4" class="st0"></polyline>
	<line y2="101.2" x2="368.5" y1="102" x1="368.6" class="st0"></line>
	<polyline points="369.1,101.4 368.9,101.9 368.2,103.2 368,103.5" class="st0"></polyline>
	<line y2="102.8" x2="368.2" y1="103.2" x1="368.2" class="st0"></line>
	<line y2="106.2" x2="368" y1="106.5" x1="367.7" class="st0"></line>
	<line y2="107.3" x2="368.3" y1="107.5" x1="368.1" class="st0"></line>
	<polyline points="368.7,108 369.1,108.3 369.5,108.4 369.9,108.3 370.9,107.7 371.5,107.3 371.7,107.1" class="st0"></polyline>
	<polyline points="369.2,108.6 369.7,108.8 370.2,108.7 371.2,108.1 371.8,107.6 372,107.4" class="st0"></polyline>
	<polyline points="369.9,108.3 370.2,108.7 371,109.1 371.5,109.9" class="st0"></polyline>
	<polyline points="369.5,97.4 369.7,98.5 369.4,99.7 368.5,101.2 368.1,101.9 367.9,102.4 367.6,103.8 367.5,104.9 
		367.6,105.7 367.7,106.5 368.1,107.5 368.3,108.1 368.7,108.7 369.1,109.2 369.6,109.5 370.6,110 371,110 371.5,109.9 372.6,109.2 
		373.2,108.8 373.4,108.7" class="st0"></polyline>
	<line y2="94.2" x2="362.5" y1="94.3" x1="361.8" class="st0"></line>
	<line y2="94.6" x2="364" y1="99.9" x1="353.6" class="st0"></line>
	<polyline points="363.2,54.8 364,55.6 365.7,57.5 367.2,59.6 367.3,59.7 371.8,62.6" class="st0"></polyline>
	<polyline points="370.4,67.8 369.7,64.9 368.6,62.2 367.3,59.7 365.8,57.6 364.2,55.7 363.3,54.9" class="st0"></polyline>
	<polyline points="370.5,68.4 370.1,66.6 369.3,64 368.6,62.2 367.2,59.6" class="st0"></polyline>
	<line y2="73.7" x2="375.1" y1="70.9" x1="370.8" class="st0"></line>
	<polyline points="363.1,94.4 365.1,91.8 366.8,89.1 368.2,86.2 369.3,83.2 370.1,80.2 370.7,77.1 370.9,74 370.8,70.9 
		370.8,70.8" class="st0"></polyline>
	<line y2="94.2" x2="362.6" y1="99.4" x1="352.3" class="st0"></line>
	<polyline points="366.6,96.4 364,94.6 363.1,94.4 362.6,94.2 362.5,94.2 352.2,99.4" class="st0"></polyline>
	<polyline points="364.1,87.4 362.9,85.8 361.2,84.4 359.2,83.2 356.9,82.2 355.7,81.6 354.5,80.6 351.6,77.9 
		350.9,77.1 350.5,76.2 350.7,75.5" class="st0"></polyline>
	<polyline points="363.2,81.9 361.9,79.6 360.3,77.4 358.3,75.5 355.9,73.8 355.1,73.4 354.4,73.2 353.7,73.2 
		353.2,73.3 350.8,74.4 350,75 349.8,75.5 349.8,76.1 349.9,76.7 350.2,77.3 350.7,77.9 351.2,78.4 354.1,81.1 354.9,81.7 
		355.6,82.3 356.4,82.8 357.2,83.1 359.5,84.1 361.5,85.3 363.1,86.7 364.2,88.3" class="st0"></polyline>
	<polyline points="355.9,73.8 356,73 356.3,72.2 356.5,71.8" class="st0"></polyline>
	<polyline points="352.4,71.2 352.6,71.6 352.7,72.5 353.2,73.3" class="st0"></polyline>
	<polyline points="352.4,71.2 352.6,71.6 350.1,72.7" class="st0"></polyline>
	<polyline points="350.8,74.4 350.3,73.6 350.1,72.7 349.9,72.2" class="st0"></polyline>
	<line y2="77.9" x2="351.6" y1="77" x1="352.3" class="st0"></line>
	<polyline points="356.9,83.6 358,84 358.2,84.2" class="st0"></polyline>
	<polyline points="352.3,77 355.3,79.8 354.5,80.6 355.7,81.6" class="st0"></polyline>
	<polyline points="350.7,78.8 350.8,78.7 350.9,78.7 351.2,78.4" class="st0"></polyline>
	<line y2="81.4" x2="353.8" y1="81.4" x1="353.7" class="st0"></line>
	<polyline points="365,85.5 364.7,83.1 363.8,80.6 362.6,78.2 360.9,76 358.8,74 356.3,72.2 355.3,71.7 354.3,71.4 
		353.4,71.4 352.6,71.6 350.1,72.7 349.4,73.1 348.9,73.7 348.6,74.4 348.6,75.3 348.8,76.2 349.3,77.1 350,78 350.8,78.7 
		353.8,81.4 353.8,81.4 354.1,81.1" class="st0"></polyline>
	<line y2="82.2" x2="356.9" y1="81.4" x1="357.9" class="st0"></line>
	<polyline points="357.2,83.1 357.5,83.7 358,84 359.7,84.7" class="st0"></polyline>
	<polyline points="358.2,62.3 357.9,61.3 357.4,60.5" class="st0"></polyline>
	<line y2="72.3" x2="361.9" y1="72" x1="362.5" class="st0"></line>
	<polyline points="365.1,78.8 364.8,77.8 364.1,76.9 363.9,76.9" class="st0"></polyline>
	<polyline points="364.3,75.6 364.9,76.4 365.5,77.1 365.8,78.1" class="st0"></polyline>
	<polygon points="364.5,74.6 364.5,75.2 364.3,75.6 364,75.8 363.6,75.9 363.1,75.7 362.6,75.3 362,74.8 361.4,74.1 
		360.8,73.3 360.2,72.3 359.7,71.4 359.2,70.3 358.9,69.3 358.6,68.4 358.4,67.5 358.3,66.8 358.4,66.2 358.6,65.7 358.9,65.5 
		359.3,65.5 359.7,65.6 360.3,66 360.8,66.5 361.5,67.2 362.1,68 362.6,69 363.2,70 363.6,71 364,72 364.3,72.9 364.5,73.8" class="st0"></polygon>
	<polyline points="357.8,63.6 357.9,62.9 358.2,62.3 358.5,62 359.1,61.7 359.7,61.7 360.4,61.8 361.3,62 362.1,62.5 
		363.1,63.2 364,64.1 364.8,65.2 365.6,66.4 366.1,67.9 366.3,69.3 366.4,70.7 366.2,71.9 365.9,73.1 365.6,74.1 365.3,75.4 
		364.9,76.4 364.5,76.8 364.1,76.9 363.5,76.6 362.9,76.1" class="st0"></polyline>
	<polyline points="366.8,75.5 366.4,74.7 365.6,74.1 365.4,73.2 365.1,72.2 364.7,71.2 364.3,70.2 363.8,69.2 
		363.2,68.2 362.6,67.3 362,66.4 361.4,65.7 360.8,65 360.3,64.5 359.7,64.2 359.2,63.9 358.8,63.9 358.4,64 358.2,64.2 358,64.7 
		357.9,65.2 357.9,66" class="st0"></polyline>
	<polyline points="358.2,64.2 358.3,65 358.6,65.7" class="st0"></polyline>
	<polyline points="357.9,66 357.3,64.5 357,62.9 356.9,61.7 357.1,61 357.4,60.5 357.9,60 358.7,59.8 359.4,59.9 
		360.2,60.1 361.3,60.6 362.1,61.1 363,61.8 364,62.7 365.1,64.1 366,65.7 366.7,67.5 367,68.6 367.2,69.7" class="st0"></polyline>
	<polyline points="363.6,76.7 363.7,76.8 364.2,77.6 364.5,78.2 364.8,78.6 365.1,78.8 365.4,78.7 365.8,78.1 
		366.4,76.9 366.8,75.5 367.2,73.6 367.4,71.7" class="st0"></polyline>
	<polyline points="361.8,85.9 361.1,85.5 359.7,84.8 358.2,84.2 357.1,83.8 355.9,83.2 354.8,82.4 353.7,81.4 
		350.7,78.8 349.7,77.9 349,77 348.5,76 348.2,75.1 348.3,74.2 348.6,73.4 349.1,72.8 349.9,72.2 352.4,71.2 353.3,70.9 354.3,71 
		355.4,71.3 356.5,71.8 358.8,73.5 360.9,75.4 362.5,77.5" class="st0"></polyline>
	<polyline points="337.9,47.9 339.8,47.4 341.9,47.4 344.4,47.9 347.2,49 349,48.5 350.8,48.4 350.9,48.4 353.6,48.7 
		356.2,49.2 358.7,50.1 361,51.3" class="st0"></polyline>
	<polyline points="345.5,46.7 347.9,47.2 350.6,48.3 350.8,48.4" class="st0"></polyline>
	<line y2="49.3" x2="347.6" y1="49.1" x1="347.4" class="st0"></line>
	<polyline points="351,48.6 350.9,48.4 350.6,48.3 350.6,48.3 348.9,48.4 347.2,49" class="st0"></polyline>
	<polyline points="352.5,53.6 352.1,52.3 347.6,49.3 347.3,49.2 347.2,49" class="st0"></polyline>
	<polyline points="355.1,52.9 355.4,51.5 351,48.6 349.2,48.6 347.4,49.1 347.3,49.2 338.4,53.6" class="st0"></polyline>
	<polyline points="350.6,48.3 353.3,48.5 355.9,49.1 358.4,50" class="st0"></polyline>
	<polyline points="338.7,53.8 347.6,49.3 349.3,48.7 351,48.6" class="st0"></polyline>
	<line y2="100.9" x2="361.8" y1="106.5" x1="350.8" class="st0"></line>
	<polyline points="383.6,127.5 381.7,126.2 379.7,125.2 377.5,124.5 375.2,124 372.8,123.9 372.8,123.9 371.9,123.1 
		371,122.3 370.1,121.2 369.2,120 368.3,118.7 367.5,117.2 366.7,115.6 365.9,113.9 365.2,112.2 364.5,110.4 364,108.7 363.4,107 
		362.9,105.3 362.5,103.7 362.1,102.2 361.8,100.9 361.7,100.4" class="st0"></polyline>
	<polyline points="376.3,130.4 376.9,131.7 377.6,133.1 378.4,134.4 379.3,135.4 380.8,136.9 382,137.6 383.4,138 
		384.3,137.9 385,137.5 385.6,136.7 385.8,136 385.8,135.2 385.4,133.5 384.5,131.6 384,130.7 383,129.3 382.4,128.5" class="st0"></polyline>
	<line y2="129.7" x2="378.7" y1="130.1" x1="377.8" class="st0"></line>
	<line y2="123.9" x2="372.8" y1="128.7" x1="363.1" class="st0"></line>
	<line y2="124.9" x2="374.3" y1="123.9" x1="372.8" class="st0"></line>
	<polyline points="378.9,127 379.2,127.6 379.7,128.6 380.1,129.6 380.5,130.6 380.7,131.5 380.8,132.4 380.8,133 
		380.6,133.5 380.4,133.8 380.1,134 379.6,133.9 379.1,133.6 378.6,133.2 378,132.6 377.4,131.8 376.8,130.9 376.2,129.9 
		375.7,128.9 375.3,127.9 374.9,126.9 374.8,126.4" class="st0"></polyline>
	<polyline points="380.1,127.5 380.3,127.8 380.8,128.9 381.2,129.9 381.5,131 381.8,131.9 381.9,132.8 382,133.6 
		381.9,134.2 381.7,134.7 381.5,135 381.1,135.2 380.7,135.2 380.2,135 379.6,134.6" class="st0"></polyline>
	<line y2="133" x2="378.1" y1="132.6" x1="378" class="st0"></line>
	<polyline points="379.2,134.2 379.4,134.5 379.3,135.4" class="st0"></polyline>
	<polyline points="380.5,127.6 380.7,127.9 381.7,129 382.7,130.2 383.5,131.4 384.2,132.6 384.6,133.7 384.7,134.7 
		384.6,135.4 384.2,135.9 383.6,136.2 382.9,136.3 382.2,136.2 381.4,135.9 380.6,135.4" class="st0"></polyline>
	<line y2="126.8" x2="383" y1="125.8" x1="382.2" class="st0"></line>
	<line y2="129.4" x2="383.5" y1="128.4" x1="382.6" class="st0"></line>
	<polyline points="382.8,128.8 384.4,130.2 385.8,131.7 387,133.5 388.4,134.4" class="st0"></polyline>
	<polyline points="387,133.5 388.4,136.3 389.3,139.4 389.7,142.7 389.6,146.1 389,149.6 387.9,153 386.4,156.3 
		384.4,159.4 383.2,160.6 381.8,161.6" class="st0"></polyline>
	<polyline points="373.9,165.6 381.8,161.6 383.2,160.6 384.4,159.4" class="st0"></polyline>
	<polyline points="336.8,54.2 336.4,55.5 335.9,58.3 335.7,61.6 335.9,65.3 336.3,69.3 337,73.6 338,78.3 339.3,83.2 
		340.8,88.3 342.5,93.6 344.5,98.9 346.8,104.4 349.2,109.8 351.7,115.3 354.4,120.6 357.3,125.8 360.2,130.8 363.2,135.6 
		366.3,140.1 369.4,144.3 372.5,148.2 375.6,151.6 378.6,154.6 381.6,157.2 384.4,159.4 386,160.4 387,161.1" class="st0"></polyline>
	<polyline points="383.8,163.9 383.4,162.6 381.8,161.6 379,159.4 376,156.7 372.9,153.6 369.8,150.1 366.7,146.1 
		363.6,141.9 360.6,137.3 357.6,132.4 354.6,127.3 351.8,122 349.1,116.6 346.5,111.1 344.1,105.6 341.9,100.1 339.9,94.7 
		338.1,89.4 336.6,84.2 335.3,79.3 334.3,74.6 333.6,70.2 333.1,66.1 333,62.4 333.1,59.1 333.6,56.2 334.3,53.8 334.5,53.5" class="st0"></polyline>
	<polyline points="382.5,128.6 384.2,129.7 385.8,131.1 387.2,132.7 388.4,134.4 389.8,137.3 390.7,140.4 391.1,143.7 
		391,147.1 390.4,150.6 389.4,154 387.9,157.3 386,160.4 384.8,161.7 383.4,162.6 375.5,166.6" class="st0"></polyline>
	<polyline points="364.7,129.8 374.3,124.9 376.7,125 378.9,125.5 381.1,126.2 383.2,127.2 385.1,128.4" class="st0"></polyline>
	<polyline points="352.2,100.9 351.7,101.1 351.2,101.6 350.9,102.3 350.7,103.1 350.6,104.1 350.6,105.2 350.8,106.5 
		351,107.9 351.4,109.3 351.8,110.9 352.4,112.5 353,114.2 353.8,115.9 354.6,117.6 355.4,119.2 356.4,120.8 357.3,122.3 
		358.3,123.7 359.3,125 360.3,126.2 361.3,127.2 362.2,128 363.1,128.7 364.7,129.8 365.1,131.1" class="st0"></polyline>
	<polyline points="351.5,99.5 352.2,99.4 352.3,99.4 352.9,99.5 353.6,99.9 356.3,101.7 356.6,103" class="st0"></polyline>
	<line y2="101.7" x2="356.3" y1="96.4" x1="366.6" class="st0"></line>
	<line y2="100.6" x2="369.5" y1="100.6" x1="369.4" class="st0"></line>
	<polyline points="364.8,55.6 366.8,57 368.7,58.7 370.4,60.5 371.8,62.6 373.1,65.1 374.1,67.9 374.7,70.7 375.1,73.7 
		375,76.7 374.7,79.8 374.1,82.8 373.1,85.8 371.8,88.7 370.3,91.5 368.5,94.2 366.4,96.7 367.3,97.6" class="st0"></polyline>
	<polyline points="343.1,56.8 352.1,52.3 353.7,51.6 355.4,51.5 358.1,51.7 360.7,52.3 363.2,53.1 365.6,54.3" class="st0"></polyline>
	<polyline points="329,52.4 331,51.9 333.3,52 335.7,52.5 338.4,53.6 338.7,53.8 343.1,56.8 343.5,58.1" class="st0"></polyline>
	<polyline points="375.9,167.9 375.5,166.6 373.9,165.6 371,163.4 367.9,160.8 364.7,157.7 361.5,154.2 358.3,150.4 
		355,146.1 351.8,141.6 348.6,136.8 345.5,131.8 342.6,126.5 339.7,121.2 337,115.7 334.6,110.2 332.3,104.8 330.2,99.3 328.4,94 
		326.9,88.9 325.7,83.9 324.7,79.2 324.1,74.8 323.7,70.7 323.7,66.9 323.9,63.6 324.5,60.7 325.3,58.2 326.5,56.2 328,54.7 
		329.7,53.8" class="st0"></polyline>
	<polyline points="352.2,100.9 352.8,100.8 352.9,100.8 353.4,100.9 354,101.2 356.6,103 367.3,97.6 369.5,95 
		371.4,92.2 373,89.2 374.3,86.1 375.4,83 376,79.8 376.4,76.6 376.4,73.4 376.1,70.2 375.4,67.2 374.3,64.3 373,61.7 371.5,59.5 
		369.7,57.5 367.7,55.8 365.6,54.3 361,51.3 360.8,51.2 358.4,50 356.3,49.2 354.6,48.6 353.4,48.2 350.8,47.5 349.2,47.2 
		347.5,46.9 345.5,46.7 343.3,46.7 342.2,46.7 341,46.9 339.6,47.3 338.5,47.6 337.9,47.9 329,52.4 327.2,53.4 325.8,54.9 
		324.6,56.9 323.7,59.4 323.1,62.4 322.8,65.8 322.9,69.7 323.2,73.9 323.9,78.4 324.9,83.2 326.2,88.3 327.7,93.6 329.6,99 
		331.7,104.6 334,110.2 336.5,115.8 339.3,121.4 342.2,126.9 345.2,132.3 348.4,137.4 351.6,142.3 354.9,147 358.3,151.3 
		361.6,155.3 364.9,158.8 368.1,162 371.3,164.7 374.3,166.9 375.9,167.9 383.8,163.9 385.5,162.7 387,161.1 389,157.8 390.6,154.3 
		391.8,150.7 392.4,147 392.5,143.3 392,139.8 391.1,136.5 389.6,133.5 388.3,131.6 386.8,129.9 385.1,128.4 383.6,127.5 
		382.7,126.7" class="st1"></polyline>
	<line y2="129.2" x2="383.2" y1="128.7" x1="382.8" class="st1"></line>
	<line y2="126.7" x2="382.7" y1="128" x1="384.3" class="st1"></line>
	<polyline points="382.7,126.5 383.6,127.4 383.7,127.5" class="st1"></polyline>
	<line y2="129.2" x2="383.2" y1="128.7" x1="382.6" class="st1"></line>
	<polyline points="378.9,121.6 380.1,123.2 381.3,124.7 382.4,126.1 383.3,127.1" class="st1"></polyline>
	<polyline points="382.8,128.8 382.5,128.6 380.6,127.6 378.6,127 376.6,126.5 374.4,126.4 365.1,131.1 363.5,130 
		362.5,129.3 361.5,128.3 360.4,127.2 359.3,126 358.2,124.5 357.1,123 356.1,121.3 355.1,119.6 354.1,117.8 353.2,116 352.4,114.1 
		351.7,112.3 351.1,110.5 350.6,108.8 350.2,107.1 350,105.6 349.8,104.2 349.8,103 349.9,101.9 350.1,101 350.5,100.3 350.9,99.8 
		351.5,99.5 361.8,94.3" class="st1"></polyline>
	<polyline points="363.1,91.4 364,89.3 364.6,87.6" class="st1"></polyline>
	<line y2="83.6" x2="365.1" y1="85" x1="365.1" class="st1"></line>
	<polyline points="363.2,81.9 364,84.3 364.3,86.8 364.2,88.7" class="st1"></polyline>
	<line y2="91.4" x2="363.1" y1="91.8" x1="362.9" class="st1"></line>
	<polyline points="365,85.7 364.4,88 364.3,88.6" class="st1"></polyline>
	<line y2="92.8" x2="362.3" y1="91.4" x1="363.1" class="st1"></line>
	<line y2="94.6" x2="361.1" y1="92.6" x1="362.4" class="st1"></line>
	<line y2="92.9" x2="362.3" y1="92.6" x1="362.4" class="st1"></line>
	<polyline points="364.2,88.5 364,88 363.3,87.2" class="st1"></polyline>
	<line y2="84.2" x2="365.1" y1="83.6" x1="365.1" class="st1"></line>
	<polyline points="363.3,87.2 362.5,86.4 361.6,85.8 359.6,84.7" class="st1"></polyline>
	<polyline points="353.8,81.4 354.7,82.2 355.5,82.8 356.5,83.4 356.9,83.6" class="st1"></polyline>
	<line y2="87.4" x2="364.1" y1="87.9" x1="364.3" class="st1"></line>
	<line y2="84.5" x2="365.1" y1="82.9" x1="365" class="st1"></line>
	<line y2="87.9" x2="364.3" y1="87.4" x1="364.1" class="st1"></line>
	<line y2="86.4" x2="364.9" y1="84.4" x1="365.1" class="st1"></line>
	<line y2="87.8" x2="364.3" y1="88.6" x1="364.3" class="st1"></line>
	<polyline points="351.2,75 351.2,75.3 351.5,76.2 352.3,77 355.3,79.8 356.6,80.8 357.2,81.1 357.9,81.4 360.4,82.5 
		362.6,83.8 364.1,85.1" class="st1"></polyline>
	<polyline points="364.1,85.1 363.3,82.6 362,80.2 360.3,78.1 358.3,76.1 355.8,74.4 354.6,73.9 353.6,74 351.2,75 
		350.7,75.5" class="st1"></polyline>
	<polyline points="365.1,84.5 364.8,82.6 363.9,80 362.5,77.5" class="st1"></polyline>
	<polyline points="363.9,76.9 362.9,76.1 362.3,75.5 361.7,74.8 361.5,74.5 360.8,73.6 360.2,72.5 359.5,71.4 359,70.2 
		358.6,69.1 358.3,68 358.2,67.7 358,66.8 357.9,66 357.8,63.6" class="st1"></polyline>
	<line y2="64.6" x2="357.8" y1="64.3" x1="357.7" class="st1"></line>
	<line y2="77.3" x2="364.2" y1="76.9" x1="363.8" class="st1"></line>
	<line y2="84.5" x2="365.1" y1="82.9" x1="365" class="st1"></line>
	<polyline points="375.8,114.6 376.1,115.3 376.6,116.5 376.7,116.9 377.5,118.7 378.1,120.1 378.8,121.3 379.2,122 
		379.5,122.4" class="st1"></polyline>
	<polyline points="368.7,107.1 368.9,107 370.3,106.5 371.1,106.2 371.3,106.2 371.7,107.1 371.7,107.3 372,107.4 
		372.5,107.7 373,108.2 373.1,108.2 373.4,108.7 373.5,109 374.1,110.4 375,112.6 375.8,114.6 376.2,115.5" class="st1"></polyline>
	<polyline points="369.6,108.8 369.2,108.6 368.9,108.2 368.6,107.8 368.3,107.3 368,106.2 367.8,105.6 367.8,105.1 
		367.8,104.5 367.9,104 368,103.3 368.2,102.7 368.6,102" class="st1"></polyline>
	<polyline points="368.3,102.7 368.8,101.8 369.3,101 369.6,99.9 369.7,99.3 369.8,98.5 369.5,97.4 369,95.6" class="st1"></polyline>
	<line y2="96.5" x2="369.2" y1="95.6" x1="369" class="st1"></line>
	<polyline points="366.6,96.4 366.4,96.7 367.3,97.6" class="st1"></polyline>
	<polyline points="369.4,100.5 369.5,100.6 369.6,101.7 369.2,102.9 368.3,104.3 368.1,105 368.1,105.4 368.2,105.7 
		368.6,106.9 368.9,107.4 369.1,107.5 369.4,107.5" class="st1"></polyline>
	<polyline points="369.9,106.7 369.7,106.9 369.1,107.3 368.9,107.4" class="st1"></polyline>
	<polyline points="364.8,55.6 362.5,54.5 360.2,53.7 357.7,53.2 355.1,52.9 353.8,53.1 352.5,53.6 343.5,58.1 
		339.1,55.1 338.9,55 336.3,53.9 333.8,53.4 331.6,53.3 329.7,53.8" class="st1"></polyline>
	<polyline points="362.2,72.4 362.4,72.2 362.5,71.8 362.4,71.2 362.1,70.4 361.7,69.7 361.3,69.2 360.9,68.8 
		360.5,68.7" class="st1"></polyline>
	<line y2="69.7" x2="367.2" y1="71.7" x1="367.4" class="st1"></line>
	<line y2="69.7" x2="367.2" y1="71.7" x1="367.4" class="st1"></line>
	<line y2="67.8" x2="370.4" y1="70.8" x1="370.8" class="st1"></line>
	<polyline points="380.6,135.4 379.6,134.6 379,134.1 378.4,133.4 378.1,133 377.4,132.2 376.7,131.1 376.1,130 
		375.5,128.9 375,127.7 374.7,126.6 374.6,126.4" class="st1"></polyline>
	<polyline points="376.7,127 376.9,126.9 377.2,127 377.6,127.4 378,128 378.4,128.7 378.7,129.4 378.8,130 
		378.8,130.5 378.5,130.6" class="st1"></polyline>
</g>
<g id="ID_1333">
	<line y2="182.9" x2="341.3" y1="181.8" x1="339.7" class="st0"></line>
	<polyline points="343.9,182 342.3,181 339.2,178.8 336.1,176.1 332.8,172.9 329.4,169.3 326,165.2 322.6,160.8 
		320.5,157.9" class="st0"></polyline>
	<line y2="141.5" x2="330.8" y1="142.7" x1="326.4" class="st0"></line>
	<line y2="141.5" x2="330.8" y1="140.4" x1="329.2" class="st0"></line>
	<polyline points="320.2,115.1 320.8,114.9 321.6,115 324.7,117.1" class="st0"></polyline>
	<line y2="117.2" x2="327.6" y1="121.1" x1="319.9" class="st0"></line>
	<polyline points="331.7,140.9 330.1,139.8 329.4,139.3 328.6,138.6 327.8,137.7 326.9,136.7 326.1,135.6 325.3,134.4 
		324.5,133.2 323.8,131.8 323.1,130.4 322.4,129 321.8,127.6 321.3,126.2 320.8,124.8 320.4,123.5 320.1,122.2 319.9,121.1 
		319.8,120" class="st0"></polyline>
	<polyline points="327.9,181.2 329.6,182.1 331.4,182.7 333.3,183.2 335.2,183.4 337.2,183.4 339.2,183.3 341.3,182.9 
		343.9,182 351.6,178.1" class="st0"></polyline>
	<polyline points="339.6,136.9 331.7,140.9 330.8,141.5 327.9,143.8 325.3,146.4 323.1,149.4 321.2,152.6 319.7,156.1 
		318.7,159.6 318.2,163.1 318.1,166.7 318.4,168.9 318.8,171.1 319.4,173.1 320.3,175.1 321.3,176.9 322.5,178.6 323.9,180.1 
		325.4,181.4 327.1,182.5" class="st0"></polyline>
	<polyline points="326.6,180.3 328.1,181.1 329.9,181.7 331.7,182.2 333.7,182.4 335.7,182.4 337.7,182.2 339.7,181.8 
		342.3,181 350,177.1" class="st0"></polyline>
	<polyline points="338,135.8 330.1,139.8 329.2,140.4 326.4,142.7 323.8,145.4 321.6,148.4 319.7,151.7 318.3,155.1 
		317.3,158.6 316.8,162.2 316.7,165.7 316.9,168 317.4,170.1 318,172.2 318.9,174.2 319.9,176 321.1,177.6 322.4,179.1 324,180.4 
		325.6,181.5" class="st0"></polyline>
	<line y2="165.7" x2="316.7" y1="166.7" x1="318.1" class="st0"></line>
	<polyline points="308.9,158.3 308.7,158.5 308.6,158.9 308.7,159.5 309,160.2 309.4,160.9 309.8,161.5 310.2,161.9 
		310.5,162" class="st0"></polyline>
	<polyline points="329.3,111 321.6,115 319.5,115.7 317.5,116.2 315.5,116.6 313.5,116.8 311.5,116.9 309.5,116.7 
		307.5,116.4" class="st0"></polyline>
	<polyline points="308,154.8 307.6,154.5 307.1,154.3 306.7,154.4 306.3,154.6 306.1,155.1 306,155.7 306,156.5 
		306.2,157.4 306.5,158.4 306.8,159.5 307.3,160.6 307.9,161.7 308.5,162.8 309.1,163.7 309.8,164.5 310.9,165.6 311.9,166.1 
		312.6,166 313,165.3 313,165.1" class="st0"></polyline>
	<line y2="161.5" x2="309.8" y1="161" x1="310.7" class="st0"></line>
	<polyline points="312.8,163.9 312.8,164.6 312.4,165.2 311.8,165.3 310.9,164.9 309.9,163.9 309.1,162.9 308.3,161.6 
		307.6,160 307,158.4 306.7,157 306.6,155.9 306.9,155.2 307.4,154.9 308.2,155.2 309.1,155.9 309.5,156.4 310.3,157.4 311.1,158.7 
		311.1,158.8" class="st0"></polyline>
	<line y2="155.9" x2="309.1" y1="155.5" x1="308.8" class="st0"></line>
	<polyline points="308.8,155.5 309.3,156 310.3,157.3 310.6,157.8" class="st0"></polyline>
	<polyline points="309.5,153.7 309.1,154.4 309,155.1 309,155.6 309.3,156 309.5,156.4" class="st0"></polyline>
	<polyline points="313.1,166.2 313.2,167.1 313.1,167.8 313,168.1 312.7,168.3 312.3,168.2 311.9,167.9 310.7,166.9 
		309.3,165.6 308.1,164.4 306.7,163 305.3,161.6 303.8,160 302.4,158.4 301,156.7 299.9,155 299,153.4 298.8,152.7 298.8,152.1 
		298.9,151.6 299.3,151.3 299.8,151.1 300.5,151.1 302.1,151.5 303.9,152.2 305.6,153.1 307.3,154.2" class="st0"></polyline>
	<polyline points="313.4,60.7 305.4,64.8 303.1,66.3 300.9,68.1 299.6,69.5 298.6,71.2 298.1,73 297.9,74.8" class="st0"></polyline>
	<polyline points="309.3,165.6 309.1,166.3 309,167.1 309.1,167.7 309.4,168.2 310.8,169.5 311.9,170.5 312.7,171 
		313.4,171.1 313.8,170.8 314,170.1 314,169.1 313.9,167.8 313.7,166.3 313.4,164.6 313.1,162.7 312.6,160.8 312.1,158.9 311.4,157 
		310.5,155.2 309.5,153.7 308.4,152.7 307.2,151.8 304.8,150.6 302.9,150 301.7,149.8 300.3,149.6 299.1,149.7 298.1,150.1 
		297.7,150.5 297.5,151.1 297.5,152.1 297.7,153 298.5,154.8 299.8,156.9 301.2,158.9 302.9,161.1" class="st0"></polyline>
	<polyline points="310.2,67.9 305.4,64.8 302.6,63.6 300,63 297.6,62.9 295.5,63.4" class="st0"></polyline>
	<polyline points="304.4,116.2 306,117.1 307.7,117.8 309.4,118.4 311.2,118.8 313.1,119.1 317,119 320.9,118.3 
		324.7,117.1 332.5,113.1" class="st0"></polyline>
	<polyline points="318.1,63.8 310.2,67.9 307.8,69.4 305.6,71.2 304.3,72.6 303.3,74.2 302.7,76 302.5,77.8 302.3,80.3 
		302,82.8 301.4,85.3 300.7,87.8 299.7,90.2 298.6,92.6 297.2,94.8 295.7,97 294.7,98.6 294.1,100.4 293.9,102.2 294.1,103.9 
		295.2,107.5 296.8,110.7 297.9,112.3 299.1,113.8 300.5,115.2 302,116.5 303.6,117.6" class="st0"></polyline>
	<polyline points="299.7,115 298.1,113.9 296.5,112.6 295,111.1 293.7,109.6 292.5,107.9" class="st0"></polyline>
	<polyline points="296.8,110.7 292.5,107.9 292.5,107.8 290.8,104.5" class="st0"></polyline>
	<line y2="101" x2="289.6" y1="104.5" x1="290.8" class="st0"></line>
	<polyline points="289.6,101 289.4,99.3 289.6,97.5 290.3,95.7 291.3,94.1" class="st0"></polyline>
	<polyline points="296.2,67.1 295.1,68.5 294.4,70.1 294,71.9 294,73.6 293.8,75.9 293.4,78.2 292.8,80.5 292.1,82.7 
		291.2,84.9 290.1,87.1 288.9,89.1 287.6,91.1 286.7,92.5 286,94 285.6,95.6 285.6,97.1" class="st0"></polyline>
	<polyline points="295.7,97 291.3,94.1 287.6,91.1 286.9,90.3 286.3,89.3 285.8,88.1 285.5,86.8 285.4,85.2 285.6,83.6 
		286,82 286.6,80.4 287.4,78.9 288.2,77.6 289.2,76.4 290.2,75.4 291.2,74.7 292.2,74.1 293.2,73.8 294,73.6 295.9,74.1 297.9,74.8 
		302.5,77.8" class="st0"></polyline>
	<polyline points="286.4,107.9 286.2,108 285.8,107.8 285.4,107.4 285,106.7 284.6,106 284.4,105.3 284.3,104.7 
		284.4,104.4" class="st0"></polyline>
	<polyline points="305.6,71.2 300.9,68.1 298.3,67.4 296.2,67.1 294.7,67.3 294,67.5 292.9,68 291.7,68.7 290.1,69.8 
		288.2,71.5 286.7,73.3 285.2,75.4 283.9,78 283,80.4 282.4,82.5 282,85.7 282,87.4 282.2,89.1 282.5,90.8 283,92.6 283.6,94 
		284.3,95.2 285.1,96.4 285.6,97.1 289.6,101 294.1,103.9" class="st0"></polyline>
	<polyline points="289.1,109 288.8,108.7 288.4,108 287.4,106" class="st0"></polyline>
	<line y2="106.7" x2="285" y1="106.1" x1="286.1" class="st0"></line>
	<polyline points="289.2,108.7 289.1,108.8 288.9,108.6 288.6,108.3 288.4,107.8" class="st0"></polyline>
	<polyline points="285.1,102.2 284.2,101.4 283.3,100.9 282.9,100.9 282.6,101.1 282.4,101.4 282.3,101.9 282.3,102.7 
		282.5,103.7 282.8,104.8 283.2,106 283.7,107 284.3,108.1 284.9,109 285.6,109.8 286.9,111.5 287.2,112.1 287.4,112.7" class="st0"></polyline>
	<line y2="100.3" x2="282.8" y1="100.9" x1="283.3" class="st0"></line>
	<polyline points="283.8,100.8 283.3,100.5 282.8,100.3" class="st0"></polyline>
	<line y2="101.4" x2="281.7" y1="101.9" x1="282.3" class="st0"></line>
	<polyline points="285.4,110.4 284.7,109.5 284,108.4 283.3,107.3 282.8,106 282.3,104.7 281.9,103.4 281.7,102.3 
		281.7,101.4" class="st0"></polyline>
	<line y2="109.8" x2="285.6" y1="110.4" x1="285.4" class="st0"></line>
	<polyline points="283.7,100.7 283.3,100.4 282.8,100.3 282.2,100.5 281.9,100.8 281.7,101.4 281.5,102.3 281.4,103.4 
		281.4,104.8 281.7,106.3 282.3,107.8 283.2,109.1 284.3,110 285.4,110.4 286.7,111.7 287,112 287.2,112.5 287.2,113.1" class="st0"></polyline>
	<polygon points="287.2,113.1 287.4,112.7 287.7,111.4 288.1,110.3 288.6,109.6 289.1,109 289.2,108.7 288.6,107.5 
		287.7,106.1 286.9,104.6 286,103.3 285.2,101.9 284.3,100.8 283.5,99.8 282.7,98.9 281.9,98.3 281.2,98 280.6,98.1 280.2,98.5 
		279.8,99.2 279.6,100.1 279.6,101 279.6,102 279.7,103.7 280.1,105.3 280.5,106.6 281.1,108.1 282,109.6 282.7,110.5 283.5,111.3 
		284.5,112 285.4,112.5" class="st0"></polygon>
	<polyline points="284.1,131.5 283.9,131.1 282.5,127.7 280.9,123.5 280.2,121.5 279.4,118.6 278.6,115.4 278.1,113.6 
		277.7,111.1 277.2,108.3 276.8,105.4 276.7,103.7 276.6,101.6 276.6,99.2 276.8,94.6 276.9,93.1 277.2,91.4 277.5,89.4 278.1,87 
		278.4,85.7 279,83.9 279.7,82.1 280.6,79.8 281.6,77.8 282.7,75.9 283.6,74.3 284.3,73.4 285,72.4 285.9,71.3 287.2,69.8 
		288.6,68.4 289.8,67.4 291.9,65.6 293.6,64.4 295.5,63.4 303.4,59.3 305.6,58.9 307.9,58.9 310.6,59.6 313.4,60.7 318.1,63.8 
		318.5,65.2 310.6,69.2 308.4,70.6 306.3,72.3 305.3,73.4 304.5,74.7 304,76.1 303.8,77.6 303.7,80.2 303.3,82.8 302.7,85.5 
		301.9,88.1 300.9,90.6 299.7,93.1 298.3,95.5 296.7,97.8 295.9,99.1 295.4,100.5 295.3,102 295.4,103.3 296.5,106.7 298,109.7 
		299,111.3 300.2,112.7 301.5,114 302.9,115.2 304.4,116.2" class="st1"></polyline>
	<polyline points="305.6,116 307.4,116.4 310.7,116.8 312.9,116.8" class="st1"></polyline>
	<polyline points="312.6,116.8 316.2,116.3 318.8,115.6" class="st1"></polyline>
	<polyline points="318.5,115.7 320.2,115.1 328,111.1 328.6,111 329.3,111 332.5,113.1 332.9,114.4 325.1,118.4 
		323,119.2 321,119.8 318.9,120.2 316.9,120.5 314.8,120.6 312.8,120.5 310.8,120.3 308.9,119.8 307.1,119.3 305.3,118.5 
		303.6,117.6 299.7,115" class="st1"></polyline>
	<polyline points="302.2,114.6 303.8,115.4 305.6,116 307.5,116.4" class="st1"></polyline>
	<polyline points="307.6,116.4 306.5,113.8 304.4,108.2 302.5,102.6 301,97.3 299.9,92.8" class="st1"></polyline>
	<polyline points="290.9,144.3 289,141.1 287.9,139.1 286.3,136.2 285.3,134.1 284.3,131.9 282.5,127.7" class="st1"></polyline>
	<polyline points="290.1,143 290.8,144.2 292.6,147.1 293.9,149.1 296.1,152.3 298.1,155 299.5,156.8 301.7,159.6 
		302.9,161.1 305,163.5 306.3,164.9 307.6,166.4 308.8,167.6 309.4,168.2 310.8,169.6 312.7,171.5 315.1,173.7 318.6,176.7 
		320.5,178.1 321.9,179 323.2,180 325.6,181.5 327.1,182.5 328.9,183.4 330.8,184.1 332.8,184.6 334.9,184.9 337,184.9 339.2,184.7 
		341.3,184.3 344.2,183.4 352,179.4 351.6,178.1 350,177.1 346.9,174.8 343.7,172.1 340.4,168.9 337,165.3 333.6,161.3 330.2,156.9 
		326.9,152.2 324.9,149.1" class="st1"></polyline>
	<polyline points="284.5,101.5 284.2,101.2 283.7,100.7" class="st1"></polyline>
	<polyline points="284.4,101.4 283.9,100.9 283.7,100.7" class="st1"></polyline>
	<polyline points="288.4,107.8 288.2,107.4 287.9,106.9 287.4,105.9 286.9,105 286.3,104.1 285.7,103.2 285.1,102.4 
		284.7,101.7 284.3,101.3" class="st1"></polyline>
	<polyline points="284.4,104.4 284.6,104.3 285,104.5 285.4,104.9 285.8,105.5 286.2,106.2 286.4,106.9 286.5,107.5 
		286.4,107.9" class="st1"></polyline>
	<line y2="154.2" x2="307.3" y1="155.5" x1="308.8" class="st1"></line>
	<polyline points="310.5,157.6 311.1,158.7 311.9,160.7" class="st1"></polyline>
	<polyline points="312.3,161.8 312.4,162.4 312.7,163.7 313,165 313.1,166.2" class="st1"></polyline>
	<line y2="162.4" x2="312.4" y1="160.5" x1="311.8" class="st1"></line>
	<polyline points="310.5,162 310.8,161.9 310.8,161.4 310.7,160.8 310.4,160.1 310.1,159.4 309.6,158.8 309.2,158.4 
		308.9,158.3" class="st1"></polyline>
	<polyline points="327.9,181.2 326.3,180.1 324.9,178.9 323.6,177.5 322.5,175.9 321.5,174.2 320.7,172.4 320.1,170.4 
		319.7,168.4 319.5,166.3 319.5,163 320,159.7 321,156.4 322.4,153.1 324.1,150.1 326.2,147.3 328.7,144.8 331.4,142.7 332.1,142.2 
		340,138.2 339.6,136.9 338,135.8 337.3,135.3 336.5,134.5 335.6,133.7 334.8,132.7 334,131.6 333.1,130.5 332.3,129.2 331.6,127.9 
		330.8,126.5 330.2,125.1 329.5,123.7 329,122.3 328.5,120.9 328.1,119.6 327.8,118.3 327.6,117.2 327.6,117.1" class="st1"></polyline>
</g>
<g id="ID_1324">
	<g id="ID_1327">
		<line y2="115.6" x2="267.3" y1="115.5" x1="267.3" class="st0"></line>
		<line y2="115.6" x2="267.6" y1="115.6" x1="267.5" class="st0"></line>
		<line y2="115.8" x2="267.8" y1="115.9" x1="267.9" class="st0"></line>
		<line y2="117.6" x2="268.7" y1="117.4" x1="268.7" class="st0"></line>
		<line y2="116.1" x2="272" y1="116.1" x1="272" class="st0"></line>
		<line y2="114.8" x2="271.2" y1="114.9" x1="271.1" class="st0"></line>
		<polyline points="270.7,113.9 270.8,114 270.9,114 271,114 271.1,114.1" class="st0"></polyline>
		<line y2="115.7" x2="267.7" y1="115.7" x1="267.7" class="st0"></line>
		<line y2="115.5" x2="267.4" y1="115.6" x1="267.4" class="st0"></line>
		<polyline points="268,115.7 268,115.7 267.8,115.6 267.7,115.5 267.6,115.4 267.5,115.4 267.4,115.4" class="st0"></polyline>
		<line y2="116.5" x2="268.3" y1="116.6" x1="268.4" class="st0"></line>
		<line y2="118.1" x2="268.7" y1="118.1" x1="268.6" class="st0"></line>
		<line y2="115" x2="270.8" y1="115" x1="270.9" class="st0"></line>
		<line y2="115.2" x2="270.5" y1="115.2" x1="270.5" class="st0"></line>
		<line y2="115.4" x2="270.1" y1="115.3" x1="270.2" class="st0"></line>
		<line y2="115.5" x2="269.8" y1="115.5" x1="269.9" class="st0"></line>
		<line y2="115.7" x2="269.5" y1="115.7" x1="269.6" class="st0"></line>
		<line y2="115.9" x2="269.2" y1="115.8" x1="269.2" class="st0"></line>
		<line y2="117.8" x2="268.7" y1="117.9" x1="268.7" class="st0"></line>
		<line y2="115" x2="269" y1="114.7" x1="269.1" class="st0"></line>
		<polyline points="270.3,114 270.3,113.9 270.4,113.9 270.5,113.8" class="st0"></polyline>
		<line y2="117" x2="268.5" y1="117.1" x1="268.6" class="st0"></line>
		<line y2="116.2" x2="268.5" y1="116.1" x1="268.6" class="st0"></line>
		<line y2="114.7" x2="271.6" y1="114.7" x1="271.4" class="st0"></line>
		<polyline points="268.3,116.4 268.4,116.4 268.4,116.4 268.6,116.3" class="st0"></polyline>
		<line y2="116.2" x2="268.2" y1="116.4" x1="268.2" class="st0"></line>
		<polyline points="268.3,116.3 268.2,116.4 267.8,116.6" class="st0"></polyline>
		<line y2="116" x2="268.9" y1="116" x1="268.8" class="st0"></line>
		<line y2="119" x2="267.4" y1="119.1" x1="267.4" class="st0"></line>
		<line y2="117.8" x2="265.2" y1="117.5" x1="265.4" class="st0"></line>
		<line y2="116.9" x2="264.1" y1="117" x1="263.9" class="st0"></line>
		<line y2="117" x2="266.7" y1="116.9" x1="266.6" class="st0"></line>
		<polyline points="265.1,120.1 265.2,120.2 265.3,120.3 265.4,120.3 265.5,120.3 265.6,120.3 265.6,120.3 265.7,120.3 
			265.8,120.3 265.8,120.2 265.8,120.1 265.9,120 265.9,119.9 265.9,119.8 265.9,119.7 265.9,119.5 265.8,119.4 265.8,119.2 
			265.7,119 265.7,118.9 265.6,118.7 265.5,118.5 265.4,118.3 265.4,118.1 265.3,117.9 265.2,117.8 265.1,117.6 264.9,117.4 
			264.8,117.3 264.7,117.1 264.6,117 264.5,116.9 264.4,116.8 264.3,116.7 264.2,116.7 264.1,116.6 264,116.6 263.9,116.6 
			263.9,116.6 263.8,116.6 263.8,116.6 263.7,116.7 263.7,116.8 263.7,116.9 263.6,117 263.6,117.1" class="st0"></polyline>
		<polyline points="271.8,116.3 271.8,116.3 271.8,116.2 271.8,116.2 271.8,116.1 271.8,116 271.8,115.9 271.8,115.8 
			271.7,115.7 271.7,115.6 271.7,115.5 271.6,115.4 271.6,115.3 271.5,115.2 271.4,115 271.4,114.9 271.3,114.8 271.2,114.7 
			271.2,114.6 271.1,114.5 271,114.5 270.9,114.4 270.9,114.3 270.8,114.2 270.7,114.2 270.7,114.2 270.6,114.1" class="st0"></polyline>
		<polyline points="271.5,116.4 271.4,116.3 271.4,116.2 271.4,116 271.3,115.9 271.3,115.8 271.2,115.7 271.2,115.5 
			271.1,115.4 271,115.3 270.9,115.1 270.9,115 270.8,114.8 270.7,114.7 270.6,114.6 270.5,114.5 270.4,114.4" class="st0"></polyline>
		<polyline points="271.5,116.5 271.5,116.4 271.5,116.4 271.5,116.3 271.5,116.3 271.5,116.2 271.5,116.1 271.4,116 
			271.4,115.9 271.4,115.8 271.3,115.7 271.3,115.5 271.2,115.4 271.2,115.3 271.1,115.2 271,115.1 271,115 270.9,114.9 
			270.8,114.8 270.8,114.7 270.7,114.6 270.6,114.5 270.5,114.5 270.5,114.4 270.4,114.4 270.3,114.3 270.3,114.3" class="st0"></polyline>
		<polyline points="271.1,116.4 271.1,116.3 271.1,116.2 271.1,116.1 271,116 271,115.9 270.9,115.8 270.9,115.7 
			270.8,115.6 270.8,115.5 270.7,115.4 270.7,115.3 270.6,115.2 270.5,115.1 270.5,115 270.4,114.9 270.3,114.8 270.2,114.7 
			270.2,114.7" class="st0"></polyline>
		<polyline points="271.6,116.7 271.7,116.7 271.7,116.6 271.7,116.6 271.7,116.5 271.7,116.4 271.7,116.3 271.7,116.3 
			271.7,116.1 271.7,116 271.6,115.9 271.6,115.8 271.5,115.7 271.5,115.5 271.4,115.4 271.4,115.3 271.3,115.1 271.2,115 
			271.1,114.9 271,114.7 270.9,114.6 270.8,114.5 270.7,114.3 270.6,114.3 270.5,114.2 270.4,114.1 270.3,114.1 270.3,114 
			270.2,114 270.1,114 270,114" class="st0"></polyline>
		<polyline points="271.1,116.6 271.1,116.5 271.1,116.4 271.1,116.3 271,116.2 271,116.1 271,115.9 270.9,115.8 
			270.8,115.7 270.8,115.5 270.7,115.4 270.6,115.3 270.5,115.2 270.5,115 270.4,114.9 270.3,114.8 270.2,114.7 270.1,114.6 
			270,114.5" class="st0"></polyline>
		<polyline points="271.1,116.7 271.2,116.6 271.2,116.6 271.2,116.5 271.2,116.5 271.2,116.4 271.2,116.3 271.1,116.2 
			271.1,116.1 271.1,116 271,115.9 271,115.8 270.9,115.7 270.9,115.6 270.8,115.5 270.8,115.4 270.7,115.3 270.7,115.1 
			270.6,115.1 270.5,115 270.4,114.9 270.4,114.8 270.3,114.7 270.2,114.6 270.2,114.6 270.1,114.5 270,114.5 270,114.5" class="st0"></polyline>
		<polyline points="270.8,116.6 270.8,116.5 270.8,116.4 270.7,116.3 270.7,116.3 270.7,116.1 270.6,116 270.6,115.9 
			270.5,115.8 270.5,115.7 270.4,115.6 270.4,115.5 270.3,115.4 270.2,115.3 270.2,115.2 270.1,115.1 270,115 270,114.9 
			269.9,114.9" class="st0"></polyline>
		<polyline points="271.3,116.9 271.3,116.8 271.4,116.8 271.4,116.7 271.4,116.7 271.4,116.6 271.4,116.5 271.4,116.4 
			271.4,116.3 271.3,116.2 271.3,116.1 271.3,115.9 271.2,115.8 271.2,115.7 271.1,115.6 271,115.4 271,115.3 270.9,115.2 
			270.8,115 270.7,114.9 270.6,114.8 270.5,114.7 270.5,114.6 270.4,114.5 270.3,114.4 270.2,114.3 270.1,114.3 270,114.2 
			270,114.2 269.9,114.2 269.8,114.2 269.8,114.2 269.7,114.2" class="st0"></polyline>
		<polyline points="269.7,114.7 269.8,114.8 269.9,114.9 270,115 270,115.1 270.1,115.2 270.2,115.3 270.3,115.5 
			270.4,115.6 270.4,115.7 270.5,115.9 270.6,116 270.6,116.1 270.7,116.2 270.7,116.4 270.8,116.5 270.8,116.6 270.8,116.7 
			270.8,116.8" class="st0"></polyline>
		<polyline points="270.2,117.1 270.1,117 270.1,116.9 270.1,116.8 270.1,116.7 270,116.6 270,116.4 269.9,116.3 
			269.9,116.2 269.8,116 269.7,115.9 269.6,115.8 269.6,115.7 269.5,115.5 269.4,115.4 269.3,115.3 269.2,115.2 269.1,115.1" class="st0"></polyline>
		<polyline points="269.2,115.2 269.3,115.3 269.4,115.4 269.5,115.4 269.5,115.5 269.6,115.6 269.7,115.7 269.7,115.8 
			269.8,115.9 269.8,116.1 269.9,116.2 269.9,116.3 270,116.4 270,116.5 270.1,116.6 270.1,116.7 270.1,116.8 270.1,116.9 
			270.1,116.9" class="st0"></polyline>
		<polyline points="269.3,114.8 269.4,114.8 269.4,114.9 269.5,114.9 269.6,115 269.6,115 269.7,115.1 269.8,115.2 
			269.9,115.3 269.9,115.4 270,115.5 270.1,115.6 270.1,115.7 270.2,115.8 270.2,115.9 270.3,116 270.3,116.1 270.4,116.2 
			270.4,116.3 270.5,116.4 270.5,116.5 270.5,116.6 270.5,116.7 270.5,116.8 270.5,116.9 270.5,116.9 270.5,117 270.5,117" class="st0"></polyline>
		<polyline points="269.4,114.9 269.5,114.9 269.5,115 269.6,115.1 269.7,115.3 269.8,115.4 269.9,115.5 270,115.6 
			270,115.7 270.1,115.9 270.2,116 270.2,116.1 270.3,116.3 270.3,116.4 270.4,116.5 270.4,116.7 270.5,116.8 270.5,116.9 
			270.5,117" class="st0"></polyline>
		<polyline points="270.5,114.5 270.6,114.6 270.6,114.6 270.7,114.7 270.8,114.8 270.9,114.9 270.9,115 271,115.1 
			271.1,115.2 271.1,115.3 271.2,115.5 271.2,115.6 271.3,115.7 271.3,115.8 271.4,115.9 271.4,116 271.4,116.1 271.4,116.2 
			271.4,116.3" class="st0"></polyline>
		<polyline points="267.4,115.5 267.5,115.6 267.5,115.6" class="st0"></polyline>
		<line y2="115.3" x2="267.5" y1="115.4" x1="267.5" class="st0"></line>
		<line y2="115.6" x2="267.3" y1="115.6" x1="267.4" class="st0"></line>
		<polyline points="270.7,117.2 270.7,117.2 270.7,117.1 270.7,117.1 270.7,117 270.8,116.9 270.7,116.8 270.7,116.7 
			270.7,116.6 270.7,116.5 270.7,116.4 270.6,116.3 270.6,116.1 270.5,116 270.4,115.9 270.4,115.7 270.3,115.6 270.2,115.5 
			270.1,115.4 270.1,115.2 270,115.1 269.9,115 269.8,114.9 269.7,114.8 269.6,114.7 269.5,114.7 269.5,114.6 269.4,114.6 
			269.3,114.5 269.2,114.5 269.2,114.5 269.1,114.5 269.1,114.5" class="st0"></polyline>
		<polyline points="269.4,114.4 269.5,114.3 269.5,114.3 269.6,114.3 269.6,114.4 269.7,114.4 269.8,114.4 269.9,114.5 
			270,114.6 270,114.7 270.1,114.7 270.2,114.8 270.3,115 270.4,115.1 270.5,115.2 270.6,115.3 270.6,115.4 270.7,115.6 
			270.8,115.7 270.8,115.9 270.9,116 270.9,116.1 271,116.2 271,116.4 271,116.5 271.1,116.6 271.1,116.7 271.1,116.8 271.1,116.8 
			271.1,116.9 271,117 271,117 271,117" class="st0"></polyline>
		<polyline points="269.6,114.6 269.7,114.6 269.7,114.7 269.8,114.7 269.9,114.8 269.9,114.8 270,114.9 270.1,115 
			270.1,115.1 270.2,115.2 270.3,115.3 270.4,115.4 270.4,115.5 270.5,115.6 270.5,115.7 270.6,115.8 270.6,115.9 270.7,116 
			270.7,116.1 270.8,116.2 270.8,116.3 270.8,116.4 270.8,116.5 270.8,116.6 270.8,116.7 270.8,116.7 270.8,116.8 270.8,116.8" class="st0"></polyline>
		<polyline points="269,118 269.1,118 269.1,118 269.1,117.9 269.1,117.9 269.1,117.8 269.1,117.7 269.1,117.6 
			269.1,117.5 269.1,117.4 269,117.3 269,117.2 269,117 268.9,116.9 268.9,116.8 268.8,116.6 268.7,116.5 268.6,116.4 268.6,116.3 
			268.5,116.2 268.4,116 268.3,115.9 268.2,115.8 268,115.7" class="st0"></polyline>
		<polyline points="268,115.5 268.1,115.5 268.1,115.5 268.2,115.6 268.3,115.6 268.4,115.7 268.4,115.8 268.5,115.9 
			268.6,116 268.6,116.1 268.7,116.2 268.8,116.3 268.8,116.4 268.9,116.5 269,116.6 269,116.7 269.1,116.8 269.1,116.9 269.1,117 
			269.2,117.1 269.2,117.2 269.2,117.3 269.2,117.4 269.2,117.5 269.2,117.5 269.2,117.6 269.2,117.6" class="st0"></polyline>
		<polyline points="268.1,115.5 268.2,115.6 268.3,115.7 268.3,115.8 268.4,115.9 268.5,116 268.6,116.1 268.7,116.3 
			268.7,116.4 268.8,116.5 268.9,116.7 268.9,116.8 269,116.9 269.1,117.1 269.1,117.2 269.1,117.3 269.2,117.4 269.2,117.5 
			269.2,117.6" class="st0"></polyline>
		<polyline points="268.2,115.7 268.3,115.7 268.4,115.8 268.4,115.9 268.5,116 268.6,116.1 268.7,116.2 268.7,116.3 
			268.8,116.4 268.8,116.5 268.9,116.6 269,116.7 269,116.8 269,116.9 269.1,117 269.1,117.1 269.1,117.2 269.2,117.3 269.2,117.4" class="st0"></polyline>
		<polyline points="270,117.5 270,117.5 270.1,117.5 270.1,117.4 270.1,117.3 270.1,117.3 270.1,117.2 270.1,117.1 
			270.1,117 270,116.9 270,116.7 270,116.6 269.9,116.5 269.9,116.3 269.8,116.2 269.7,116.1 269.7,115.9 269.6,115.8 269.5,115.7 
			269.4,115.6 269.3,115.4 269.2,115.3 269.2,115.2 269.1,115.1 269,115.1 268.9,115 268.8,114.9 268.7,114.9 268.7,114.9 
			268.6,114.8 268.5,114.8 268.5,114.8 268.4,114.9" class="st0"></polyline>
		<polyline points="269.5,117.4 269.5,117.3 269.5,117.2 269.4,117 269.4,116.9 269.3,116.8 269.3,116.6 269.2,116.5 
			269.1,116.4 269.1,116.2 269,116.1 268.9,116 268.8,115.9 268.7,115.7 268.7,115.6 268.6,115.5 268.5,115.4 268.4,115.4" class="st0"></polyline>
		<polyline points="269.5,117.5 269.5,117.4 269.5,117.4 269.5,117.3 269.5,117.2 269.5,117.2 269.5,117.1 269.5,117 
			269.5,116.9 269.4,116.8 269.4,116.7 269.3,116.6 269.3,116.5 269.2,116.4 269.2,116.3 269.1,116.1 269.1,116 269,115.9 
			268.9,115.8 268.9,115.7 268.8,115.7 268.7,115.6 268.6,115.5 268.6,115.4 268.5,115.4 268.4,115.3 268.4,115.3 268.3,115.3" class="st0"></polyline>
		<line y2="117.5" x2="265.4" y1="116.9" x1="266.6" class="st0"></line>
		<polyline points="269.7,117.7 269.7,117.7 269.7,117.6 269.8,117.6 269.8,117.5 269.8,117.4 269.8,117.3 269.8,117.2 
			269.7,117.1 269.7,117 269.7,116.9 269.6,116.8 269.6,116.6 269.5,116.5 269.5,116.4 269.4,116.2 269.3,116.1 269.2,116 
			269.2,115.9 269.1,115.7 269,115.6 268.9,115.5 268.8,115.4 268.7,115.3 268.7,115.2 268.6,115.2 268.5,115.1 268.4,115.1 
			268.3,115 268.3,115 268.2,115 268.2,115 268.1,115" class="st0"></polyline>
		<polyline points="268.6,115.5 268.7,115.6 268.7,115.7 268.8,115.8 268.9,115.9 268.9,116 269,116.1 269.1,116.2 
			269.1,116.3 269.2,116.4 269.2,116.5 269.3,116.6 269.3,116.7 269.4,116.8 269.4,116.9 269.4,117 269.5,117.1 269.5,117.2 
			269.5,117.3" class="st0"></polyline>
		<polyline points="268.7,115.1 268.7,115.2 268.8,115.2 268.9,115.3 268.9,115.3 269,115.4 269.1,115.5 269.1,115.5 
			269.2,115.6 269.3,115.7 269.4,115.8 269.4,115.9 269.5,116 269.5,116.1 269.6,116.2 269.7,116.4 269.7,116.5 269.7,116.6 
			269.8,116.7 269.8,116.8 269.8,116.9 269.9,117 269.9,117 269.9,117.1 269.9,117.2 269.9,117.2 269.9,117.3 269.8,117.3" class="st0"></polyline>
		<polyline points="268.7,115.2 268.8,115.3 268.9,115.4 269,115.5 269.1,115.6 269.2,115.7 269.2,115.8 269.3,115.9 
			269.4,116.1 269.5,116.2 269.5,116.3 269.6,116.5 269.7,116.6 269.7,116.7 269.7,116.9 269.8,117 269.8,117.1 269.8,117.2 
			269.8,117.3" class="st0"></polyline>
		<polyline points="268.8,114.7 268.9,114.7 269,114.7 269.1,114.7 269.1,114.8 269.2,114.8 269.3,114.9 269.4,115 
			269.5,115.1 269.6,115.3 269.7,115.4 269.8,115.5 269.9,115.7 270,115.8 270.1,115.9 270.1,116 270.2,116.2 270.2,116.3 
			270.3,116.4 270.3,116.6 270.4,116.7 270.4,116.8 270.4,116.9 270.4,117 270.4,117.1 270.4,117.2 270.4,117.2 270.4,117.3 
			270.4,117.3 270.3,117.4" class="st0"></polyline>
		<polyline points="268.9,115.3 268.9,115.4 269,115.5 269.1,115.6 269.2,115.7 269.2,115.7 269.3,115.8 269.4,115.9 
			269.4,116.1 269.5,116.2 269.5,116.3 269.6,116.4 269.6,116.5 269.7,116.6 269.7,116.7 269.8,116.8 269.8,116.9 269.8,117 
			269.8,117.1" class="st0"></polyline>
		<polyline points="269,115 269,115 269.1,115 269.2,115.1 269.2,115.1 269.3,115.2 269.4,115.3 269.4,115.3 
			269.5,115.4 269.6,115.5 269.6,115.6 269.7,115.7 269.8,115.8 269.8,115.9 269.9,116 270,116.1 270,116.2 270,116.3 270.1,116.5 
			270.1,116.6 270.1,116.7 270.2,116.7 270.2,116.8 270.2,116.9 270.2,117 270.2,117 270.2,117.1 270.2,117.1" class="st0"></polyline>
		<polyline points="268.9,117.8 268.9,117.8 268.9,117.7 268.9,117.7 268.9,117.6 268.9,117.5 268.9,117.4 268.8,117.3 
			268.8,117.2 268.8,117.1 268.7,117 268.7,116.9 268.7,116.8 268.6,116.7 268.5,116.6 268.5,116.5 268.4,116.4 268,115.7" class="st0"></polyline>
		<polyline points="268.9,117.7 268.8,117.6 268.8,117.4 268.7,117.3 268.7,117.1 268.6,116.9 268.5,116.8 268.4,116.6 
			268.3,116.4 268.3,116.3 268.2,116.2 268.1,116 268,115.9 268,115.7" class="st0"></polyline>
		<polyline points="271.8,116.3 271.8,116.2 271.8,116.1 271.7,116 271.7,115.9 271.7,115.7 271.6,115.6 271.6,115.5 
			271.5,115.4 271.4,115.2 271.3,115.1 271.3,115 271.2,114.8 271.1,114.7 271,114.6 270.9,114.5 270.8,114.4 270.8,114.3 
			270.7,114.2" class="st0"></polyline>
		<line y2="115.7" x2="267.7" y1="115.6" x1="267.6" class="st0"></line>
		<polyline points="271.9,116.3 271.9,116.3 272,116.2 272,116.1 271.9,116.1 271.9,116 271.9,115.8 271.9,115.7 
			271.8,115.6 271.8,115.5 271.8,115.4 271.7,115.2 271.6,115.1 271.6,115 271.5,114.8 271.4,114.7 271.3,114.5 271.2,114.4 
			271.1,114.2 270.9,114.1 270.8,114 270.7,113.9 270.6,113.9" class="st0"></polyline>
		<line y2="114.1" x2="271.1" y1="114" x1="271" class="st0"></line>
		<line y2="113.9" x2="270.4" y1="113.9" x1="270.4" class="st0"></line>
		<polyline points="268.8,117.6 268.8,117.5 268.8,117.4 268.8,117.4 268.8,117.3 268.7,117.2 268.7,117.1 268.6,116.9 
			268.6,116.8 268.5,116.7 268.5,116.6 268.4,116.5 268.4,116.4 268,115.7" class="st0"></polyline>
		<polyline points="268.7,118.1 268.7,118 268.7,118 268.7,117.9" class="st0"></polyline>
		<polyline points="267.4,119.2 266.3,119.8 266.2,119.9 266,120 266,120.1 265.9,120.3 265.8,120.3 265.8,120.4 
			265.8,120.5 265.8,120.6" class="st0"></polyline>
		<polyline points="269.5,115 269.6,115.1 269.7,115.1 269.7,115.2 269.8,115.3 269.9,115.4 270,115.5 270,115.6 
			270.1,115.7 270.1,115.8 270.2,115.9 270.2,116 270.3,116.2 270.3,116.3 270.4,116.4 270.4,116.5 270.4,116.6 270.4,116.7 
			270.5,116.7" class="st0"></polyline>
		<line y2="117.7" x2="269.7" y1="117.7" x1="269.7" class="st0"></line>
		<polyline points="265.9,116 266.1,116.2 266.3,116.3 266.4,116.5 266.5,116.7 266.6,116.9 266.8,117.2 266.9,117.4 
			267.1,117.7 267.2,118 267.3,118.3 267.4,118.5 267.4,118.9 267.5,119.2" class="st0"></polyline>
		<polyline points="265.6,119.9 265.6,119.8 265.5,119.8 265.4,119.7 265.3,119.6 265.2,119.5 265.1,119.4 265,119.3 
			264.9,119.2 264.9,119 264.8,118.9 264.7,118.7 264.6,118.6 264.5,118.4 264.4,118.3 264.4,118.1 264.3,117.9 264.3,117.8 
			264.2,117.6 264.2,117.5 264.2,117.4 264.1,117.2 264.1,117.1 264.1,117 264.2,116.9 264.2,116.9" class="st0"></polyline>
		<polyline points="268.4,116.6 268.4,116.7 268.5,116.8 268.5,117" class="st0"></polyline>
		<line y2="116.4" x2="268.2" y1="116.5" x1="268.3" class="st0"></line>
		<polyline points="268.2,116.2 268.1,116.1 268,116 267.9,115.9 267.9,115.9" class="st0"></polyline>
		<line y2="115.7" x2="267.7" y1="115.8" x1="267.8" class="st0"></line>
		<polyline points="271.8,116.1 271.8,116 271.7,115.9 271.7,115.8 271.7,115.7 271.6,115.6 271.6,115.5 271.6,115.4 
			271.5,115.3 271.4,115.2 271.4,115.1 271.3,115 271.3,114.9 271.2,114.7 271.1,114.7 271,114.6 271,114.5 270.9,114.4 
			270.8,114.3" class="st0"></polyline>
		<polyline points="268.7,117.5 268.7,117.7 268.7,117.7 268.7,117.8" class="st0"></polyline>
		<polyline points="264.1,116.1 264.2,116.3 264.3,116.5 264.4,116.7 264.6,116.9 264.8,117.1 265,117.3 265.2,117.4 
			265.4,117.5 265.4,117.9 265.5,118.2 265.6,118.5 265.7,118.7 265.8,119 265.9,119.3 266.1,119.5 266.3,119.8" class="st0"></polyline>
		<polyline points="269.3,117.9 269.4,117.8 269.4,117.8 269.4,117.7 269.4,117.7 269.4,117.6 269.4,117.5 269.4,117.4 
			269.4,117.3 269.4,117.2 269.3,117.1 269.3,116.9 269.3,116.8 269.2,116.7 269.1,116.5 269.1,116.4 269,116.3 268.9,116.1 
			268.8,116 268.8,115.9 268.7,115.8 268.6,115.7 268.5,115.6 268.4,115.5 268.3,115.4 268.3,115.3 268.2,115.3 268.1,115.2 
			268,115.2 267.9,115.2 267.9,115.2 267.8,115.2 267.8,115.2" class="st0"></polyline>
		<line y2="116.7" x2="271.7" y1="116.7" x1="271.7" class="st0"></line>
		<polyline points="268.6,117.1 268.6,117.2 268.7,117.3 268.7,117.4" class="st0"></polyline>
		<polyline points="263.9,116.9 263.9,116.9 263.9,117 263.8,117 263.8,117.1 263.8,117.2 263.8,117.3 263.8,117.4 
			263.8,117.5 263.9,117.7 263.9,117.8 263.9,118 264,118.1 264,118.3 264.1,118.4 264.2,118.6 264.3,118.7 264.3,118.9 264.4,119 
			264.5,119.2 264.6,119.3 264.7,119.5 264.8,119.6 264.9,119.7 265,119.8 265.1,119.9 265.1,119.9 265.2,120 265.3,120 265.4,120 
			265.5,120.1 265.5,120.1 265.6,120" class="st0"></polyline>
		<line y2="116.9" x2="263.6" y1="116.9" x1="263.6" class="st0"></line>
		<polyline points="265.2,120.1 265.1,120.1 265,120 264.9,119.9 264.8,119.8 264.7,119.6 264.6,119.5 264.5,119.3 
			264.4,119.1 264.3,119 264.2,118.8 264.1,118.6 264,118.4 263.9,118.2 263.8,118.1 263.8,117.9 263.7,117.7 263.7,117.5 
			263.7,117.4 263.6,117.2 263.6,117.1 263.6,116.9 263.6,116.8 263.7,116.7 263.7,116.6 263.8,116.5 263.9,116.4 264,116.3 
			264.1,116.1 265.3,115.5 265.5,115.7 265.7,115.8 265.9,116" class="st1"></polyline>
		<polyline points="268.9,118 268.9,118 269,118 269,118 269.1,118 269.1,118 269.2,117.9 269.2,117.9 269.2,117.8 
			269.2,117.7 269.2,117.6" class="st1"></polyline>
		<polyline points="269.1,114.5 269.2,114.5 269.2,114.5 269.3,114.5 269.4,114.5 269.5,114.5 269.5,114.6 269.6,114.6 
			269.7,114.7" class="st1"></polyline>
		<polyline points="268.9,117.7 268.9,117.8 268.9,118 268.8,118 268.8,118.1 268.8,118.1 268.7,118.2 268.6,118.2 
			268.5,118.1" class="st1"></polyline>
		<polyline points="265.6,120 265.6,120 265.7,119.9 265.7,119.9 265.7,119.8 265.7,119.7 265.7,119.6 265.7,119.5 
			265.7,119.4 265.7,119.2 265.6,119.1 265.6,118.9 265.5,118.8 265.5,118.6 265.4,118.5 265.3,118.3 265.3,118.2 265.2,118 
			265.1,117.9 265,117.7 264.9,117.6 264.8,117.5 264.7,117.3 264.6,117.2 264.5,117.1 264.5,117 264.4,117 264.3,116.9 
			264.2,116.9 264.1,116.9 264.1,116.8 264,116.9 263.9,116.9" class="st1"></polyline>
		<polyline points="266,116 266.1,116.1 266.2,116.2 266.3,116.3 266.4,116.5 266.5,116.6 266.6,116.8 266.7,117 
			266.8,117.1 266.9,117.3 267,117.5 267.1,117.7 267.2,117.9 267.2,118.1 267.3,118.2 267.3,118.4 267.4,118.6 267.4,118.7 
			267.4,118.9 267.4,119 267.5,119.2 267.4,119.3 267.4,119.4 267.4,119.5 267.3,119.6 267.2,119.7 267.1,119.9 267,120 
			265.8,120.6 265.6,120.4 265.4,120.3" class="st1"></polyline>
		<line y2="118.1" x2="268.6" y1="118.1" x1="268.5" class="st1"></line>
		<polyline points="269.1,115.1 269,115 268.9,114.9 268.8,114.9 268.7,114.8 268.6,114.8 268.5,114.8 268.4,114.9 
			268.4,114.9 268.3,114.9" class="st1"></polyline>
		<polyline points="268.2,115 268.2,115 268.3,115 268.3,115 268.4,115 268.5,115 268.6,115.1 268.6,115.1 268.7,115.2" class="st1"></polyline>
		<line y2="118.1" x2="268.6" y1="118.1" x1="268.6" class="st1"></line>
		<polyline points="268.4,115.4 268.3,115.3 268.2,115.2 268.2,115.2 268.1,115.2 268,115.1 268,115.1 267.9,115.1 
			267.8,115.2" class="st1"></polyline>
		<line y2="115.5" x2="268.5" y1="115.5" x1="268.6" class="st1"></line>
		<line y2="115.1" x2="269.2" y1="115.2" x1="269.2" class="st1"></line>
		<polyline points="269.5,117.3 269.5,117.5 269.5,117.6 269.5,117.6 269.5,117.7 269.5,117.8 269.5,117.8 269.4,117.8 
			269.3,117.9 269.3,117.9 269.3,117.9 269.2,117.9" class="st1"></polyline>
		<polyline points="270.4,114.4 270.3,114.3 270.2,114.2 270.1,114.2 270,114.2 269.9,114.1 269.9,114.1 269.8,114.2" class="st1"></polyline>
		<polyline points="270.1,116.9 270.2,117.1 270.2,117.2 270.2,117.3 270.1,117.4 270.1,117.4 270.1,117.5 270.1,117.5 
			270,117.5 270,117.5 269.9,117.5 269.9,117.5" class="st1"></polyline>
		<polyline points="270.5,117 270.5,117.1 270.5,117.1 270.5,117.2 270.5,117.3 270.4,117.3 270.4,117.3" class="st1"></polyline>
		<line y2="116.7" x2="270.5" y1="116.8" x1="270.5" class="st1"></line>
		<polyline points="270.7,117.2 270.6,117.2 270.6,117.2 270.5,117.2" class="st1"></polyline>
		<polyline points="270.8,116.6 270.8,116.8 270.8,116.9 270.8,117 270.8,117 270.8,117.1 270.8,117.1 270.7,117.2" class="st1"></polyline>
		<polyline points="271,117 270.9,117.1 270.9,117.1 270.8,117" class="st1"></polyline>
		<polyline points="269.4,114.9 269.3,114.8 269.2,114.7 269.1,114.7 269.1,114.7 269,114.6 268.9,114.6 268.9,114.6 
			268.8,114.7" class="st1"></polyline>
		<polyline points="268,115.1 268.1,115.1 268.1,115" class="st1"></polyline>
		<line y2="116.4" x2="271.1" y1="116.5" x1="271.1" class="st1"></line>
		<polyline points="267.3,115.6 267.3,115.5 267.3,115.4 267.4,115.4 267.5,115.3 267.6,115.3 267.6,115.3 267.7,115.3 
			267.8,115.3 267.8,115.4 267.9,115.4 268,115.5 268.1,115.5" class="st1"></polyline>
		<polyline points="267.8,115.2 267.7,115.2 267.7,115.3" class="st1"></polyline>
		<polyline points="269.5,114.3 269.5,114.3 269.6,114.3 269.6,114.3 269.7,114.3 269.8,114.4 269.9,114.4 269.9,114.5 
			270,114.5" class="st1"></polyline>
		<polyline points="268.7,114.8 268.7,114.7 268.8,114.7" class="st1"></polyline>
		<polyline points="269,114.6 269,114.6 269.1,114.5" class="st1"></polyline>
		<polyline points="269.7,114.2 269.7,114.2 269.6,114.3" class="st1"></polyline>
		<polyline points="269.8,117.3 269.8,117.4 269.8,117.5 269.8,117.5 269.8,117.6 269.8,117.6 269.7,117.7 269.7,117.7 
			269.6,117.7 269.6,117.7 269.5,117.7" class="st1"></polyline>
		<line y2="115.6" x2="267.3" y1="115.6" x1="267.3" class="st1"></line>
		<line y2="115.6" x2="267.3" y1="115.6" x1="267.2" class="st1"></line>
		<polyline points="270.2,117.4 270.2,117.4 270.3,117.4 270.3,117.4" class="st1"></polyline>
		<polyline points="269.3,114.5 269.4,114.4 269.4,114.4" class="st1"></polyline>
		<polyline points="271.1,116.6 271.1,116.7 271.1,116.8 271.1,116.9 271.1,116.9 271.1,117 271,117" class="st1"></polyline>
		<polyline points="271,114 271,114 271.1,114.1 271.1,114.1 271.2,114.2 271.3,114.3 271.3,114.3 271.4,114.4 
			271.5,114.5 271.5,114.6 271.6,114.7 271.6,114.8 271.7,114.9 271.8,115 271.8,115.1 271.9,115.2 271.9,115.3 271.9,115.5 
			272,115.6 272,115.7 272,115.7 272,115.8 272,115.9 272,116 272,116 272,116.1 271.9,116.3 271.9,116.4 271.9,116.4 271.8,116.5 
			271.8,116.5" class="st1"></polyline>
		<polyline points="271.2,116.9 271.2,116.9 271.3,116.9 271.3,116.9" class="st1"></polyline>
		<polyline points="271.4,116.3 271.5,116.5 271.5,116.6 271.5,116.6 271.5,116.7 271.4,116.8 271.4,116.8 271.4,116.8" class="st1"></polyline>
		<polyline points="271.8,116.1 271.8,116.3 271.8,116.4 271.8,116.5 271.8,116.5 271.8,116.6 271.7,116.6 271.7,116.7 
			271.6,116.7 271.6,116.7 271.5,116.7 271.5,116.7" class="st1"></polyline>
		<polyline points="270.7,114.2 270.6,114.1 270.5,114.1 270.4,114 270.4,114 270.3,114 270.2,114 270.2,114 270.1,114" class="st1"></polyline>
		<polyline points="270,114.1 270,114.1 270,114" class="st1"></polyline>
		<polyline points="271.1,114.1 271,114 270.9,114 270.8,114 270.6,113.9 270.5,113.8 270.4,113.9 270.4,113.9 
			270.3,113.9 270.3,114" class="st1"></polyline>
	</g>
	<g id="ID_1325">
		<line y2="116.4" x2="267" y1="116.1" x1="267.6" class="st0"></line>
		<line y2="120.8" x2="268.6" y1="120.9" x1="268.5" class="st0"></line>
		<polyline points="268.1,121.1 268.2,121 268.3,120.9 268.3,120.8 268.4,120.6 268.4,120.4 268.4,120.2 268.4,119.9 
			268.3,119.7 268.3,119.4 268.2,119.1 268.1,118.7 268,118.4 267.9,118.1 267.7,117.7 267.6,117.4 267.4,117 267.2,116.7 
			267,116.4 266.8,116.1 266.6,115.8 266.4,115.5 266.2,115.2 266,115 265.8,114.8 265.6,114.6 265.5,114.5 265.3,114.3 
			265.1,114.3 264.9,114.2 264.8,114.2 264.7,114.2 264.5,114.2" class="st0"></polyline>
		<polyline points="266.5,120.2 266.6,120.3 266.8,120.5 267,120.7 267.2,120.9 267.3,121 267.5,121.1 267.7,121.1 
			267.8,121.2 267.9,121.1 268.1,121.1 268.6,120.8 268.7,120.8 268.8,120.7 268.8,120.5 268.9,120.3 268.9,120.1 268.9,119.9 
			268.9,119.7 268.9,119.4 268.8,119.1 268.7,118.8 268.6,118.5 268.5,118.1 268.4,117.8 268.3,117.5 268.1,117.1 267.9,116.8 
			267.7,116.4 267.6,116.1 267.4,115.8 267.2,115.5 267,115.2 266.8,115 266.6,114.7 266.4,114.5 266.2,114.4 266,114.2 
			265.8,114.1 265.6,114 265.5,113.9 265.3,113.9 265.2,113.9 265.1,114 264.5,114.2 264.4,114.3 264.4,114.4 264.3,114.6 
			264.2,114.7 264.2,114.9 264.2,115.2 264.2,115.4 264.3,115.7 264.3,116" class="st1"></polyline>
	</g>
</g>
<g id="ID_1230">
	<g id="ID_1233">
		<polyline points="402,114.7 402.1,114.8 402.2,114.9 402.3,115 402.5,115.3 402.7,115.5 402.8,115.8 403,116.1 
			403.1,116.3 403.2,116.6 403.3,116.9 403.4,117.2 403.5,117.4 403.5,117.5 403.5,117.7 403.5,117.9" class="st0"></polyline>
		<polyline points="395.7,118.7 395.8,118.8 395.8,118.8 395.9,118.9 396,119 396,119.1 396.1,119.2 396.2,119.3 
			396.2,119.4 396.3,119.5 396.3,119.6 396.4,119.7 396.4,119.8 396.5,119.9 396.5,120 396.6,120.1 396.6,120.2 396.6,120.3 
			396.7,120.4 396.7,120.5 396.7,120.6" class="st0"></polyline>
		<line y2="118.7" x2="396.5" y1="118.5" x1="396.5" class="st0"></line>
		<line y2="117.5" x2="399.4" y1="117.4" x1="399.3" class="st0"></line>
		<polyline points="395.9,118.4 395.9,118.4 396,118.4 396.1,118.5 396.1,118.6 396.2,118.6 396.3,118.7 396.4,118.8 
			396.4,118.9 396.5,119 396.6,119.1 396.6,119.2 396.7,119.3 396.8,119.4 396.8,119.5 396.9,119.7 396.9,119.8 397,119.9 397,120 
			397,120.1 397,120.2 397.1,120.3 397.1,120.3 397.1,120.4 397.1,120.5 397,120.5 397,120.6" class="st0"></polyline>
		<polyline points="397,120.5 397,120.4 397,120.3 396.9,120.2 396.9,120 396.8,119.9 396.8,119.7 396.7,119.5 
			396.6,119.4 396.5,119.2 396.4,119 396.3,118.9 396.2,118.8 396.1,118.6 396,118.5 395.9,118.4" class="st0"></polyline>
		<polyline points="399.5,117.6 399.6,117.7 399.6,117.8" class="st0"></polyline>
		<polyline points="395.9,117.9 396,117.9 396.1,117.9 396.2,117.9 396.2,118 396.3,118 396.4,118.1 396.5,118.2 
			396.7,118.3 396.8,118.5 396.9,118.7 397.1,118.9 397.2,119.1 397.3,119.3 397.4,119.5 397.5,119.7 397.5,119.9 397.6,120 
			397.6,120.1 397.6,120.2 397.6,120.3 397.6,120.4 397.6,120.4 397.6,120.5 397.6,120.5 397.5,120.6 397.5,120.6" class="st0"></polyline>
		<polyline points="399.3,119.1 399.3,119.1 399.2,119 399.2,118.9 399.2,118.8 399.1,118.7 399.1,118.6 399.1,118.4 
			399,118.3 398.9,118.2 398.9,118.1 398.8,118 398.8,117.9 398.7,117.8 398.6,117.7 398.5,117.6 398.5,117.5 398.4,117.5 
			398.3,117.4" class="st0"></polyline>
		<polyline points="399.3,119.3 399.3,119.2 399.3,119.1 399.2,119 399.2,118.9 399.1,118.7 399.1,118.6 399,118.5 
			399,118.3 398.9,118.2 398.8,118.1 398.7,118 398.7,117.8 398.6,117.7 398.5,117.6 398.4,117.5 398.3,117.4 398.2,117.3 
			398.1,117.2" class="st0"></polyline>
		<polyline points="399.3,119.4 399.3,119.4 399.3,119.3 399.3,119.3 399.3,119.2 399.3,119.1 399.3,119 399.3,118.9 
			399.3,118.8 399.2,118.7 399.2,118.6 399.2,118.5 399.1,118.4 399.1,118.3 399,118.2 398.9,118.1 398.9,118 398.8,117.9 
			398.7,117.8 398.7,117.7 398.6,117.6 398.5,117.5 398.5,117.4 398.4,117.4 398.3,117.3 398.3,117.3 398.2,117.2 398.1,117.2" class="st0"></polyline>
		<polyline points="399,119.3 399,119.3 398.9,119.2 398.9,119.1 398.9,119 398.8,118.9 398.8,118.8 398.8,118.7 
			398.7,118.6 398.6,118.5 398.6,118.3 398.5,118.2 398.5,118.1 398.4,118 398.3,117.9 398.3,117.8 398.2,117.8 398.1,117.7 
			398,117.6" class="st0"></polyline>
		<polyline points="399,119.5 399,119.4 398.9,119.3 398.9,119.2 398.9,119 398.8,118.9 398.8,118.8 398.7,118.7 
			398.6,118.5 398.6,118.4 398.5,118.3 398.4,118.1 398.3,118 398.2,117.9 398.2,117.8 398.1,117.7 398,117.6 397.9,117.5" class="st0"></polyline>
		<polyline points="399,119.5 399,119.5 399,119.5 399,119.4 399,119.3 399,119.2 399,119.1 399,119.1 398.9,119 
			398.9,118.9 398.9,118.8 398.8,118.6 398.8,118.5 398.7,118.4 398.6,118.3 398.6,118.2 398.5,118.1 398.4,118 398.4,117.9 
			398.3,117.8 398.2,117.7 398.2,117.7 398.1,117.6 398,117.5 398,117.5 397.9,117.4 397.8,117.4 397.8,117.4" class="st0"></polyline>
		<polyline points="398.6,119.5 398.6,119.4 398.6,119.3 398.6,119.2 398.5,119.1 398.5,119 398.5,118.9 398.4,118.8 
			398.4,118.7 398.3,118.6 398.2,118.5 398.2,118.3 398.1,118.3 398,118.1 398,118.1 397.9,118 397.8,117.9 397.8,117.8 
			397.7,117.7" class="st0"></polyline>
		<polyline points="399.1,119.8 399.2,119.8 399.2,119.7 399.2,119.7 399.2,119.6 399.2,119.5 399.2,119.5 399.2,119.4 
			399.2,119.3 399.2,119.1 399.2,119 399.1,118.9 399.1,118.8 399,118.7 399,118.5 398.9,118.4 398.8,118.3 398.7,118.1 398.7,118 
			398.6,117.9 398.5,117.7 398.4,117.6 398.3,117.5 398.3,117.4 398.2,117.3 398.1,117.3 398,117.2 397.9,117.2 397.8,117.1 
			397.8,117.1 397.7,117.1 397.6,117.1 397.6,117.1" class="st0"></polyline>
		<polyline points="398.6,119.7 398.6,119.6 398.6,119.5 398.6,119.3 398.5,119.2 398.5,119 398.4,118.8 398.3,118.6 
			398.2,118.5 398.1,118.3 398,118.1 397.8,117.9 397.7,117.8 397.6,117.7" class="st0"></polyline>
		<polyline points="398.7,119.7 398.7,119.7 398.7,119.6 398.7,119.6 398.7,119.5 398.7,119.4 398.7,119.4 398.6,119.3 
			398.6,119.2 398.6,119.1 398.5,119 398.5,118.9 398.5,118.8 398.4,118.7 398.3,118.5 398.3,118.4 398.2,118.3 398.2,118.2 
			398.1,118.1 398,118 398,117.9 397.9,117.9 397.8,117.8 397.7,117.7 397.7,117.7 397.6,117.6 397.5,117.6 397.5,117.5" class="st0"></polyline>
		<polyline points="398.3,119.7 398.3,119.6 398.3,119.5 398.3,119.4 398.2,119.3 398.2,119.2 398.2,119.1 398.1,119 
			398.1,118.9 398,118.8 397.9,118.7 397.9,118.6 397.8,118.5 397.8,118.4 397.7,118.3 397.6,118.2 397.5,118.1 397.5,118 
			397.4,117.9" class="st0"></polyline>
		<polyline points="398.3,119.8 398.3,119.7 398.3,119.6 398.3,119.5 398.2,119.4 398.2,119.2 398.1,119.1 398,119 
			398,118.8 397.9,118.7 397.8,118.6 397.8,118.5 397.7,118.3 397.6,118.2 397.5,118.1 397.4,118 397.3,117.9 397.3,117.8" class="st0"></polyline>
		<line y2="118.7" x2="395.6" y1="118.7" x1="395.5" class="st0"></line>
		<polyline points="398.8,119.9 398.8,119.9 398.9,119.9 398.9,119.8 398.9,119.8 398.9,119.7 398.9,119.6 398.9,119.5 
			398.9,119.4 398.9,119.3 398.8,119.2 398.8,119.1 398.7,118.9 398.6,118.7 398.5,118.5 398.4,118.3 398.3,118.1 398.2,118 
			398.1,117.8 398,117.7 397.8,117.5 397.7,117.4 397.6,117.3 397.5,117.3 397.4,117.3 397.3,117.2 397.2,117.3" class="st0"></polyline>
		<polyline points="398.3,119.9 398.4,119.8 398.4,119.8 398.4,119.7 398.4,119.6 398.3,119.6 398.3,119.5 398.3,119.4 
			398.3,119.3 398.2,119.2 398.2,119.1 398.2,119 398.1,118.9 398.1,118.8 398,118.7 397.9,118.5 397.9,118.4 397.8,118.3 
			397.7,118.2 397.7,118.1 397.6,118.1 397.5,118 397.5,117.9 397.4,117.9 397.3,117.8 397.2,117.7 397.2,117.7 397.1,117.7" class="st0"></polyline>
		<polyline points="398,119.9 398,119.8 398,119.7 397.9,119.6 397.9,119.5 397.9,119.4 397.8,119.3 397.8,119.2 
			397.8,119.1 397.7,119 397.6,118.9 397.6,118.8 397.5,118.7 397.5,118.6 397.4,118.5 397.3,118.4 397.3,118.3 397.2,118.2 
			397.1,118.1 397,118.1" class="st0"></polyline>
		<polyline points="398.5,120.1 398.5,120.1 398.5,120.1 398.6,120 398.6,119.9 398.6,119.9 398.6,119.8 398.6,119.7 
			398.6,119.6 398.5,119.5 398.5,119.4 398.5,119.2 398.4,119.1 398.4,119 398.3,118.8 398.2,118.7 398.2,118.6 398.1,118.4 
			398,118.3 397.9,118.2 397.9,118.1 397.8,118 397.7,117.9 397.6,117.8 397.5,117.7 397.4,117.6 397.3,117.5 397.3,117.5 
			397.2,117.5 397.1,117.4 397.1,117.4 397,117.4 396.9,117.4" class="st0"></polyline>
		<polyline points="398,120 398,119.9 398,119.8 397.9,119.7 397.9,119.5 397.8,119.4 397.8,119.3 397.7,119.1 
			397.7,119 397.6,118.9 397.5,118.7 397.4,118.6 397.4,118.5 397.3,118.4 397.2,118.3 397.1,118.2 397,118.1 396.9,118" class="st0"></polyline>
		<polyline points="398,120.1 398,120 398,120 398,119.9 398,119.9 398,119.8 398,119.7 398,119.6 398,119.5 
			397.9,119.4 397.9,119.3 397.9,119.2 397.8,119.1 397.8,119 397.7,118.9 397.6,118.8 397.6,118.7 397.5,118.6 397.4,118.5 
			397.4,118.4 397.3,118.3 397.2,118.2 397.2,118.1 397.1,118.1 397,118 397,117.9 396.9,117.9 396.8,117.9" class="st0"></polyline>
		<polyline points="397.7,120 397.6,119.9 397.6,119.8 397.6,119.8 397.6,119.7 397.5,119.6 397.5,119.5 397.5,119.3 
			397.4,119.2 397.4,119.1 397.3,119 397.2,118.9 397.2,118.8 397.1,118.7 397,118.6 397,118.5 396.9,118.4 396.8,118.3 
			396.7,118.3 396.7,118.2" class="st0"></polyline>
		<line y2="119.1" x2="399.9" y1="119" x1="400" class="st0"></line>
		<polyline points="396.6,117.6 396.7,117.6 396.7,117.6 396.8,117.6 396.9,117.6 396.9,117.7 397,117.7 397.1,117.8 
			397.2,117.8 397.3,117.9 397.4,118 397.4,118.1 397.5,118.2 397.6,118.4 397.7,118.5 397.8,118.6 397.8,118.7 397.9,118.9 
			398,119 398,119.1 398.1,119.3 398.1,119.4 398.2,119.5 398.2,119.6 398.2,119.8 398.3,119.9 398.3,120 398.3,120 398.3,120.1 
			398.2,120.2 398.2,120.2 398.2,120.3 398.2,120.3" class="st0"></polyline>
		<polyline points="397.7,120.2 397.7,120.1 397.6,119.9 397.6,119.8 397.6,119.7 397.5,119.6 397.5,119.4 397.4,119.3 
			397.3,119.2 397.3,119 397.2,118.9 397.1,118.8 397,118.7 396.9,118.5 396.9,118.4 396.8,118.3 396.7,118.2 396.6,118.1" class="st0"></polyline>
		<polyline points="397.7,120.2 397.7,120.2 397.7,120.1 397.7,120.1 397.7,120 397.7,119.9 397.7,119.8 397.7,119.7 
			397.6,119.6 397.6,119.5 397.6,119.4 397.5,119.3 397.5,119.2 397.4,119.1 397.4,119 397.3,118.9 397.2,118.8 397.2,118.7 
			397.1,118.6 397,118.5 396.9,118.4 396.9,118.3 396.8,118.3 396.7,118.2 396.7,118.1 396.6,118.1 396.5,118 396.5,118" class="st0"></polyline>
		<polyline points="397.3,120.1 397.3,120.1 397.3,120 397.3,119.9 397.2,119.8 397.2,119.7 397.2,119.6 397.1,119.5 
			397.1,119.3 397,119.2 396.9,119.1 396.9,119 396.8,118.9 396.7,118.8 396.7,118.7 396.6,118.6 396.5,118.6 396.5,118.5 
			396.4,118.4" class="st0"></polyline>
		<polyline points="397.8,120.4 397.9,120.4 397.9,120.4 397.9,120.3 397.9,120.3 397.9,120.2 397.9,120.1 397.9,120 
			397.9,119.9 397.9,119.8 397.9,119.7 397.8,119.6 397.8,119.4 397.7,119.3 397.7,119.2 397.6,119 397.5,118.9 397.4,118.8 
			397.4,118.7 397.3,118.5 397.2,118.4 397.1,118.3 397,118.2 396.9,118.1 396.9,118 396.8,117.9 396.7,117.9 396.6,117.8 
			396.5,117.8 396.5,117.8 396.4,117.7 396.3,117.7 396.3,117.8" class="st0"></polyline>
		<polyline points="397.3,120.3 397.3,120.2 397.3,120.1 397.3,120 397.2,119.9 397.2,119.7 397.1,119.4 396.9,119.2 
			396.8,119 396.7,118.8 396.5,118.6 396.4,118.4 396.3,118.3" class="st0"></polyline>
		<polyline points="399.3,117.3 399.2,117.2 399.1,117.1" class="st0"></polyline>
		<polyline points="397.4,120.4 397.4,120.4 397.4,120.3 397.4,120.3 397.4,120.2 397.4,120.1 397.4,120 397.3,119.9 
			397.3,119.8 397.3,119.7 397.3,119.6 397.2,119.5 397.2,119.4 397.1,119.3 397.1,119.2 397,119.1 396.9,119 396.9,118.9 
			396.8,118.8 396.7,118.7 396.7,118.6 396.6,118.5 396.5,118.5 396.4,118.4 396.3,118.3 396.2,118.2 396.2,118.2" class="st0"></polyline>
		<line y2="120.9" x2="396.5" y1="120.9" x1="396.4" class="st0"></line>
		<polyline points="396.4,120.8 396.4,120.7 396.5,120.7" class="st0"></polyline>
		<polyline points="397.9,116.9 398,116.9 398,116.9 398.1,116.9 398.2,116.9 398.2,117 398.3,117 398.4,117.1 
			398.5,117.2 398.6,117.3 398.7,117.4 398.7,117.5 398.8,117.6 398.9,117.7 399,117.8 399.1,117.9 399.1,118.1 399.2,118.2 
			399.3,118.3 399.3,118.5 399.4,118.6 399.4,118.7 399.5,118.9 399.5,119 399.5,119.1 399.6,119.2 399.6,119.3 399.6,119.4 
			399.6,119.4 399.5,119.5 399.5,119.6 399.5,119.6 399.5,119.6" class="st0"></polyline>
		<line y2="120.2" x2="396.4" y1="120.1" x1="396.4" class="st0"></line>
		<polyline points="397,120.3 397,120.2 397,120.1 396.9,120 396.9,119.9 396.9,119.8 396.8,119.7 396.8,119.6 
			396.7,119.5 396.6,119.3 396.6,119.2 396.5,119.1 396.4,119 396.4,118.9 396.3,118.8 396.2,118.7 396.2,118.7 396.1,118.6" class="st0"></polyline>
		<polyline points="398.4,117 398.5,117 398.5,117.1 398.6,117.1 398.7,117.2 398.7,117.2 398.8,117.3 398.9,117.4 
			399,117.5 399,117.6 399.1,117.7 399.2,117.8 399.2,117.9 399.3,118 399.4,118.1 399.4,118.2 399.5,118.3 399.5,118.4 
			399.5,118.5 399.6,118.6 399.6,118.7 399.6,118.8 399.6,118.9 399.7,119 399.7,119.1 399.7,119.1 399.7,119.2 399.6,119.2 
			399.6,119.3" class="st0"></polyline>
		<polyline points="398.6,117.1 398.6,117.2 398.7,117.3 398.8,117.4 398.9,117.5 399,117.7 399.1,117.8 399.1,117.9 
			399.2,118 399.3,118.2 399.4,118.3 399.4,118.5 399.5,118.6 399.5,118.7 399.6,118.8 399.6,118.9 399.6,119.1 399.6,119.2" class="st0"></polyline>
		<line y2="118" x2="399.7" y1="118.1" x1="399.7" class="st0"></line>
		<line y2="118.2" x2="399.8" y1="118.3" x1="399.8" class="st0"></line>
		<polyline points="396.4,119.2 396.5,119.4 396.7,119.6 396.8,119.9 396.8,120.1 396.9,120.2 396.9,120.3 396.9,120.4 
			397,120.5 397,120.6 397,120.7 397,120.8 396.9,120.8 396.9,120.9 396.9,120.9 396.8,120.9" class="st0"></polyline>
		<polyline points="400,119 400,118.9 399.9,118.8 399.9,118.7 399.9,118.6" class="st0"></polyline>
		<polyline points="395.6,118.1 395.7,118.1 395.7,118.1 395.8,118.1 395.9,118.1 396,118.1 396,118.2 396.1,118.3 
			396.2,118.3 396.3,118.4 396.4,118.5 396.5,118.6 396.6,118.7 396.6,118.9 396.7,119 396.8,119.1 396.9,119.2 396.9,119.4 
			397,119.5 397.1,119.6 397.1,119.8 397.2,119.9 397.2,120 397.2,120.1 397.3,120.3 397.3,120.4 397.3,120.5 397.3,120.5 
			397.3,120.6 397.3,120.7 397.2,120.7 397.2,120.7 397.2,120.8" class="st0"></polyline>
		<polyline points="398.7,117.3 398.8,117.3 398.8,117.4 398.9,117.5 399,117.6 399,117.7 399.1,117.8 399.2,117.9 
			399.2,118 399.3,118.1 399.4,118.2 399.4,118.3 399.5,118.4 399.5,118.5 399.5,118.7 399.6,118.7 399.6,118.8 399.6,118.9 
			399.6,119" class="st0"></polyline>
		<polyline points="398.8,116.8 398.8,116.8 398.9,116.9" class="st0"></polyline>
		<line y2="117" x2="399.1" y1="116.9" x1="399" class="st0"></line>
		<line y2="115.5" x2="401.4" y1="115" x1="402.3" class="st0"></line>
		<line y2="117.2" x2="403.4" y1="117.7" x1="402.5" class="st0"></line>
		<polyline points="398.2,116.8 398.3,116.7 398.4,116.7 398.4,116.8 398.5,116.8 398.6,116.8 398.6,116.9 398.7,116.9 
			398.8,117 398.9,117.1 399,117.2 399.1,117.3 399.2,117.4 399.2,117.5 399.3,117.7 399.4,117.8 399.5,117.9 399.5,118.1 
			399.6,118.2 399.7,118.3 399.7,118.5 399.8,118.6 399.8,118.7 399.9,118.9 399.9,119 399.9,119.1 399.9,119.2 399.9,119.3 
			399.9,119.4 399.8,119.4" class="st0"></polyline>
		<polyline points="396.7,120.7 396.7,120.7 396.7,120.6 396.7,120.6 396.7,120.5 396.7,120.4 396.7,120.3 396.7,120.3 
			396.7,120.2 396.6,120 396.6,119.9 396.5,119.8 396.5,119.7 396.4,119.6 396.4,119.5 396.3,119.4 396.2,119.3 396.2,119.2 
			396.1,119.1 396,119 396,118.9 395.9,118.8 395.8,118.7 395.7,118.7 395.7,118.6 395.6,118.6 395.5,118.5 395.5,118.5 
			395.4,118.5 395.3,118.5 395.3,118.5" class="st0"></polyline>
		<line y2="118.5" x2="395.2" y1="118.4" x1="395.3" class="st0"></line>
		<polyline points="396.4,120.8 396.4,120.8 396.3,120.8 396.3,120.8 396.2,120.8" class="st0"></polyline>
		<line y2="117" x2="403.4" y1="117.2" x1="403.4" class="st0"></line>
		<line y2="119" x2="400" y1="119" x1="400" class="st0"></line>
		<polyline points="401.1,117.8 399.9,118.5 399.9,118.6" class="st0"></polyline>
		<polyline points="399.8,118.3 399.9,118.5 399.8,118.6 399.8,118.6" class="st0"></polyline>
		<line y2="118.1" x2="399.7" y1="118.2" x1="399.8" class="st0"></line>
		<line y2="118" x2="399.7" y1="117.8" x1="399.6" class="st0"></line>
		<line y2="120.1" x2="396.8" y1="120" x1="396.9" class="st0"></line>
		<line y2="119.9" x2="397.2" y1="119.9" x1="397.2" class="st0"></line>
		<line y2="118.7" x2="399.5" y1="118.7" x1="399.4" class="st0"></line>
		<polyline points="396.5,120.7 396.5,120.6 396.5,120.6 396.5,120.5 396.5,120.4 396.4,120.3 396.4,120.2" class="st0"></polyline>
		<line y2="117.5" x2="399.4" y1="117.6" x1="399.5" class="st0"></line>
		<line y2="117.4" x2="399.3" y1="117.3" x1="399.3" class="st0"></line>
		<line y2="118.9" x2="399.1" y1="118.9" x1="399.2" class="st0"></line>
		<line y2="117" x2="399.1" y1="117.1" x1="399.1" class="st0"></line>
		<line y2="116.9" x2="398.9" y1="116.9" x1="399" class="st0"></line>
		<line y2="119.1" x2="398.8" y1="119" x1="398.9" class="st0"></line>
		<line y2="117.4" x2="397.2" y1="117.3" x1="397.2" class="st0"></line>
		<line y2="119.7" x2="397.6" y1="119.7" x1="397.5" class="st0"></line>
		<line y2="119.5" x2="397.9" y1="119.6" x1="397.8" class="st0"></line>
		<line y2="119.4" x2="398.2" y1="119.4" x1="398.1" class="st0"></line>
		<line y2="119.2" x2="398.5" y1="119.2" x1="398.5" class="st0"></line>
		<polyline points="396.5,118.2 396.4,118.4 396.4,118.4" class="st0"></polyline>
		<line y2="118.3" x2="396.2" y1="118.2" x1="396.2" class="st0"></line>
		<line y2="118.4" x2="395.9" y1="118.4" x1="395.9" class="st0"></line>
		<polyline points="399.9,119.3 399.9,119.2 399.9,119.1 399.9,119 399.9,118.8 399.9,118.7 399.8,118.6 399.7,118.3 
			399.7,118.1 399.5,117.9 399.4,117.6 399.3,117.4 399.2,117.2 399,117.1 398.9,116.9 398.8,116.8 398.6,116.7 398.5,116.7" class="st0"></polyline>
		<polyline points="396.6,120.1 396.4,120.1 396.4,120 396.3,119.9 396.3,119.8 396.2,119.7 396.2,119.6 396.1,119.5 
			396.1,119.4 396,119.3 395.9,119.2 395.9,119.1 395.8,119 395.7,118.9 395.7,118.8 395.6,118.8 395.6,118.7" class="st0"></polyline>
		<line y2="118.6" x2="395.5" y1="118.6" x1="395.6" class="st0"></line>
		<polyline points="396.4,119.2 396.3,119 396.2,118.8 396,118.6 395.9,118.5 395.8,118.3 395.6,118.3 395.5,118.2 
			395.4,118.2" class="st0"></polyline>
		<polyline points="395.6,118.7 395.5,118.6 395.5,118.5 395.4,118.5 395.4,118.5 395.3,118.5 395.3,118.5" class="st0"></polyline>
		<polyline points="396.4,119.2 396.3,119 396.2,118.9 396.1,118.8 396,118.7 395.9,118.6 395.8,118.5 395.7,118.5 
			395.6,118.4 395.5,118.4 395.4,118.4 395.4,118.4 395.3,118.5 395.3,118.5 395.2,118.5 395.2,118.6 395.2,118.7" class="st0"></polyline>
		<polyline points="395.5,118.7 395.4,118.7 395.4,118.6 395.3,118.6 395.3,118.6 395.3,118.6 395.2,118.6 395.2,118.7 
			395.2,118.8" class="st0"></polyline>
		<polyline points="395.2,118.8 395.1,118.8 395.1,118.9 395.1,119 395.2,119.1 395.2,119.1 395.2,119.2 395.2,119.3 
			395.3,119.5 395.3,119.6 395.3,119.7 395.4,119.8 395.4,119.9 395.5,120 395.6,120.1 395.6,120.2 395.7,120.3 395.7,120.4 
			395.8,120.5 395.9,120.5 395.9,120.6 396,120.7 396.1,120.7 396.1,120.8 396.2,120.8 396.2,120.8 396.5,120.9 396.5,120.9 
			396.6,120.9 396.6,120.9 396.6,120.9 396.7,120.9 396.7,120.8 396.7,120.8 396.7,120.7 396.7,120.6" class="st1"></polyline>
		<polyline points="399.6,119.4 399.7,119.4 399.8,119.4 399.8,119.4 399.9,119.4 399.9,119.3 399.9,119.1" class="st1"></polyline>
		<polyline points="402.8,118.9 403.3,118.7 403.4,118.5 403.5,118.3 403.5,118.1 403.5,117.9 403.5,117.8 403.5,117.7" class="st1"></polyline>
		<line y2="119.2" x2="399.9" y1="118.4" x1="401.5" class="st1"></line>
		<polyline points="396.9,117.4 396.9,117.5 396.9,117.5 396.8,117.5" class="st1"></polyline>
		<polyline points="397,120.5 397,120.6 397,120.7 397,120.7 397,120.8 397,120.8 397,120.9 396.9,120.9" class="st1"></polyline>
		<polyline points="397.5,120.6 397.5,120.6 397.4,120.6 397.4,120.6" class="st1"></polyline>
		<polyline points="398,120.3 398.1,120.3 398.1,120.3 398.2,120.3" class="st1"></polyline>
		<polyline points="397.9,120.4 397.9,120.4 398,120.3 398,120.3 398,120.2 398,120.2 398,120.1 398,119.9" class="st1"></polyline>
		<polyline points="398.5,116.7 398.4,116.7 398.4,116.7 398.2,116.8 398.2,116.8 398.2,116.8 398.1,116.9" class="st1"></polyline>
		<polyline points="395.2,118.7 395.2,118.6 395.2,118.6 395.3,118.5" class="st1"></polyline>
		<polyline points="398.5,120.1 398.4,120.1 398.4,120.1 398.3,120.1" class="st1"></polyline>
		<line y2="119.7" x2="398.3" y1="119.7" x1="398.3" class="st1"></line>
		<polyline points="398.2,120.2 398.3,120.2 398.3,120.2 398.3,120.1 398.3,120.1 398.3,120 398.3,119.9 398.3,119.8" class="st1"></polyline>
		<polyline points="397.8,117.1 397.8,117 397.9,117 397.9,116.9 398,116.9 398,116.9 398.1,116.9 398.2,116.9 
			398.2,116.9 398.3,117 398.4,117 398.5,117.1 398.6,117.1" class="st1"></polyline>
		<line y2="120.1" x2="397.3" y1="120.2" x1="397.3" class="st1"></line>
		<polyline points="397.7,120.2 397.7,120.3 397.7,120.3 397.7,120.4 397.7,120.5 397.6,120.5 397.6,120.5 397.6,120.6" class="st1"></polyline>
		<line y2="117.9" x2="397.4" y1="117.9" x1="397.3" class="st1"></line>
		<polyline points="396.2,117.9 396.2,117.8 396.2,117.8 396.3,117.8 396.4,117.7 396.4,117.7 396.5,117.7 396.5,117.7 
			396.6,117.7 396.7,117.8 396.8,117.8 396.8,117.9 396.9,118" class="st1"></polyline>
		<line y2="115.8" x2="399.7" y1="115.8" x1="399.7" class="st1"></line>
		<polyline points="397.3,117.8 397.2,117.7 397.1,117.7 397,117.6 396.9,117.6 396.9,117.6 396.8,117.5 396.7,117.5 
			396.7,117.6 396.6,117.6 396.6,117.6 396.5,117.7 396.5,117.7" class="st1"></polyline>
		<polyline points="397.6,117.7 397.5,117.5 397.4,117.5 397.2,117.4 397.1,117.4 397.1,117.4 397,117.4" class="st1"></polyline>
		<line y2="117.5" x2="398" y1="117.6" x1="398" class="st1"></line>
		<line y2="117.2" x2="398.6" y1="117.3" x1="398.7" class="st1"></line>
		<polyline points="395.5,118.2 395.5,118.2 395.6,118.1 395.6,118.1" class="st1"></polyline>
		<line y2="119.5" x2="398.6" y1="119.5" x1="398.6" class="st1"></line>
		<polyline points="398.7,119.9 398.7,119.9 398.8,120 398.8,119.9" class="st1"></polyline>
		<polyline points="397.1,117.4 397.2,117.3 397.2,117.3" class="st1"></polyline>
		<polyline points="397.9,117.5 397.8,117.4 397.7,117.3 397.7,117.3 397.6,117.2 397.5,117.2 397.4,117.2 397.4,117.2 
			397.3,117.2" class="st1"></polyline>
		<polyline points="398.1,117.2 398.1,117.2 398,117.1 397.9,117.1 397.8,117.1 397.8,117 397.7,117 397.7,117.1 
			397.6,117.1 397.5,117.1 397.5,117.2 397.5,117.2" class="st1"></polyline>
		<polyline points="395.9,118 395.9,118 395.9,117.9 396,117.9 396.1,117.9 396.1,117.9 396.2,117.9 396.3,117.9 
			396.4,117.9 396.4,118 396.5,118.1 396.6,118.1" class="st1"></polyline>
		<line y2="119" x2="399.6" y1="119.1" x1="399.6" class="st1"></line>
		<line y2="119.3" x2="399" y1="119.4" x1="399" class="st1"></line>
		<polyline points="399.3,119.3 399.3,119.4 399.3,119.5 399.3,119.6 399.3,119.6 399.3,119.7 399.2,119.7 399.2,119.7" class="st1"></polyline>
		<polyline points="399,119.8 399,119.8 399.1,119.8 399.1,119.8" class="st1"></polyline>
		<polyline points="399.3,119.6 399.4,119.6 399.4,119.6 399.5,119.6 399.5,119.6 399.6,119.5 399.6,119.5 399.6,119.5 
			399.6,119.4 399.6,119.3 399.6,119.3 399.6,119.2" class="st1"></polyline>
		<line y2="119.2" x2="399.3" y1="119.1" x1="399.3" class="st1"></line>
		<line y2="120.1" x2="397.7" y1="120" x1="397.7" class="st1"></line>
		<polyline points="398.5,120.1 398.6,120.1 398.6,120 398.6,120 398.7,119.9 398.7,119.8 398.7,119.8 398.6,119.7" class="st1"></polyline>
		<line y2="116.7" x2="398.6" y1="116" x1="400.1" class="st1"></line>
		<polyline points="395.6,118.7 395.7,118.7 395.8,118.8" class="st1"></polyline>
		<polyline points="395.9,118.4 395.8,118.3 395.7,118.3 395.6,118.2 395.5,118.2 395.4,118.2 395.4,118.2 395.3,118.3 
			395.3,118.4 395.2,118.7" class="st1"></polyline>
		<line y2="118.6" x2="396.1" y1="118.5" x1="396" class="st1"></line>
		<polyline points="396.4,118.4 396.3,118.3 396.2,118.2 396.1,118.1 396,118.1 395.9,118.1 395.8,118 395.7,118 
			395.7,118.1" class="st1"></polyline>
		<polyline points="397.7,120.4 397.7,120.4 397.8,120.4 397.8,120.4" class="st1"></polyline>
		<polyline points="397.2,120.7 397.3,120.7 397.3,120.7 397.3,120.6 397.3,120.6 397.4,120.5 397.4,120.4 397.3,120.3" class="st1"></polyline>
		<line y2="120.4" x2="397" y1="120.3" x1="397" class="st1"></line>
		<polyline points="397,120.8 397.1,120.8 397.1,120.8 397.2,120.8" class="st1"></polyline>
		<polyline points="396.6,120.9 396.7,120.9 396.8,120.9 396.8,120.9 396.8,120.9" class="st1"></polyline>
		<polyline points="399,119.5 399,119.6 399,119.7 399,119.7 399,119.8 398.9,119.9 398.9,119.9 398.9,119.9" class="st1"></polyline>
		<polyline points="400.7,114.4 401.1,114.3 401.3,114.3 401.5,114.4 401.7,114.5 401.8,114.6 402,114.7 402.1,114.8 
			402.2,114.9 402.3,115 402.4,115.1 402.5,115.3 402.6,115.4 402.7,115.6 402.8,115.8 402.9,115.9 403,116.1 403.1,116.3 
			403.2,116.5 403.3,116.7 403.4,116.9 403.4,117 403.4,117.2 403.5,117.4 403.5,117.5 403.5,117.7" class="st1"></polyline>
	</g>
	<g id="ID_1231">
		<line y2="118.4" x2="402.1" y1="118.1" x1="402.7" class="st0"></line>
		<line y2="118.5" x2="401" y1="118.5" x1="400.9" class="st0"></line>
		<line y2="113.4" x2="399.1" y1="113.5" x1="399" class="st0"></line>
		<polyline points="399.6,115.8 399.6,115.8 399.5,115.8 399.5,115.9 399.5,115.9 399.5,116 399.5,116.1 399.5,116.2 
			399.5,116.3" class="st0"></polyline>
		<polyline points="402,120.6 402.1,120.5 402.2,120.4 402.3,120.3 402.3,120.2 402.4,120 402.4,119.8 402.4,119.5 
			402.3,119.3 402.3,119 402.2,118.7 402.1,118.4 402,118 401.9,117.7 401.8,117.4 401.6,117 401.5,116.7 401.3,116.3 401.1,116 
			400.9,115.7 400.7,115.4 400.5,115.1 400.3,114.8 400.1,114.6 399.9,114.4 399.7,114.2 399.5,114 399.3,113.9 399.1,113.8 
			399,113.7 398.8,113.7 398.7,113.7 398.6,113.7" class="st0"></polyline>
		<polyline points="400.1,119.2 400.3,119.5 400.5,119.7 400.7,119.9 400.9,120.1 401.1,120.3 401.3,120.4 401.4,120.5 
			401.6,120.6 401.8,120.6 401.9,120.6 402,120.6 402.5,120.3 402.6,120.3 402.7,120.2 402.8,120 402.8,119.9 402.9,119.7 
			402.9,119.5 402.9,119.3 402.9,119 402.8,118.7 402.7,118.4 402.6,118.1 402.5,117.8 402.4,117.4 402.3,117.1 402.1,116.7 
			402,116.4 401.8,116.1 401.6,115.7 401.4,115.4 401.2,115.1 401,114.8 400.8,114.6 400.6,114.3 400.4,114.1 400.2,113.9 
			400,113.7 399.8,113.6 399.7,113.5 399.5,113.4 399.4,113.4 399.2,113.4 399.1,113.4 398.6,113.7 398.5,113.7 398.4,113.8 
			398.3,114 398.3,114.1 398.2,114.3 398.2,114.5 398.2,114.8 398.3,115 398.3,115.3 398.4,115.6 398.5,115.9 398.6,116.2 
			398.7,116.6 398.7,116.7" class="st1"></polyline>
		<line y2="116" x2="400" y1="115.9" x1="400" class="st1"></line>
		<polyline points="401,118.5 401,118.5 401.1,118.5 401.1,118.4 401.1,118.3 401.1,118.3 401.1,118.2 401.1,118.1 
			401.1,118 401.1,117.9 401.1,117.7 401,117.6 401,117.5 400.9,117.4 400.9,117.2 400.8,117.1 400.8,117 400.7,116.8 400.6,116.7 
			400.5,116.6 400.5,116.4 400.4,116.3 400.3,116.2 400.2,116.1 400.1,116 400.1,115.9 400,115.9 399.9,115.8 399.8,115.8 
			399.8,115.8 399.7,115.7 399.7,115.7 399.6,115.8" class="st1"></polyline>
	</g>
</g>
<g id="ID_1063">
	<g id="ID_1066">
		<line y2="62.1" x2="380.1" y1="62" x1="380.1" class="st0"></line>
		<polyline points="380.1,61.8 380.1,61.9 380.1,61.9" class="st0"></polyline>
		<polyline points="379.3,59.2 379.4,59.2 379.4,59.2 379.5,59.2 379.6,59.3 379.6,59.3 379.7,59.4 379.8,59.4 
			379.9,59.5 380,59.6 380,59.7 380.1,59.8 380.2,59.9 380.3,60 380.4,60.1 380.5,60.3 380.5,60.4 380.6,60.5 380.7,60.7 
			380.7,60.8 380.8,60.9 380.8,61.1 380.9,61.2 380.9,61.3 380.9,61.4 380.9,61.5 381,61.6 381,61.7 380.9,61.8 380.9,61.8 
			380.9,61.9 380.9,61.9 380.8,61.9" class="st0"></polyline>
		<polyline points="379.4,59.9 379.4,59.9 379.5,60 379.6,60 379.6,60.1 379.7,60.2 379.8,60.3 379.8,60.4 379.9,60.5 
			379.9,60.6 380,60.7 380.1,60.8 380.1,60.9 380.2,61 380.2,61.2 380.2,61.3 380.3,61.4 380.3,61.5 380.3,61.6 380.3,61.7 
			380.4,61.8" class="st0"></polyline>
		<polyline points="380.7,61.7 380.7,61.7 380.7,61.6 380.7,61.6 380.7,61.5 380.7,61.4 380.7,61.3 380.7,61.2 
			380.6,61.1 380.6,61 380.6,60.9 380.5,60.8 380.5,60.7 380.4,60.6 380.4,60.5 380.3,60.4 380.2,60.3 380.2,60.2 380.1,60 380,60 
			379.9,59.9 379.9,59.8 379.8,59.7 379.7,59.6 379.7,59.6 379.6,59.6 379.5,59.5" class="st0"></polyline>
		<polyline points="379.6,59.1 379.7,59.1 379.7,59.1 379.8,59.1 379.9,59.1 380,59.2 380.1,59.2 380.2,59.3 
			380.3,59.5 380.5,59.6 380.6,59.8 380.7,60 380.9,60.2 381,60.5 381.1,60.7 381.2,60.9 381.2,61 381.2,61.1 381.3,61.2 
			381.3,61.3 381.3,61.4 381.3,61.5 381.3,61.6 381.3,61.6 381.2,61.7 381.2,61.7 381.2,61.8" class="st0"></polyline>
		<polyline points="383.3,60.4 383.3,60.4 383.3,60.3 383.3,60.3 383.3,60.2 383.3,60.1 383.3,60 383.3,60 383.3,59.9 
			383.2,59.8 383.2,59.7 383.2,59.6 383.1,59.5 383.1,59.3 383,59.2 383,59.1 382.9,59 382.8,58.9 382.8,58.8 382.7,58.7 
			382.6,58.6 382.5,58.5 382.5,58.5 382.4,58.4 382.3,58.3 382.3,58.3 382.2,58.2 382.1,58.2 382.1,58.2" class="st0"></polyline>
		<polyline points="383.3,60.3 383.3,60.2 383.2,60.1 383.2,60 383.2,59.9 383.1,59.7 383.1,59.6 383,59.5 382.9,59.3 
			382.9,59.2 382.8,59.1 382.7,58.9 382.6,58.8 382.6,58.7 382.5,58.6 382.4,58.5 382.3,58.4 382.2,58.3" class="st0"></polyline>
		<polyline points="382.9,60.3 382.9,60.2 382.9,60.1 382.9,60 382.8,59.9 382.8,59.8 382.8,59.7 382.7,59.6 
			382.7,59.5 382.6,59.4 382.5,59.3 382.5,59.2 382.4,59.1 382.3,59 382.3,58.9 382.2,58.8 382.1,58.7 382.1,58.6 382,58.6" class="st0"></polyline>
		<polyline points="383,60.5 382.9,60.4 382.9,60.3 382.9,60.1 382.9,60 382.8,59.9 382.8,59.8 382.7,59.6 382.6,59.5 
			382.6,59.4 382.5,59.2 382.4,59.1 382.3,59 382.2,58.9 382.1,58.7 382.1,58.6 382,58.5 381.9,58.5" class="st0"></polyline>
		<polyline points="383,60.6 383,60.5 383,60.5 383,60.4 383,60.3 383,60.3 383,60.2 383,60.1 382.9,60 382.9,59.9 
			382.9,59.8 382.8,59.7 382.8,59.6 382.7,59.5 382.7,59.4 382.6,59.2 382.5,59.1 382.5,59 382.4,58.9 382.3,58.8 382.3,58.8 
			382.2,58.7 382.1,58.6 382,58.5 382,58.5 381.9,58.4 381.8,58.4 381.8,58.4" class="st0"></polyline>
		<polyline points="382.6,60.5 382.6,60.4 382.6,60.3 382.6,60.2 382.5,60.1 382.5,60 382.5,59.9 382.4,59.8 
			382.4,59.7 382.3,59.6 382.3,59.5 382.2,59.4 382.1,59.3 382.1,59.2 382,59.1 381.9,59 381.8,58.9 381.8,58.8 381.7,58.8" class="st0"></polyline>
		<polyline points="383.1,60.8 383.2,60.7 383.2,60.7 383.2,60.7 383.2,60.6 383.2,60.5 383.2,60.4 383.2,60.3 
			383.2,60.2 383.2,60.1 383.1,60 383.1,59.9 383.1,59.8 383,59.6 382.9,59.5 382.9,59.4 382.8,59.2 382.7,59.1 382.7,59 
			382.6,58.8 382.5,58.7 382.4,58.6 382.3,58.5 382.2,58.4 382.1,58.3 382.1,58.3 382,58.2 381.9,58.1 381.8,58.1 381.8,58.1 
			381.7,58.1 381.6,58.1 381.6,58.1" class="st0"></polyline>
		<polyline points="382.6,60.6 382.6,60.5 382.6,60.4 382.6,60.3 382.5,60.2 382.5,60.1 382.4,59.9 382.4,59.8 
			382.3,59.7 382.2,59.5 382.1,59.4 382.1,59.3 382,59.1 381.9,59 381.8,58.9 381.7,58.8 381.6,58.7 381.6,58.6" class="st0"></polyline>
		<polyline points="382.7,60.7 382.7,60.7 382.7,60.6 382.7,60.5 382.7,60.5 382.7,60.4 382.6,60.3 382.6,60.2 
			382.6,60.1 382.6,60 382.5,59.9 382.5,59.8 382.4,59.7 382.4,59.6 382.3,59.5 382.2,59.4 382.2,59.3 382.1,59.2 382,59.1 382,59 
			381.9,58.9 381.8,58.8 381.8,58.7 381.7,58.7 381.6,58.6 381.6,58.6 381.5,58.5 381.4,58.5" class="st0"></polyline>
		<polyline points="382.3,60.6 382.3,60.5 382.3,60.4 382.2,60.4 382.2,60.2 382.2,60.2 382.1,60 382.1,59.9 382,59.8 
			382,59.7 381.9,59.6 381.8,59.5 381.8,59.4 381.7,59.3 381.6,59.2 381.6,59.1 381.5,59 381.4,59 381.3,58.9" class="st0"></polyline>
		<polyline points="382.3,60.8 382.3,60.7 382.3,60.6 382.2,60.5 382.2,60.4 382.1,60.2 382,60 382,59.8 381.8,59.6 
			381.7,59.4 381.6,59.2 381.5,59.1 381.4,58.9 381.3,58.8" class="st0"></polyline>
		<polyline points="382.8,60.9 382.8,60.9 382.9,60.9 382.9,60.8 382.9,60.8 382.9,60.7 382.9,60.6 382.9,60.5 
			382.9,60.4 382.9,60.3 382.8,60.2 382.8,60.1 382.7,59.9 382.7,59.8 382.6,59.7 382.6,59.5 382.5,59.4 382.4,59.3 382.3,59.1 
			382.3,59 382.2,58.9 382.1,58.8 382,58.7 381.9,58.6 381.8,58.5 381.7,58.4 381.7,58.4 381.6,58.3 381.5,58.3 381.4,58.2 
			381.4,58.2 381.3,58.2 381.2,58.2" class="st0"></polyline>
		<polyline points="382.3,60.9 382.3,60.8 382.3,60.8 382.4,60.7 382.4,60.7 382.3,60.6 382.3,60.5 382.3,60.4 
			382.3,60.3 382.3,60.2 382.2,60.1 382.2,60 382.1,59.9 382.1,59.8 382,59.7 382,59.6 381.9,59.5 381.8,59.4 381.8,59.3 
			381.7,59.2 381.6,59.1 381.5,59 381.5,58.9 381.4,58.9 381.3,58.8 381.3,58.8 381.2,58.7 381.1,58.7" class="st0"></polyline>
		<polyline points="382,60.8 382,60.7 381.9,60.7 381.9,60.6 381.9,60.5 381.9,60.4 381.8,60.3 381.8,60.2 381.7,60 
			381.7,59.9 381.6,59.8 381.5,59.7 381.5,59.6 381.4,59.5 381.3,59.4 381.3,59.3 381.2,59.2 381.1,59.2 381.1,59.1" class="st0"></polyline>
		<polyline points="382,61 382,60.9 381.9,60.8 381.9,60.6 381.9,60.5 381.8,60.4 381.8,60.3 381.7,60.1 381.6,60 
			381.6,59.9 381.5,59.7 381.4,59.6 381.3,59.5 381.3,59.4 381.2,59.2 381.1,59.1 381,59 380.9,59" class="st0"></polyline>
		<line y2="59.8" x2="379.2" y1="59.9" x1="379.2" class="st0"></line>
		<polyline points="382.5,61.1 382.5,61.1 382.5,61 382.6,61 382.6,60.9 382.6,60.9 382.6,60.8 382.6,60.7 382.6,60.6 
			382.5,60.5 382.5,60.3 382.5,60.2 382.4,60 382.3,59.8 382.2,59.7 382.1,59.5 382,59.3 381.9,59.1 381.8,58.9 381.6,58.8 
			381.5,58.7 381.4,58.6 381.3,58.5 381.2,58.4 381.1,58.4 381,58.4 380.9,58.4" class="st0"></polyline>
		<polyline points="382,61 382,61 382,60.9 382,60.9 382,60.8 382,60.7 382,60.6 382,60.5 381.9,60.4 381.9,60.3 
			381.9,60.2 381.8,60.1 381.8,60 381.7,59.9 381.7,59.8 381.6,59.7 381.5,59.6 381.5,59.5 381.4,59.4 381.3,59.3 381.3,59.2 
			381.2,59.1 381.1,59.1 381,59 381,58.9 380.9,58.9 380.8,58.9 380.8,58.8" class="st0"></polyline>
		<polyline points="381.6,61 381.6,60.9 381.6,60.8 381.6,60.7 381.5,60.6 381.5,60.5 381.5,60.4 381.4,60.3 
			381.4,60.2 381.3,60 381.3,59.9 381.2,59.8 381.1,59.7 381.1,59.6 381,59.5 380.9,59.5 380.8,59.4 380.8,59.3 380.7,59.2" class="st0"></polyline>
		<polyline points="382.1,61.3 382.2,61.2 382.2,61.2 382.2,61.2 382.2,61.1 382.3,61 382.3,60.9 382.2,60.8 
			382.2,60.7 382.2,60.6 382.2,60.5 382.1,60.4 382.1,60.3 382,60.1 382,60 381.9,59.9 381.8,59.7 381.8,59.6 381.7,59.5 
			381.6,59.3 381.5,59.2 381.4,59.1 381.3,59 381.3,58.9 381.2,58.8 381.1,58.8 381,58.7 380.9,58.6 380.8,58.6 380.8,58.6 
			380.7,58.6 380.6,58.6 380.6,58.6" class="st0"></polyline>
		<polyline points="381.7,61.1 381.6,61 381.6,60.9 381.6,60.8 381.5,60.7 381.5,60.6 381.4,60.4 381.4,60.3 
			381.3,60.2 381.3,60 381.2,59.9 381.1,59.8 381,59.6 380.9,59.5 380.8,59.4 380.8,59.3 380.7,59.2 380.6,59.1" class="st0"></polyline>
		<polyline points="381.7,61.2 381.7,61.2 381.7,61.1 381.7,61.1 381.7,61 381.7,60.9 381.7,60.8 381.7,60.8 
			381.6,60.7 381.6,60.6 381.6,60.5 381.5,60.4 381.5,60.2 381.4,60.1 381.4,60 381.3,59.9 381.2,59.8 381.2,59.7 381.1,59.6 
			381,59.5 381,59.4 380.9,59.3 380.8,59.3 380.7,59.2 380.7,59.1 380.6,59.1 380.5,59 380.5,59" class="st0"></polyline>
		<polyline points="381.3,61.2 381.3,61.1 381.3,61 381.3,60.9 381.2,60.8 381.2,60.7 381.2,60.6 381.1,60.5 
			381.1,60.4 381,60.3 381,60.2 380.9,60.1 380.8,60 380.8,59.9 380.7,59.8 380.6,59.7 380.5,59.6 380.5,59.5 380.4,59.4 
			380.3,59.4" class="st0"></polyline>
		<polyline points="381.8,61.4 381.9,61.4 381.9,61.4 381.9,61.3 381.9,61.3 381.9,61.2 381.9,61.1 381.9,61 
			381.9,60.9 381.9,60.8 381.8,60.7 381.8,60.6 381.8,60.4 381.7,60.3 381.6,60.2 381.6,60 381.5,59.9 381.4,59.8 381.4,59.6 
			381.3,59.5 381.2,59.4 381.1,59.3 381,59.2 380.9,59.1 380.8,59 380.8,58.9 380.7,58.9 380.6,58.8 380.5,58.8 380.5,58.7 
			380.4,58.7 380.3,58.7 380.3,58.7" class="st0"></polyline>
		<polyline points="381.3,61.3 381.3,61.2 381.3,61.1 381.3,61 381.2,60.9 381.2,60.7 381.1,60.6 381.1,60.5 381,60.3 
			380.9,60.2 380.9,60.1 380.8,59.9 380.7,59.8 380.6,59.7 380.5,59.6 380.4,59.5 380.3,59.4 380.3,59.3" class="st0"></polyline>
		<polyline points="381.3,61.4 381.4,61.3 381.4,61.3 381.4,61.2 381.4,61.1 381.4,61.1 381.3,61 381.3,60.9 
			381.3,60.8 381.3,60.7 381.2,60.6 381.2,60.5 381.1,60.4 381.1,60.2 381,60.1 381,60 380.9,59.9 380.8,59.8 380.7,59.7 
			380.7,59.6 380.6,59.6 380.5,59.5 380.5,59.4 380.4,59.3 380.3,59.3 380.3,59.2 380.2,59.2 380.1,59.2" class="st0"></polyline>
		<polyline points="381,61.3 381,61.2 381,61.1 380.9,61 380.9,60.9 380.9,60.8 380.8,60.7 380.8,60.6 380.7,60.5 
			380.7,60.4 380.6,60.3 380.5,60.2 380.5,60.1 380.4,60 380.3,59.9 380.3,59.8 380.2,59.7 380.1,59.6 380,59.6" class="st0"></polyline>
		<polyline points="381,61.5 381,61.4 381,61.3 380.9,61.1 380.9,61 380.8,60.8 380.7,60.6 380.6,60.4 380.5,60.2 
			380.3,59.9 380.2,59.8 380.1,59.6 379.9,59.4" class="st0"></polyline>
		<polyline points="382.9,58.4 382.9,58.3 382.8,58.2" class="st0"></polyline>
		<polyline points="381,61.6 381,61.5 381,61.5 381,61.4 381,61.3 381,61.3 381,61.2 381,61.1 381,61 381,60.9 
			380.9,60.8 380.9,60.7 380.8,60.6 380.8,60.5 380.7,60.4 380.7,60.3 380.6,60.2 380.5,60 380.5,59.9 380.4,59.9 380.3,59.8 
			380.2,59.7 380.2,59.6 380.1,59.5 380,59.4 379.9,59.4 379.8,59.4" class="st0"></polyline>
		<polyline points="380.7,61.4 380.6,61.4 380.6,61.3 380.6,61.2 380.6,61.1 380.5,61 380.5,60.8 380.4,60.7 
			380.4,60.6 380.3,60.5 380.2,60.4 380.2,60.3 380.1,60.2 380,60.1 380,60 379.9,59.9 379.8,59.8 379.7,59.7" class="st0"></polyline>
		<polyline points="382.3,58.4 382.4,58.5 382.5,58.6 382.6,58.7 382.6,58.7 382.7,58.8 382.8,58.9 382.8,59 
			382.9,59.2 383,59.3 383,59.4 383.1,59.5 383.1,59.6 383.2,59.7 383.2,59.8 383.2,59.9 383.2,60 383.3,60.1 383.3,60.2" class="st0"></polyline>
		<polyline points="383.3,59 383.2,58.9 383.1,58.7" class="st0"></polyline>
		<line y2="60.2" x2="383.6" y1="60.3" x1="383.6" class="st0"></line>
		<polyline points="379.9,58.9 380,58.9 380.1,58.9 380.1,58.9 380.2,58.9 380.3,59 380.4,59 380.4,59.1 380.5,59.2 
			380.6,59.2 380.7,59.3 380.8,59.4 380.9,59.6 380.9,59.7 381,59.8 381.1,59.9 381.2,60.1 381.3,60.2 381.3,60.3 381.4,60.5 
			381.4,60.6 381.5,60.7 381.5,60.8 381.5,61 381.6,61.1 381.6,61.2 381.6,61.3 381.6,61.4 381.6,61.4 381.6,61.5 381.6,61.5 
			381.5,61.6 381.5,61.6" class="st0"></polyline>
		<line y2="61.4" x2="380.1" y1="61.3" x1="380.1" class="st0"></line>
		<line y2="59.1" x2="383.3" y1="59.2" x1="383.4" class="st0"></line>
		<line y2="59.4" x2="383.4" y1="59.5" x1="383.5" class="st0"></line>
		<polyline points="380.1,60.3 380.2,60.6 380.3,60.8 380.4,61 380.5,61.2 380.5,61.3 380.6,61.5 380.6,61.6 
			380.6,61.7 380.6,61.8 380.6,61.8 380.6,61.9 380.6,62 380.6,62 380.5,62.1 380.5,62.1" class="st0"></polyline>
		<polyline points="383.6,60.1 383.6,60 383.6,59.9 383.6,59.8 383.6,59.7" class="st0"></polyline>
		<polyline points="379.5,59.6 379.7,59.7 379.8,59.8 379.9,59.9 380,60 380.1,60.2 380.2,60.4 380.3,60.5 380.4,60.7 
			380.4,60.9 380.5,61 380.6,61.2 380.6,61.3 380.6,61.4 380.7,61.5 380.7,61.6" class="st0"></polyline>
		<line y2="58.6" x2="383.1" y1="58.5" x1="383" class="st0"></line>
		<polyline points="385.6,55.8 385.7,55.9 385.8,56 385.9,56.2 386.1,56.4 386.3,56.7 386.5,56.9 386.6,57.2 
			386.8,57.5 386.9,57.8 387,58.1 387.1,58.4 387.1,58.5 387.2,58.7 387.2,58.8 387.2,59" class="st0"></polyline>
		<polyline points="382.4,57.9 382.5,58 382.6,58" class="st0"></polyline>
		<line y2="58.1" x2="382.7" y1="58.1" x1="382.6" class="st0"></line>
		<line y2="56.6" x2="385.2" y1="56.2" x1="385.9" class="st0"></line>
		<line y2="58.4" x2="387.1" y1="58.8" x1="386.2" class="st0"></line>
		<polyline points="381.9,57.9 382,57.9 382,57.9 382.1,57.9 382.1,57.9 382.2,58 382.3,58 382.4,58.1 382.5,58.2 
			382.6,58.2 382.6,58.3 382.7,58.4 382.8,58.6 382.9,58.7 383,58.8 383.1,58.9 383.1,59.1 383.2,59.2 383.3,59.3 383.3,59.5 
			383.4,59.6 383.4,59.7 383.5,59.9 383.5,60 383.5,60.1 383.6,60.3 383.6,60.4 383.5,60.4 383.5,60.5 383.5,60.6" class="st0"></polyline>
		<polyline points="380.4,61.9 380.4,61.8 380.4,61.8 380.4,61.7 380.4,61.7 380.4,61.6 380.4,61.5 380.4,61.4 
			380.3,61.3 380.3,61.2 380.3,61.1 380.2,61 380.2,60.9 380.1,60.8 380,60.6 380,60.5 379.9,60.4 379.8,60.3 379.8,60.2 
			379.7,60.1 379.6,60 379.5,60 379.5,59.9 379.4,59.8 379.3,59.8 379.3,59.7 379.2,59.7 379.1,59.7 379,59.7 379,59.7 378.9,59.7" class="st0"></polyline>
		<line y2="59.7" x2="378.9" y1="59.5" x1="378.9" class="st0"></line>
		<line y2="58.2" x2="387.1" y1="58.4" x1="387.1" class="st0"></line>
		<line y2="60.2" x2="383.6" y1="60.1" x1="383.6" class="st0"></line>
		<polyline points="385.2,58.8 383.5,59.6 383.6,59.7" class="st0"></polyline>
		<polyline points="383.5,59.5 383.5,59.6 383.5,59.7 383.4,59.7" class="st0"></polyline>
		<line y2="59.2" x2="383.4" y1="59.4" x1="383.4" class="st0"></line>
		<line y2="58" x2="382.6" y1="58.1" x1="382.6" class="st0"></line>
		<polyline points="380.2,59.3 380.1,59.5 380,59.6" class="st0"></polyline>
		<line y2="61.1" x2="380.8" y1="61" x1="380.9" class="st0"></line>
		<line y2="61.2" x2="380.5" y1="61.2" x1="380.6" class="st0"></line>
		<line y2="60.2" x2="382.5" y1="60.2" x1="382.5" class="st0"></line>
		<line y2="60.9" x2="381.2" y1="60.9" x1="381.2" class="st0"></line>
		<line y2="60.7" x2="381.5" y1="60.7" x1="381.5" class="st0"></line>
		<line y2="60.5" x2="381.9" y1="60.6" x1="381.8" class="st0"></line>
		<line y2="60.4" x2="382.1" y1="60.4" x1="382.2" class="st0"></line>
		<polyline points="380.1,61.9 380,62 380,62 379.9,62 379.9,62" class="st0"></polyline>
		<line y2="59.9" x2="383.1" y1="59.9" x1="383.2" class="st0"></line>
		<polyline points="380.1,61.8 380.1,61.8 380.1,61.7 380.1,61.6 380.1,61.6 380.1,61.5 380.1,61.4" class="st0"></polyline>
		<line y2="58.6" x2="383.1" y1="58.7" x1="383.1" class="st0"></line>
		<line y2="58.4" x2="382.9" y1="58.5" x1="383" class="st0"></line>
		<line y2="58.1" x2="382.7" y1="58.2" x1="382.8" class="st0"></line>
		<line y2="59.1" x2="383.3" y1="59" x1="383.3" class="st0"></line>
		<line y2="58.5" x2="380.8" y1="58.5" x1="380.8" class="st0"></line>
		<line y2="60" x2="382.9" y1="60.1" x1="382.8" class="st0"></line>
		<line y2="57" x2="383.4" y1="56.9" x1="383.4" class="st0"></line>
		<polyline points="383.6,60.4 383.6,60.3 383.6,60.2 383.6,60.1 383.6,60 383.5,59.8 383.5,59.7 383.4,59.5 
			383.3,59.2 383.2,59 383.1,58.8 383,58.6 382.8,58.4 382.7,58.2 382.5,58.1 382.4,58 382.3,57.9 382.2,57.8" class="st0"></polyline>
		<polyline points="380.2,61.3 380.1,61.3 380,61.2 380,61.1 379.9,61 379.9,60.8 379.8,60.7 379.8,60.6 379.7,60.5 
			379.7,60.4 379.6,60.3 379.5,60.2 379.5,60.1 379.4,60.1 379.3,60 379.3,59.9 379.2,59.9" class="st0"></polyline>
		<line y2="59.7" x2="379.2" y1="59.7" x1="379.3" class="st0"></line>
		<polyline points="380.1,60.3 379.9,60.1 379.8,59.9 379.7,59.8 379.5,59.6 379.4,59.5 379.3,59.4 379.2,59.4 
			379.1,59.4" class="st0"></polyline>
		<polyline points="379.3,59.8 379.2,59.7 379.1,59.7 379.1,59.7 379,59.7 379,59.7 378.9,59.7" class="st0"></polyline>
		<polyline points="380.1,60.3 380,60.2 379.9,60.1 379.8,60 379.7,59.9 379.6,59.8 379.5,59.7 379.4,59.6 379.3,59.6 
			379.2,59.6 379.1,59.6 379,59.6 379,59.6 378.9,59.6 378.9,59.7 378.9,59.8 378.8,59.8" class="st0"></polyline>
		<polyline points="379.2,59.8 379.1,59.8 379.1,59.8 379,59.8 379,59.8 378.9,59.8 378.9,59.8 378.8,59.9 378.8,59.9" class="st0"></polyline>
		<polyline points="380.4,61.8 380.4,61.8 380.4,61.9 380.3,62 380.3,62 380.3,62 380.3,62.1 380.2,62.1 380.2,62.1 
			380.1,62.1 379.9,62 379.8,62 379.8,61.9 379.7,61.9 379.7,61.8 379.6,61.8 379.5,61.7 379.5,61.6 379.4,61.5 379.3,61.4 
			379.3,61.4 379.2,61.2 379.2,61.1 379.1,61 379,60.9 379,60.8 379,60.7 378.9,60.6 378.9,60.5 378.9,60.4 378.8,60.3 378.8,60.2 
			378.8,60.1 378.8,60 378.8,60 378.8,59.9" class="st1"></polyline>
		<polyline points="381.8,58 381.8,58 381.9,57.9 381.9,57.9 382,57.9 382.1,57.8 382.2,57.8" class="st1"></polyline>
		<polyline points="381.5,58.2 381.5,58.1 381.5,58.1 381.6,58.1 381.6,58 381.7,58 381.8,58 381.8,58 381.9,58.1 
			382,58.1 382,58.2 382.1,58.2 382.2,58.3" class="st1"></polyline>
		<polyline points="381.2,61.7 381.3,61.7 381.3,61.7 381.3,61.6 381.3,61.6 381.3,61.5 381.3,61.4 381.3,61.3" class="st1"></polyline>
		<line y2="58.4" x2="382.3" y1="58.4" x1="382.3" class="st1"></line>
		<line y2="61.5" x2="380.7" y1="61.4" x1="380.7" class="st1"></line>
		<polyline points="380.9,58.4 380.8,58.5 380.8,58.5" class="st1"></polyline>
		<polyline points="381.3,61.6 381.4,61.6 381.4,61.6 381.5,61.6" class="st1"></polyline>
		<polyline points="381.6,58.6 381.5,58.6 381.4,58.5 381.3,58.4 381.2,58.4 381.2,58.4 381.1,58.4 381,58.4 381,58.4" class="st1"></polyline>
		<line y2="61.4" x2="381" y1="61.3" x1="381" class="st1"></line>
		<polyline points="380.5,58.7 380.5,58.6 380.5,58.6 380.6,58.6" class="st1"></polyline>
		<line y2="59.6" x2="385.1" y1="60.4" x1="383.6" class="st1"></line>
		<polyline points="384.4,55.6 384.7,55.4 384.9,55.5 385.1,55.5 385.3,55.6 385.5,55.7 385.6,55.8 385.7,55.9 
			385.9,56 386,56.1 386.1,56.3 386.2,56.4 386.3,56.6 386.4,56.7 386.5,56.9 386.6,57.1 386.7,57.3 386.8,57.4 386.9,57.6 
			386.9,57.8 387,58 387.1,58.2 387.1,58.3 387.1,58.5 387.2,58.7 387.2,58.8" class="st1"></polyline>
		<polyline points="386.6,60 387,59.8 387.1,59.6 387.1,59.4 387.2,59.2 387.2,59 387.2,58.9 387.2,58.8" class="st1"></polyline>
		<polyline points="383.6,60.3 383.6,60.4 383.5,60.5 383.5,60.6 383.4,60.6 383.4,60.6 383.3,60.6" class="st1"></polyline>
		<polyline points="380.3,62 380.4,62.1 380.4,62.1 380.5,62.1 380.5,62.1" class="st1"></polyline>
		<line y2="60.2" x2="383.3" y1="60.2" x1="383.3" class="st1"></line>
		<polyline points="383,60.7 383,60.8 383.1,60.8 383.1,60.8 383.2,60.7 383.2,60.7 383.3,60.7 383.3,60.6 383.3,60.6 
			383.3,60.5 383.3,60.4 383.3,60.3" class="st1"></polyline>
		<line y2="60.4" x2="382.9" y1="60.3" x1="382.9" class="st1"></line>
		<polyline points="382.9,60.9 382.9,60.9 382.9,60.8 382.9,60.8 383,60.7 383,60.7 383,60.6 383,60.5" class="st1"></polyline>
		<line y2="60.6" x2="382.6" y1="60.5" x1="382.6" class="st1"></line>
		<polyline points="382.5,61.1 382.6,61 382.6,61 382.6,61 382.6,60.9 382.6,60.8 382.6,60.7 382.6,60.6" class="st1"></polyline>
		<line y2="57.1" x2="383.8" y1="57.9" x1="382.3" class="st1"></line>
		<line y2="59.1" x2="381.1" y1="59" x1="381" class="st1"></line>
		<polyline points="381.1,58.4 381.2,58.3 381.2,58.3 381.2,58.2 381.3,58.2 381.4,58.2 381.4,58.2 381.5,58.2 
			381.6,58.2 381.6,58.3 381.7,58.3 381.8,58.4 381.9,58.5" class="st1"></polyline>
		<polyline points="380.9,61.9 380.9,61.9 381,61.8 381,61.8 381,61.7 381,61.6 381,61.6 381,61.5" class="st1"></polyline>
		<polyline points="381.3,58.8 381.1,58.7 381,58.6 380.9,58.6 380.8,58.5 380.7,58.5 380.6,58.6" class="st1"></polyline>
		<line y2="58.7" x2="381.6" y1="58.8" x1="381.7" class="st1"></line>
		<polyline points="380.2,58.9 380.2,58.8 380.2,58.8 380.3,58.7 380.3,58.7 380.4,58.7 380.5,58.7 380.5,58.7 
			380.6,58.7 380.7,58.8 380.7,58.8 380.8,58.9 380.9,59" class="st1"></polyline>
		<polyline points="383.4,56.9 383.4,57 383.4,57" class="st1"></polyline>
		<polyline points="380.6,59.1 380.5,59 380.4,59 380.3,58.9 380.3,58.9 380.2,58.9 380.1,58.9 380.1,58.9 380,58.9 
			379.9,58.9 379.9,58.9 379.9,59 379.8,59" class="st1"></polyline>
		<polyline points="379.3,59.8 379.4,59.9 379.4,59.9" class="st1"></polyline>
		<polyline points="379.2,59.4 379.2,59.3 379.2,59.3 379.3,59.2" class="st1"></polyline>
		<polyline points="382.3,61.1 382.4,61.1 382.4,61.1 382.5,61.1" class="st1"></polyline>
		<line y2="60.7" x2="382.3" y1="60.6" x1="382.3" class="st1"></line>
		<polyline points="379.5,59.6 379.4,59.5 379.3,59.4 379.2,59.4 379.2,59.4 379.1,59.4 379,59.4 379,59.5 378.9,59.5 
			378.8,59.8" class="st1"></polyline>
		<line y2="59.7" x2="379.7" y1="59.7" x1="379.7" class="st1"></line>
		<polyline points="380,59.6 379.9,59.4 379.8,59.4 379.7,59.3 379.6,59.2 379.6,59.2 379.5,59.2 379.4,59.2 
			379.3,59.2" class="st1"></polyline>
		<polyline points="380.3,59.3 380.2,59.2 380.1,59.2 380,59.1 379.9,59.1 379.9,59 379.8,59 379.7,59 379.7,59 
			379.6,59.1 379.6,59.1 379.5,59.2" class="st1"></polyline>
		<polyline points="381.7,61.4 381.7,61.4 381.8,61.4 381.8,61.4" class="st1"></polyline>
		<polyline points="381.6,61.6 381.6,61.5 381.6,61.5 381.6,61.4 381.7,61.4 381.7,61.3 381.7,61.2 381.7,61.1" class="st1"></polyline>
		<line y2="61.2" x2="381.3" y1="61.2" x1="381.3" class="st1"></line>
		<line y2="61" x2="381.6" y1="61" x1="381.6" class="st1"></line>
		<polyline points="381.9,61.4 381.9,61.4 382,61.3 382,61.3 382,61.2 382,61.2 382,61.1 382,61" class="st1"></polyline>
		<polyline points="381,61.7 381.1,61.8 381.1,61.8 381.2,61.8" class="st1"></polyline>
		<polyline points="380.7,61.6 380.7,61.7 380.7,61.8 380.7,61.9 380.7,62 380.6,62 380.6,62 380.6,62.1" class="st1"></polyline>
		<polyline points="380.7,61.9 380.7,61.9 380.8,61.9 380.8,61.9" class="st1"></polyline>
		<polyline points="378.9,59.7 378.9,59.7 378.9,59.8 378.8,59.8" class="st1"></polyline>
		<line y2="60.8" x2="382" y1="60.9" x1="382" class="st1"></line>
		<polyline points="382,61.2 382,61.3 382.1,61.3 382.1,61.3" class="st1"></polyline>
		<polyline points="382.2,61.2 382.2,61.2 382.3,61.2 382.3,61.1 382.3,61.1 382.3,61 382.3,60.9 382.3,60.8" class="st1"></polyline>
		<polyline points="382.6,60.9 382.7,60.9 382.7,60.9 382.8,60.9" class="st1"></polyline>
	</g>
	<g id="ID_1064">
		<line y2="59.5" x2="385.9" y1="59.3" x1="386.4" class="st0"></line>
		<polyline points="384.6,59.7 384.7,59.7 384.7,59.7" class="st0"></polyline>
		<line y2="54.6" x2="382.8" y1="54.7" x1="382.7" class="st0"></line>
		<polyline points="383.2,57.4 383.2,57.3 383.2,57.2 383.2,57.1 383.2,57.1 383.3,57 383.3,57 383.4,56.9" class="st0"></polyline>
		<polyline points="385.8,61.8 385.9,61.7 386,61.6 386,61.5 386.1,61.3 386.1,61.2 386.1,60.9 386.1,60.7 386.1,60.4 
			386,60.2 386,59.9 385.9,59.5 385.8,59.2 385.7,58.9 385.5,58.5 385.4,58.2 385.2,57.9 385,57.5 384.9,57.2 384.7,56.9 
			384.5,56.6 384.3,56.3 384.1,56 383.9,55.8 383.7,55.6 383.5,55.4 383.3,55.2 383.1,55.1 382.9,55 382.7,54.9 382.6,54.8 
			382.4,54.8 382.3,54.9" class="st0"></polyline>
		<polyline points="383.8,60.3 383.8,60.4 384,60.6 384.2,60.9 384.4,61.1 384.6,61.3 384.8,61.5 385,61.6 385.2,61.7 
			385.4,61.8 385.5,61.8 385.6,61.8 385.8,61.8 386.3,61.5 386.4,61.4 386.5,61.4 386.6,61.2 386.6,61.1 386.6,60.9 386.6,60.7 
			386.6,60.4 386.6,60.2 386.6,59.9 386.5,59.6 386.4,59.3 386.3,58.9 386.2,58.6 386,58.3 385.9,57.9 385.7,57.6 385.6,57.3 
			385.4,56.9 385.2,56.6 385,56.3 384.8,56 384.6,55.8 384.4,55.5 384.2,55.3 384,55.1 383.8,54.9 383.6,54.8 383.4,54.7 
			383.3,54.6 383.1,54.6 383,54.6 382.8,54.6 382.3,54.9 382.2,54.9 382.1,55 382.1,55.2 382,55.3 382,55.5 382,55.7 382,56 
			382,56.2 382.1,56.5 382.1,56.8 382.2,57.1 382.3,57.4 382.4,57.8" class="st1"></polyline>
		<polyline points="384.7,59.7 384.8,59.7 384.8,59.6 384.8,59.6 384.9,59.5 384.9,59.5 384.9,59.4 384.9,59.3 
			384.9,59.2 384.8,59.1 384.8,58.9 384.8,58.8 384.7,58.7 384.7,58.5 384.6,58.4 384.6,58.3 384.5,58.1 384.4,58 384.4,57.9 
			384.3,57.7 384.2,57.6 384.1,57.5 384.1,57.4 384,57.3 383.9,57.2 383.8,57.1 383.7,57.1 383.7,57 383.6,57 383.5,57 383.5,56.9 
			383.4,56.9 383.4,56.9" class="st1"></polyline>
	</g>
</g>
<g id="ID_1388">
	<line y2="311.4" x2="534.7" y1="312.7" x1="532.2" class="st0"></line>
	<line y2="308.4" x2="532.4" y1="309.5" x1="530.2" class="st0"></line>
	<polyline points="531.2,317.6 531.3,317.4 531.4,317 531.5,316.6 531.4,316 531.2,315.4 531,314.7 530.7,314 
		530.4,313.3 530,312.6 529.6,312 529.2,311.4 528.8,311 528.4,310.6 528,310.4 527.7,310.3 527.5,310.2 527.3,310.3" class="st0"></polyline>
	<polyline points="532.1,319.6 532.2,319.5 532.4,319.4 532.5,319.1 532.6,318.9 532.6,318.6 532.6,318.2 532.6,317.8 
		532.6,317.4 532.5,316.9 532.4,316.4 532.2,315.9 532.1,315.4 531.9,314.9 531.7,314.3 531.4,313.7 531.1,313.2 530.9,312.6 
		530.6,312.1 530.2,311.6 529.9,311.1 529.6,310.6 529.3,310.2 528.9,309.8 528.6,309.4 528.3,309.1 528,308.8 527.7,308.6 
		527.4,308.4 527.1,308.3 526.9,308.3 526.6,308.3 526.4,308.3" class="st0"></polyline>
	<polyline points="513.9,324.1 514,324 514,323.8 514.1,323.6 514,323.4 514,323 513.9,322.7 513.8,322.3 513.6,322 
		513.4,321.6 513.2,321.3 513,321 512.8,320.7 512.5,320.6 512.3,320.4 512.2,320.4 512.1,320.4 512,320.4" class="st0"></polyline>
	<line y2="325.1" x2="503.4" y1="324.9" x1="503.4" class="st0"></line>
	<polyline points="516.3,323.7 516.3,323.3 516.2,322.8 516,322.2 515.8,321.6 515.5,321 515.2,320.4 514.9,319.9 
		514.5,319.4 514.2,319 513.8,318.7" class="st0"></polyline>
	<polyline points="515.6,324.9 515.8,324.8 515.9,324.5 516,324.1 515.9,323.6 515.8,323.1 515.7,322.5 515.4,321.9 
		515.1,321.2 514.8,320.6 514.4,320 514.1,319.5 513.7,319.1 513.3,318.7 513,318.5 512.7,318.4 512.4,318.5" class="st0"></polyline>
	<polyline points="515.4,325 515.6,324.9 515.7,324.6 515.8,324.2 515.7,323.8 515.6,323.2 515.4,322.6 515.2,322 
		514.9,321.3 514.6,320.7 514.2,320.1 513.8,319.6 513.5,319.2 513.1,318.9 512.8,318.6 512.5,318.5 512.2,318.6" class="st0"></polyline>
	<polyline points="513.4,324.3 513.5,324.3 513.7,324.5 513.9,324.6 514.1,324.9 514.5,325.1 514.7,325.1 514.9,324.9 
		515,324.7 515,324.3 515,323.9 514.9,323.4 514.7,322.8 514.5,322.3 514.2,321.7 513.9,321.1 513.6,320.6 513.2,320.1 512.9,319.7 
		512.5,319.4 512.2,319.2 512,319.1 511.7,319.1 511.6,319.3" class="st0"></polyline>
	<polyline points="512,319.9 511.9,319.5 512,319.1 512.2,318.8 512.5,318.5 512.7,318.4 513,318.4" class="st0"></polyline>
	<polyline points="513.9,324.6 514.1,324.5 514.2,324.4 514.3,324.2 514.3,324 514.3,323.6 514.2,323.2 514.1,322.8 
		513.9,322.4 513.7,321.9 513.5,321.5 513.2,321.1 513,320.7 512.7,320.4 512.4,320.1 512.2,320 512,319.9 511.8,319.9 511.7,320 
		511.6,320.2 511.6,320.5 511.6,320.6" class="st0"></polyline>
	<polyline points="524,314.3 524.1,314.3 524.3,314.4 524.5,314.5 524.7,314.7 524.9,314.9 525.1,315.2 525.3,315.6 
		525.5,315.9 525.7,316.3 525.8,316.6 525.9,317 526,317.3 526,317.6 526,317.8 525.9,317.9 525.8,318" class="st0"></polyline>
	<polyline points="525.4,311.5 525.6,311.3 525.9,311.3 526.2,311.4 526.6,311.6 527,312 527.4,312.5 527.8,313.1 
		528.2,313.7 528.6,314.4 528.9,315.1 529.2,315.8 529.4,316.5 529.5,317.1 529.6,317.6 529.5,318 529.4,318.4 529.2,318.5 
		528.9,318.5" class="st0"></polyline>
	<polyline points="527.7,307.9 527.9,307.9 528.1,307.9" class="st0"></polyline>
	<polyline points="527.8,307.9 527.6,307.9 527.4,307.9 527.2,307.9 527,308" class="st0"></polyline>
	<polyline points="529.5,318.5 529.7,318.3 529.8,318 529.8,317.6 529.8,317 529.7,316.4 529.5,315.7 529.2,315 
		528.9,314.3 528.5,313.6 528.1,312.9 527.6,312.3 527.2,311.8 526.8,311.4 526.4,311.2 526.1,311.1 525.8,311.1" class="st0"></polyline>
	<polyline points="529.3,318.5 529.5,318.3 529.7,318 529.7,317.6 529.7,317.1 529.6,316.5 529.3,315.8 529.1,315.1 
		528.7,314.3 528.4,313.6 528,313 527.5,312.4 527.1,311.9 526.7,311.5 526.3,311.3 526,311.2 525.7,311.2" class="st0"></polyline>
	<polyline points="526.9,308.3 527.6,307.9 527.9,308 528.1,308.1 528.4,308.2 528.7,308.5 529,308.7 529.3,309 
		529.7,309.4 530,309.8 530.3,310.2 530.7,310.7 531,311.2 531.3,311.7 531.6,312.2 531.9,312.8 532.2,313.4 532.4,313.9 
		532.6,314.5 532.8,315 533,315.6 533.1,316.1 533.2,316.6 533.3,317 533.4,317.5 533.4,317.8 533.4,318.2 533.3,318.5 533.2,318.8 
		533.1,319 533,319.1" class="st0"></polyline>
	<polyline points="528.4,308 528.7,308.2 529,308.4 529.3,308.7 529.6,309 530,309.3 530.3,309.7 530.6,310.2 
		530.9,310.6 531.2,311.1 531.5,311.6 531.8,312.1 532.1,312.7 532.4,313.2 532.6,313.8 532.8,314.3 533,314.9 533.2,315.4 
		533.3,315.9 533.5,316.4 533.5,316.8 533.6,317.2 533.6,317.6 533.6,318 533.5,318.3" class="st0"></polyline>
	<polyline points="514.4,319.2 524.1,314.3 525.9,311.3 526,311.2 526.1,311.1 527.7,310.3" class="st0"></polyline>
	<polyline points="503.6,324.7 503.7,324.7 512.2,320.4" class="st0"></polyline>
	<polyline points="502.2,327.1 502.1,327 502,326.8" class="st0"></polyline>
	<line y2="328.4" x2="505.3" y1="328.3" x1="505" class="st0"></line>
	<polyline points="503.6,325 503.7,324.7 503.9,324.7 504.1,324.9 504.3,325 504.5,325.3 504.7,325.6 504.9,325.9 
		505.1,326.3 505.3,326.6 505.4,327 505.5,327.3 505.6,327.6 505.6,327.9 505.6,328.1 505.5,328.3 505.4,328.4" class="st0"></polyline>
	<polyline points="503,329 503.1,328.9 503.1,328.8 503.2,328.7 503.1,328.5 503.1,328.2 503,328 502.9,327.7 
		502.8,327.4 502.6,327.2 502.5,326.9 502.3,326.7 502.2,326.5 502,326.4 501.9,326.3 501.7,326.2 501.6,326.2" class="st0"></polyline>
	<line y2="329" x2="502.9" y1="328.9" x1="502.6" class="st0"></line>
	<polyline points="503.7,325.2 501.7,326.2 501.6,326.6" class="st0"></polyline>
	<line y2="326.6" x2="501.5" y1="326.4" x1="501.5" class="st0"></line>
	<polyline points="505,328 505,328 505.1,327.8 505.1,327.7 505.1,327.5 505,327.2 505,327 504.9,326.7 504.7,326.4 
		504.6,326.2 504.4,325.9 504.3,325.7 504.1,325.5 504,325.4 503.8,325.3 503.7,325.2 503.6,325.2 503.6,325.3" class="st0"></polyline>
	<polyline points="504.8,328.2 505,328.3 505.1,328.3 505.2,328.2 505.2,328 505.2,327.9 505.2,327.6 505.2,327.3 
		505.1,327 505,326.7 504.8,326.4 504.7,326.1 504.5,325.8 504.3,325.6 504.1,325.3 503.9,325.2 503.7,325.1 503.6,325 503.5,325 
		503.4,325.1 503.3,325.2" class="st0"></polyline>
	<polyline points="502.5,328.9 502.6,328.9 502.7,328.9 502.7,328.8 502.8,328.7 502.8,328.6 502.8,328.4 502.7,328.2 
		502.7,328 502.6,327.8 502.5,327.6 502.4,327.4 502.2,327.1" class="st0"></polyline>
	<polyline points="502,326.8 501.8,326.7 501.7,326.6 501.6,326.6 501.5,326.6 501.5,326.6 501.4,326.7" class="st0"></polyline>
	<polyline points="505,328 503,329 502.9,329 502.8,329 502.5,328.9 502.4,328.8 502.2,328.7 502.1,328.5 502,328.3 
		501.8,328.1 501.7,327.9 501.6,327.7 501.5,327.4 501.5,327.2 501.4,327 501.4,326.9 501.4,326.7 501.5,326.4 501.6,326.3 
		501.6,326.2 503.6,325.3" class="st1"></polyline>
	<polyline points="512,320.4 503.6,324.7 503.5,324.8 503.4,324.9 503.3,325.2 503.3,325.4" class="st1"></polyline>
	<line y2="328" x2="505" y1="328" x1="504.9" class="st1"></line>
	<polyline points="504.7,328.2 504.8,328.2 505.1,328.3 505.3,328.4 505.4,328.4 513.9,324.1" class="st1"></polyline>
	<line y2="318" x2="525.8" y1="322.9" x1="516.3" class="st1"></line>
	<polyline points="525.8,318 528.9,318.5 529.1,318.5 529.3,318.5 529.5,318.5 531.2,317.6" class="st1"></polyline>
	<polyline points="533.4,316 535.6,314.9 534.7,311.4 532.4,308.4 531.1,308.9 530.1,309.4" class="st1"></polyline>
	<polyline points="523.9,314.4 525.4,311.5 525.5,311.4 525.7,311.2 525.8,311.1 527.3,310.3" class="st1"></polyline>
	<polyline points="533.4,315.7 533.2,315.2 533.1,314.7 532.9,314.2 532.7,313.7 532.4,313.2 532.2,312.6 531.9,312.1 
		531.6,311.6 531.4,311.1 531.1,310.7 530.7,310.2 530.4,309.8 530.1,309.4 530.1,309.4 529.7,309 529.4,308.7 529.1,308.5 
		528.8,308.2 528.6,308.1 528.4,308 528.2,307.9 527.9,307.9 527.8,307.9 527.5,307.8 527.3,307.9 527.2,307.9 526.4,308.3 
		526.3,308.4 526.1,308.6 526,308.8 525.9,309 525.9,309.3 525.8,309.6 525.9,310 525.9,310.4 526,310.8 526,311" class="st1"></polyline>
	<polyline points="533.5,316.2 533.5,316.3 533.6,316.7 533.6,317.1 533.6,317.5 533.6,317.8 533.6,318.1 533.5,318.3 
		533.4,318.5 533.3,318.7 533.2,318.9 533.1,319 533,319.1 532.8,319.2 532.1,319.6 531.8,319.7 531.6,319.7 531.4,319.6 
		531.1,319.5 530.8,319.3 530.6,319.1 530.3,318.9 529.9,318.6 529.7,318.3" class="st1"></polyline>
	<line y2="319.2" x2="514.4" y1="314.3" x1="524" class="st1"></line>
	<polyline points="516,324.6 516.2,324.3 516.3,324.1 516.3,323.7 516.3,323.5 516.3,323.1 516.2,322.6 516,322.1 
		515.8,321.5 515.6,321 515.3,320.4 515,319.9 514.7,319.5 514.3,319.1 514,318.8 513.8,318.7 513.5,318.5 513.2,318.4 513,318.4 
		512.7,318.4 512.4,318.5 512.2,318.6 511.9,318.8 511.7,319 511.6,319.3 511.5,319.5 511.4,319.9 511.4,320.2 511.5,320.6 
		511.5,320.7" class="st1"></polyline>
	<polyline points="513.3,324.4 513.6,324.6 513.9,324.8 514.2,325 514.5,325.1 514.8,325.1 515.1,325.1 515.4,325 
		515.6,324.9 515.9,324.7" class="st1"></polyline>
</g>
<g id="ID_1006">
	<polyline points="481.3,344 481.5,343.9 481.6,343.8" class="st0"></polyline>
	<polyline points="482,345.1 482.1,345.1 482.3,345 482.4,344.8 482.5,344.7 482.6,344.4 482.6,344.2 482.6,343.8 
		482.6,343.5 482.6,343.1 482.5,342.7 482.4,342.3 482.3,341.8 482.1,341.3 482,340.9 481.8,340.4 481.6,339.9 481.3,339.4" class="st0"></polyline>
	<polyline points="482,338.9 481.9,339 481.8,339.1 481.7,339.1 481.6,339.2 481.4,339.3 481.3,339.4 480.7,339.5" class="st0"></polyline>
	<polyline points="491.9,326.8 491.7,326.9 491.5,326.9 491.4,327 491.3,327.1 491.2,327.3 491.1,327.5 491,327.6 
		491,327.8 491.1,328 491.1,328.2" class="st0"></polyline>
	<line y2="328.8" x2="492.1" y1="328.7" x1="492.2" class="st0"></line>
	<polyline points="492.5,328.8 492.4,328.7 492.3,328.6 492.2,328.4 492.2,328.2 492.2,327.9 492.3,327.6 492.5,327.4 
		492.7,327.2 492.9,327.1 493.1,327 493.2,327.1 493.4,327.1" class="st0"></polyline>
	<line y2="327.9" x2="489.7" y1="328" x1="489.5" class="st0"></line>
	<polyline points="490.1,332.8 490,332.8 489.9,332.9 489.7,333 489.7,333" class="st0"></polyline>
	<polyline points="483.3,336.5 483.2,336.4 483.2,336.1 483.1,335.8 483,335.5" class="st0"></polyline>
	<polyline points="480.9,336.6 480.9,336.8 481,337.1" class="st0"></polyline>
	<polyline points="479.6,333.5 479.7,333.4 479.7,333.2" class="st0"></polyline>
	<polyline points="480.2,335.9 480.1,335.9 480,335.8 480,335.6 480,335.5 480,335.3 480.1,335.2 480.2,335 
		480.3,334.8 480.4,334.7 480.5,334.6 480.7,334.5 480.9,334.4 481.1,334.3 481.3,334.3 481.4,334.4 481.5,334.5" class="st0"></polyline>
	<line y2="333.8" x2="478.1" y1="333.8" x1="477.9" class="st0"></line>
	<polyline points="482.1,335 482,335 481.9,334.9 481.8,334.9 481.6,335 481.5,335 481.3,335.1 481.2,335.2 481,335.3 
		480.9,335.5 480.8,335.6 480.7,335.8 480.6,335.9 480.6,336 480.6,336.2 480.6,336.3 480.6,336.4 480.7,336.4" class="st0"></polyline>
	<polyline points="481.9,334.5 481.9,334.5 481.7,334.4 481.7,334.4" class="st0"></polyline>
	<polyline points="482.5,332.6 482.3,332.6 482.2,332.6 482,332.6 481.9,332.7 481.7,332.8 481.6,332.9 481.5,333 
		481.4,333.2 481.3,333.4 481.3,333.6 481.3,333.8 481.3,333.9 481.4,334.1 481.5,334.2 481.6,334.3" class="st0"></polyline>
	<polyline points="484.1,333.8 484.2,333.8 484.4,333.9 484.6,333.9 484.7,333.9" class="st0"></polyline>
	<polyline points="481.3,334.3 481.3,334.3 481.3,334.3" class="st0"></polyline>
	<polyline points="484.1,330.9 484,331.1 484,331.2 484,331.2" class="st0"></polyline>
	<line y2="334.3" x2="481.3" y1="334.3" x1="481.3" class="st0"></line>
	<polyline points="485.1,331.8 485,331.7 484.9,331.6 484.7,331.6 484.6,331.6 484.4,331.6 484.3,331.7 484.1,331.8 
		484,331.9 483.9,332.1 483.8,332.3 483.7,332.4 483.7,332.6 483.7,332.8 483.7,332.9 483.8,333.1 483.9,333.2 484,333.3 
		484.1,333.4" class="st0"></polyline>
	<polyline points="486.7,333.1 486.8,333.1 487,333.1 487.2,333.1" class="st0"></polyline>
	<polyline points="485,334.1 484.9,334.1 484.8,334 484.8,333.8 484.8,333.7 484.9,333.6 484.9,333.4 485,333.3 
		485.1,333.1 485.3,333 485.4,332.9 485.6,332.8 485.7,332.7 485.9,332.6 486,332.6 486.1,332.6 486.2,332.6 486.3,332.7 
		486.3,332.8" class="st0"></polyline>
	<polyline points="489.6,332.3 489.6,332.3 489.4,332.4 489.2,332.4" class="st0"></polyline>
	<polyline points="490.1,333.6 490.2,333.6 490.3,333.5 490.4,333.4 490.5,333.4" class="st0"></polyline>
	<polyline points="488.1,335 488.1,335 488.3,334.9 488.4,334.9 488.4,334.8 488.4,334.8" class="st0"></polyline>
	<polyline points="494,335.1 493.9,335 493.9,334.9 493.8,334.9 493.6,334.9 493.6,334.9" class="st0"></polyline>
	<polyline points="494.2,336.8 494.3,336.7 494.4,336.6 494.5,336.6 494.6,336.6" class="st0"></polyline>
	<polyline points="494.4,336.6 494.6,336.7 494.6,336.7" class="st0"></polyline>
	<polyline points="489.8,338.5 490,338.5 490.1,338.4 490.2,338.4" class="st0"></polyline>
	<polyline points="492.2,338.8 492.3,339 492.2,339.2 492.2,339.3 492.1,339.5 492,339.6 491.8,339.7 491.5,339.8 
		491.2,339.8 490.9,339.8 490.6,339.6 490.4,339.4 490.3,339.1" class="st0"></polyline>
	<polyline points="491.5,338.3 491.6,338.7 491.7,339 491.8,339.4 491.8,339.7 491.8,340 491.8,340.2 491.7,340.4 
		491.6,340.5 491.6,340.5 491.3,340.6 491,340.6 490.7,340.5 490.4,340.3 490.3,340.1 490.2,339.8 490.2,339.4 490.3,339.2" class="st0"></polyline>
	<polyline points="490,339.6 490,339.5 490.1,339.3 490.2,339.2 490.3,339.1" class="st0"></polyline>
	<line y2="340.4" x2="490.1" y1="340.2" x1="490.1" class="st0"></line>
	<polyline points="482.8,345 482.7,345.1 482.5,345.1 482.3,345.1 482.1,345.1" class="st0"></polyline>
	<polyline points="479.5,343 479.4,342.9 479.4,342.8 479.4,342.7 479.5,342.6 479.6,342.4 479.7,342.3 479.8,342.2 
		479.9,342.1 480.1,342 480.3,341.9 480.3,341.9 480.6,341.8 480.8,341.8 481,341.8" class="st0"></polyline>
	<polyline points="481.6,343.3 481.4,343.2 481.3,343.1 481.1,343 481,342.8 480.8,342.6 480.6,342.4 480.4,342.1 
		480.3,341.9" class="st0"></polyline>
	<polyline points="480.6,344 480.7,343.8 480.8,343.5 481,343.3 481.3,343.1 481.4,343 481.6,343 481.7,343" class="st0"></polyline>
	<polyline points="481.5,342.6 481.5,342.5 481.4,342.4 481.3,342.3 481.1,342.3 481,342.3 480.8,342.3 480.6,342.4 
		480.5,342.5 480.3,342.6 480.2,342.7 480,342.9 479.9,343 479.9,343.2 479.8,343.3 479.8,343.4 479.9,343.6 479.9,343.7 480,343.8" class="st0"></polyline>
	<polyline points="482.1,341.3 482.4,341.2 482.4,341.2 482.5,341.1 482.6,341 482.7,340.9 482.8,340.8 482.8,340.7 
		482.8,340.6 482.8,340.6" class="st0"></polyline>
	<polyline points="483.8,342.5 483.7,342.7 483.7,342.9 483.7,343 483.7,343.2 483.8,343.4 483.9,343.5 484.1,343.7 
		484.2,343.8 484.4,343.8 484.6,343.9 484.8,343.9 485,343.9 485.1,343.8 485.2,343.8 485.2,343.6 485.3,343.4 485.4,343.3 
		485.5,343.2 485.6,343 485.7,342.9" class="st0"></polyline>
	<polyline points="485.7,341.7 485.7,341.6 485.8,341.4 486,341.3" class="st0"></polyline>
	<polyline points="485.4,340.7 485.5,340.8 485.7,340.9 485.8,341 485.9,341.1" class="st0"></polyline>
	<polyline points="485.6,341.4 485.8,341.2 485.9,341.1" class="st0"></polyline>
	<polyline points="487.4,342.7 487.2,342.8 487.1,342.9 486.9,342.9 486.7,342.9 486.5,342.8 486.3,342.8 486.2,342.7 
		486,342.5 485.9,342.4 485.9,342.2 485.8,342 485.8,341.8 485.8,341.6 485.9,341.5 485.9,341.4" class="st0"></polyline>
	<polyline points="483.5,343 483.6,342.8 483.7,342.6 483.8,342.5" class="st0"></polyline>
	<polyline points="487.9,341.7 487.8,342 487.6,342.3 487.4,342.5 487.2,342.6 487,342.6 486.8,342.6 486.7,342.6 
		486.5,342.5 486.3,342.4 486.2,342.3 486.1,342.1 486,342 485.9,341.8 485.9,341.6 485.9,341.4" class="st0"></polyline>
	<polyline points="489.8,338.6 489.9,338.7 490.1,338.8 490.2,338.9 490.3,338.9" class="st0"></polyline>
	<polyline points="489.9,338.9 490.1,338.8 490.2,338.7" class="st0"></polyline>
	<polyline points="490,339.2 490.1,339.1 490.3,338.9" class="st0"></polyline>
	<polyline points="492.3,336.9 492.1,336.8 492,336.8 491.8,336.8 491.7,336.8" class="st0"></polyline>
	<polyline points="491.9,337.3 492,337.2 492.1,337.2 492.3,337.2 492.3,337.2" class="st0"></polyline>
	<polyline points="492.5,337.8 492.4,337.8 492.2,337.9 492.1,338" class="st0"></polyline>
	<polyline points="488,339.4 488,339.5 488.1,339.7 488.2,339.8 488.3,339.9 488.4,339.9 488.6,340 488.8,340 489,340 
		489.1,340 489.3,339.9 489.5,339.8 489.7,339.7 489.8,339.6 489.9,339.5 489.9,339.3 489.9,339.2 489.9,339.1 489.9,338.9" class="st0"></polyline>
	<polyline points="490,337.8 489.9,337.7 489.8,337.6 489.7,337.6 489.6,337.6 489.4,337.6" class="st0"></polyline>
	<polyline points="484.9,338.3 485,338.3 485,338.3 485.1,338.3 485.2,338.3 485.4,338.3 485.5,338.2 485.7,338.2 
		485.8,338.1 486,338 486.2,337.9 486.4,337.7 486.6,337.6 486.7,337.5 486.7,337.4" class="st0"></polyline>
	<polyline points="489.2,337 489.3,337 489.4,337 489.5,337.1 489.5,337.2" class="st0"></polyline>
	<polyline points="486.1,336.4 486.2,336.3 486.3,336.3 486.4,336.2" class="st0"></polyline>
	<line y2="333.7" x2="487.5" y1="333.3" x1="487.4" class="st0"></line>
	<polyline points="483.1,335.5 483,335.5 483,335.4 483,335.3 483,335.2 483,335.1 483.1,334.9 483.2,334.8 
		483.3,334.6 483.5,334.5 483.6,334.4 483.8,334.3 484,334.2 484.2,334.1 484.4,334.1 484.5,334.2" class="st0"></polyline>
	<polyline points="480,333.5 479.9,333.5 479.9,333.3 480,333.1 480,332.9 480.1,332.8 480.2,332.6" class="st0"></polyline>
	<polyline points="483.8,333.5 483.7,333.5 483.6,333.4 483.4,333.5 483.3,333.5 483.1,333.6 483,333.7 482.8,333.8 
		482.7,334 482.6,334.1 482.5,334.3 482.4,334.4 482.4,334.6 482.4,334.7 482.4,334.8 482.5,334.9" class="st0"></polyline>
	<line y2="333.7" x2="479.5" y1="333.6" x1="479.3" class="st0"></line>
	<polyline points="479.1,339.2 479,338.9 478.9,338.5 478.8,338.2 478.7,337.8 478.7,337.5 478.6,337.2 478.6,336.9 
		478.6,336.6" class="st0"></polyline>
	<polyline points="482.7,335.7 482.6,335.7 482.5,335.6 482.4,335.7 482.2,335.7 482,335.8 481.8,336 481.7,336.1 
		481.6,336.2 481.4,336.3 481.3,336.5 481.2,336.6 481.2,336.7 481.1,336.8 481.1,336.9 481.2,337 481.2,337" class="st0"></polyline>
	<line y2="333" x2="479.9" y1="333.1" x1="479.8" class="st0"></line>
	<polyline points="483.2,335.7 483.1,335.8 482.9,335.8 482.8,335.8" class="st0"></polyline>
	<polyline points="484.5,331.4 484.3,331.4 484.2,331.3 484,331.3 483.9,331.3 483.7,331.4 483.6,331.5 483.4,331.6 
		483.3,331.8 483.2,332 483.2,332.1 483.2,332.3 483.2,332.5 483.2,332.7 483.3,332.9 483.4,333 483.5,333.1 483.6,333.2 
		483.8,333.2" class="st0"></polyline>
	<polyline points="487.6,334.2 487.5,334 487.4,333.7" class="st0"></polyline>
	<polyline points="487.2,333.8 487.4,333.7 487.5,333.7 487.6,333.6" class="st0"></polyline>
	<polyline points="486.9,330.4 486.7,330.3 486.6,330.3 486.4,330.3 486.3,330.3 486.1,330.4 485.8,330.3 485.5,330.2 
		485.3,330.2 485.1,330.2 484.9,330.3 484.8,330.4 484.7,330.6 484.6,330.7 484.6,330.9 484.6,331 484.6,331.2 484.6,331.4 
		484.7,331.5" class="st0"></polyline>
	<polyline points="489,338.1 488.8,337.7 488.5,337.2 488.3,336.7 488.1,336.2 487.8,335.7 487.5,335.3 487.2,334.8 
		486.9,334.3 486.6,333.9 486.2,333.5 485.9,333.1 485.6,332.8 485.2,332.4 484.9,332.2 484.6,331.9 484.3,331.7 484,331.5 
		483.7,331.4 483.4,331.3 483.2,331.3 483,331.4 482.9,331.5 482.8,331.7 482.7,331.9 482.7,332 482.7,332.2 482.7,332.4 
		482.8,332.6 482.8,332.8" class="st0"></polyline>
	<polyline points="479,335.4 478.8,335.4 478.7,335.3 478.5,335.3 478.3,335.1 478.2,335 478.1,334.8 478,334.7 
		478,334.5 478,334.3 478,334.1 478.1,333.9 478.2,333.8 478.3,333.6 478.5,333.5 478.7,333.5 478.9,333.5 479.2,333.6 479.5,333.6 
		479.7,333.6 479.9,333.5 480.1,333.6 480.2,333.7" class="st0"></polyline>
	<polyline points="477.5,338.5 477.5,338.6 477.5,338.6 477.6,338.7 477.7,338.7 477.8,338.7 478,338.7 478.1,338.7 
		478.3,338.7 478.5,338.6 478.7,338.6 478.9,338.5 479,338.4 479.2,338.4 479.3,338.3 479.3,338.2 479.4,338.1 479.4,338.1 
		479.3,338" class="st0"></polyline>
	<polyline points="483.6,336.2 483.6,336.3 483.5,336.3 483.2,336.4 483.2,336.5 483.1,336.5 482.9,336.5 482.8,336.6 
		482.7,336.7 482.5,336.8 482.3,336.9 482.2,337 482,337.1 481.9,337.2 481.8,337.4 481.7,337.4 481.7,337.5 481.7,337.6 
		481.7,337.6" class="st0"></polyline>
	<polyline points="486.7,337 486.7,337 486.6,337 486.5,337" class="st0"></polyline>
	<polyline points="487.7,340.1 487.8,340.1 488,340 488,340 488.1,339.9" class="st0"></polyline>
	<polyline points="488,340 487.9,339.9 487.7,339.7 487.6,339.6" class="st0"></polyline>
	<polyline points="485.7,342.8 485.8,342.8 485.9,342.9 486.1,343" class="st0"></polyline>
	<polyline points="485.1,339.7 485.2,339.7 485.3,339.7 485.4,339.7 485.5,339.8 485.5,339.9" class="st0"></polyline>
	<polyline points="484,336.8 484,336.9 484,336.9 483.9,337 483.8,337 483.7,337.1" class="st0"></polyline>
	<polyline points="479.8,338 479.8,338.1 479.9,338.1 480,338.1 480.1,338.1 480.3,338.1 480.4,338.1 480.6,338 
		480.8,338 481,337.9 481.1,337.8 481.3,337.8 481.4,337.7 481.6,337.6 481.6,337.6" class="st0"></polyline>
	<polyline points="481.2,337 481.1,337 481,337.1 480.9,337.1 480.8,337.2 480.6,337.2 480.4,337.3 480.2,337.3 
		480.1,337.3 479.9,337.3 479.8,337.3 479.7,337.2 479.6,337.2 479.6,337.1 479.6,337" class="st0"></polyline>
	<polyline points="479.2,335.4 479.1,335.6 478.8,335.7 478.7,335.9 478.7,336.1 478.7,336.4 478.6,336.6" class="st0"></polyline>
	<polyline points="479.1,335.5 479.1,335.6 479.1,335.8 479,335.9 478.8,336 478.7,336.1 478.5,336.2 478.3,336.2 
		478.1,336.2 478,336.2 477.8,336.1 477.6,336 477.5,335.9 477.3,335.8 477.3,335.6 477.2,335.5 477.2,335.3 477.2,335.2 477.3,335" class="st0"></polyline>
	<polyline points="479.1,336.7 479.1,336.8 479,336.9 478.9,337 478.8,337.1 478.6,337.2 478.5,337.2 478.3,337.3 
		478.1,337.3 477.9,337.3 477.7,337.3 477.5,337.2 477.4,337.2 477.3,337.1 477.2,337 477.2,336.9" class="st0"></polyline>
	<polyline points="479.2,337.4 479.1,337.5 479,337.7 478.7,337.8 478.5,337.9 478.3,337.9 478.2,338 478,338 
		477.8,338 477.6,337.9 477.5,337.9 477.4,337.8 477.3,337.8 477.3,337.7 477.3,337.6" class="st0"></polyline>
	<polyline points="483.2,333 483,332.9 482.7,332.9 482.5,333 482.3,333.2 482.2,333.3 482.1,333.4 482,333.6 
		481.9,333.8 481.9,333.9 481.8,334.1 481.9,334.3 481.9,334.4 482,334.5 482.1,334.6" class="st0"></polyline>
	<line y2="333.1" x2="483.4" y1="333.1" x1="483.4" class="st0"></line>
	<polyline points="487.5,334.1 487.5,334.1 487.4,334.1 487.4,334.1 487.3,334.1 487.2,334.2 487,334.2 486.9,334.3 
		486.7,334.4 486.5,334.6 486.4,334.7 486.3,334.8 486.1,334.9 486,335 486,335.1 485.9,335.2 485.9,335.2 485.9,335.3" class="st0"></polyline>
	<polyline points="490.5,330.4 490.5,330.3 490.3,330.3 490.2,330.3 490.1,330.3 489.9,330.3 489.8,330.4 489.6,330.5 
		489.5,330.6 489.4,330.8 489.2,330.9 489.2,331.1 489.1,331.3 489.1,331.4 489,331.5 489.1,331.7 489.1,331.8 489.2,331.8" class="st0"></polyline>
	<line y2="329.8" x2="490" y1="329.8" x1="489.8" class="st0"></line>
	<line y2="331" x2="487.8" y1="331" x1="487.9" class="st0"></line>
	<line y2="331" x2="487.8" y1="331" x1="487.9" class="st0"></line>
	<line y2="327.9" x2="490.3" y1="328" x1="490.5" class="st0"></line>
	<polyline points="486.8,330.4 486.7,330.2 486.7,330.1 486.7,329.9 486.7,329.7 486.8,329.5 486.9,329.4 487,329.2 
		487.2,329.1 487.3,329.1 487.5,329" class="st0"></polyline>
	<polyline points="491,330.4 490.9,330.4 490.7,330.4 490.6,330.3 490.4,330.2 490.3,330.1 490.2,330 490.2,329.9 
		490.2,329.9" class="st0"></polyline>
	<polyline points="486.6,330.3 486.5,330.1 486.5,329.8 486.6,329.6 486.8,329.4 487,329.2 487.2,329.1 487.4,329.1 
		487.5,329.1 487.7,329.1 487.9,329.2 488.1,329.1 488.3,329.1 488.4,329.1" class="st0"></polyline>
	<polyline points="491.9,326.8 491.7,326.9 491.4,327" class="st0"></polyline>
	<polyline points="491.6,330.9 491.5,330.8 491.4,330.7 491.5,330.5 491.5,330.4 491.6,330.2 491.7,330 491.9,329.9 
		492,329.7 492.2,329.6 492.4,329.5 492.5,329.5 492.7,329.4 492.8,329.4 492.9,329.5 492.9,329.5" class="st0"></polyline>
	<polyline points="492.9,329.1 492.8,329 492.8,328.9 492.7,328.8 492.7,328.6 492.7,328.4 492.8,328.3 492.8,328.1 
		492.9,327.9 493.1,327.8 493.2,327.6 493.4,327.5 493.5,327.5 493.7,327.4 493.8,327.4 494,327.5 494.1,327.5 494.2,327.6" class="st0"></polyline>
	<polyline points="492.1,332.3 492.2,332.2 492.3,332.2 492.4,332.1 492.5,332" class="st0"></polyline>
	<polyline points="490.7,333.6 490.7,333.6 490.7,333.6 490.9,333.4 491,333.3 491.3,333.2 491.5,333 491.7,332.9 
		491.9,332.8 492,332.7 492.1,332.6 492.2,332.6 492.3,332.6 492.3,332.6" class="st0"></polyline>
	<polyline points="489.9,337.4 489.9,337.5 490,337.6 490.1,337.6 490.2,337.6 490.4,337.7 490.6,337.6 490.8,337.6 
		490.9,337.6 491.1,337.5 491.3,337.4 491.4,337.3 491.5,337.2 491.6,337.1 491.7,337 491.7,336.9 491.7,336.8 491.7,336.7" class="st0"></polyline>
	<polyline points="490.1,340.6 490,340.7 489.9,340.9 489.8,341 489.6,341.1 489.6,341.1 489.4,341.2 489.2,341.2 
		489.1,341.2 488.9,341.2 488.7,341.1 488.5,341.1 488.4,340.9 488.3,340.8 488.2,340.6 488.1,340.5 488.1,340.3" class="st0"></polyline>
	<polyline points="483.5,341.2 483.6,341.3 483.7,341.4 483.8,341.5 483.9,341.6 484.1,341.6 484.3,341.6 484.4,341.6 
		484.6,341.5 484.8,341.5 485,341.4 485,341.4 485.2,341.2 485.3,341.1 485.4,340.9 485.4,340.8 485.4,340.6" class="st0"></polyline>
	<polyline points="481.4,341.3 481.4,341.4 481.4,341.5 481.4,341.6" class="st0"></polyline>
	<polyline points="484.7,338.5 484.7,338.4 484.6,338.4 484.6,338.4 484.5,338.4" class="st0"></polyline>
	<polyline points="488,339.4 487.9,339.3 487.8,339.3 487.6,339.4 487.5,339.4" class="st0"></polyline>
	<line y2="342.4" x2="487.6" y1="342.6" x1="487.5" class="st0"></line>
	<polyline points="485.7,342.5 485.8,342.6 485.9,342.8 486.1,342.9 486.2,343 486.4,343 486.6,343" class="st0"></polyline>
	<polyline points="487.4,339.1 487.4,339.2 487.4,339.4 487.2,339.6 487,339.8 486.8,339.9 486.6,339.9 486.5,340 
		486.3,340 486.1,340 485.9,340 485.8,340 485.7,339.9 485.6,339.8 485.6,339.7" class="st0"></polyline>
	<polyline points="482.4,339.8 482.5,339.8 482.6,339.8 482.7,339.8" class="st0"></polyline>
	<polyline points="485.8,340.3 485.6,340.2 485.4,340.2 485.3,340.2" class="st0"></polyline>
	<polyline points="489.6,341.1 489.6,341.3 489.5,341.5 489.4,341.7 489.3,341.8 489.1,341.8 489,341.9 488.8,341.9 
		488.6,341.8 488.4,341.7 488.3,341.6 488.1,341.5 488,341.3 487.9,341.2 487.9,341 487.9,340.8 487.9,340.6 488,340.4 488.1,340.3" class="st0"></polyline>
	<polyline points="492.5,338 492.4,338 492.2,338.2 492.2,338.3" class="st0"></polyline>
	<polyline points="488.1,340.4 488.1,340.6 488.1,340.8 488.1,341 488.2,341.1 488.3,341.3 488.4,341.4 488.6,341.5 
		488.8,341.6 489,341.6 489.2,341.6 489.3,341.6 489.5,341.5 489.7,341.4 489.8,341.3 489.9,341.1" class="st0"></polyline>
	<line y2="340" x2="488" y1="340" x1="488.1" class="st0"></line>
	<polyline points="485.5,341 485.7,341 485.9,340.9 485.9,340.9" class="st0"></polyline>
	<polyline points="486.8,337.7 487,337.7 487,337.7 487.1,337.8 487.1,337.8" class="st0"></polyline>
	<polyline points="490.4,340.8 490.2,340.6 490.1,340.5" class="st0"></polyline>
	<polyline points="490.1,340.2 490.1,340.2 490.2,340.4 490.3,340.6 490.5,340.7 490.6,340.7 490.8,340.8 491,340.8" class="st0"></polyline>
	<polyline points="489,336.6 489,336.7 489,336.7 489,336.8 488.9,336.9 488.8,337 488.7,337.1 488.5,337.2 
		488.4,337.3 488.2,337.4 488,337.4 487.9,337.5 487.7,337.5 487.6,337.6 487.4,337.6 487.4,337.6 487.3,337.5 487.3,337.5" class="st0"></polyline>
	<polyline points="486.9,333.4 486.9,333.4 486.8,333.3 486.8,333.3 486.6,333.3 486.5,333.3 486.4,333.4 486.2,333.5 
		486.1,333.6 485.9,333.7 485.8,333.8 485.7,334 485.5,334.1 485.5,334.2 485.4,334.4 485.4,334.5 485.4,334.6 485.4,334.6 
		485.5,334.7" class="st0"></polyline>
	<line y2="330.4" x2="484.7" y1="330.3" x1="484.8" class="st0"></line>
	<polyline points="480.3,333.7 480.2,333.5 480.2,333.4 480.2,333.2 480.2,333 480.3,332.8 480.4,332.6 480.5,332.5 
		480.7,332.4 481,332.4 481.3,332.4 481.6,332.3 481.8,332.4" class="st0"></polyline>
	<polyline points="485.2,330.1 485.1,330.2 485,330.2 484.9,330.3 484.8,330.4 484.6,330.6 484.6,330.8 484.5,330.9 
		484.5,331.1 484.6,331.3 484.6,331.5" class="st0"></polyline>
	<polyline points="485.4,335.3 485.3,335.1 485.3,334.7 485.2,334.4" class="st0"></polyline>
	<polyline points="487.5,338.5 487.5,338.5 487.4,338.4 487.3,338.4 487.2,338.3 487.1,338.3" class="st0"></polyline>
	<polyline points="484,336.8 484.1,336.7 484.1,336.7 484.2,336.6 484.3,336.5 484.5,336.4 484.6,336.3 484.7,336.2 
		484.9,336.1 485.1,336 485.3,335.8 485.5,335.7 485.6,335.7 485.7,335.7 485.8,335.6 485.9,335.6 486,335.5 486.1,335.5" class="st0"></polyline>
	<polyline points="485.9,332.1 485.9,332.2 486.1,332.3 486.3,332.5 486.5,332.5" class="st0"></polyline>
	<polyline points="489.1,328.1 488.9,328.2 488.8,328.4 488.6,328.5 488.5,328.7 488.5,328.9 488.5,329.1" class="st0"></polyline>
	<line y2="329.1" x2="488.6" y1="329.2" x1="488.7" class="st0"></line>
	<polyline points="492.3,328.9 492.1,328.8 492,328.8 491.9,328.8 491.7,328.9 491.6,329 491.4,329.1 491.3,329.2 
		491.1,329.3 491,329.5 491,329.7 490.9,329.8 490.9,330 490.9,330.1 490.9,330.3 491,330.4" class="st0"></polyline>
	<polyline points="492.5,332.9 492.6,332.8 492.7,332.8 492.8,332.8" class="st0"></polyline>
	<polyline points="496,334.3 496,334.4 496,334.5 496,334.6 495.9,334.7 495.8,334.8 495.7,334.9 495.6,335 495.5,335 
		495.4,335.1 495.2,335.2 495,335.3 494.8,335.3 494.6,335.3 494.4,335.3 494.3,335.2 494.2,335.2 494.2,335.1 494.2,335" class="st0"></polyline>
	<polyline points="494.1,336.3 494.2,336.4 494.3,336.5 494.5,336.6" class="st0"></polyline>
	<polyline points="494,336 494.2,335.9 494.3,335.9 494.5,336" class="st0"></polyline>
	<polyline points="490.9,335 491,334.9 491.1,334.9 491.1,335 491.1,335" class="st0"></polyline>
	<polyline points="491.2,331.1 491.1,331 491.1,331 491,331 490.9,331 490.7,331 490.6,331 490.5,331.1 490.2,331.3 
		490,331.5 489.8,331.7 489.7,331.9 489.6,332.1 489.6,332.2 489.7,332.3" class="st0"></polyline>
	<polyline points="491.6,331.7 491.8,331.6 492,331.5 492.1,331.5" class="st0"></polyline>
	<polyline points="490.1,327.9 490,327.9 489.8,328 489.6,328 489.3,328 489.2,328.1 489.1,328.2 489,328.4 
		488.9,328.6 488.9,328.8 488.9,329 488.9,329.1 489,329.3" class="st0"></polyline>
	<polyline points="485.7,332.1 485.6,332 485.4,331.9 485.3,331.8 485.2,331.7 485.1,331.5 485,331.3 485,331.2 
		485,331 485.1,330.8 485.2,330.6 485.3,330.4 485.4,330.3 485.5,330.2 485.7,330.2 485.9,330.1 486,330.1 486.2,330.2" class="st0"></polyline>
	<polyline points="483.5,336.1 483.5,336.1 483.5,336 483.6,335.9 483.6,335.8 483.7,335.7 483.9,335.5 484,335.4 
		484.1,335.3 484.3,335.2 484.4,335.1 484.6,335 484.7,334.9 484.8,334.9 485,334.9 485,334.9 485.1,334.9 485.1,334.9" class="st0"></polyline>
	<polyline points="485.1,339.2 485.1,339.2 485.1,339.1 485,339.1 484.9,339.1 484.8,339.1" class="st0"></polyline>
	<polyline points="483.5,342.6 483.6,342.5 483.7,342.4 483.8,342.3" class="st0"></polyline>
	<polyline points="483.8,342.1 483.6,342.1 483.4,342.2 483.4,342.3" class="st0"></polyline>
	<polyline points="483.2,341.5 483.3,341.5 483.5,341.5 483.6,341.5" class="st0"></polyline>
	<polyline points="483.5,341.1 483.4,341 483.2,341 483,341 483,341" class="st0"></polyline>
	<polyline points="479.4,335.4 479.2,335.3 479.1,335.2 479,335.1 479,334.9 478.9,334.8 478.9,334.6 478.9,334.4 
		479,334.2 479.1,334 479.2,333.9 479.3,333.8 479.5,333.6 479.8,333.8 480.1,334 480.4,334.2 480.7,334.4 481,334.8 481.3,335.1 
		481.7,335.4 482,335.8 482.7,336.7 483,337.2 483.3,337.6 483.5,338.1 483.8,338.6 484.1,339.1 484.3,339.6 484.5,340 484.7,340.5 
		484.9,341 485,341.4" class="st0"></polyline>
	<polyline points="482.7,335.2 482.6,335.2 482.4,335.2 482.3,335.2" class="st0"></polyline>
	<polyline points="486.2,336.5 486.1,336.6 486,336.7 485.9,336.7 485.8,336.8 485.7,336.9 485.5,337 485.3,337.1 
		485.2,337.2 485,337.3 484.9,337.4 484.8,337.4 484.6,337.5 484.6,337.5 484.5,337.5" class="st0"></polyline>
	<polyline points="489.6,341.1 489.6,340.8 489.6,340.5 489.6,340.2 489.5,339.8 489.4,339.4 489.3,339 489.1,338.6 
		488.9,338.1" class="st0"></polyline>
	<polyline points="486,341.3 486,341.4 486,341.6 486.1,341.7 486.2,341.9 486.4,342 486.5,342.1 486.7,342.1 
		486.9,342.1 487.1,342.1 487.3,342.1 487.5,342 487.6,341.9 487.7,341.8 487.8,341.6 487.9,341.5 487.9,341.3 487.9,341.1" class="st0"></polyline>
	<polyline points="482.6,344.4 482.8,344.4 483.1,344.3 483.1,344.3 483.3,344.2 483.4,344.1 483.5,343.9 483.5,343.8 
		483.6,343.6 483.6,343.4" class="st0"></polyline>
	<polyline points="481.5,343.9 481.5,343.7 481.6,343.6" class="st0"></polyline>
	<polyline points="479,339.2 479.2,339.6 479.3,339.9 479.5,340.3 479.6,340.6 479.8,341 479.9,341.3 480.1,341.6 
		480.3,341.9" class="st0"></polyline>
	<polyline points="479.4,336.1 479.4,336.2 479.4,336.3 479.5,336.4 479.6,336.5 479.8,336.5 479.9,336.6 480.1,336.6 
		480.3,336.6 480.5,336.6 480.7,336.5 480.8,336.5" class="st0"></polyline>
	<polyline points="487.4,341.4 487.4,341 487.3,340.6 487,339.8 486.8,339.3 486.6,338.9 486.4,338.4 486.2,337.9 
		485.9,337.4 485.7,336.9 485.4,336.4 485.1,336 484.8,335.5 484.4,335.1 484.1,334.7 483.8,334.3 483.5,333.9 483.1,333.6 
		482.8,333.3 482.5,333 482.2,332.8 481.9,332.7 481.6,332.5 481.3,332.4 481.1,332.5 481,332.7 480.9,332.8 480.8,333 480.8,333.2 
		480.8,333.4 480.8,333.6 480.8,333.7 480.9,333.9 481,334 481.2,334.1 481.3,334.2" class="st0"></polyline>
	<polyline points="487.4,341.4 487.4,341.7 487.5,342 487.4,342.3 487.4,342.5 487.3,342.7 487.2,342.8 487.1,342.9 
		487,342.9" class="st0"></polyline>
	<polyline points="492.1,338.1 492.2,338.2 492.2,338.4 492.1,338.5 492.1,338.7 492,338.8 491.9,338.9 491.7,339 
		491.6,339.1 491.4,339.2 491.2,339.2 491,339.2 490.8,339.2 490.6,339.1 490.5,339 490.4,338.9 490.3,338.8 490.2,338.6 
		490.2,338.5" class="st0"></polyline>
	<polyline points="496.3,338.1 496.1,338.2 496,338.3 495.8,338.4 495.6,338.4 495.4,338.4 495.3,338.3 495.1,338.3 
		494.9,338.2 494.8,338 494.7,337.9 494.6,337.7 494.5,337.5 494.5,337.3 494.6,337.2 494.6,337" class="st0"></polyline>
	<polyline points="498.5,334.7 498.5,334.8 498.4,334.9 498.3,335 498.1,335.1 498.1,335.1 497.9,335.2 497.7,335.3 
		497.6,335.3 497.4,335.3 497.2,335.3 497,335.3 496.9,335.2 496.8,335.1 496.7,335 496.7,334.9" class="st0"></polyline>
	<polyline points="493.5,333.6 493.5,333.6 493.6,333.6 493.7,333.6 493.8,333.6 493.9,333.5 494.1,333.4 494.3,333.3 
		494.5,333.2 494.7,333.1 494.8,333 495,332.9 495.1,332.8 495.1,332.8 495.2,332.7 495.2,332.7" class="st0"></polyline>
	<polyline points="496.5,335.8 496.6,335.7 496.8,335.6" class="st0"></polyline>
	<polyline points="495.5,335 495.7,335.5 495.8,335.9 496,336.3 496.1,336.7 496.1,337.1 496.1,337.4 496.1,337.7 
		496.1,337.9" class="st0"></polyline>
	<line y2="337.9" x2="496.4" y1="337.7" x1="496.4" class="st0"></line>
	<polyline points="492.5,338.1 492.4,338.2 492.3,338.4 492.3,338.5 492.3,338.7 492.3,338.9 492.4,339.1 492.5,339.3 
		492.6,339.4 492.8,339.5 493,339.6 493.2,339.6 493.3,339.6 493.5,339.6 493.7,339.5 493.8,339.4 493.9,339.3 493.9,339.1 
		494,338.8 494,338.5 493.9,338.2" class="st0"></polyline>
	<polyline points="489.6,338.1 489.8,338.1 489.9,338.1 490.1,338.1 490.1,338.1" class="st0"></polyline>
	<polyline points="487.7,334.4 487.8,334.3 487.9,334.2 488,334.2 488.1,334.1" class="st0"></polyline>
	<polyline points="491.7,331.8 491.7,331.8 491.7,331.7 491.6,331.7 491.5,331.8 491.4,331.8 491.2,331.9 491.1,332 
		490.9,332.1 490.8,332.2 490.6,332.3 490.5,332.4 490.4,332.5 490.3,332.6 490.2,332.8 490.2,332.8 490.2,332.9 490.2,333" class="st0"></polyline>
	<polyline points="495.6,333.5 495.6,333.5 495.6,333.6 495.6,333.7 495.5,333.8 495.4,333.9 495.3,334 495.2,334.1 
		495,334.2 494.8,334.3 494.6,334.3 494.5,334.4 494.3,334.4 494.2,334.4 494,334.4 494,334.4 493.9,334.4 493.9,334.3" class="st0"></polyline>
	<polyline points="494.4,337.5 494.4,337.3 494.5,337.1 494.6,337 494.6,336.9" class="st0"></polyline>
	<polyline points="491.6,340.5 491.8,340.4 491.9,340.3" class="st0"></polyline>
	<polyline points="487.6,338.2 487.6,338.3 487.7,338.4 487.8,338.4 487.9,338.4 488.1,338.4 488.2,338.4 488.4,338.4 
		488.6,338.3 488.8,338.2 488.9,338.1 489,338.1 489.1,338 489.2,337.9 489.3,337.8 489.4,337.7 489.4,337.6 489.4,337.5 
		489.4,337.5" class="st0"></polyline>
	<polyline points="491.7,331.1 491.7,331.3 491.8,331.6 491.9,331.9 491.9,332" class="st0"></polyline>
	<polyline points="495.6,335 495.4,334.6 495.2,334.1 494.9,333.6 494.7,333.1 494.4,332.6 494.1,332.1 493.8,331.7 
		493.5,331.2 493.2,330.8 492.9,330.4 492.5,330 492.2,329.6 491.9,329.3 491.6,329 491.2,328.7 490.9,328.5 490.6,328.3 
		490.3,328.1 490.1,328.1 489.8,328 489.6,328.1 489.5,328.3 489.4,328.5 489.3,328.7 489.3,328.9 489.3,329.1 489.4,329.3 
		489.5,329.5 489.6,329.6" class="st0"></polyline>
	<polyline points="492.5,338 492.5,338 492.5,338.2 492.5,338.4 492.6,338.5 492.7,338.7 492.9,338.8 493,338.9 
		493.2,338.9 493.4,338.9 493.6,338.9 493.8,338.9 494,338.8 494.1,338.7 494.2,338.6 494.3,338.4 494.4,338.3 494.4,338.1 
		494.4,337.9" class="st0"></polyline>
	<polyline points="498.4,337.1 498.1,337.3 498.1,337.3 497.9,337.4 497.7,337.4 497.5,337.4 497.3,337.3 497.2,337.3 
		497,337.2 496.9,337 496.8,336.9 496.7,336.7 496.7,336.5 496.7,336.3 496.7,336.1 496.8,336 496.8,335.9" class="st0"></polyline>
	<polyline points="496.8,335.8 496.8,335.9 496.9,336.1 497,336.2 497.1,336.4 497.2,336.5 497.4,336.6 497.6,336.6 
		497.8,336.6 497.9,336.6 498.1,336.6 498.3,336.5 498.5,336.4 498.7,336.2" class="st0"></polyline>
	<polyline points="487.9,330.9 487.7,330.8 487.5,330.6 487.4,330.4 487.4,330.1 487.4,329.8 487.5,329.6 487.7,329.3 
		487.9,329.2 488.2,329.3 488.5,329.4 488.8,329.6 489.1,329.8 489.5,330.1 489.8,330.4 490.1,330.8 490.5,331.1 490.8,331.5 
		491.1,332 491.4,332.4 491.7,332.9 492,333.3 492.3,333.8 492.6,334.3 492.8,334.8 493,335.3 493.2,335.8 493.4,336.2 493.6,336.7 
		493.7,337.1 493.8,337.5 493.9,337.9 494,338.2" class="st0"></polyline>
	<polyline points="491.8,328.6 491.7,328.5 491.5,328.4 491.4,328.4 491.3,328.4 491.1,328.4 490.9,328.5 490.7,328.6 
		490.6,328.8 490.5,328.9 490.4,329.1 490.3,329.3 490.3,329.5 490.3,329.7 490.4,329.9 490.6,330.1" class="st0"></polyline>
	<polyline points="493.5,329.5 493.4,329.5 493.3,329.4 493.3,329.2 493.3,329 493.4,328.8 493.5,328.5 493.7,328.3 
		494,328.1 494.2,328 494.3,328 494.5,328 494.6,328 494.7,328" class="st0"></polyline>
	<polyline points="490.3,329.9 490.1,329.8 490,329.7 489.9,329.6 489.8,329.4 489.8,329.3 489.8,329.1 489.8,328.9 
		489.9,328.7 489.9,328.5 490.1,328.4 490.2,328.2 490.3,328.1 490.5,328.1 490.7,328 490.8,328 491,328.1 491.1,328.2" class="st0"></polyline>
	<polyline points="489.7,333.1 489.7,333 489.6,332.6 489.6,332.3 489.5,332.2" class="st0"></polyline>
	<polyline points="486.2,330.2 486.2,330 486.3,329.8 486.4,329.7 486.5,329.6" class="st0"></polyline>
	<polyline points="482.4,332.6 482.4,332.4 482.4,332.3 482.4,332.1 482.4,331.9 482.5,331.7 482.6,331.6 482.7,331.4 
		482.8,331.3 483.2,331.3 483.3,331.2 483.5,331.2" class="st0"></polyline>
	<line y2="333.2" x2="483.5" y1="333.2" x1="483.5" class="st0"></line>
	<line y2="332.4" x2="480.7" y1="332.5" x1="480.4" class="st0"></line>
	<line y2="331.2" x2="483.7" y1="331.2" x1="483.8" class="st0"></line>
	<polyline points="487.5,330.8 487.4,330.7 487.3,330.7 487.2,330.6 487,330.6 486.9,330.7 486.7,330.8 486.6,330.9 
		486.4,331 486.3,331.1 486.2,331.3 486.1,331.5 486.1,331.6 486.1,331.8 486.1,332 486.1,332.1 486.2,332.2 486.3,332.3 
		486.4,332.4" class="st0"></polyline>
	<line y2="332.1" x2="485.7" y1="332.1" x1="485.6" class="st0"></line>
	<polyline points="486.4,336 486.4,335.9 486.5,335.9 486.6,335.8 486.7,335.7 486.9,335.7 487,335.6 487.2,335.4 
		487.3,335.3 487.5,335.3 487.6,335.2 487.8,335.1 487.9,335 488,335 488,334.9 488.1,334.9" class="st0"></polyline>
	<polyline points="484.8,334.5 484.9,334.5 485,334.4 485.2,334.4" class="st0"></polyline>
	<polyline points="491.6,338.3 491.4,337.8 491.3,337.4 491.1,336.9 490.9,336.5 490.7,336 490.4,335.5 490.2,335 
		489.9,334.5 489.6,334 489.3,333.6 488.7,332.7 488.3,332.3 488,331.9 487.7,331.6 487.4,331.3 487,331 486.7,330.8 486.4,330.6 
		486.1,330.4 486,330.5 485.8,330.6 485.7,330.7 485.6,330.9 485.6,331 485.5,331.2 485.5,331.4 485.5,331.5 485.6,331.7 
		485.6,331.8 485.7,332 485.8,332.1 486,332.1" class="st0"></polyline>
	<polyline points="490.9,335 490.9,335.1 490.9,335.2 490.8,335.2 490.7,335.3 490.6,335.4 490.4,335.5 490.3,335.6 
		490.1,335.7 489.9,335.8 489.8,335.8 489.6,335.9 489.5,335.9 489.4,336 489.3,336 489.2,336" class="st0"></polyline>
	<polyline points="487.9,339 487.8,339 487.7,338.9 487.6,338.9 487.4,338.9 487.4,338.9" class="st0"></polyline>
	<polyline points="484.1,337.7 484.1,337.7 484.2,337.7 484.3,337.7 484.3,337.6" class="st0"></polyline>
	<polyline points="481,340.8 481,340.7 481,340.7 481,340.6 481.1,340.5 481.1,340.5" class="st0"></polyline>
	<polyline points="483.9,344 483.7,344 483.6,343.9 483.6,343.8" class="st0"></polyline>
	<line y2="343" x2="486.8" y1="342.9" x1="487" class="st0"></line>
	<polyline points="483.3,341.9 483.5,342 483.6,342.1 483.7,342.2 483.8,342.2" class="st0"></polyline>
	<polyline points="483.3,342.1 483.4,342.2 483.4,342.4 483.4,342.5 483.3,342.6 483.2,342.8 483.1,342.9 482.9,343 
		482.8,343.1 482.6,343.1" class="st0"></polyline>
	<line y2="341.9" x2="483.3" y1="341.8" x1="483.3" class="st0"></line>
	<polyline points="483.3,341.9 483.3,341.9 483.5,341.8 483.7,341.8" class="st0"></polyline>
	<polyline points="478.5,341.4 478.5,341.3 478.6,341.3 478.6,341.2 478.7,341.1 478.8,341.1 478.9,341 479.1,340.9 
		479.3,340.8 479.4,340.7 479.6,340.6 479.9,340.5 480.1,340.5 480.3,340.5 480.3,340.5" class="st0"></polyline>
	<polyline points="481,344.1 481,343.8 481.2,343.6 481.3,343.4 481.5,343.3 481.6,343.3 481.7,343.2" class="st0"></polyline>
	<polyline points="485.7,342.1 485.7,342.3 485.6,342.5 485.5,342.7 485.3,342.9 485.1,342.9 484.9,343 484.7,343 
		484.5,343 484.4,342.9 484.2,342.9 484,342.8 483.9,342.6 483.8,342.5 483.8,342.4" class="st0"></polyline>
	<polyline points="480.5,339.9 480.6,339.8 480.6,339.8 480.7,339.7 480.8,339.7" class="st0"></polyline>
	<polyline points="479.6,338.9 479.6,338.9 479.5,339 479.3,339.1 479.1,339.2 479,339.2 478.9,339.3 478.7,339.4 
		478.5,339.4 478.3,339.5 478.2,339.5 478,339.5 477.9,339.6 477.9,339.6 477.8,339.5" class="st0"></polyline>
	<polyline points="479.3,335.4 479.3,335.4 479.4,335.6 479.4,335.7 479.6,335.8 479.7,335.8 479.9,335.9 480,335.9 
		480.2,336" class="st0"></polyline>
	<polyline points="479.1,335.4 479,335.4 478.8,335.4 478.6,335.3 478.5,335.2 478.3,335.1 478.2,335 478.1,334.8 
		478,334.7 478,334.5 478,334.3 478,334.1 478.1,333.9 478.2,333.8 478.3,333.6 478.4,333.5 478.6,333.5 478.8,333.4" class="st0"></polyline>
	<polyline points="479.2,335.4 479,335.5 478.9,335.5 478.7,335.5 478.5,335.5 478.3,335.5 478.2,335.4 478,335.3 
		477.9,335.2 477.8,335 477.7,334.8 477.6,334.6 477.6,334.5 477.7,334.3 477.7,334.1 477.8,334" class="st0"></polyline>
	<polyline points="479.2,335.4 479,335.5 478.9,335.6 478.8,335.7 478.7,335.8 478.5,335.8 478.3,335.8 478.1,335.8 
		477.9,335.7 477.8,335.6 477.6,335.5 477.5,335.3 477.4,335.2 477.4,335 477.4,334.8 477.4,334.7 477.4,334.5 477.5,334.4" class="st0"></polyline>
	<polyline points="482.1,331.8 482,332 481.9,332.2 481.9,332.3 481.9,332.4" class="st0"></polyline>
	<line y2="331.7" x2="482.2" y1="331.6" x1="482.4" class="st0"></line>
	<polyline points="485.7,332.2 485.6,332.1 485.5,332 485.4,332 485.2,332 485.1,332.1 484.9,332.2 484.8,332.3 
		484.6,332.4 484.5,332.5 484.4,332.7 484.3,332.9 484.3,333 484.2,333.2 484.3,333.3 484.3,333.5 484.4,333.6 484.5,333.7" class="st0"></polyline>
	<polyline points="489.1,331.8 488.9,331.8 488.6,331.8" class="st0"></polyline>
	<polyline points="492.7,326.8 492.5,326.8 492.3,326.9 492.2,326.9 492,327 491.9,327.2 491.8,327.3 491.7,327.5 
		491.7,327.7 491.6,327.9 491.7,328.1 491.7,328.2 491.8,328.4 491.9,328.5 492,328.6 492.2,328.7" class="st0"></polyline>
	<polyline points="496,329.5 496,329.4 495.9,329.4 495.8,329.4 495.7,329.4 495.6,329.4 495.5,329.5 495.3,329.6 
		495.1,329.8 494.8,330 494.6,330.2 494.5,330.4 494.4,330.5 494.4,330.6 494.4,330.6" class="st0"></polyline>
	<polyline points="493,332.8 493.1,332.8 493.1,332.8 493.2,332.7 493.4,332.6 493.5,332.5 493.6,332.4 493.8,332.3 
		494,332.2 494.1,332.1 494.3,332.1 494.4,332 494.5,331.9 494.6,331.9 494.7,331.8" class="st0"></polyline>
	<polyline points="486.8,332.7 486.7,332.6 486.7,332.5 486.6,332.4 486.6,332.3 486.7,332.2 486.7,332 486.8,331.9 
		486.9,331.7 487,331.6 487.1,331.5 487.2,331.4 487.3,331.3 487.5,331.2 487.7,331.1 487.8,331.1 487.9,331.2 488,331.2" class="st0"></polyline>
	<polyline points="488.8,335.2 488.9,335.1 489.1,335 489.3,334.9 489.6,334.7 489.9,334.5 490,334.4 490.2,334.4 
		490.3,334.3 490.4,334.2 490.4,334.2" class="st0"></polyline>
	<polyline points="487.9,338.9 487.9,339 488,339.1 488.1,339.2 488.2,339.2 488.4,339.2 488.6,339.2 488.7,339.2 
		488.9,339.2 489.1,339.1 489.3,339 489.4,338.9 489.5,338.8 489.6,338.7 489.7,338.6 489.7,338.4 489.7,338.3 489.7,338.2" class="st0"></polyline>
	<polyline points="494.3,338.9 494.2,339 494,339.1 493.9,339.3 493.6,339.3 493.4,339.4 493.1,339.3 492.9,339.2 
		492.7,339.1 492.5,338.9 492.4,338.6 492.4,338.4 492.4,338.2" class="st0"></polyline>
	<polyline points="495.9,338.4 495.8,338.5 495.6,338.5" class="st0"></polyline>
	<polyline points="496.1,337.9 496.1,338.1 496,338.3 495.9,338.4" class="st0"></polyline>
	<polyline points="492.2,339.3 492.3,339.4 492.5,339.5 492.7,339.7 492.9,339.7" class="st0"></polyline>
	<polyline points="494,335.9 494,336 494,336.1 494,336.2 493.9,336.3 493.8,336.4 493.7,336.6 493.6,336.7 
		493.3,336.8 493.1,336.9 492.8,336.9 492.6,336.9 492.4,336.8 492.2,336.7 492.2,336.6" class="st0"></polyline>
	<polyline points="488.9,336.3 489,336.3 489.1,336.3 489.1,336.4 489.1,336.4" class="st0"></polyline>
	<polyline points="492.4,337.5 492.3,337.5 492.1,337.6 492,337.7" class="st0"></polyline>
	<polyline points="493.3,334.3 493.3,334.3 493.3,334.4 493.3,334.4 493.2,334.5 493.1,334.6 493,334.7 492.8,334.8 
		492.6,334.9 492.3,335 492.1,335.1 491.9,335.2 491.7,335.2 491.6,335.2 491.5,335.1" class="st0"></polyline>
	<polyline points="488.7,335.6 488.7,335.6 488.6,335.6 488.5,335.6 488.5,335.7" class="st0"></polyline>
	<polyline points="485.2,335.1 485.3,335.1 485.5,335 485.6,334.9" class="st0"></polyline>
	<polyline points="480.9,337.1 481,337.5 481.1,337.8 481.3,338.2 481.4,338.5 481.5,338.9 481.6,339" class="st0"></polyline>
	<polyline points="485.6,341.3 485.6,341.4 485.6,341.5 485.6,341.7 485.6,341.8 485.5,342 485.3,342.1 485.2,342.2 
		485,342.3 484.8,342.3 484.6,342.4 484.5,342.4 484.3,342.3 484.1,342.3 484,342.2 483.8,342.1 483.8,342 483.7,341.8 483.7,341.7" class="st0"></polyline>
	<polyline points="480.7,341.3 480.7,341.2 480.6,341.2 480.5,341.2 480.4,341.2 480.3,341.2 480.1,341.2 479.9,341.3 
		479.8,341.4 479.6,341.5 479.5,341.6 479.3,341.7 479.2,341.8 479.1,341.9 479,342 479,342.1 479,342.2 479,342.2" class="st0"></polyline>
	<polyline points="481.3,344 481.1,344.1 481,344.1 480.6,344 480.4,344 480.4,344 480.4,344.1 480.4,344.1 
		480.5,344.2 480.6,344.3 480.8,344.6 481,344.8 481.3,345 481.5,345.1" class="st0"></polyline>
	<polyline points="482,345.1 481.8,345.1 481.6,345.1 481.3,345" class="st0"></polyline>
	<polyline points="485,341.4 485.1,341.8 485.2,342.2 485.2,342.5 485.3,342.9 485.3,343.2 485.3,343.4 485.1,343.5 
		484.9,343.5 484.7,343.5 484.5,343.5 484.3,343.4 484.2,343.3 484,343.2 483.9,343.1 483.8,342.9 483.8,342.8 483.8,342.6" class="st0"></polyline>
	<polyline points="484.3,338.2 484.3,338.2 484.3,338.3 484.2,338.3 484.1,338.4 484,338.5 483.8,338.6 483.6,338.7 
		483.5,338.8 483.3,338.9 483.1,338.9 483,339 482.9,339.1 482.8,339.1 482.7,339.1 482.6,339.1" class="st0"></polyline>
	<polyline points="485.8,340.6 485.7,340.6 485.5,340.6 485.4,340.6" class="st0"></polyline>
	<polyline points="485.2,343.8 485.4,343.6 485.5,343.4 485.6,343.2" class="st0"></polyline>
	<polyline points="488.1,340.1 488.1,340.2 487.9,340.3 487.8,340.4" class="st0"></polyline>
	<polyline points="483.3,340.6 483.3,340.6 483.4,340.7 483.5,340.8 483.7,340.8 483.8,340.8 484,340.8 484.2,340.7 
		484.3,340.7 484.5,340.6 484.7,340.5 484.8,340.4 485,340.3 485.1,340.2 485.1,340.1 485.1,340 485.1,339.9 485.1,339.8" class="st0"></polyline>
	<polyline points="480.2,339 480.2,339 480.3,338.9 480.4,338.9 480.5,338.9 480.7,338.8 480.8,338.8 481,338.7 
		481.2,338.6 481.4,338.6 481.6,338.5 481.7,338.4 481.8,338.4 481.9,338.3 482,338.3" class="st0"></polyline>
	<polyline points="480.9,334 480.8,334 480.7,333.9 480.5,333.9 480.4,333.9 480.2,333.9 480.1,334 479.9,334.1 
		479.8,334.2 479.7,334.3 479.6,334.5 479.5,334.7 479.5,334.9 479.4,335 479.5,335.2 479.5,335.4 479.6,335.5 479.7,335.6 
		479.8,335.6" class="st0"></polyline>
	<polyline points="483.8,337.3 483.7,337.3 483.6,337.4 483.5,337.5 483.3,337.6 483.1,337.7 482.9,337.8 482.8,337.9 
		482.6,338 482.5,338.1 482.4,338.2 482.3,338.3 482.2,338.3 482.2,338.3" class="st0"></polyline>
	<polyline points="488.6,335.8 488.6,335.8 488.5,335.9 488.4,335.9 488.3,336 488.2,336.1 488,336.2 487.9,336.3 
		487.7,336.4 487.5,336.5 487.4,336.6 487.2,336.6 487.1,336.7 487,336.7 486.9,336.8 486.9,336.8" class="st0"></polyline>
	<polyline points="489.3,332.6 489.3,332.6 489.3,332.5 489.2,332.5 489.1,332.5 489,332.6 488.8,332.6 488.7,332.7 
		488.5,332.8 488.4,332.9 488.2,333 488.1,333.1 488,333.2 487.9,333.4 487.9,333.5 487.8,333.6 487.8,333.6 487.8,333.7 
		487.8,333.8 487.8,333.8" class="st0"></polyline>
	<polyline points="491.5,335.8 491.5,335.7 491.5,335.7 491.4,335.6 491.3,335.6" class="st0"></polyline>
	<polyline points="494.6,336.8 494.5,336.8 494.4,337 494.3,337.1" class="st0"></polyline>
	<polyline points="494.4,337.9 494.5,338 494.6,338.2 494.7,338.3 494.8,338.4 495,338.5 495.2,338.6 495.4,338.6 
		495.6,338.6" class="st0"></polyline>
	<polyline points="494.4,338.3 494.4,338.3 494.6,338.5 494.7,338.5" class="st0"></polyline>
	<line y2="338.7" x2="494.3" y1="338.5" x1="494.4" class="st0"></line>
	<polyline points="490.3,339.3 490.3,339.5 490.3,339.7 490.4,339.9 490.5,340 490.7,340.1 490.8,340.2 491,340.3 
		491.2,340.3 491.4,340.3 491.6,340.3 491.8,340.2 491.9,340.1 492,340 492.1,339.8 492.2,339.6" class="st0"></polyline>
	<polyline points="491.5,336.3 491.6,336.2 491.7,336.3 491.8,336.3 491.9,336.4 492,336.5" class="st0"></polyline>
	<polyline points="491.1,334.4 491.2,334.4 491.3,334.4 491.4,334.3 491.5,334.3 491.6,334.2 491.8,334.1 492,334 
		492.1,333.9 492.3,333.8 492.4,333.7 492.6,333.6 492.7,333.6 492.8,333.5 492.8,333.4 492.8,333.4" class="st0"></polyline>
	<polyline points="487.3,333.2 487.3,333.2 487.2,333.1 487.2,333 487.2,332.9 487.3,332.7 487.3,332.6 487.4,332.4 
		487.6,332.3 487.7,332.2 487.8,332 488,331.9 488.2,331.9 488.3,331.8 488.4,331.8 488.5,331.8 488.6,331.8 488.7,331.9 
		488.8,331.9" class="st0"></polyline>
	<polyline points="488.4,328.8 488.3,329 488.3,329" class="st0"></polyline>
	<line y2="330.1" x2="485.4" y1="330.2" x1="485.2" class="st0"></line>
	<polyline points="489.1,329.3 489,329.3 488.8,329.3 488.7,329.4 488.5,329.4 488.4,329.5 488.2,329.7 488.1,329.8 
		488,330 488,330.2 487.9,330.3 487.9,330.5 488,330.7 488,330.8 488.1,331 488.2,331.1" class="st0"></polyline>
	<line y2="326.8" x2="492" y1="326.8" x1="492.2" class="st0"></line>
	<polyline points="488.6,331.3 488.5,331.2 488.5,331 488.5,330.7 488.6,330.5 488.7,330.2 488.9,330 489.1,329.8 
		489.3,329.8 489.4,329.7 489.6,329.7 489.7,329.7 489.8,329.8 490,329.9 490,329.8" class="st0"></polyline>
	<line y2="329.9" x2="490" y1="329.9" x1="490" class="st0"></line>
	<polyline points="494.1,331 494.1,331 494.1,331 494,331 493.9,331 493.8,331.1 493.7,331.1 493.5,331.2 493.3,331.3 
		493.2,331.5 493,331.6 492.8,331.7 492.7,331.8 492.6,331.9 492.6,332 492.5,332.1" class="st0"></polyline>
	<polyline points="491.9,335.9 491.9,335.9 492,336 492.1,336 492.2,336.1 492.4,336.1 492.5,336 492.7,336 
		492.9,335.9 493.1,335.8 493.2,335.8 493.4,335.6 493.5,335.5 493.6,335.4 493.7,335.3 493.7,335.2 493.7,335.2 493.7,335.1" class="st0"></polyline>
	<polyline points="496.9,337.4 496.8,337.4 496.6,337.3 496.6,337.3" class="st0"></polyline>
	<polyline points="492.3,337.1 492.3,337.2 492.4,337.3 492.5,337.4 492.6,337.5 492.7,337.6 492.9,337.7 493.1,337.7 
		493.3,337.7 493.5,337.6 493.6,337.6 493.8,337.5 494,337.4 494.1,337.3 494.2,337.1 494.2,337 494.3,336.9 494.2,336.7 
		494.2,336.6" class="st0"></polyline>
	<polyline points="492.9,333.6 492.9,333.6 493.1,333.5 493.1,333.5 493.2,333.5" class="st0"></polyline>
	<polyline points="488.3,334.5 488.3,334.4 488.3,334.4 488.4,334.3 488.5,334.2 488.6,334.1 488.7,334 488.8,333.9 
		489,333.8 489.1,333.7 489.3,333.6 489.4,333.5 489.6,333.4 489.7,333.4 489.8,333.3 489.9,333.3 489.9,333.3 489.9,333.4" class="st0"></polyline>
	<polyline points="489.6,336.7 489.6,336.8 489.8,336.8 490,336.8 490.3,336.7 490.6,336.6 490.9,336.5 491,336.4 
		491.2,336.3 491.3,336.2 491.3,336.1 491.4,336 491.4,335.9 491.3,335.9" class="st0"></polyline>
	<polyline points="485.8,340.4 485.8,340.5 485.9,340.6 486,340.7 486.2,340.8 486.4,340.8 486.5,340.8 486.7,340.8 
		486.9,340.8 487.1,340.7 487.3,340.6 487.4,340.5 487.5,340.4 487.6,340.3 487.7,340.1 487.7,340 487.7,339.9 487.6,339.8 
		487.7,339.7 487.9,339.7 488.1,339.7" class="st0"></polyline>
	<polyline points="484.7,344.1 484.6,344.1 484.4,344.1 484.2,344 484,344 483.9,343.8 483.7,343.7 483.6,343.5 
		483.6,343.4" class="st0"></polyline>
	<line y2="344.1" x2="484.2" y1="344.1" x1="484.1" class="st0"></line>
	<polyline points="480.5,344.3 480.4,344.2 480.3,344.1 480.3,344 480.3,343.8 480.3,343.6 480.3,343.5 480.4,343.3 
		480.5,343.1 480.6,343 480.8,342.9 481,342.8 481.1,342.7 481.3,342.7 481.4,342.7 481.6,342.7 481.7,342.8" class="st0"></polyline>
	<polyline points="484.8,339 484.8,339.1 484.7,339.2 484.6,339.3 484.5,339.4 484.3,339.6 484.1,339.7 483.9,339.7 
		483.8,339.8 483.6,339.9 483.4,339.9 483.3,339.9 483.2,339.9 483.1,339.9 483,339.9 483,339.8" class="st0"></polyline>
	<polyline points="478.1,340.4 478.2,340.4 478.2,340.4 478.3,340.3 478.5,340.3 478.6,340.2 478.8,340.2 479,340.1 
		479.1,340 479.3,339.9 479.5,339.9 479.6,339.8 479.7,339.8 479.8,339.7 479.9,339.7" class="st0"></polyline>
	<polyline points="483.1,340.6 483.1,340.5 483,340.5 482.9,340.4 482.8,340.4 482.7,340.4" class="st0"></polyline>
	<polyline points="487.9,340.7 487.8,341 487.7,341.2 487.4,341.4 487.4,341.4 487.2,341.5 487,341.5 486.9,341.5 
		486.7,341.5 486.5,341.5 486.3,341.4 486.2,341.3 486.1,341.2 486,341.1 485.9,341 485.9,340.8" class="st0"></polyline>
	<polyline points="484.8,344 484.9,344 485,343.9 485.1,343.8" class="st0"></polyline>
	<polyline points="488.5,341.9 488.3,341.9 488.1,341.8 488,341.7 487.9,341.6" class="st0"></polyline>
	<line y2="340.6" x2="491.5" y1="340.5" x1="491.6" class="st0"></line>
	<polyline points="488.1,340.1 488.2,340.2 488.3,340.4 488.4,340.5 488.5,340.6 488.7,340.6 488.9,340.7 489.1,340.7 
		489.3,340.7 489.4,340.6 489.6,340.5 489.8,340.4 489.9,340.3 490,340.2 490,340 490.1,339.9" class="st0"></polyline>
	<polyline points="494.4,337.4 494.4,337.5 494.4,337.7 494.3,337.8 494.2,338 494.1,338.1 494,338.2 493.9,338.2 
		493.7,338.3 493.4,338.4 493.2,338.4 492.9,338.3 492.7,338.2 492.6,338 492.5,337.8 492.4,337.8 492.3,337.7 492,337.4" class="st0"></polyline>
	<polyline points="493.3,334.3 493.4,334.3 493.5,334.3 493.5,334.3 493.5,334.4" class="st0"></polyline>
	<polyline points="491.3,328.2 491.3,328.2 491.2,328 491.2,327.7 491.3,327.4 491.4,327.1 491.7,326.9 491.9,326.9 
		492.2,326.9 492.4,327 492.7,327.2 493,327.3 493.4,327.5 493.7,327.8 494,328.1 494.3,328.4 494.7,328.8 495,329.2 495.3,329.6 
		495.9,330.5 496.2,330.9 496.5,331.4" class="st0"></polyline>
	<polyline points="495.4,332 495.4,332 495.5,332 495.6,332 495.7,331.9 495.9,331.8 496,331.7 496.2,331.6 
		496.4,331.5 496.5,331.4 496.8,331.3 496.9,331.2 497,331.1 497.1,331 496.9,330.8" class="st0"></polyline>
	<polyline points="493.8,335.5 494,335.5 494.1,335.5 494.2,335.5 494.3,335.6 494.4,335.7 494.5,335.8 494.5,335.9 
		494.6,336 494.8,336.1 495,336.1 495.1,336.1 495.3,336.1 495.5,336.1 495.7,336 495.8,335.9 496,335.8 496.1,335.7 496.2,335.6 
		496.3,335.4 496.3,335.3 496.3,335.2 496.2,335.1" class="st0"></polyline>
	<polyline points="490.5,334.3 490.6,334.2 490.7,334.2 490.8,334.2" class="st0"></polyline>
	<polyline points="493.6,330.3 493.5,330.2 493.5,330.2 493.4,330.2 493.3,330.2 493.2,330.2 493,330.3 492.9,330.4 
		492.7,330.5 492.6,330.6 492.4,330.7 492.3,330.8 492.2,331 492.1,331.1 492,331.2 492,331.3 492,331.4 492,331.5 492.1,331.5" class="st0"></polyline>
	<polyline points="490.5,327.9 490.5,327.8 490.6,327.7" class="st0"></polyline>
	<polyline points="491.2,331.1 491.3,331 491.5,331 491.6,331" class="st0"></polyline>
	<polyline points="495.4,328.8 495.4,328.7 495.3,328.6 495.2,328.6 495.1,328.6 495,328.7 494.8,328.7 494.7,328.8 
		494.5,328.9 494.3,329 494.2,329.2 494.1,329.3 494,329.4 493.9,329.6 493.9,329.7 493.8,329.8 493.9,329.9 493.9,330 494,330" class="st0"></polyline>
	<polyline points="494.9,331.3 494.9,331.2 495,331.2 495.1,331.1 495.2,331 495.3,330.9 495.5,330.8 495.6,330.7 
		495.8,330.6 495.9,330.5 496.1,330.4 496.2,330.3 496.3,330.3 496.4,330.2 496.5,330.2 496.5,330.2" class="st0"></polyline>
	<polyline points="496.2,333.5 496.2,333.6 496.3,333.7 496.4,333.7 496.5,333.7 496.6,333.7 496.8,333.7 497,333.6 
		497.1,333.5 497.3,333.5 497.5,333.4 497.7,333.2 497.8,333.1 497.9,333 498,332.9" class="st0"></polyline>
	<polyline points="494.2,336.4 494.3,336.3 494.5,336.3 494.6,336.3 494.6,336.4 494.7,336.5 494.8,336.7 494.9,336.8 
		495.1,336.8 495.3,336.9 495.5,336.9 495.7,336.8 495.9,336.8 496,336.7 496.2,336.6 496.3,336.5 496.4,336.3 496.5,336.2 
		496.5,336.1 496.5,335.9 496.4,335.8" class="st0"></polyline>
	<polyline points="494.6,337 494.6,337.2 494.7,337.4 494.7,337.5 494.8,337.7 495,337.8 495.1,337.9 495.3,338 
		495.5,338 495.7,338 495.9,338 496.1,337.9 496.1,337.9 496.3,337.8 496.4,337.7 496.5,337.5 496.6,337.4" class="st0"></polyline>
	<polyline points="494.6,336.9 494.7,337 494.8,337.2 494.9,337.3 495.1,337.4 495.2,337.5 495.4,337.5 495.6,337.5 
		495.8,337.5 496,337.4 496.1,337.4 496.3,337.3 496.4,337.1 496.5,337 496.6,336.8 496.6,336.7" class="st0"></polyline>
	<line y2="338.6" x2="495.1" y1="338.6" x1="494.9" class="st0"></line>
	<polyline points="490.1,338 490.2,338.2 490.4,338.4 490.6,338.5 490.9,338.5 491.2,338.4 491.5,338.3 491.6,338.3 
		491.7,338.2 491.8,338 491.9,337.9 492,337.8 492,337.7 492,337.5 491.9,337.4" class="st0"></polyline>
	<polyline points="485.3,339 485.3,339.1 485.4,339.1 485.5,339.2 485.6,339.2 485.8,339.2 485.9,339.1 486.1,339.1 
		486.3,339 486.5,338.9 486.6,338.9 486.8,338.8 486.9,338.6 487,338.5 487.1,338.4 487.1,338.4 487.1,338.3 487.1,338.2" class="st0"></polyline>
	<polyline points="482.1,339.1 482.1,339.1 482.2,339.1 482.3,339.1 482.3,339.1" class="st0"></polyline>
	<polyline points="477.1,335.8 477.1,336 477.1,336.1 477.2,336.3 477.3,336.4 477.4,336.5 477.5,336.6 477.7,336.6 
		477.9,336.7 478.1,336.7 478.3,336.7 478.4,336.7 478.6,336.6 478.6,336.6 478.9,336.5 479,336.3 479.1,336.1" class="st0"></polyline>
	<polyline points="477.1,336.3 477.1,336 477.1,335.6 477.2,335.5" class="st1"></polyline>
	<polyline points="483.4,344.3 483.4,344.5 483.2,344.7 483.1,344.8 483,344.9 482.9,345 482.6,345.1 482.3,345.2 
		482.2,345.2 482,345.2 481.7,345.2 481.5,345.1 481.2,344.9 481,344.8 480.7,344.6 480.6,344.4 480.4,344.2 480.2,344 479.9,343.7 
		479.7,343.4 479.5,343 479.2,342.6 479,342.2 478.8,341.8 478.5,341.4 478.3,340.9 478.1,340.4 478,340 477.8,339.5 477.6,339.1 
		477.5,338.6 477.4,338.1 477.3,337.7 477.2,337.3 477.2,336.9 477.2,336.7" class="st1"></polyline>
	<polyline points="479.1,335.6 479.2,335.3 479.3,335.4" class="st1"></polyline>
	<polyline points="487.9,341.7 487.9,341.7 488.1,341.8 488.3,341.9 488.5,341.9 488.7,341.9 488.8,341.9 489,341.9 
		489.2,341.8 489.3,341.8 489.5,341.7 489.6,341.6 489.7,341.4 489.8,341.3 489.9,341.1 490,341 490,340.8 490,340.6 490.1,340.6 
		490.1,340.4 490.1,340.1 490.1,339.9 490,339.7 490,339.4 489.9,339.1 489.8,338.7 489.7,338.3 489.6,337.9 489.4,337.5 
		489.2,337.1 489,336.7 488.8,336.2 488.6,335.8 488.3,335.4 488.1,334.9 487.8,334.5 487.5,334.1 487.2,333.7 486.9,333.4 
		486.6,333 486.3,332.7 486,332.4 485.9,332.4 485.6,332.1 485.3,331.9 485,331.7 484.6,331.5 484.3,331.4 483.9,331.2 483.7,331.2 
		483.5,331.2 483.2,331.2 483,331.3 482.8,331.3 482.6,331.4 482.4,331.5 482.2,331.7 482.1,331.8 482,332 481.9,332.2 481.8,332.3" class="st1"></polyline>
	<polyline points="483.6,333.2 483.6,333.3 483.7,333.4" class="st1"></polyline>
	<line y2="333.2" x2="483.5" y1="333.2" x1="483.5" class="st1"></line>
	<polyline points="487,329.2 486.7,329.4 486.5,329.5 486.4,329.7 486.2,329.9 486.1,330 486.1,330.1" class="st1"></polyline>
	<line y2="333.1" x2="483.4" y1="333.2" x1="483.6" class="st1"></line>
	<polyline points="484.5,333.7 484.2,333.5 484,333.3 483.9,333.3 483.6,333.2 483.4,333.1" class="st1"></polyline>
	<polyline points="481.3,332.3 481.5,332.3 481.8,332.4 482.2,332.5 482.5,332.6 482.6,332.7 482.9,332.8 483.2,333 
		483.5,333.2 483.8,333.5 483.9,333.6 484.2,333.9 484.5,334.2 484.8,334.5 485.1,334.9 485.4,335.3 485.7,335.7 485.9,336.1 
		486.2,336.5 486.4,337 486.7,337.4 486.9,337.8 487.1,338.3 487.3,338.7 487.4,339.1 487.6,339.5 487.7,339.9 487.8,340.2 
		487.9,340.7 487.9,340.9 487.9,341 487.9,341.3 487.9,341.5 487.9,341.7 487.8,342 487.8,342.1 487.7,342.3 487.6,342.4 
		487.5,342.6 487.4,342.7 487.3,342.8 487.1,342.9 487,342.9 486.8,343 486.6,343 486.4,343 486.3,343 485.9,342.9 485.7,342.8" class="st1"></polyline>
	<polyline points="483.5,344.1 483.5,343.8 483.6,343.6 483.6,343.3 483.5,343 483.5,342.7 483.4,342.5 483.4,342.2 
		483.2,341.8 483.1,341.4 483,341 482.8,340.6 482.6,340.2 482.4,339.7 482.2,339.3 482,338.9 481.9,338.9 481.8,338.9 481.7,339 
		481.6,339 481.5,339.1 481.3,339.2 481.1,339.3 481,339.4 480.8,339.5 480.7,339.5 480.9,339.9 481,340.2 481.2,340.6 481.3,340.9 
		481.4,341.2 481.5,341.6 481.6,341.9 481.6,342.2 481.7,342.5 481.7,342.7 481.7,343 481.7,343.2 481.7,343.4 481.6,343.6 
		481.6,343.8" class="st1"></polyline>
	<line y2="342.6" x2="483.8" y1="342.4" x1="483.8" class="st1"></line>
	<polyline points="483.5,343.9 483.7,344 483.9,344 484.1,344.1 484.2,344.1 484.4,344.1 484.6,344.1 484.7,344.1 
		484.9,344 485.1,343.9 485.2,343.8 485.3,343.7 485.5,343.4 485.6,343.2 485.7,343 485.7,342.9 485.7,342.7 485.7,342.4 
		485.7,342.1 485.7,341.7 485.6,341.4 485.5,341.1 485.4,340.6 485.3,340.3 485.1,339.9 485,339.5 484.8,339 484.6,338.6 
		484.3,338.2 484.1,337.7 483.8,337.3 483.5,336.9 483.3,336.5 483,336.1 482.7,335.7 482.4,335.4 482.1,335 481.8,334.7 
		481.4,334.4 481.1,334.2 480.8,334 480.5,333.8 480.4,333.7 480.1,333.6 479.8,333.5 479.7,333.5 479.4,333.4 479.3,333.4 
		479,333.4 478.7,333.5 478.6,333.5 478.5,333.5 478.3,333.6 478.1,333.7 477.9,333.8 477.8,334 477.7,334.1 477.6,334.3 
		477.4,334.5 477.4,334.7 477.3,334.9 477.2,335.2" class="st1"></polyline>
	<polyline points="479,335.4 479.2,335.4 479.3,335.4" class="st1"></polyline>
	<polyline points="479.6,333.4 479.7,333.2 479.8,333.1 480,332.9 480.1,332.8 480.2,332.6 480.4,332.5 480.7,332.4 
		480.8,332.4 481,332.3" class="st1"></polyline>
	<polyline points="490,340.6 490.1,340.6 490.4,340.8 490.7,340.8 490.9,340.8 491,340.8 491.2,340.8 491.4,340.7 
		491.5,340.6 491.7,340.6 491.8,340.4 491.9,340.3 492,340.1 492.1,340 492.1,339.8 492.2,339.6 492.2,339.5 492.3,339.3 492.3,339 
		492.2,338.7 492.2,338.5 492.2,338.2 492.1,337.9 492,337.5 491.9,337.2 491.7,336.8 491.6,336.3 491.4,335.9 491.2,335.5 
		490.9,335 490.7,334.6 490.4,334.2 490.2,333.8 489.9,333.3 489.6,332.9 489.3,332.6 489,332.2 488.7,331.9 488.4,331.6 
		488.1,331.3 488,331.2 487.7,331 487.4,330.7 487.1,330.5 486.7,330.3 486.5,330.2 486.3,330.2 486,330.1 485.8,330.1 485.6,330.1 
		485.4,330.1 485.2,330.1 485.2,330.2 485,330.2 484.8,330.3 484.7,330.4 484.5,330.5 484.2,330.8 484,331.1 483.9,331.2" class="st1"></polyline>
	<polyline points="485.8,332.1 485.8,332.2 485.8,332.3" class="st1"></polyline>
	<polyline points="485.8,332.1 486,332.1 486.2,332.3" class="st1"></polyline>
	<polyline points="488.9,331.5 489.1,331.8 489.4,332 489.7,332.3 489.9,332.6 490.2,333 490.4,333.3 490.7,333.6 
		490.9,334 491.1,334.4 491.3,334.8 491.5,335.1 491.7,335.5 491.9,335.9 492,336.2 492.2,336.6 492.3,336.9 492.3,337.2 
		492.4,337.5 492.5,337.8 492.5,338 492.4,338.2" class="st1"></polyline>
	<polyline points="494.6,336.7 494.6,336.9 494.6,337" class="st1"></polyline>
	<polyline points="492.6,332.3 492.7,332.3 492.8,332.7 493,333.1 493.2,333.5 493.3,333.9 493.5,334.3 493.7,334.7 
		493.9,335 494.1,335.3 494.3,335.6 494.4,335.7" class="st1"></polyline>
	<polyline points="496.8,336 496.8,335.8 496.8,335.6 496.8,335.3" class="st1"></polyline>
	<line y2="335.9" x2="496.8" y1="336.1" x1="496.8" class="st1"></line>
	<polyline points="496.3,335.1 496.4,335.3 496.6,335.4 496.8,335.5" class="st1"></polyline>
	<polyline points="492.6,329.2 492.9,329.5 493.2,329.9 493.5,330.2 493.8,330.6 494.1,331 494.4,331.4 494.7,331.8 
		494.9,332.2 495.2,332.7 495.4,333.1 495.6,333.5 495.8,334 496,334.4 496.2,334.8 496.3,335.2 496.4,335.6 496.5,335.9 
		496.5,336.2 496.6,336.5 496.6,336.7 496.6,336.9 496.6,337.2 496.6,337.4 496.5,337.6 496.4,337.7 496.4,337.9 496.3,338.1 
		496.2,338.2 496,338.3 495.9,338.4 495.8,338.5 495.6,338.6 495.4,338.6 495.3,338.6 495.1,338.6 494.9,338.6 494.7,338.5 
		494.6,338.5 494.4,338.4" class="st1"></polyline>
	<polyline points="490.5,333.4 490.6,333.8 490.8,334.2 490.9,334.6 491.1,335 491.3,335.3 491.5,335.7 491.7,336 
		491.9,336.4 492.1,336.7 492.2,336.8" class="st1"></polyline>
	<polyline points="490.3,338.9 490.2,338.6 490.2,338.4 490.1,338 490,337.7 489.9,337.4 489.7,337 489.6,336.7 
		489.4,336.3 489.2,335.9 489,335.6 488.8,335.2 488.5,334.8 488.3,334.5 488.1,334.1 487.8,333.8 487.5,333.5 487.3,333.2 
		487,332.9 486.8,332.7 486.6,332.5 486.3,332.3 486.1,332.2" class="st1"></polyline>
	<polyline points="490.2,330.1 490.1,330 489.8,329.8 489.5,329.6 489.3,329.4 489.1,329.3 488.8,329.2 488.6,329.1 
		488.4,329.1 488.2,329 488,329 487.9,329 487.7,329 487.5,329 487.3,329.1" class="st1"></polyline>
	<polyline points="485.9,332.1 485.7,332.1 485.6,332" class="st1"></polyline>
	<polyline points="484.6,333.8 484.9,334.1 485.1,334.3 485.4,334.6 485.7,334.9 485.9,335.3 486.2,335.6 486.4,336 
		486.6,336.4 486.9,336.7 487.1,337.1 487.3,337.5 487.4,337.9 487.6,338.2 487.7,338.6 487.9,338.9 487.9,339.2 488,339.5 
		488.1,339.8 488.1,340.1" class="st1"></polyline>
	<polyline points="486,341.3 485.9,341.4 485.9,341.5" class="st1"></polyline>
	<line y2="340.3" x2="488.1" y1="340.5" x1="488.1" class="st1"></line>
	<line y2="340.1" x2="488.1" y1="340.5" x1="488.1" class="st1"></line>
	<line y2="340.3" x2="488.1" y1="340.4" x1="488.1" class="st1"></line>
	<polyline points="482.5,334.9 482.8,335.2 483,335.5 483.3,335.8 483.5,336.1 483.8,336.4 484,336.8 484.3,337.2 
		484.5,337.5 484.7,337.9 484.9,338.3 485.1,338.7 485.3,339 485.5,339.4 485.6,339.7 485.7,340.1 485.8,340.4 485.9,340.7 
		485.9,341 486,341.2" class="st1"></polyline>
	<polyline points="487.9,339 487.7,338.8 487.5,338.5 487.3,338.1 487.1,337.8 486.9,337.4 486.7,337 486.5,336.6 
		486.4,336.2 486.2,335.8 486.1,335.6" class="st1"></polyline>
	<polyline points="485.7,340.1 485.7,340.1 485.5,339.8 485.3,339.5 485.1,339.2 484.9,338.8 484.7,338.4 484.5,338 
		484.3,337.6 484.2,337.2 484,336.8 484,336.7" class="st1"></polyline>
	<polyline points="482.3,334.8 482.1,334.6 481.8,334.4 481.6,334.3" class="st1"></polyline>
	<polyline points="481.1,341.9 480.9,341.6 480.7,341.2 480.5,340.9 480.3,340.5 480.1,340.1 479.9,339.7 479.8,339.3 
		479.6,338.9 479.5,338.5 479.4,338.1 479.3,337.7 479.2,337.3" class="st1"></polyline>
	<polyline points="479.2,335.3 479.4,335.4 479.6,335.5" class="st1"></polyline>
	<polyline points="481.5,334.5 481.5,334.3 481.3,334.2" class="st1"></polyline>
	<polyline points="479.3,335.7 479.3,335.8 479.4,336.2 479.5,336.7 479.6,337.1 479.7,337.6 479.8,338 480,338.5 
		480.2,339 480.3,339.4 480.5,339.9 480.8,340.3 481,340.8 481.2,341.2 481.4,341.6 481.5,341.7" class="st1"></polyline>
	<polyline points="481.7,342.7 481.5,342.5 481.3,342.2 481,341.8" class="st1"></polyline>
	<polyline points="483.8,342.4 483.8,342.1 483.7,341.8 483.6,341.5 483.5,341.2 483.4,340.9 483.3,340.6 483.2,340.2 
		483,339.8 482.8,339.5 482.6,339.1 482.4,338.7 482.2,338.3 481.9,338 481.7,337.6 481.4,337.3 481.2,337 480.9,336.6 480.6,336.4 
		480.4,336.1 480.2,335.9 480,335.7 479.7,335.6 479.5,335.4" class="st1"></polyline>
	<polyline points="479.2,337.4 479.1,336.9 479.1,336.6" class="st1"></polyline>
	<line y2="334.3" x2="481.4" y1="334.2" x1="481.2" class="st1"></line>
	<polyline points="481.2,334.2 481.4,334.3 481.3,334.4" class="st1"></polyline>
	<polyline points="481.3,334.2 481.5,334.3 481.7,334.4" class="st1"></polyline>
	<polyline points="479.1,336.7 479.1,336.4 479.1,336.1 479.1,335.7" class="st1"></polyline>
	<polyline points="479.1,335.9 479.1,335.6 479.2,335.4" class="st1"></polyline>
	<polyline points="483.5,341.2 483.5,341.1 483.3,340.8 483.1,340.5 482.9,340.2 482.7,339.8 482.5,339.5 482.3,339.1 
		482.1,338.7 482,338.3 481.8,337.9 481.8,337.8" class="st1"></polyline>
	<polyline points="490.1,337.9 489.9,337.7 489.7,337.4 489.5,337.1 489.3,336.7 489.1,336.4 488.9,336 488.7,335.6 
		488.6,335.2 488.4,334.8 488.3,334.5" class="st1"></polyline>
	<polyline points="488.2,331.1 488.5,331.2 488.6,331.3 489,331.6" class="st1"></polyline>
	<polyline points="492.3,329 492.3,328.9 491.9,328.7 491.7,328.5 491.4,328.3 491.3,328.2 491,328.1 490.7,328 
		490.5,328 490.3,327.9 490.1,327.9 489.9,327.9 489.7,327.9 489.5,328 489.3,328 489.1,328.1 489,328.2 488.8,328.4 488.5,328.6 
		488.4,328.8 488.3,329 488.3,329" class="st1"></polyline>
	<line y2="332.1" x2="485.7" y1="332.1" x1="485.7" class="st1"></line>
	<polyline points="488.4,331.1 488.1,331 487.9,330.9 487.8,330.9" class="st1"></polyline>
	<polyline points="490.5,327.9 490.6,327.7 490.7,327.5 490.8,327.4 490.9,327.3 491.1,327.2 491.2,327.1 491.4,327 
		491.7,326.9 491.9,326.8 492,326.8 492.2,326.8 492.4,326.8 492.7,326.8 492.8,326.9 493.1,327 493.4,327.1 493.5,327.2 
		493.8,327.3 494.1,327.5 494.4,327.8 494.7,328 494.8,328.1 495.1,328.4 495.4,328.7 495.7,329 496,329.4 496.2,329.8 496.5,330.2 
		496.8,330.6 497.1,331 497.3,331.4 497.5,331.9 497.7,332.4 498,332.9 498.1,333.4 498.3,333.8 498.4,334.3 498.5,334.7 
		498.6,335.1 498.6,335.5 498.7,335.9 498.7,336.2 498.6,336.5 498.6,336.7 498.5,336.9 498.4,337.1 498.1,337.3 497.9,337.4 
		497.7,337.5 497.5,337.5 497.3,337.5 497.1,337.5 496.8,337.4 496.6,337.3" class="st1"></polyline>
	<polyline points="491,330.4 491.2,330.6 491.6,330.9 491.8,331.2 492,331.5 492.3,331.8 492.5,332.1 492.8,332.5 
		493,332.8 493.3,333.2 493.5,333.6 493.7,334 493.9,334.3 494,334.7 494.2,335.1 494.3,335.4 494.4,335.7 494.5,336.1 494.6,336.3 
		494.6,336.6 494.6,336.9" class="st1"></polyline>
	<polyline points="492.2,339.5 492.4,339.6 492.5,339.6 492.7,339.7 492.9,339.7 493.2,339.7 493.4,339.7 493.6,339.6 
		493.7,339.5 493.9,339.4 494,339.3 494.1,339.2 494.2,339 494.3,338.9 494.3,338.7 494.4,338.5 494.4,338.3 494.4,338.1 
		494.4,337.8 494.4,337.7 494.4,337.4 494.3,337.1 494.2,336.7 494.1,336.4 494,336 493.9,335.6 493.7,335.2 493.5,334.7 
		493.3,334.3 493.1,333.9 492.8,333.4 492.6,333 492.3,332.6 492,332.2 491.7,331.8 491.4,331.4 491.1,331 490.8,330.7 490.5,330.4" class="st1"></polyline>
	<line y2="331" x2="487.9" y1="331" x1="487.9" class="st1"></line>
	<polyline points="490,329.9 490,329.9 490.2,329.9" class="st1"></polyline>
	<polyline points="496.8,335.3 496.7,334.9 496.6,334.6 496.5,334.3 496.3,333.9 496.2,333.5 496,333.2 495.8,332.8 
		495.6,332.4 495.4,332 495.2,331.7 494.9,331.3 494.7,331 494.4,330.6 494.2,330.3 493.9,330 493.6,329.7 493.4,329.5 493.2,329.3 
		492.9,329.1 492.7,329 492.5,328.8 492.4,328.8 492.2,328.7" class="st1"></polyline>
	<polyline points="490.5,330 490.3,329.9 490,329.8 490,329.8" class="st1"></polyline>
	<line y2="329.9" x2="490.2" y1="330.1" x1="490.2" class="st1"></line>
	<polyline points="491.1,330.5 490.8,330.3 490.6,330.1 490.3,329.9" class="st1"></polyline>
	<line y2="331" x2="488" y1="331.2" x1="488" class="st1"></line>
	<line y2="328.8" x2="492.1" y1="328.8" x1="492.2" class="st1"></line>
	<polyline points="492.3,328.8 492.2,328.8 492.1,328.8" class="st1"></polyline>
	<line y2="328.8" x2="492.2" y1="328.8" x1="492.2" class="st1"></line>
	<line y2="328.8" x2="492.2" y1="328.8" x1="492.2" class="st1"></line>
	<polyline points="490.3,339.3 490.3,339.2 490.3,339.1" class="st1"></polyline>
	<line y2="339.1" x2="490.3" y1="338.8" x1="490.3" class="st1"></line>
</g>
<g id="ID_1512">
	<polyline points="183.6,198.1 183.7,198.4 183.4,198.8 182.8,199.4 181.8,199.8 180.8,200.3 179.8,200.5 179,200.6 
		178.5,200.5 178.4,200.2" class="st0"></polyline>
	<polyline points="184.3,197.9 184.4,198.3 184.1,198.8 183.2,199.5 182.1,200.1 180.8,200.6 179.5,201 178.5,201.1 
		177.9,200.9 177.7,200.6" class="st0"></polyline>
	<polyline points="177.8,187.1 177.9,187.3 177.7,187.5 177.4,187.8 176.5,188.3 175.7,188.5 175,188.6 174.8,188.3" class="st0"></polyline>
	<polyline points="178.3,188 178.3,188.2 178.2,188.5 177.8,188.8 177.2,189.1 176.6,189.3 176,189.5 175.5,189.5 
		175.2,189.5 175.2,189.3" class="st0"></polyline>
	<line y2="188.9" x2="178.4" y1="188.8" x1="178.4" class="st0"></line>
	<line y2="189.3" x2="178.6" y1="189.2" x1="178.6" class="st0"></line>
	<polyline points="176.7,190.3 177,190.2 177.3,190.1" class="st0"></polyline>
	<polyline points="176.6,189.9 176.9,189.9 177.2,189.7" class="st0"></polyline>
	<polyline points="177,191.1 177.3,191 177.6,190.9" class="st0"></polyline>
	<polyline points="176.9,190.7 177.2,190.7 177.5,190.5" class="st0"></polyline>
	<polyline points="178,192.2 177.8,192.3 177.5,192.4" class="st0"></polyline>
	<line y2="190.4" x2="179.2" y1="190.3" x1="179.2" class="st0"></line>
	<line y2="190.7" x2="179.4" y1="190.7" x1="179.5" class="st0"></line>
	<line y2="189.5" x2="178.8" y1="189.6" x1="178.8" class="st0"></line>
	<line y2="189.9" x2="179" y1="190" x1="179" class="st0"></line>
	<polyline points="176.3,193.8 176.7,193.9 177.4,193.8 178.2,193.6 179.1,193.3 179.8,192.8 180.4,192.4 180.6,192.1" class="st0"></polyline>
	<line y2="191.1" x2="179.6" y1="191.2" x1="179.6" class="st0"></line>
	<polyline points="177,195.1 177.4,195.2 178,195.2 178.8,195 179.6,194.6 180.3,194.3 180.8,193.9 181,193.5" class="st0"></polyline>
	<polyline points="177,195.9 177.1,196.1 177.6,196.2 178.3,196.2 179.1,195.9 180,195.6 180.8,195.1 181.4,194.7 
		181.6,194.3 181.5,194.1" class="st0"></polyline>
	<polyline points="176.7,194.3 177.1,194.4 177.7,194.3 178.5,194.1 179.2,193.8 179.9,193.4 180.4,193 180.7,192.7" class="st0"></polyline>
	<polyline points="177.9,191.8 177.6,191.9 177.4,192" class="st0"></polyline>
	<polyline points="177.2,191.5 177.5,191.5 177.8,191.3" class="st0"></polyline>
	<polyline points="181.1,193.6 181.2,193.8 181,194.2 180.4,194.6 179.7,195 178.9,195.3 178.1,195.5 177.5,195.6 
		177.1,195.5 177,195.2" class="st0"></polyline>
	<polyline points="182,194.8 182.1,195.1 181.8,195.5 181.2,195.9 180.4,196.4 179.4,196.8 178.5,197 177.8,197.1 
		177.3,197" class="st0"></polyline>
	<polyline points="178.6,200.2 179.1,200.3 179.8,200.3 180.8,200 181.7,199.6 182.6,199.2 183.1,198.7 183.4,198.3 
		183.3,198" class="st0"></polyline>
	<polyline points="183.2,197.8 183.4,197.8 183.9,197.9 184.1,198.3 183.7,198.8 183,199.4 182,199.9 180.8,200.4 
		179.6,200.7 178.7,200.8 178.1,200.7 178,200.3 178.3,199.9" class="st0"></polyline>
	<polyline points="184.5,198.2 184.7,198.5 184.3,199.1 183.5,199.8 182.3,200.4 180.9,201 179.6,201.3 178.5,201.4 
		177.9,201.3" class="st0"></polyline>
	<polyline points="189.5,213.6 189.3,213.9 188.9,214.4 188.2,214.8 187.3,215.2 186.4,215.5 185.6,215.6 185.1,215.6" class="st0"></polyline>
	<polyline points="180.7,208.4 181.3,208.6 182.4,208.5 183.8,208.1 185.2,207.5 186.4,206.9 187.3,206.2 187.6,205.6" class="st0"></polyline>
	<polyline points="189.4,208.9 189.2,209.2 188.9,209.5 188.5,209.9 188,210.3 187.4,210.6 186.7,211 185.9,211.3 
		185.1,211.6 184.4,211.9 183.7,212 183,212.1 182.5,212.2 182,212.1 181.7,212" class="st0"></polyline>
	<polyline points="181,209.2 181.7,209.3 182.8,209.2 184.1,208.9 185.5,208.3 186.7,207.6 187.5,207 187.9,206.4" class="st0"></polyline>
	<polyline points="181.5,211.7 181.8,211.8 182.2,211.9 182.8,211.8 183.5,211.7 184.2,211.6 185,211.3 185.8,211 
		186.6,210.7 187.3,210.3 187.9,209.9 188.5,209.5 188.9,209.2 189.2,208.8 189.4,208.5 189.3,208.2" class="st0"></polyline>
	<polyline points="188.6,206 188,206.7 187.4,207.5 186.8,207.9 185.1,208.6 183.4,209.4 182.6,209.5 181.5,209.5 
		180.3,209.5 180.2,209.3" class="st0"></polyline>
	<line y2="209.5" x2="182.6" y1="211.8" x1="183.5" class="st0"></line>
	<polyline points="189.9,217.2 189.5,217.5 188.9,217.8 188.3,218 187.7,218.2 187,218.3" class="st0"></polyline>
	<polyline points="186.1,217.9 186.6,218 187.5,217.9 188.2,217.7 188.9,217.4 189.5,217.1 190,216.7 190.3,216.4 
		190.4,216.1" class="st0"></polyline>
	<polyline points="189.1,213.7 188.7,214.1 188,214.5 187.2,214.9 186.3,215.2 185.6,215.3 185.3,215.3" class="st0"></polyline>
	<polyline points="189.2,213.6 189.2,213.8 188.7,214.2 188,214.6 187.2,215 186.4,215.2 185.6,215.4 185.1,215.3 
		185.1,215.3" class="st0"></polyline>
	<polyline points="189.4,213.8 189.3,214.1 188.9,214.5 188.2,215 187.4,215.3 186.5,215.6 185.8,215.7 185.3,215.7" class="st0"></polyline>
	<polyline points="189.6,213.1 189,213.6 188.1,214.1 187,214.6 185.9,215 185,215.2 184.3,215.1" class="st0"></polyline>
	<polyline points="188.6,210.1 188.5,210.3 187.9,210.8 187,211.4 185.9,211.9 184.8,212.2 183.8,212.4 183.2,212.4 
		183.1,212.3" class="st0"></polyline>
	<line y2="209.7" x2="188.3" y1="207.5" x1="187.4" class="st0"></line>
	<polyline points="180.9,208.9 181.6,209 182.7,208.9 184,208.6 185.3,208 186.6,207.3 187.4,206.7 187.8,206.1 
		187.6,205.7" class="st0"></polyline>
	<polyline points="186.8,207.9 187.7,210.1 184.3,211.6 183.4,209.4" class="st0"></polyline>
	<polyline points="180.9,208.7 181.5,208.9 182.6,208.7 183.9,208.4 185.3,207.8 186.5,207.2 187.3,206.5 187.7,206" class="st0"></polyline>
	<polyline points="187.6,205.7 187.9,205.8 188.2,206 188.2,206.3 188,206.7 187.2,207.4 186,208.1 184.6,208.8 
		183.1,209.3 181.8,209.5 180.9,209.4 180.5,209.1 180.8,208.5" class="st0"></polyline>
	<polyline points="180.8,208.6 181.5,208.7 182.6,208.6 183.9,208.3 185.2,207.7 186.4,207.1 187.2,206.4 187.6,205.8" class="st0"></polyline>
	<polyline points="180.7,208.2 181.3,208.4 182.4,208.2 183.7,207.9 185.1,207.3 186.3,206.7 187.1,206 187.5,205.5 
		187.3,205.1" class="st0"></polyline>
	<polyline points="183.5,211.8 181.2,211.7 180.3,209.5" class="st0"></polyline>
	<polyline points="136.1,81.8 136.1,81.7 135.9,81.6" class="st0"></polyline>
	<polyline points="175.7,193.3 176.2,193.5 176.7,193.4 177.4,193.3 178.2,193 178.9,192.7 179.6,192.3 180.2,192 
		180.5,191.6 180.7,191.3" class="st0"></polyline>
	<polyline points="175.9,193.6 176.4,193.7 177.1,193.7 178.1,193.4 179,193 179.9,192.5 180.5,192.1 180.8,191.7" class="st0"></polyline>
	<polyline points="177.7,192.7 178,192.6 178,192.6" class="st0"></polyline>
	<line y2="191.4" x2="179.8" y1="191.5" x1="179.7" class="st0"></line>
	<line y2="191.6" x2="180.7" y1="191.6" x1="180.7" class="st0"></line>
	<polyline points="135.3,81.9 135.3,82 135.3,82.5 135.2,82.9 135.1,83.3 135,83.7 134.9,84.1 134.8,84.5 134.7,84.9 
		134.7,85.3 134.7,85.7 134.8,86 134.9,86.4 176.9,189.9 177,190.2 177.2,190.7 177.5,191.5 177.6,191.9" class="st0"></polyline>
	<line y2="82" x2="134.5" y1="81.9" x1="134.2" class="st0"></line>
	<line y2="82" x2="134.7" y1="81.9" x1="134.7" class="st0"></line>
	<polyline points="133.5,83 133.4,83.5 133.4,84 133.4,84.5 133.4,85" class="st0"></polyline>
	<polyline points="124,66.2 123.3,66.7 122.9,66.9" class="st0"></polyline>
	<line y2="61.5" x2="120.1" y1="61.5" x1="120.4" class="st0"></line>
	<polyline points="119.5,60.1 119.8,60.1 120.9,59.4" class="st0"></polyline>
	<line y2="61.7" x2="128.5" y1="61.7" x1="128.8" class="st0"></line>
	<polyline points="127.9,60.3 128.2,60.3 129.3,59.6" class="st0"></polyline>
	<polyline points="119.2,62.6 119.5,62.7 120.8,62.9 122.2,63 123.9,63 125.7,62.8 126.3,62.7 127.1,62.5 127.9,62.2 
		128.6,61.8 128.8,61.7 128.2,60.3" class="st0"></polyline>
	<polyline points="129.9,61 130.1,60.8 130.6,60.4 130.8,60.1 130.8,59.8" class="st0"></polyline>
	<polyline points="129.4,59.9 130.1,60 130.3,60.1" class="st0"></polyline>
	<polyline points="121.5,60.8 121.7,60.7 122.2,60.3 122.8,60.1 123.5,59.9 124,59.8 125.8,59.7 127.4,59.7 128.7,59.8" class="st0"></polyline>
	<polyline points="119.7,62.4 119.6,62.2 119.8,61.9 120.2,61.6 120.4,61.5 119.8,60.1" class="st0"></polyline>
	<polyline points="123.9,66.3 124,66.2 123.4,64.6 123.2,64.3 122.9,64.1 122.7,64 122.4,64" class="st0"></polyline>
	<polyline points="121.6,64.6 121.9,64.4 122.3,64.6 122.6,65.1 123.3,66.7" class="st0"></polyline>
	<line y2="73" x2="126" y1="73" x1="126" class="st0"></line>
	<line y2="71.3" x2="126.9" y1="67.2" x1="125.3" class="st0"></line>
	<polyline points="132,68.6 132,68.5 132,68.5 132,68.4" class="st0"></polyline>
	<polyline points="132.1,68.7 132.1,68.7 132.2,68.7" class="st0"></polyline>
	<line y2="68.9" x2="132" y1="68.7" x1="132.1" class="st0"></line>
	<line y2="68.8" x2="131.9" y1="68.8" x1="132" class="st0"></line>
	<polyline points="131.4,68.8 131.4,68.9 131.3,69 131.4,69" class="st0"></polyline>
	<polyline points="132,68.9 131.9,68.9 131.9,68.8 132,68.6" class="st0"></polyline>
	<polyline points="131.9,68.5 131.8,68.6 131.7,68.5" class="st0"></polyline>
	<line y2="68.5" x2="132.1" y1="68.5" x1="132" class="st0"></line>
	<line y2="68.6" x2="131.3" y1="68.6" x1="131.3" class="st0"></line>
	<polyline points="131.4,69 131.4,69.1 131.4,69.1" class="st0"></polyline>
	<polyline points="131.2,68.5 131.3,68.5 131.3,68.6 131.2,68.6 131.3,68.7" class="st0"></polyline>
	<polyline points="131.5,67.1 131.1,67.4 131.1,67.4" class="st0"></polyline>
	<line y2="67.8" x2="131.3" y1="67.6" x1="131.3" class="st0"></line>
	<polyline points="131.3,68.6 131.3,68.6 131.3,68.5 131.2,68.5" class="st0"></polyline>
	<line y2="68.4" x2="131.2" y1="68.6" x1="131.1" class="st0"></line>
	<polyline points="131.4,67.9 131.3,67.8 131.4,67.6" class="st0"></polyline>
	<line y2="67.9" x2="130.9" y1="67.9" x1="130.9" class="st0"></line>
	<polyline points="131.6,68.4 131.5,68.2 131.5,68.2" class="st0"></polyline>
	<line y2="68.2" x2="131.9" y1="68.2" x1="131.9" class="st0"></line>
	<polyline points="131,67.9 131.1,68 131.1,68.1 130.9,68.2" class="st0"></polyline>
	<polyline points="131.9,68.1 131.9,68.2 131.8,68.2 131.8,68.3" class="st0"></polyline>
	<polyline points="132,68.3 131.8,68.5 131.7,68.5 131.7,68.7 131.8,68.7" class="st0"></polyline>
	<line y2="67.1" x2="131.6" y1="67.2" x1="131.5" class="st0"></line>
	<line y2="67.5" x2="131.5" y1="67.5" x1="131.5" class="st0"></line>
	<line y2="67.4" x2="131.4" y1="67.3" x1="131.5" class="st0"></line>
	<line y2="67.4" x2="131.4" y1="67.3" x1="131.5" class="st0"></line>
	<polyline points="130.8,67.3 130.4,67.6 130.5,67.6" class="st0"></polyline>
	<polyline points="131.4,67.5 131.3,67.4 131.3,67.4 131.3,67.3 131.3,67.3" class="st0"></polyline>
	<line y2="69.7" x2="131.8" y1="69.7" x1="131.8" class="st0"></line>
	<polyline points="130.9,67.5 130.5,67.7 130.5,67.8" class="st0"></polyline>
	<line y2="68.2" x2="130.7" y1="68" x1="130.7" class="st0"></line>
	<line y2="66.6" x2="130.5" y1="66.6" x1="130.4" class="st0"></line>
	<line y2="66.6" x2="130.5" y1="66.6" x1="130.4" class="st0"></line>
	<polyline points="131.4,67 131,67.2 131.1,67.3" class="st0"></polyline>
	<polyline points="131.5,67.9 131.7,67.7 131.7,67.6 131.6,67.5" class="st0"></polyline>
	<polyline points="131.9,69.3 132.2,69.2 132.3,69.1" class="st0"></polyline>
	<polyline points="130.9,66.3 131,66.3 131.1,66.2" class="st0"></polyline>
	<polyline points="130.9,66.4 130.9,66.4 130.8,66.3 130.8,66.3" class="st0"></polyline>
	<polyline points="130.8,68.3 130.7,68.2 130.7,68" class="st0"></polyline>
	<line y2="66.7" x2="131" y1="66.6" x1="131" class="st0"></line>
	<line y2="69.9" x2="131.4" y1="69.9" x1="131.5" class="st0"></line>
	<polyline points="131.1,69.3 131.4,69.1 131.5,69" class="st0"></polyline>
	<polyline points="131.6,69.3 131.5,69.4 131.2,69.3 131.2,69.3 131.4,69.1" class="st0"></polyline>
	<line y2="69.2" x2="131.4" y1="69.3" x1="131.5" class="st0"></line>
	<polyline points="131.2,69 131.2,69 131.2,68.8 131.3,68.7" class="st0"></polyline>
	<line y2="68.8" x2="130.9" y1="68.8" x1="131.1" class="st0"></line>
	<line y2="68.8" x2="131.1" y1="68.8" x1="131" class="st0"></line>
	<polyline points="131,68.6 131.1,68.7 131.2,68.6" class="st0"></polyline>
	<polyline points="131.2,68.4 131,68.6 130.9,68.7" class="st0"></polyline>
	<line y2="68.8" x2="130.9" y1="68.5" x1="131" class="st0"></line>
	<line y2="71.1" x2="129" y1="67" x1="127.3" class="st0"></line>
	<polyline points="130.9,67.9 130.8,67.9 130.7,67.8 130.6,67.7" class="st0"></polyline>
	<line y2="67.6" x2="130.9" y1="67.8" x1="130.7" class="st0"></line>
	<polyline points="130.8,67.8 130.7,67.8 130.7,67.7 130.7,67.7" class="st0"></polyline>
	<line y2="67.6" x2="130.9" y1="67.8" x1="130.8" class="st0"></line>
	<line y2="67.5" x2="130.9" y1="67.6" x1="130.9" class="st0"></line>
	<polyline points="131.3,66.6 131.3,66.5 131.3,66.5 131.3,66.4" class="st0"></polyline>
	<polyline points="131.3,66.6 131.3,66.5 131.3,66.5 131.4,66.5" class="st0"></polyline>
	<polyline points="131.4,69.8 131.5,69.7 131.7,69.5" class="st0"></polyline>
	<line y2="69.5" x2="131.7" y1="69.7" x1="131.5" class="st0"></line>
	<line y2="69.7" x2="131.5" y1="69.9" x1="131.3" class="st0"></line>
	<line y2="66.6" x2="131.2" y1="66.4" x1="131.2" class="st0"></line>
	<polyline points="131.6,69.7 131.6,69.8 131.5,69.7" class="st0"></polyline>
	<line y2="69.3" x2="132.3" y1="69.2" x1="132.2" class="st0"></line>
	<polyline points="132.2,69.2 131.9,69.3 131.9,69.4 132.3,69.4 132.3,69.4" class="st0"></polyline>
	<polyline points="131.2,66.4 131.2,66.5 131.2,66.6 131,66.6" class="st0"></polyline>
	<line y2="66.9" x2="130.6" y1="66.9" x1="130.7" class="st0"></line>
	<polyline points="130.2,66.9 130.1,66.8 130.3,66.7" class="st0"></polyline>
	<polyline points="130.3,67.2 130.3,67.1 130.4,67" class="st0"></polyline>
	<polyline points="131,66.7 131,66.7 131,66.5" class="st0"></polyline>
	<line y2="69.9" x2="131.3" y1="69.9" x1="131.5" class="st0"></line>
	<polyline points="131.3,66.3 130.9,66.5 130.9,66.6" class="st0"></polyline>
	<polyline points="131.7,69.7 131.8,69.7 131.8,69.6 131.6,69.6" class="st0"></polyline>
	<line y2="69.9" x2="131.5" y1="69.9" x1="131.5" class="st0"></line>
	<polyline points="130.6,66.7 130.3,66.9 130.3,67 130.4,67" class="st0"></polyline>
	<polyline points="131.6,69.6 131.7,69.6 131.7,69.7 131.7,69.7 131.7,69.8" class="st0"></polyline>
	<line y2="73.1" x2="132.1" y1="73.1" x1="130.6" class="st0"></line>
	<polyline points="129.6,75.9 133,75.9 135.2,74.5" class="st0"></polyline>
	<line y2="76.9" x2="128.5" y1="77.6" x1="128.8" class="st0"></line>
	<polyline points="126.1,78.7 130.1,78.8 130.8,78.7" class="st0"></polyline>
	<polyline points="136.2,81.7 136.2,81.9 135.9,82.1 135.4,82.3 135,82.5 134.6,82.5 130.9,82.4 130.6,82.4" class="st0"></polyline>
	<line y2="82.4" x2="133.3" y1="82.3" x1="133.2" class="st0"></line>
	<line y2="82.2" x2="133.5" y1="82.5" x1="133.5" class="st0"></line>
	<line y2="82.1" x2="134.1" y1="82.4" x1="134.1" class="st0"></line>
	<polyline points="129.3,82 129.8,82.1 130,82.2 130.2,82.2 130.3,82.2 130.6,82.3 130.6,82.3" class="st0"></polyline>
	<line y2="82.2" x2="133.8" y1="82.4" x1="133.8" class="st0"></line>
	<polyline points="130.2,82.2 130.3,82.3 130.4,82.3" class="st0"></polyline>
	<polyline points="132.1,82.2 132,82.2 131.6,82.2" class="st0"></polyline>
	<line y2="82.4" x2="131.9" y1="82.4" x1="132" class="st0"></line>
	<polyline points="136.5,79.8 136.5,80.1 136.1,80.5 135.3,80.9 134.6,81.1 132.7,81.4 131.1,81.5 129.9,81.3 129,81" class="st0"></polyline>
	<line y2="77.8" x2="128.6" y1="77.1" x1="128.3" class="st0"></line>
	<polyline points="137.5,79.7 137.4,79.9 137.2,80.2 136.7,80.6 136,81 135.2,81.3 134.7,81.5 134.2,81.6 133.2,81.8 
		132.2,81.9 131.3,82 130.5,82 129.8,82 129.2,81.9 128.7,81.7 128.3,81.5" class="st0"></polyline>
	<polyline points="132.5,82.3 132.4,82.3 132.3,82.3" class="st0"></polyline>
	<line y2="82.3" x2="132" y1="82.3" x1="132.2" class="st0"></line>
	<line y2="78.4" x2="132.9" y1="78.3" x1="132.5" class="st0"></line>
	<polyline points="130.8,75.1 132.1,75.1 132.5,75.1 132.9,74.9" class="st0"></polyline>
	<line y2="75.7" x2="132.9" y1="75.9" x1="133" class="st0"></line>
	<polyline points="127.9,77.7 128.4,77.9 129.5,78 130.8,77.9 132.2,77.8 132.3,77.7" class="st0"></polyline>
	<line y2="78.9" x2="125.7" y1="78.9" x1="125.8" class="st0"></line>
	<polyline points="130.2,79.1 129.9,79.2 125.3,79.1" class="st0"></polyline>
	<polyline points="129.4,75.4 129.5,75.4 129.7,75.8" class="st0"></polyline>
	<line y2="72.4" x2="128.8" y1="72.4" x1="128.3" class="st0"></line>
	<line y2="75.2" x2="129.5" y1="75.8" x1="129.7" class="st0"></line>
	<line y2="79.2" x2="129.9" y1="80" x1="130.3" class="st0"></line>
	<polyline points="128.9,75.9 129.7,75.8 129.7,75.9" class="st0"></polyline>
	<line y2="76.9" x2="133.1" y1="77.6" x1="133.4" class="st0"></line>
	<polyline points="133.1,74.7 137.3,72 137.6,71.8" class="st0"></polyline>
	<line y2="72.7" x2="131" y1="72.1" x1="130.8" class="st0"></line>
	<line y2="75.1" x2="132.4" y1="75.8" x1="132.7" class="st0"></line>
	<polyline points="130.6,73 132.1,73 132.1,73.1" class="st0"></polyline>
	<polyline points="131,68.9 131,68.9 131.1,69.1" class="st0"></polyline>
	<line y2="69" x2="131.2" y1="69.1" x1="131.1" class="st0"></line>
	<line y2="69" x2="131.2" y1="69.1" x1="131.1" class="st0"></line>
	<line y2="68.9" x2="131.5" y1="68.9" x1="131.4" class="st0"></line>
	<line y2="66.6" x2="130.3" y1="66.4" x1="130.5" class="st0"></line>
	<line y2="66.6" x2="130.3" y1="66.4" x1="130.4" class="st0"></line>
	<polyline points="130.9,66.4 130.8,66.4 130.9,66.4" class="st0"></polyline>
	<line y2="72.7" x2="130.9" y1="72.7" x1="130.8" class="st0"></line>
	<polyline points="132.2,69.1 132.1,69.1 132.2,69.2" class="st0"></polyline>
	<polyline points="130.2,66.6 130.2,66.6 130.3,66.7" class="st0"></polyline>
	<polyline points="131,67.1 131,67.1 131.4,66.8" class="st0"></polyline>
	<polyline points="125.3,71.2 126.9,71.3 127.3,71 129,71.1 129.3,70.8 129.7,70.8 130.3,70.8 131,70.5 131.3,70.5 
		133.5,69.1" class="st0"></polyline>
	<line y2="70.3" x2="123.5" y1="70.3" x1="123.4" class="st0"></line>
	<line y2="70.7" x2="123.8" y1="70.6" x1="123.6" class="st0"></line>
	<line y2="71" x2="127.3" y1="67.2" x1="125.7" class="st0"></line>
	<line y2="74.1" x2="126.5" y1="74.2" x1="126.8" class="st0"></line>
	<polyline points="135.4,70.7 135.4,70.8 135.1,71.2 132.2,73.1 132.1,73.1 131.7,73.3 131.3,73.3 125.9,73.2" class="st0"></polyline>
	<polyline points="130.8,72.7 131,72.7 133.9,70.8" class="st0"></polyline>
	<polyline points="131.9,68.4 132,68.4 132,68.5 132,68.5" class="st0"></polyline>
	<line y2="68.7" x2="131.7" y1="68.7" x1="131.8" class="st0"></line>
	<line y2="66" x2="130.2" y1="65.1" x1="131.7" class="st0"></line>
	<polyline points="130.4,67 130.6,66.9 130.6,66.8 130.5,66.8" class="st0"></polyline>
	<polyline points="132,69 131.8,68.9 131.8,68.8 131.8,68.8" class="st0"></polyline>
	<line y2="70.5" x2="131.3" y1="66.4" x1="129.6" class="st0"></line>
	<polyline points="123.6,75.6 128.5,75.8 129.5,75.2 131.9,75.2 132.4,75.1 132.9,74.9 132.2,73.1" class="st0"></polyline>
	<line y2="72.1" x2="124.7" y1="72.1" x1="125.9" class="st0"></line>
	<polyline points="136.1,68.2 135.8,68.4 131.4,71.3 130.9,71.5 130.4,71.6 121,71.4 120.8,71.3" class="st0"></polyline>
	<polyline points="127.9,72.1 127.7,72.2 127.4,72.3 126.4,72.4 125.7,72.4 123.1,72.3 122.9,72.2" class="st0"></polyline>
	<polyline points="124.5,75 122.4,75 122.3,74.9" class="st0"></polyline>
	<polyline points="127.9,73 127.8,73.1 126.7,73.1 126,73.1" class="st0"></polyline>
	<line y2="70.8" x2="129.3" y1="67" x1="127.8" class="st0"></line>
	<polyline points="131.6,68.3 131.7,68.3 131.7,68.2 131.7,68.1 131.8,68" class="st0"></polyline>
	<line y2="71.5" x2="130.9" y1="72.1" x1="131.1" class="st0"></line>
	<polyline points="130.4,79.6 130.5,79.6 131,79.3 131,79.2 130.8,78.7 130.8,78.6 132.2,77.8" class="st0"></polyline>
	<line y2="76.4" x2="128.8" y1="75.8" x1="128.5" class="st0"></line>
	<line y2="72.2" x2="128.7" y1="72.2" x1="128.2" class="st0"></line>
	<line y2="71" x2="125.2" y1="70.9" x1="123.9" class="st0"></line>
	<polyline points="126.2,74 126.2,73.9 126,73.6" class="st0"></polyline>
	<polyline points="124.6,76.8 124.4,76.7 124.2,76.3" class="st0"></polyline>
	<polyline points="138.3,73.6 138,73.8 133.7,76.7 133.1,76.9 132.6,77 128.5,76.9 128.3,77.1 127.5,77 127.3,77.1 
		127.1,77.1 126.5,76.9 123.2,76.8 123,76.7" class="st0"></polyline>
	<line y2="71.9" x2="121.2" y1="71.4" x1="121" class="st0"></line>
	<line y2="75" x2="122.4" y1="75.7" x1="122.7" class="st0"></line>
	<line y2="72.3" x2="123.1" y1="73.2" x1="123.5" class="st0"></line>
	<line y2="60.4" x2="130.3" y1="60" x1="130.1" class="st0"></line>
	<polyline points="130.1,60.8 131.7,64.8 131.7,65.1 131.5,65.2" class="st0"></polyline>
	<line y2="61.6" x2="120.2" y1="62.6" x1="120.6" class="st0"></line>
	<line y2="62.7" x2="125.2" y1="59.8" x1="124" class="st0"></line>
	<line y2="62.8" x2="122.5" y1="60.7" x1="121.7" class="st0"></line>
	<line y2="65.1" x2="122.6" y1="64.6" x1="123.4" class="st0"></line>
	<polyline points="120.8,66.5 121.1,66.6 121.4,66.9" class="st0"></polyline>
	<polyline points="119.5,62.7 121.1,66.6 122.4,66.8 122.8,66.9" class="st0"></polyline>
	<polyline points="132.4,64 132.2,64.4 131.7,64.8 130.2,65.7 129.5,66.1 128.7,66.4 127.9,66.7 127.3,66.8 125.5,66.9 
		123.8,66.9 123,66.9" class="st0"></polyline>
	<polyline points="130.8,66.3 130.8,66.4 130.9,66.4" class="st0"></polyline>
	<polyline points="131.2,66.6 131.2,66.5 131.2,66.4" class="st0"></polyline>
	<polyline points="131.2,66.5 131.2,66.5 131.2,66.4" class="st0"></polyline>
	<polyline points="131.2,68.5 131.3,68.5 131.3,68.6" class="st0"></polyline>
	<polyline points="131.3,68.6 131.3,68.5 131.2,68.4" class="st0"></polyline>
	<polyline points="132.2,68.7 132.1,68.7 132,68.6" class="st0"></polyline>
	<line y2="74.5" x2="138.3" y1="73.8" x1="138" class="st0"></line>
	<line y2="72" x2="137.3" y1="72.7" x1="137.6" class="st0"></line>
	<line y2="68.4" x2="135.8" y1="69" x1="136.1" class="st0"></line>
	<line y2="73.4" x2="133.5" y1="73.3" x1="133.4" class="st0"></line>
	<line y2="76.7" x2="133.6" y1="77.4" x1="133.9" class="st0"></line>
	<polyline points="134.2,81.4 134.2,81.6 134.3,81.8 134.7,81.9" class="st0"></polyline>
	<polyline points="134.5,82 134.6,82 134.7,81.9" class="st0"></polyline>
	<polyline points="135.1,85.9 134.8,86 134.5,86" class="st0"></polyline>
	<polyline points="134.3,84.6 134.4,84.8 134.7,84.9 135,84.9" class="st0"></polyline>
	<polyline points="134.3,84.2 134.5,84.4 134.8,84.5 135.1,84.5" class="st0"></polyline>
	<polyline points="135.1,85.1 135,85.2 134.7,85.3 134.4,85.2 134.2,85" class="st0"></polyline>
	<polyline points="135.3,86.1 135.2,86.3 134.9,86.4 134.6,86.5 134.5,86.4" class="st0"></polyline>
	<line y2="85.4" x2="136.4" y1="85.6" x1="136.3" class="st0"></line>
	<polyline points="136.4,85 136.5,85.2 136.3,85.4 135.9,85.7 135.4,86 134.8,86.3 134.2,86.4 133.8,86.5" class="st0"></polyline>
	<polyline points="134.9,82.1 135,82.3 135.1,82.4" class="st0"></polyline>
	<polyline points="134.4,83.8 134.6,84 134.9,84.1 135.2,84.1" class="st0"></polyline>
	<polyline points="135.1,83.3 134.8,83.1 134.7,82.9" class="st0"></polyline>
	<line y2="82.4" x2="132.5" y1="82.3" x1="132.6" class="st0"></line>
	<polyline points="134.6,83.3 134.7,83.6 135,83.7 135.3,83.7" class="st0"></polyline>
	<polyline points="130.4,82.3 130.5,82.3 130.6,82.3" class="st0"></polyline>
	<line y2="83.5" x2="133.4" y1="83.6" x1="133.7" class="st0"></line>
	<polyline points="129.8,82.1 130,82.2 130.2,82.2" class="st0"></polyline>
	<line y2="82.4" x2="131.4" y1="82.3" x1="132.3" class="st0"></line>
	<line y2="79.3" x2="131" y1="79.2" x1="130.3" class="st0"></line>
	<line y2="77.8" x2="127.6" y1="77.1" x1="127.3" class="st0"></line>
	<line y2="79" x2="129.7" y1="79" x1="129.7" class="st0"></line>
	<polyline points="130.2,79.1 130.1,78.8 130.1,78.7" class="st0"></polyline>
	<line y2="77.1" x2="127.1" y1="77.8" x1="127.4" class="st0"></line>
	<line y2="79.1" x2="130.2" y1="79.2" x1="131" class="st0"></line>
	<line y2="77.7" x2="132.3" y1="78.3" x1="132.5" class="st0"></line>
	<line y2="82.2" x2="131.6" y1="82.2" x1="132" class="st0"></line>
	<polyline points="132,82.3 132.1,82.2 132.1,82.2" class="st0"></polyline>
	<line y2="82.4" x2="131.8" y1="82.4" x1="131.9" class="st0"></line>
	<polyline points="132.3,82.3 132.2,82.3 132,82.3" class="st0"></polyline>
	<line y2="81.3" x2="128.4" y1="81.5" x1="128.3" class="st0"></line>
	<line y2="82.3" x2="132.4" y1="82.3" x1="133" class="st0"></line>
	<line y2="81.9" x2="134" y1="81.9" x1="134.2" class="st0"></line>
	<line y2="81.9" x2="134" y1="82.1" x1="134.5" class="st0"></line>
	<polyline points="131.6,82.4 131.4,82.4 130.6,82.2 130.5,82 130.6,81.8" class="st0"></polyline>
	<line y2="78.5" x2="132.2" y1="78.4" x1="132.9" class="st0"></line>
	<line y2="77.7" x2="132.6" y1="78.4" x1="132.9" class="st0"></line>
	<line y2="79.9" x2="130.5" y1="81.5" x1="131.1" class="st0"></line>
	<polyline points="133,82.4 133.1,82.3 135,82" class="st0"></polyline>
	<polyline points="135,85.6 134.7,85.7 134.4,85.6 134.3,85.5" class="st0"></polyline>
	<line y2="82.3" x2="134.3" y1="82.4" x1="134.2" class="st0"></line>
	<polyline points="136.4,85.1 136.4,85.4 136.1,85.6 135.8,85.8 135.3,86.1 134.8,86.3 134.3,86.4 133.9,86.5 
		133.6,86.5 133.4,86.4" class="st0"></polyline>
	<line y2="83.1" x2="133.8" y1="83" x1="133.5" class="st0"></line>
	<line y2="82.3" x2="133.4" y1="82.4" x1="133.5" class="st0"></line>
	<line y2="82.3" x2="132.4" y1="82.3" x1="132.3" class="st0"></line>
	<line y2="81.1" x2="134.6" y1="77.7" x1="133.2" class="st0"></line>
	<polyline points="132.1,73.1 132.9,74.9 133.2,75.6" class="st0"></polyline>
	<line y2="73" x2="132.1" y1="70.8" x1="135.4" class="st0"></line>
	<polyline points="134.1,72.9 134,73.1 133.5,73.4 132.9,73.7 132.5,73.9 132.2,73.1 132.1,73" class="st0"></polyline>
	<line y2="70.5" x2="131" y1="66.5" x1="129.4" class="st0"></line>
	<polyline points="125.7,62.8 127.3,66.8 127.5,67" class="st0"></polyline>
	<polyline points="131.9,68.4 132,68.4 132.1,68.5" class="st0"></polyline>
	<polyline points="132,68.3 132,68.4 132,68.5" class="st0"></polyline>
	<polyline points="128.6,61.8 130.2,65.7 130.2,66 130.1,66.2" class="st0"></polyline>
	<line y2="69" x2="131.2" y1="68.9" x1="131.2" class="st0"></line>
	<polyline points="131.8,68.9 131.8,68.9 132,68.9" class="st0"></polyline>
	<polyline points="131.8,68.9 131.8,68.9 132,69" class="st0"></polyline>
	<line y2="70.8" x2="129.7" y1="66.9" x1="128.1" class="st0"></line>
	<line y2="72.1" x2="130.7" y1="71.6" x1="130.4" class="st0"></line>
	<line y2="73" x2="130.2" y1="72.7" x1="130.1" class="st0"></line>
	<line y2="72.9" x2="128" y1="72.2" x1="127.7" class="st0"></line>
	<line y2="72.4" x2="126.4" y1="73.1" x1="126.7" class="st0"></line>
	<line y2="74.5" x2="129.6" y1="74.5" x1="129.6" class="st0"></line>
	<polyline points="126.2,73.8 126.2,73.9 125.9,74.2" class="st0"></polyline>
	<line y2="72.3" x2="127.4" y1="73.1" x1="127.8" class="st0"></line>
	<line y2="76.9" x2="126.5" y1="77.6" x1="126.8" class="st0"></line>
	<polyline points="124.6,76.8 124.5,76.8 124.2,76.8" class="st0"></polyline>
	<line y2="76.6" x2="124" y1="76.7" x1="124.4" class="st0"></line>
	<polyline points="126.8,74.1 126.8,74.2 126.6,74.5" class="st0"></polyline>
	<line y2="77.1" x2="127.5" y1="77.7" x1="127.8" class="st0"></line>
	<polyline points="136.3,79.2 137.2,79.5 137.3,79.7 137.2,79.9 136.9,80.2 136.5,80.5 136.1,80.8 135.4,81.1 
		134.8,81.3 134.2,81.4 132.3,81.7 130.6,81.8 129.3,81.7 128.4,81.3 128.3,81.1 128.4,80.9" class="st0"></polyline>
	<polyline points="134.6,82 134.7,82 134.9,82 135.7,81.8 136.5,81.4" class="st0"></polyline>
	<line y2="79.6" x2="137.4" y1="79.5" x1="137.2" class="st0"></line>
	<polyline points="135.1,81.9 135.3,82 135.6,82 135.8,81.8" class="st0"></polyline>
	<polyline points="128.4,81.7 129.3,82 130.6,82.2 132.3,82.1 134.3,81.8 134.9,81.7 135.6,81.4 136.2,81.1 136.8,80.8 
		137.1,80.5 137.4,80.2" class="st0"></polyline>
	<line y2="78" x2="129.5" y1="77.7" x1="129.6" class="st0"></line>
	<polyline points="125.9,73.6 125.7,73.9 125.9,74.2 126.6,74.5 129.6,74.5 129.8,74.5" class="st0"></polyline>
	<line y2="71.8" x2="131.7" y1="71.3" x1="131.4" class="st0"></line>
	<line y2="75.2" x2="131.9" y1="75.9" x1="132.2" class="st0"></line>
	<line y2="75.4" x2="129.5" y1="75.5" x1="129.3" class="st0"></line>
	<line y2="77" x2="132.6" y1="77.7" x1="132.9" class="st0"></line>
	<polyline points="132.8,72.5 132.9,72.7 133.3,73.4" class="st0"></polyline>
	<line y2="71.2" x2="135.1" y1="72" x1="135.4" class="st0"></line>
	<polyline points="131.6,69.6 131.7,69.6 131.8,69.7" class="st0"></polyline>
	<polyline points="131.7,69.7 131.7,69.6 131.7,69.5" class="st0"></polyline>
	<line y2="73.3" x2="131.3" y1="75.1" x1="132.1" class="st0"></line>
	<polyline points="126.1,78.6 130.1,78.7 130.8,78.6" class="st0"></polyline>
	<line y2="77.5" x2="123.4" y1="76.8" x1="123.2" class="st0"></line>
	<polyline points="136.4,73.4 138.1,73.5 138.3,73.6 138.6,74.3 138.3,74.5 133.9,77.4 133.4,77.6 132.9,77.7 
		128.8,77.6 128.6,77.8 127.8,77.7 127.6,77.8 127.4,77.8 126.8,77.6 123.4,77.5 123.3,77.4 123,76.7 123.2,76.5 123.8,76.1" class="st1"></polyline>
	<line y2="73.5" x2="126" y1="73.6" x1="125.9" class="st1"></line>
	<line y2="72" x2="124.7" y1="72.1" x1="124.7" class="st1"></line>
	<polyline points="124.7,73.2 122.5,74.6 122.3,74.9 122.5,75.6 122.7,75.7 123.7,75.7" class="st1"></polyline>
	<polyline points="124.2,76.3 128.8,76.4 129.1,76.3 129.1,76.2 128.9,75.8 128.9,75.8 129.4,75.4" class="st1"></polyline>
	<polyline points="130.6,73.1 130.6,73 130.8,72.8 130.9,72.7" class="st1"></polyline>
	<polyline points="131.9,68.4 131.9,68.5 131.9,68.5" class="st1"></polyline>
	<polyline points="133.1,68 135.9,68 136.1,68.2 136.3,68.7 136.1,69 131.7,71.8 131.1,72.1 130.7,72.1 121.2,71.9 
		121,71.8 120.8,71.3 121,71 123.1,69.7" class="st1"></polyline>
	<polyline points="122.4,64 121.6,64.6 121.7,65.1 122.4,66.7 122.9,66.9 123.3,66.7 123.9,66.3" class="st1"></polyline>
	<line y2="71.2" x2="125.3" y1="67.1" x1="123.6" class="st1"></line>
	<polyline points="126.7,72.1 125.9,72.1 125.7,72.2 125.7,72.3 125.9,73 126,73 126,73.1 125.9,73.2 126.2,74 
		130.6,74.6 130.9,74.9 130.8,75.1" class="st1"></polyline>
	<polyline points="129,75.9 129.7,75.9 132.2,75.9 132.7,75.8 133.2,75.6 137.6,72.7 137.8,72.5 137.6,71.8 137.4,71.7 
		135.8,71.6" class="st1"></polyline>
	<line y2="74.3" x2="135.1" y1="74.5" x1="135.2" class="st1"></line>
	<polyline points="133.8,70.6 135.2,70.6 135.4,70.7 135.8,71.7 135.4,72 132.5,73.9" class="st1"></polyline>
	<polyline points="128.1,72.1 128.3,72.6 128,72.9 127.9,72.9 127.9,73 130.5,73 130.6,73" class="st1"></polyline>
	<polyline points="131.4,69 131.5,68.9 131.4,68.7" class="st1"></polyline>
	<polyline points="121.4,60.6 122.1,60.3 122.9,59.9 123.6,59.7 124.3,59.6 126.1,59.5 127.7,59.4 129.2,59.5 
		130.5,59.7 130.8,59.8 132.4,63.8 132.4,64 132.4,64.4 132.2,64.7" class="st1"></polyline>
	<polyline points="131.3,66.6 131.4,66.5 131.3,66.3" class="st1"></polyline>
	<polyline points="130.9,66.4 131.2,66.3 131.2,66.2" class="st1"></polyline>
	<line y2="66.4" x2="131.3" y1="66.4" x1="131.2" class="st1"></line>
	<polyline points="131.5,69.9 131.4,69.8 131.5,69.7" class="st1"></polyline>
	<line y2="66.6" x2="130.9" y1="66.5" x1="131" class="st1"></line>
	<line y2="66.6" x2="130.9" y1="66.5" x1="131" class="st1"></line>
	<line y2="69.8" x2="131.6" y1="69.7" x1="131.6" class="st1"></line>
	<polyline points="131.6,69.7 131.6,69.7 131.6,69.6" class="st1"></polyline>
	<line y2="69.3" x2="132" y1="69.2" x1="132.2" class="st1"></line>
	<line y2="69.3" x2="132" y1="69.3" x1="132.3" class="st1"></line>
	<polyline points="130.5,66.8 130.4,67 130.4,67" class="st1"></polyline>
	<polyline points="132.3,69.1 132.4,69.1 132.3,69.2 132.3,69.4 132.3,69.4" class="st1"></polyline>
	<polyline points="130.8,72.7 128.8,72.6 128.6,72.1" class="st1"></polyline>
	<line y2="73.4" x2="126" y1="73.6" x1="126" class="st1"></line>
	<polyline points="123,72 122.9,72.1 122.9,72.2 123.2,73.1 123.5,73.2 125.9,73.3" class="st1"></polyline>
	<polyline points="125.2,76.4 125.2,76.4 124.6,76.8 124.2,76.8 124,76.7 123.6,75.6 124.5,75" class="st1"></polyline>
	<polyline points="130.4,79.6 130.2,79.1 130.2,79.1 129.7,79 125.7,78.9 125.3,79.1 125.7,79.9 130.3,80 131.5,79.3 
		131.3,79 132.4,78.3 132.5,78.3" class="st1"></polyline>
	<line y2="74.7" x2="133.1" y1="74.6" x1="132.8" class="st1"></line>
	<line y2="70.5" x2="133.7" y1="70.8" x1="133.9" class="st1"></line>
	<polyline points="131.5,68.4 131.8,68.3 131.8,68.3 131.7,68.2 131.7,68.1 131.9,68.1" class="st1"></polyline>
	<polyline points="131.2,68.6 131.1,68.6 131.2,68.5" class="st1"></polyline>
	<line y2="68.6" x2="131.1" y1="68.5" x1="131" class="st1"></line>
	<line y2="66.3" x2="130.9" y1="66.3" x1="130.9" class="st1"></line>
	<line y2="69.1" x2="132.2" y1="69.1" x1="132.2" class="st1"></line>
	<polyline points="130.4,66.6 130.5,66.4 130.5,66.4" class="st1"></polyline>
	<line y2="66.6" x2="130.3" y1="66.6" x1="130.2" class="st1"></line>
	<polyline points="131.5,69.4 131.6,69.3 131.5,69.1 131.6,69.1 131.6,69" class="st1"></polyline>
	<polyline points="130.1,66.9 130.6,66.6 130.6,66.6" class="st1"></polyline>
	<polyline points="130.7,66.9 130.6,66.9 130.6,66.7" class="st1"></polyline>
	<polyline points="131,67.1 131.4,66.9 131.4,66.8" class="st1"></polyline>
	<line y2="66.5" x2="131.2" y1="66.6" x1="131.2" class="st1"></line>
	<polyline points="131.1,67.3 131.5,67 131.5,67" class="st1"></polyline>
	<polyline points="131.6,67.5 131.5,67.5 131.5,67.5 131.6,67.3 131.5,67.2 131.6,67.1 131.5,67.1" class="st1"></polyline>
	<polyline points="131,66.7 131.2,66.6 131.2,66.4" class="st1"></polyline>
	<line y2="69.7" x2="131.5" y1="69.7" x1="131.5" class="st1"></line>
	<line y2="69.9" x2="131.5" y1="69.9" x1="131.5" class="st1"></line>
	<polyline points="131.7,69.5 131.8,69.7 131.7,69.8 131.7,69.7" class="st1"></polyline>
	<line y2="66.6" x2="131" y1="66.4" x1="131.2" class="st1"></line>
	<line y2="66.6" x2="131" y1="66.7" x1="131.1" class="st1"></line>
	<polyline points="131.8,68 131.9,68.2 131.9,68.3" class="st1"></polyline>
	<polyline points="131.4,67.9 131.7,67.8 131.7,67.6 131.5,67.5 131.5,67.5" class="st1"></polyline>
	<polyline points="131.4,67.4 131.3,67.4 131.3,67.3 131.5,67.2" class="st1"></polyline>
	<line y2="67.3" x2="131.3" y1="67.4" x1="131.1" class="st1"></line>
	<polyline points="131.8,65 131.5,65.2 130.1,66.2 129.5,66.5 128.9,66.7 128.3,66.9 127.8,67 127.5,67 125.7,67.2 
		124.1,67.2 122.6,67.1 121.4,66.9 121,66.8 120.8,66.5 119.2,62.6 119.1,62.3 119.4,62 119.9,61.6 120.1,61.5 119.5,60.1 
		120.6,59.4 120.9,59.4 121.5,60.8" class="st1"></polyline>
	<polyline points="129.9,61 129.3,59.6 129,59.6 127.9,60.3 128.5,61.7 128.3,61.8 127.7,62.1 127.1,62.3 126.5,62.5 
		126,62.6 124.2,62.7 122.6,62.8 121.2,62.7 119.9,62.5 119.7,62.4" class="st1"></polyline>
	<polyline points="129.8,60.8 130.2,60.5 130.4,60.3 130.3,60.1" class="st1"></polyline>
	<polyline points="131.3,67.6 131.4,67.6 131.4,67.8 131.5,67.9" class="st1"></polyline>
	<polyline points="132,68.6 132.1,68.5 132,68.3" class="st1"></polyline>
	<line y2="68.3" x2="131.6" y1="68.2" x1="131.5" class="st1"></line>
	<polyline points="132,68.9 132,68.8 132.1,68.7" class="st1"></polyline>
	<line y2="68.7" x2="132.2" y1="69" x1="132" class="st1"></line>
	<polyline points="130.7,66.9 130.7,66.9 130.3,67.2" class="st1"></polyline>
	<line y2="68.7" x2="131.8" y1="68.7" x1="131.8" class="st1"></line>
	<polyline points="131.8,69 131.8,68.9 131.8,68.9 131.9,68.8 131.8,68.8" class="st1"></polyline>
	<polyline points="131.8,68.8 131.7,68.8 131.7,68.9" class="st1"></polyline>
	<polyline points="130.5,67.6 130.9,67.4 130.9,67.3" class="st1"></polyline>
	<polyline points="130.8,67.9 131,67.7 130.9,67.5 130.9,67.5 130.9,67.5" class="st1"></polyline>
	<line y2="67.9" x2="131" y1="67.9" x1="130.9" class="st1"></line>
	<polyline points="131.7,68.5 131.7,68.6 131.7,68.7" class="st1"></polyline>
	<line y2="69.1" x2="131.1" y1="68.9" x1="131" class="st1"></line>
	<line y2="69" x2="131.4" y1="69.1" x1="131.5" class="st1"></line>
	<line y2="69.2" x2="131.4" y1="69.3" x1="131.3" class="st1"></line>
	<polyline points="130.8,68.3 131.1,68.2 131.1,68 130.9,67.9 130.8,67.9" class="st1"></polyline>
	<polyline points="131.2,68.4 131.3,68.6 131.3,68.7" class="st1"></polyline>
	<polyline points="130.8,67.8 130.7,67.8 130.7,67.7 130.9,67.6" class="st1"></polyline>
	<line y2="67.7" x2="130.6" y1="67.8" x1="130.5" class="st1"></line>
	<line y2="69.3" x2="131.5" y1="69.3" x1="131.3" class="st1"></line>
	<polyline points="130.7,68 130.8,68 130.8,68.2 130.9,68.3" class="st1"></polyline>
	<polyline points="131.4,68.8 131.2,68.9 131.2,68.9 131.3,69 131.3,69 131.3,69 131.1,69.1" class="st1"></polyline>
	<line y2="65" x2="131.8" y1="69.1" x1="133.5" class="st1"></line>
	<line y2="68.6" x2="131.8" y1="68.5" x1="131.9" class="st1"></line>
	<line y2="68.8" x2="130.9" y1="68.8" x1="131.1" class="st1"></line>
	<polyline points="131,68.8 131,68.7 131,68.6" class="st1"></polyline>
	<line y2="68.6" x2="131.2" y1="68.7" x1="131.3" class="st1"></line>
	<line y2="68.8" x2="131.1" y1="68.8" x1="131.1" class="st1"></line>
	<line y2="68.6" x2="131.2" y1="68.7" x1="131.1" class="st1"></line>
	<line y2="76.6" x2="135.2" y1="79.8" x1="136.5" class="st1"></line>
	<polyline points="130,82.2 130.2,82.2 130.3,82.3 130.6,82.3 131.4,82.4 132.4,82.3 133,82.3 134.9,82 135,82 
		135.7,81.8 136.4,81.4 136.5,81.4 137,80.9 137.4,80.2 137.5,80 137.5,79.7 137.4,79.6 137,79.4 136.5,79.2 136.3,79.2" class="st1"></polyline>
	<polyline points="134.7,82 134.6,82 134.5,82" class="st1"></polyline>
	<line y2="83.2" x2="131.5" y1="84.9" x1="132.7" class="st1"></line>
	<polyline points="128.8,80.5 128.7,80.6 128.4,80.9 128.2,81.2 128.2,81.4 128.3,81.5 128.4,81.7 128.6,81.7 129.3,82 
		129.9,82.2" class="st1"></polyline>
	<line y2="83.8" x2="131.9" y1="83.2" x1="131.5" class="st1"></line>
	<polyline points="133.5,86.4 174.8,188.3 175.2,189.3 176.1,192.6 176.2,192.8 176.6,192.9 177.1,192.8 177.9,192.6 
		178.6,192.3 179.3,192 179.8,191.6 180,191.3 179.9,191.1 178.3,188 177.8,187.1 136.4,85" class="st1"></polyline>
	<line y2="83.9" x2="136.1" y1="84.2" x1="136.1" class="st1"></line>
	<line y2="82.4" x2="132.9" y1="82.3" x1="132.8" class="st1"></line>
	<line y2="82.4" x2="132.8" y1="82.3" x1="132.7" class="st1"></line>
	<polyline points="136.2,83.4 136.2,83.9 136.2,84.3 136.2,84.5 136.4,85.1" class="st1"></polyline>
	<polyline points="132.3,84.2 132.8,85.1 133.1,85.6 133.4,86.4" class="st1"></polyline>
	<polyline points="134.7,82.9 134.6,83.3 134.4,83.8" class="st1"></polyline>
	<polyline points="134.3,82.1 134.3,82.3 134.3,82.4" class="st1"></polyline>
	<polyline points="132.3,84.3 131.3,83.2 130.6,82.4 130.7,82.3" class="st1"></polyline>
	<line y2="80" x2="128.6" y1="81" x1="129" class="st1"></line>
	<polyline points="126.2,78.9 126.1,78.7 126.1,78.6 127.4,77.8" class="st1"></polyline>
	<polyline points="131.6,82.2 131.6,82.2 132,82.2" class="st1"></polyline>
	<line y2="82.2" x2="132" y1="82.3" x1="131.9" class="st1"></line>
	<line y2="82.2" x2="132.1" y1="82.3" x1="132" class="st1"></line>
	<polyline points="132.5,82.3 132.4,82.3 132.4,82.3" class="st1"></polyline>
	<polyline points="135.8,81.7 135.8,81.8 135.8,82.1" class="st1"></polyline>
	<polyline points="131.9,82.3 132.1,82.3 132.4,82.3 132.5,82.3" class="st1"></polyline>
	<line y2="84.3" x2="136.1" y1="83.6" x1="136.2" class="st1"></line>
	<polyline points="134.8,82.5 134.9,82.1 134.9,82" class="st1"></polyline>
	<polyline points="133.5,82.2 133.4,82.3 133.4,82.4" class="st1"></polyline>
	<polyline points="136.1,81.8 136,82 135.7,82.2 135.3,82.3 134.9,82.4 132.8,82.4 131.1,82.4 130.8,82.4 130.8,82.3" class="st1"></polyline>
	<line y2="82.3" x2="132.3" y1="82.3" x1="132.3" class="st1"></line>
	<polyline points="179.8,191.4 179.6,191.1 179.5,190.7 179.2,190.3 179,189.9 178.8,189.5 178.6,189.2 178.4,188.8 
		136.4,85.4 136.2,84.9" class="st1"></polyline>
	<line y2="84.3" x2="136.1" y1="82.7" x1="136.3" class="st1"></line>
	<polyline points="136,81.6 136.2,81.7 136.3,82.6 136.3,82.7 136,84.3" class="st1"></polyline>
	<polyline points="176.1,192.5 175.9,192.6 175.6,193.1 175.7,193.3 175.9,193.6 176.4,193.7 176.9,193.6 177.6,193.5 
		178.3,193.3 179,193 179.7,192.6 180.2,192.3 180.6,191.9 180.7,191.6 180.7,191.3 180.7,191.1 180.4,191 179.9,190.9 179.8,190.9" class="st1"></polyline>
	<polyline points="180.7,191.6 180.8,191.7 180.6,192.1 180.7,192.7 180.9,193.3 181.1,193.6 181.5,194.1 182,194.8 
		183.3,198 183.6,198.1" class="st1"></polyline>
	<polyline points="183.6,197.8 184.3,197.9 184.5,198.2 187.3,205.1 187.5,205.2 187.6,205.6 187.6,205.8" class="st1"></polyline>
	<polyline points="181.4,211.7 181.5,211.9 181.9,212 182.3,212.1 182.9,212 183.5,211.9 184.3,211.8 185.1,211.5 
		185.9,211.2 186.6,210.9 187.4,210.5 188,210.1 188.6,209.7 189,209.3 189.3,209 189.4,208.7 189.4,208.4 189.3,208.2" class="st1"></polyline>
	<polyline points="180.8,208.5 180.2,209.3 181.1,211.5 181.2,211.7 182.7,211.8 183.5,211.8 184.3,211.6 185.5,211.1 
		187.7,210.1 188.3,209.7 188.9,209 189.5,208.2 188.6,206 188.5,205.7 187.6,205.7" class="st1"></polyline>
	<polyline points="181,209.2 180.9,208.9 180.8,208.5" class="st1"></polyline>
	<polyline points="180.9,208.7 180.8,208.6 180.7,208.4 180.5,208 180.5,207.8" class="st1"></polyline>
	<polyline points="178.4,199.8 178.1,200 177.7,200.6 177.7,200.9 177.9,201.3 180.7,208.2" class="st1"></polyline>
	<line y2="200" x2="178.5" y1="200.2" x1="178.4" class="st1"></line>
	<polyline points="176.9,194.9 177,195.2 177,195.9 177.2,196.7 177.3,197 178.6,200.2" class="st1"></polyline>
	<polyline points="177,195.1 176.7,194.3 176.3,193.8 175.9,193.6 175.9,193.6" class="st1"></polyline>
	<polyline points="189.4,208.8 189.4,208.9 189.3,209.2 188.9,209.8 188,210.5 186.7,211.2 185.2,211.8 183.8,212.2 
		182.7,212.3 182,212.2 181.7,212 181.7,211.9" class="st1"></polyline>
	<polyline points="183,212.3 184,214.8 184.3,215.1 184.6,215.2 185.3,215.3 186.1,215.1 187.1,214.8 188.1,214.4 
		188.9,213.9 189.4,213.4 189.6,213.1 189.8,212.6 188.7,210" class="st1"></polyline>
	<line y2="67" x2="122.4" y1="70.9" x1="123.9" class="st1"></line>
	<line y2="70.6" x2="123.6" y1="67" x1="122.1" class="st1"></line>
	<line y2="70.3" x2="123.4" y1="67" x1="122" class="st1"></line>
	<polyline points="189.5,213.6 189.4,213.8 190.4,216.1 190.3,216.6 190.2,216.9 189.9,217.2 189,218 188.6,218.2 
		188.2,218.3 187,218.3 186.5,218.2 186.1,217.9 185.1,215.5" class="st1"></polyline>
	<polyline points="184.9,215.3 184.9,215.3 185.1,215.6 185.3,215.7" class="st1"></polyline>
</g>
<g id="ID_1512-2">
	<polyline points="223.5,200.9 223.6,201.2 223.3,201.6 222.7,202.1 221.8,202.6 220.8,203 219.8,203.3 218.9,203.4 
		218.4,203.3 218.3,203" class="st0"></polyline>
	<polyline points="224.2,200.7 224.4,201.1 224,201.6 223.2,202.2 222,202.9 220.7,203.4 219.5,203.7 218.5,203.8 
		217.8,203.7 217.7,203.3" class="st0"></polyline>
	<polyline points="217.8,189.9 217.8,190 217.7,190.3 217.3,190.6 216.5,191 215.6,191.3 215,191.3 214.8,191.1" class="st0"></polyline>
	<polyline points="218.2,190.8 218.3,191 218.1,191.2 217.7,191.5 217.2,191.8 216.6,192.1 216,192.2 215.5,192.3 
		215.2,192.2 215.1,192.1" class="st0"></polyline>
	<line y2="191.7" x2="218.3" y1="191.6" x1="218.3" class="st0"></line>
	<line y2="192" x2="218.5" y1="191.9" x1="218.5" class="st0"></line>
	<polyline points="216.7,193.1 217,193 217.3,192.9" class="st0"></polyline>
	<polyline points="216.5,192.7 216.8,192.6 217.1,192.5" class="st0"></polyline>
	<polyline points="217,193.9 217.3,193.8 217.6,193.7" class="st0"></polyline>
	<polyline points="216.8,193.5 217.1,193.4 217.4,193.3" class="st0"></polyline>
	<polyline points="218,195 217.7,195.1 217.5,195.1" class="st0"></polyline>
	<line y2="193.1" x2="219.2" y1="193" x1="219.2" class="st0"></line>
	<line y2="193.5" x2="219.4" y1="193.4" x1="219.4" class="st0"></line>
	<line y2="192.3" x2="218.7" y1="192.4" x1="218.7" class="st0"></line>
	<line y2="192.7" x2="218.9" y1="192.7" x1="218.9" class="st0"></line>
	<polyline points="216.2,196.6 216.6,196.7 217.3,196.6 218.2,196.4 219,196 219.8,195.6 220.3,195.2 220.6,194.8" class="st0"></polyline>
	<line y2="193.8" x2="219.6" y1="193.9" x1="219.6" class="st0"></line>
	<polyline points="217,197.9 217.3,198 218,197.9 218.7,197.7 219.5,197.4 220.2,197 220.7,196.6 220.9,196.3" class="st0"></polyline>
	<polyline points="217,198.6 217.1,198.9 217.5,199 218.2,198.9 219.1,198.7 220,198.3 220.8,197.9 221.3,197.4 
		221.6,197.1 221.5,196.8" class="st0"></polyline>
	<polyline points="216.6,197.1 217,197.1 217.6,197.1 218.4,196.9 219.2,196.5 219.9,196.2 220.4,195.8 220.6,195.4" class="st0"></polyline>
	<polyline points="217.9,194.5 217.6,194.6 217.3,194.7" class="st0"></polyline>
	<polyline points="217.1,194.3 217.4,194.2 217.7,194.1" class="st0"></polyline>
	<polyline points="221,196.3 221.1,196.6 220.9,196.9 220.4,197.3 219.7,197.7 218.9,198 218.1,198.3 217.4,198.3 
		217,198.2 216.9,198" class="st0"></polyline>
	<polyline points="221.9,197.5 222,197.8 221.8,198.2 221.2,198.7 220.3,199.1 219.4,199.5 218.5,199.8 217.7,199.9 
		217.2,199.8" class="st0"></polyline>
	<polyline points="218.6,203 219,203.1 219.8,203 220.7,202.8 221.7,202.4 222.5,201.9 223.1,201.5 223.4,201.1 
		223.2,200.8" class="st0"></polyline>
	<polyline points="223.2,200.6 223.3,200.6 223.9,200.7 224,201 223.7,201.5 222.9,202.1 221.9,202.7 220.7,203.2 
		219.6,203.5 218.6,203.6 218.1,203.4 217.9,203.1 218.3,202.6" class="st0"></polyline>
	<polyline points="224.5,200.9 224.6,201.3 224.2,201.9 223.4,202.5 222.2,203.2 220.9,203.7 219.5,204.1 218.5,204.2 
		217.8,204.1" class="st0"></polyline>
	<polyline points="229.4,216.3 229.3,216.7 228.8,217.1 228.1,217.5 227.2,217.9 226.4,218.2 225.6,218.3 225.1,218.3" class="st0"></polyline>
	<polyline points="220.6,211.2 221.3,211.3 222.4,211.2 223.7,210.9 225.1,210.3 226.3,209.6 227.2,208.9 227.6,208.4" class="st0"></polyline>
	<polyline points="229.3,211.6 229.2,211.9 228.9,212.3 228.5,212.6 227.9,213 227.3,213.4 226.6,213.8 225.8,214.1 
		225.1,214.4 224.3,214.6 223.6,214.8 223,214.9 222.4,214.9 222,214.9 221.7,214.7" class="st0"></polyline>
	<polyline points="221,211.9 221.6,212.1 222.7,212 224,211.6 225.4,211.1 226.6,210.4 227.5,209.7 227.8,209.1" class="st0"></polyline>
	<polyline points="221.4,214.5 221.7,214.6 222.2,214.6 222.7,214.6 223.4,214.5 224.1,214.3 224.9,214.1 225.7,213.8 
		226.5,213.4 227.2,213.1 227.9,212.7 228.4,212.3 228.9,211.9 229.1,211.6 229.3,211.3 229.3,211" class="st0"></polyline>
	<polyline points="228.6,208.7 227.9,209.4 227.4,210.2 226.8,210.6 225,211.3 223.3,212.1 222.5,212.3 221.4,212.2 
		220.3,212.3 220.1,212" class="st0"></polyline>
	<line y2="212.3" x2="222.5" y1="214.5" x1="223.5" class="st0"></line>
	<polyline points="229.9,219.9 229.4,220.2 228.9,220.5 228.3,220.8 227.7,221 226.9,221.1" class="st0"></polyline>
	<polyline points="226.1,220.7 226.6,220.8 227.4,220.7 228.1,220.4 228.8,220.2 229.4,219.8 229.9,219.5 230.2,219.1 
		230.3,218.9" class="st0"></polyline>
	<polyline points="229.1,216.5 228.6,216.9 228,217.3 227.1,217.7 226.3,217.9 225.6,218 225.3,218" class="st0"></polyline>
	<polyline points="229.2,216.3 229.1,216.5 228.7,216.9 228,217.3 227.2,217.7 226.3,218 225.6,218.1 225.1,218.1 
		225,218" class="st0"></polyline>
	<polyline points="229.4,216.6 229.3,216.9 228.8,217.3 228.1,217.7 227.3,218.1 226.5,218.4 225.7,218.5 225.2,218.4" class="st0"></polyline>
	<polyline points="229.5,215.8 229,216.3 228.1,216.9 227,217.4 225.8,217.7 224.9,217.9 224.2,217.9" class="st0"></polyline>
	<polyline points="228.5,212.8 228.4,213.1 227.8,213.6 226.9,214.1 225.8,214.6 224.7,215 223.8,215.2 223.1,215.1 
		223,215" class="st0"></polyline>
	<line y2="212.5" x2="228.3" y1="210.2" x1="227.4" class="st0"></line>
	<polyline points="220.8,211.6 221.5,211.8 222.6,211.7 223.9,211.3 225.3,210.8 226.5,210.1 227.3,209.4 227.7,208.8 
		227.6,208.5" class="st0"></polyline>
	<polyline points="226.8,210.6 227.7,212.9 224.2,214.3 223.3,212.1" class="st0"></polyline>
	<polyline points="220.8,211.5 221.5,211.6 222.5,211.5 223.9,211.1 225.2,210.6 226.4,209.9 227.2,209.3 227.6,208.7" class="st0"></polyline>
	<polyline points="227.6,208.5 227.8,208.5 228.1,208.7 228.2,209 227.9,209.4 227.2,210.1 226,210.9 224.5,211.5 
		223,212 221.7,212.2 220.9,212.2 220.5,211.8 220.7,211.3" class="st0"></polyline>
	<polyline points="220.8,211.3 221.4,211.5 222.5,211.4 223.8,211 225.2,210.5 226.3,209.8 227.2,209.1 227.6,208.6" class="st0"></polyline>
	<polyline points="220.6,211 221.3,211.1 222.3,211 223.7,210.6 225,210.1 226.2,209.4 227,208.8 227.4,208.2 
		227.3,207.8" class="st0"></polyline>
	<polyline points="223.5,214.5 221.2,214.5 220.3,212.3" class="st0"></polyline>
	<polyline points="176.1,84.5 176,84.4 175.9,84.4" class="st0"></polyline>
	<polyline points="215.6,196.1 216.1,196.2 216.7,196.2 217.4,196 218.1,195.8 218.9,195.5 219.5,195.1 220.1,194.7 
		220.5,194.4 220.6,194.1" class="st0"></polyline>
	<polyline points="215.8,196.4 216.3,196.5 217.1,196.4 218,196.2 219,195.8 219.8,195.3 220.4,194.8 220.7,194.4" class="st0"></polyline>
	<polyline points="217.6,195.4 217.9,195.4 218,195.3" class="st0"></polyline>
	<line y2="194.1" x2="219.7" y1="194.2" x1="219.7" class="st0"></line>
	<line y2="194.3" x2="220.7" y1="194.4" x1="220.7" class="st0"></line>
	<polyline points="175.3,84.6 175.3,84.8 175.2,85.2 175.1,85.6 175,86 174.9,86.5 174.8,86.9 174.7,87.3 174.6,87.7 
		174.6,88 174.6,88.4 174.7,88.8 174.8,89.2 216.8,192.6 217,193 217.1,193.4 217.4,194.2 217.6,194.6" class="st0"></polyline>
	<line y2="84.7" x2="174.5" y1="84.6" x1="174.1" class="st0"></line>
	<line y2="84.7" x2="174.6" y1="84.7" x1="174.6" class="st0"></line>
	<polyline points="173.4,85.8 173.4,86.3 173.3,86.8 173.3,87.3 173.3,87.7" class="st0"></polyline>
	<polyline points="164,69 163.2,69.5 162.8,69.6" class="st0"></polyline>
	<line y2="64.2" x2="160" y1="64.2" x1="160.3" class="st0"></line>
	<polyline points="159.5,62.9 159.8,62.9 160.9,62.2" class="st0"></polyline>
	<line y2="64.4" x2="168.4" y1="64.4" x1="168.7" class="st0"></line>
	<polyline points="167.9,63 168.2,63 169.3,62.3" class="st0"></polyline>
	<polyline points="159.1,65.3 159.4,65.5 160.7,65.7 162.2,65.7 163.8,65.7 165.6,65.6 166.3,65.5 167.1,65.3 
		167.8,64.9 168.5,64.5 168.7,64.4 168.2,63" class="st0"></polyline>
	<polyline points="169.8,63.7 170,63.6 170.5,63.2 170.8,62.9 170.7,62.6" class="st0"></polyline>
	<polyline points="169.4,62.6 170,62.7 170.3,62.8" class="st0"></polyline>
	<polyline points="161.4,63.5 161.6,63.4 162.2,63.1 162.8,62.8 163.4,62.7 163.9,62.6 165.7,62.4 167.3,62.4 
		168.7,62.5" class="st0"></polyline>
	<polyline points="159.6,65.1 159.6,64.9 159.8,64.7 160.2,64.4 160.3,64.2 159.8,62.9" class="st0"></polyline>
	<polyline points="163.9,69.1 164,69 163.3,67.4 163.1,67.1 162.9,66.8 162.6,66.7 162.4,66.8" class="st0"></polyline>
	<polyline points="161.6,67.3 161.8,67.2 162.2,67.4 162.6,67.9 163.2,69.5" class="st0"></polyline>
	<line y2="75.8" x2="166" y1="75.8" x1="165.9" class="st0"></line>
	<line y2="74" x2="166.9" y1="69.9" x1="165.2" class="st0"></line>
	<polyline points="171.9,71.3 171.9,71.3 172,71.2 172,71.2" class="st0"></polyline>
	<polyline points="172,71.4 172.1,71.5 172.1,71.5" class="st0"></polyline>
	<line y2="71.6" x2="172" y1="71.5" x1="172.1" class="st0"></line>
	<line y2="71.6" x2="171.9" y1="71.6" x1="171.9" class="st0"></line>
	<polyline points="171.3,71.6 171.3,71.6 171.3,71.7 171.3,71.8" class="st0"></polyline>
	<polyline points="171.9,71.7 171.9,71.6 171.8,71.6 171.9,71.4" class="st0"></polyline>
	<polyline points="171.8,71.3 171.8,71.3 171.7,71.3" class="st0"></polyline>
	<line y2="71.2" x2="172" y1="71.2" x1="171.9" class="st0"></line>
	<line y2="71.3" x2="171.3" y1="71.3" x1="171.2" class="st0"></line>
	<polyline points="171.3,71.8 171.3,71.8 171.3,71.9" class="st0"></polyline>
	<polyline points="171.1,71.2 171.2,71.2 171.2,71.3 171.2,71.4 171.2,71.4" class="st0"></polyline>
	<polyline points="171.4,69.8 171,70.1 171.1,70.2" class="st0"></polyline>
	<line y2="70.6" x2="171.2" y1="70.3" x1="171.3" class="st0"></line>
	<polyline points="171.2,71.4 171.2,71.3 171.2,71.3 171.1,71.2" class="st0"></polyline>
	<line y2="71.2" x2="171.2" y1="71.3" x1="171" class="st0"></line>
	<polyline points="171.4,70.7 171.3,70.6 171.3,70.4" class="st0"></polyline>
	<line y2="70.6" x2="170.9" y1="70.7" x1="170.9" class="st0"></line>
	<polyline points="171.5,71.2 171.4,71 171.4,70.9" class="st0"></polyline>
	<line y2="70.9" x2="171.8" y1="70.9" x1="171.9" class="st0"></line>
	<polyline points="171,70.7 171,70.7 171,70.8 170.8,71" class="st0"></polyline>
	<polyline points="171.8,70.9 171.8,70.9 171.8,71 171.8,71" class="st0"></polyline>
	<polyline points="171.9,71.1 171.8,71.2 171.6,71.2 171.6,71.4 171.7,71.5" class="st0"></polyline>
	<line y2="69.9" x2="171.5" y1="69.9" x1="171.4" class="st0"></line>
	<line y2="70.3" x2="171.5" y1="70.2" x1="171.5" class="st0"></line>
	<line y2="70.2" x2="171.3" y1="70" x1="171.5" class="st0"></line>
	<line y2="70.2" x2="171.3" y1="70" x1="171.4" class="st0"></line>
	<polyline points="170.8,70.1 170.4,70.3 170.4,70.4" class="st0"></polyline>
	<polyline points="171.4,70.2 171.2,70.2 171.2,70.1 171.2,70.1 171.3,70.1" class="st0"></polyline>
	<line y2="72.4" x2="171.7" y1="72.5" x1="171.7" class="st0"></line>
	<polyline points="170.8,70.2 170.4,70.5 170.5,70.5" class="st0"></polyline>
	<line y2="71" x2="170.6" y1="70.7" x1="170.7" class="st0"></line>
	<line y2="69.3" x2="170.5" y1="69.4" x1="170.3" class="st0"></line>
	<line y2="69.3" x2="170.5" y1="69.4" x1="170.4" class="st0"></line>
	<polyline points="171.4,69.7 171,70 171,70" class="st0"></polyline>
	<polyline points="171.4,70.6 171.6,70.4 171.6,70.3 171.6,70.3" class="st0"></polyline>
	<polyline points="171.8,72.1 172.1,71.9 172.2,71.8" class="st0"></polyline>
	<polyline points="170.8,69.1 170.9,69.1 171.1,69" class="st0"></polyline>
	<polyline points="170.9,69.1 170.8,69.1 170.8,69.1 170.8,69" class="st0"></polyline>
	<polyline points="170.8,71.1 170.6,71 170.7,70.8" class="st0"></polyline>
	<line y2="69.4" x2="170.9" y1="69.4" x1="170.9" class="st0"></line>
	<line y2="72.6" x2="171.3" y1="72.7" x1="171.5" class="st0"></line>
	<polyline points="171.1,72.1 171.3,71.9 171.5,71.8" class="st0"></polyline>
	<polyline points="171.5,72.1 171.4,72.1 171.1,72.1 171.1,72.1 171.3,71.9" class="st0"></polyline>
	<line y2="71.9" x2="171.4" y1="72.1" x1="171.4" class="st0"></line>
	<polyline points="171.2,71.8 171.1,71.7 171.2,71.5 171.3,71.5" class="st0"></polyline>
	<line y2="71.5" x2="170.9" y1="71.6" x1="171" class="st0"></line>
	<line y2="71.5" x2="171" y1="71.5" x1="170.9" class="st0"></line>
	<polyline points="171,71.4 171,71.4 171.1,71.4" class="st0"></polyline>
	<polyline points="171.1,71.2 171,71.3 170.9,71.5" class="st0"></polyline>
	<line y2="71.5" x2="170.8" y1="71.3" x1="170.9" class="st0"></line>
	<line y2="73.8" x2="168.9" y1="69.8" x1="167.3" class="st0"></line>
	<polyline points="170.8,70.7 170.8,70.6 170.6,70.6 170.6,70.5" class="st0"></polyline>
	<line y2="70.4" x2="170.8" y1="70.6" x1="170.7" class="st0"></line>
	<polyline points="170.8,70.6 170.6,70.6 170.6,70.5 170.6,70.5" class="st0"></polyline>
	<line y2="70.4" x2="170.9" y1="70.6" x1="170.7" class="st0"></line>
	<line y2="70.3" x2="170.9" y1="70.3" x1="170.8" class="st0"></line>
	<polyline points="171.3,69.3 171.2,69.3 171.3,69.2 171.3,69.1" class="st0"></polyline>
	<polyline points="171.3,69.3 171.3,69.3 171.3,69.2 171.3,69.2" class="st0"></polyline>
	<polyline points="171.3,72.6 171.4,72.4 171.6,72.3" class="st0"></polyline>
	<line y2="72.3" x2="171.6" y1="72.4" x1="171.5" class="st0"></line>
	<line y2="72.4" x2="171.4" y1="72.6" x1="171.3" class="st0"></line>
	<line y2="69.4" x2="171.2" y1="69.2" x1="171.1" class="st0"></line>
	<polyline points="171.5,72.5 171.5,72.5 171.4,72.5" class="st0"></polyline>
	<line y2="72.1" x2="172.2" y1="72" x1="172.1" class="st0"></line>
	<polyline points="172.1,71.9 171.9,72.1 171.9,72.1 172.2,72.1 172.3,72.1" class="st0"></polyline>
	<polyline points="171.1,69.2 171.1,69.2 171.2,69.3 171,69.4" class="st0"></polyline>
	<line y2="69.6" x2="170.6" y1="69.6" x1="170.6" class="st0"></line>
	<polyline points="170.1,69.6 170.1,69.6 170.3,69.4" class="st0"></polyline>
	<polyline points="170.2,69.9 170.2,69.9 170.3,69.8" class="st0"></polyline>
	<polyline points="170.9,69.4 170.9,69.4 170.9,69.3" class="st0"></polyline>
	<line y2="72.6" x2="171.3" y1="72.7" x1="171.4" class="st0"></line>
	<polyline points="171.2,69.1 170.8,69.3 170.9,69.3" class="st0"></polyline>
	<polyline points="171.6,72.5 171.7,72.4 171.7,72.4 171.6,72.3" class="st0"></polyline>
	<line y2="72.6" x2="171.4" y1="72.6" x1="171.5" class="st0"></line>
	<polyline points="170.5,69.5 170.3,69.6 170.3,69.7 170.4,69.8" class="st0"></polyline>
	<polyline points="171.6,72.3 171.6,72.4 171.7,72.4 171.6,72.5 171.7,72.5" class="st0"></polyline>
	<line y2="75.9" x2="172" y1="75.9" x1="170.5" class="st0"></line>
	<polyline points="169.5,78.6 173,78.7 175.2,77.3" class="st0"></polyline>
	<line y2="79.7" x2="168.5" y1="80.4" x1="168.7" class="st0"></line>
	<polyline points="166,81.4 170,81.5 170.8,81.5" class="st0"></polyline>
	<polyline points="176.2,84.4 176.1,84.6 175.8,84.8 175.4,85.1 174.9,85.2 174.5,85.3 170.8,85.2 170.6,85.1" class="st0"></polyline>
	<line y2="85.2" x2="173.3" y1="85" x1="173.1" class="st0"></line>
	<line y2="85" x2="173.5" y1="85.3" x1="173.5" class="st0"></line>
	<line y2="84.9" x2="174.1" y1="85.2" x1="174.1" class="st0"></line>
	<polyline points="169.3,84.8 169.8,84.9 170,84.9 170.2,85 170.2,85 170.5,85.1 170.6,85.1" class="st0"></polyline>
	<line y2="84.9" x2="173.8" y1="85.2" x1="173.8" class="st0"></line>
	<polyline points="170.1,85 170.2,85 170.3,85" class="st0"></polyline>
	<polyline points="172,85 171.9,84.9 171.5,85" class="st0"></polyline>
	<line y2="85.1" x2="171.8" y1="85.2" x1="171.9" class="st0"></line>
	<polyline points="176.5,82.6 176.5,82.8 176,83.2 175.3,83.6 174.5,83.9 172.6,84.2 171.1,84.2 169.8,84.1 169,83.7" class="st0"></polyline>
	<line y2="80.5" x2="168.6" y1="79.8" x1="168.3" class="st0"></line>
	<polyline points="177.4,82.5 177.4,82.7 177.1,83 176.6,83.4 175.9,83.8 175.2,84.1 174.6,84.3 174.1,84.4 173.1,84.6 
		172.2,84.7 171.3,84.8 170.5,84.8 169.8,84.7 169.1,84.6 168.6,84.5 168.2,84.3" class="st0"></polyline>
	<polyline points="172.4,85.1 172.4,85 172.3,85" class="st0"></polyline>
	<line y2="85" x2="172" y1="85.1" x1="172.1" class="st0"></line>
	<line y2="81.1" x2="172.8" y1="81" x1="172.5" class="st0"></line>
	<polyline points="170.7,77.8 172,77.9 172.4,77.8 172.8,77.6" class="st0"></polyline>
	<line y2="78.4" x2="172.9" y1="78.7" x1="173" class="st0"></line>
	<polyline points="167.9,80.5 168.4,80.6 169.4,80.7 170.7,80.7 172.2,80.5 172.2,80.5" class="st0"></polyline>
	<line y2="81.6" x2="165.7" y1="81.7" x1="165.7" class="st0"></line>
	<polyline points="170.1,81.8 169.9,82 165.3,81.9" class="st0"></polyline>
	<polyline points="169.4,78.2 169.4,78.2 169.6,78.6" class="st0"></polyline>
	<line y2="75.2" x2="168.7" y1="75.2" x1="168.2" class="st0"></line>
	<line y2="77.9" x2="169.4" y1="78.6" x1="169.7" class="st0"></line>
	<line y2="82" x2="169.9" y1="82.8" x1="170.2" class="st0"></line>
	<polyline points="168.9,78.7 169.6,78.6 169.7,78.6" class="st0"></polyline>
	<line y2="79.7" x2="173.1" y1="80.4" x1="173.3" class="st0"></line>
	<polyline points="173,77.5 177.2,74.8 177.5,74.5" class="st0"></polyline>
	<line y2="75.4" x2="171" y1="74.9" x1="170.7" class="st0"></line>
	<line y2="77.9" x2="172.3" y1="78.5" x1="172.6" class="st0"></line>
	<polyline points="170.5,75.7 172,75.7 172,75.9" class="st0"></polyline>
	<polyline points="171,71.7 171,71.7 171,71.9" class="st0"></polyline>
	<line y2="71.8" x2="171.2" y1="71.8" x1="171.1" class="st0"></line>
	<line y2="71.8" x2="171.2" y1="71.8" x1="171.1" class="st0"></line>
	<line y2="71.7" x2="171.4" y1="71.6" x1="171.3" class="st0"></line>
	<line y2="69.4" x2="170.3" y1="69.1" x1="170.4" class="st0"></line>
	<line y2="69.4" x2="170.2" y1="69.1" x1="170.4" class="st0"></line>
	<polyline points="170.8,69.2 170.8,69.2 170.8,69.1" class="st0"></polyline>
	<line y2="75.4" x2="170.8" y1="75.4" x1="170.7" class="st0"></line>
	<polyline points="172.1,71.8 172.1,71.9 172.1,71.9" class="st0"></polyline>
	<polyline points="170.1,69.3 170.1,69.4 170.3,69.4" class="st0"></polyline>
	<polyline points="171,69.9 170.9,69.8 171.3,69.6" class="st0"></polyline>
	<polyline points="165.2,74 166.9,74 167.2,73.8 168.9,73.8 169.3,73.6 169.6,73.6 170.2,73.5 171,73.3 171.3,73.3 
		173.5,71.8" class="st0"></polyline>
	<line y2="73.1" x2="163.4" y1="73.1" x1="163.3" class="st0"></line>
	<line y2="73.5" x2="163.8" y1="73.4" x1="163.5" class="st0"></line>
	<line y2="73.8" x2="167.2" y1="69.9" x1="165.7" class="st0"></line>
	<line y2="76.8" x2="166.4" y1="76.9" x1="166.7" class="st0"></line>
	<polyline points="175.3,73.4 175.3,73.6 175.1,74 172.1,75.9 172,75.9 171.6,76 171.3,76.1 165.8,76" class="st0"></polyline>
	<polyline points="170.7,75.4 171,75.4 173.8,73.6" class="st0"></polyline>
	<polyline points="171.8,71.1 171.9,71.2 171.9,71.2 171.9,71.3" class="st0"></polyline>
	<line y2="71.4" x2="171.7" y1="71.4" x1="171.7" class="st0"></line>
	<line y2="68.8" x2="170.2" y1="67.8" x1="171.6" class="st0"></line>
	<polyline points="170.4,69.8 170.5,69.7 170.6,69.6 170.4,69.6" class="st0"></polyline>
	<polyline points="171.9,71.7 171.7,71.7 171.7,71.6 171.8,71.5" class="st0"></polyline>
	<line y2="73.3" x2="171.3" y1="69.2" x1="169.6" class="st0"></line>
	<polyline points="163.6,78.4 168.5,78.5 169.4,77.9 171.8,78 172.3,77.9 172.8,77.6 172.1,75.9" class="st0"></polyline>
	<line y2="74.8" x2="164.6" y1="74.9" x1="165.9" class="st0"></line>
	<polyline points="176,70.9 175.8,71.2 171.4,74 170.9,74.3 170.4,74.4 160.9,74.1 160.7,74" class="st0"></polyline>
	<polyline points="167.8,74.8 167.7,74.9 167.4,75 166.3,75.1 165.6,75.1 163,75.1 162.8,75" class="st0"></polyline>
	<polyline points="164.5,77.8 162.4,77.8 162.2,77.6" class="st0"></polyline>
	<polyline points="167.9,75.7 167.7,75.8 166.7,75.9 166,75.9" class="st0"></polyline>
	<line y2="73.6" x2="169.3" y1="69.7" x1="167.7" class="st0"></line>
	<polyline points="171.5,71.1 171.6,71 171.6,71 171.6,70.8 171.8,70.8" class="st0"></polyline>
	<line y2="74.3" x2="170.9" y1="74.8" x1="171.1" class="st0"></line>
	<polyline points="170.4,82.3 170.4,82.3 170.9,82 171,81.9 170.8,81.5 170.8,81.4 172.2,80.5" class="st0"></polyline>
	<line y2="79.2" x2="168.8" y1="78.5" x1="168.5" class="st0"></line>
	<line y2="74.9" x2="168.6" y1="74.9" x1="168.1" class="st0"></line>
	<line y2="73.7" x2="165.1" y1="73.7" x1="163.9" class="st0"></line>
	<polyline points="166.1,76.7 166.1,76.7 165.9,76.4" class="st0"></polyline>
	<polyline points="164.6,79.5 164.3,79.4 164.2,79.1" class="st0"></polyline>
	<polyline points="178.2,76.3 178,76.6 173.6,79.4 173.1,79.7 172.6,79.8 168.5,79.7 168.3,79.8 167.4,79.8 167.3,79.8 
		167,79.8 166.5,79.7 163.1,79.6 162.9,79.5" class="st0"></polyline>
	<line y2="74.7" x2="161.1" y1="74.1" x1="160.9" class="st0"></line>
	<line y2="77.8" x2="162.4" y1="78.4" x1="162.6" class="st0"></line>
	<line y2="75.1" x2="163" y1="76" x1="163.4" class="st0"></line>
	<line y2="63.1" x2="170.2" y1="62.7" x1="170" class="st0"></line>
	<polyline points="170,63.6 171.6,67.5 171.6,67.8 171.5,68" class="st0"></polyline>
	<line y2="64.4" x2="160.2" y1="65.3" x1="160.6" class="st0"></line>
	<line y2="65.4" x2="165.1" y1="62.6" x1="164" class="st0"></line>
	<line y2="65.5" x2="162.5" y1="63.4" x1="161.6" class="st0"></line>
	<line y2="67.9" x2="162.6" y1="67.4" x1="163.3" class="st0"></line>
	<polyline points="160.7,69.3 161,69.4 161.3,69.6" class="st0"></polyline>
	<polyline points="159.4,65.5 161,69.4 162.3,69.6 162.7,69.6" class="st0"></polyline>
	<polyline points="172.4,66.8 172.1,67.1 171.6,67.5 170.1,68.5 169.4,68.9 168.7,69.2 167.9,69.4 167.2,69.5 
		165.4,69.7 163.8,69.7 162.9,69.6" class="st0"></polyline>
	<polyline points="170.8,69.1 170.8,69.1 170.9,69.1" class="st0"></polyline>
	<polyline points="171.2,69.4 171.2,69.2 171.1,69.2" class="st0"></polyline>
	<polyline points="171.2,69.3 171.2,69.2 171.1,69.2" class="st0"></polyline>
	<polyline points="171.1,71.2 171.2,71.3 171.3,71.3" class="st0"></polyline>
	<polyline points="171.2,71.3 171.2,71.3 171.2,71.2" class="st0"></polyline>
	<polyline points="172.1,71.5 172,71.4 172,71.4" class="st0"></polyline>
	<line y2="77.3" x2="178.3" y1="76.6" x1="178" class="st0"></line>
	<line y2="74.8" x2="177.2" y1="75.5" x1="177.5" class="st0"></line>
	<line y2="71.2" x2="175.8" y1="71.7" x1="176" class="st0"></line>
	<line y2="76.2" x2="173.5" y1="76.1" x1="173.3" class="st0"></line>
	<line y2="79.4" x2="173.6" y1="80.1" x1="173.9" class="st0"></line>
	<polyline points="174.2,84.2 174.1,84.4 174.2,84.6 174.6,84.7" class="st0"></polyline>
	<polyline points="174.5,84.7 174.5,84.7 174.6,84.7" class="st0"></polyline>
	<polyline points="175,88.7 174.7,88.8 174.4,88.8" class="st0"></polyline>
	<polyline points="174.2,87.4 174.3,87.6 174.6,87.7 174.9,87.6" class="st0"></polyline>
	<polyline points="174.3,87 174.4,87.2 174.7,87.3 175,87.3" class="st0"></polyline>
	<polyline points="175.1,87.8 174.9,88 174.6,88 174.3,88 174.2,87.8" class="st0"></polyline>
	<polyline points="175.3,88.9 175.1,89 174.8,89.2 174.5,89.2 174.4,89.2" class="st0"></polyline>
	<line y2="88.2" x2="176.4" y1="88.3" x1="176.2" class="st0"></line>
	<polyline points="176.3,87.8 176.4,87.9 176.2,88.2 175.9,88.5 175.3,88.8 174.7,89 174.2,89.2 173.7,89.2" class="st0"></polyline>
	<polyline points="174.8,84.9 174.9,85.1 175,85.1" class="st0"></polyline>
	<polyline points="174.4,86.5 174.5,86.8 174.8,86.9 175.1,86.9" class="st0"></polyline>
	<polyline points="175,86 174.7,85.9 174.6,85.7" class="st0"></polyline>
	<line y2="85.2" x2="172.4" y1="85.1" x1="172.6" class="st0"></line>
	<polyline points="174.5,86.1 174.6,86.3 174.9,86.5 175.2,86.5" class="st0"></polyline>
	<polyline points="170.4,85 170.4,85 170.5,85" class="st0"></polyline>
	<line y2="86.3" x2="173.4" y1="86.4" x1="173.7" class="st0"></line>
	<polyline points="169.7,84.9 170,84.9 170.1,85" class="st0"></polyline>
	<line y2="85.1" x2="171.4" y1="85.1" x1="172.2" class="st0"></line>
	<line y2="82" x2="170.9" y1="81.9" x1="170.2" class="st0"></line>
	<line y2="80.5" x2="167.5" y1="79.8" x1="167.3" class="st0"></line>
	<line y2="81.8" x2="169.7" y1="81.7" x1="169.6" class="st0"></line>
	<polyline points="170.1,81.8 170,81.5 170,81.5" class="st0"></polyline>
	<line y2="79.8" x2="167" y1="80.5" x1="167.3" class="st0"></line>
	<line y2="81.9" x2="170.2" y1="81.9" x1="171" class="st0"></line>
	<line y2="80.5" x2="172.2" y1="81" x1="172.5" class="st0"></line>
	<line y2="84.9" x2="171.5" y1="84.9" x1="171.9" class="st0"></line>
	<polyline points="172,85 172,85 172,85" class="st0"></polyline>
	<line y2="85.2" x2="171.8" y1="85.1" x1="171.8" class="st0"></line>
	<polyline points="172.2,85.1 172.1,85.1 172,85" class="st0"></polyline>
	<line y2="84.1" x2="168.3" y1="84.2" x1="168.2" class="st0"></line>
	<line y2="85.1" x2="172.4" y1="85.1" x1="173" class="st0"></line>
	<line y2="84.6" x2="174" y1="84.6" x1="174.1" class="st0"></line>
	<line y2="84.6" x2="174" y1="84.8" x1="174.5" class="st0"></line>
	<polyline points="171.5,85.1 171.4,85.1 170.6,84.9 170.5,84.8 170.6,84.6" class="st0"></polyline>
	<line y2="81.2" x2="172.1" y1="81.1" x1="172.8" class="st0"></line>
	<line y2="80.5" x2="172.5" y1="81.1" x1="172.8" class="st0"></line>
	<line y2="82.7" x2="170.4" y1="84.2" x1="171.1" class="st0"></line>
	<polyline points="172.9,85.2 173.1,85 174.9,84.7" class="st0"></polyline>
	<polyline points="174.9,88.3 174.6,88.4 174.3,88.4 174.2,88.2" class="st0"></polyline>
	<line y2="85.1" x2="174.2" y1="85.2" x1="174.1" class="st0"></line>
	<polyline points="176.3,87.8 176.3,88.1 176.1,88.3 175.7,88.6 175.3,88.8 174.8,89 174.3,89.2 173.8,89.2 173.5,89.2 
		173.4,89.1" class="st0"></polyline>
	<line y2="85.9" x2="173.7" y1="85.8" x1="173.4" class="st0"></line>
	<line y2="85" x2="173.4" y1="85.2" x1="173.4" class="st0"></line>
	<line y2="85" x2="172.4" y1="85" x1="172.3" class="st0"></line>
	<line y2="83.9" x2="174.5" y1="80.4" x1="173.1" class="st0"></line>
	<polyline points="172,75.9 172.8,77.6 173.1,78.3" class="st0"></polyline>
	<line y2="75.7" x2="172" y1="73.6" x1="175.3" class="st0"></line>
	<polyline points="174,75.7 173.9,75.8 173.5,76.2 172.9,76.5 172.5,76.7 172.1,75.9 172,75.7" class="st0"></polyline>
	<line y2="73.3" x2="171" y1="69.3" x1="169.4" class="st0"></line>
	<polyline points="165.6,65.6 167.2,69.5 167.4,69.8" class="st0"></polyline>
	<polyline points="171.8,71.1 172,71.2 172,71.2" class="st0"></polyline>
	<polyline points="171.9,71.1 171.9,71.2 171.9,71.2" class="st0"></polyline>
	<polyline points="168.5,64.5 170.1,68.5 170.2,68.8 170,68.9" class="st0"></polyline>
	<line y2="71.7" x2="171.2" y1="71.7" x1="171.1" class="st0"></line>
	<polyline points="171.7,71.7 171.8,71.7 171.9,71.7" class="st0"></polyline>
	<polyline points="171.8,71.7 171.8,71.7 171.9,71.7" class="st0"></polyline>
	<line y2="73.6" x2="169.6" y1="69.7" x1="168.1" class="st0"></line>
	<line y2="74.9" x2="170.6" y1="74.4" x1="170.4" class="st0"></line>
	<line y2="75.8" x2="170.2" y1="75.4" x1="170" class="st0"></line>
	<line y2="75.6" x2="167.9" y1="74.9" x1="167.7" class="st0"></line>
	<line y2="75.1" x2="166.3" y1="75.9" x1="166.7" class="st0"></line>
	<line y2="77.2" x2="169.5" y1="77.3" x1="169.5" class="st0"></line>
	<polyline points="166.1,76.6 166.1,76.7 165.8,77" class="st0"></polyline>
	<line y2="75" x2="167.4" y1="75.8" x1="167.7" class="st0"></line>
	<line y2="79.7" x2="166.5" y1="80.3" x1="166.7" class="st0"></line>
	<polyline points="164.6,79.5 164.4,79.5 164.1,79.5" class="st0"></polyline>
	<line y2="79.4" x2="164" y1="79.4" x1="164.3" class="st0"></line>
	<polyline points="166.7,76.9 166.7,76.9 166.5,77.2" class="st0"></polyline>
	<line y2="79.8" x2="167.4" y1="80.5" x1="167.7" class="st0"></line>
	<polyline points="176.2,81.9 177.1,82.3 177.2,82.4 177.1,82.7 176.8,83 176.5,83.3 176,83.5 175.4,83.8 174.7,84 
		174.2,84.2 172.2,84.5 170.6,84.6 169.2,84.4 168.3,84.1 168.2,83.9 168.3,83.7" class="st0"></polyline>
	<polyline points="174.5,84.8 174.6,84.7 174.8,84.8 175.6,84.5 176.4,84.1" class="st0"></polyline>
	<line y2="82.3" x2="177.3" y1="82.3" x1="177.1" class="st0"></line>
	<polyline points="175,84.7 175.3,84.8 175.6,84.7 175.7,84.5" class="st0"></polyline>
	<polyline points="168.3,84.4 169.3,84.8 170.6,84.9 172.3,84.9 174.2,84.6 174.8,84.4 175.5,84.2 176.2,83.9 
		176.7,83.6 177.1,83.3 177.3,83" class="st0"></polyline>
	<line y2="80.7" x2="169.4" y1="80.4" x1="169.5" class="st0"></line>
	<polyline points="165.8,76.3 165.6,76.6 165.8,77 166.5,77.2 169.5,77.3 169.7,77.3" class="st0"></polyline>
	<line y2="74.6" x2="171.6" y1="74" x1="171.4" class="st0"></line>
	<line y2="78" x2="171.8" y1="78.7" x1="172.1" class="st0"></line>
	<line y2="78.2" x2="169.4" y1="78.3" x1="169.3" class="st0"></line>
	<line y2="79.8" x2="172.6" y1="80.5" x1="172.9" class="st0"></line>
	<polyline points="172.7,75.3 172.9,75.4 173.2,76.2" class="st0"></polyline>
	<line y2="74" x2="175.1" y1="74.8" x1="175.4" class="st0"></line>
	<polyline points="171.6,72.3 171.7,72.4 171.7,72.5" class="st0"></polyline>
	<polyline points="171.7,72.4 171.7,72.4 171.6,72.3" class="st0"></polyline>
	<line y2="76.1" x2="171.3" y1="77.9" x1="172" class="st0"></line>
	<polyline points="166.1,81.4 170,81.5 170.8,81.4" class="st0"></polyline>
	<line y2="80.3" x2="163.4" y1="79.6" x1="163.1" class="st0"></line>
	<polyline points="176.4,76.2 178.1,76.2 178.2,76.3 178.5,77 178.3,77.3 173.9,80.1 173.3,80.4 172.9,80.5 168.7,80.4 
		168.6,80.5 167.7,80.5 167.5,80.5 167.3,80.5 166.7,80.3 163.4,80.3 163.2,80.2 162.9,79.5 163.2,79.2 163.8,78.9" class="st1"></polyline>
	<line y2="76.2" x2="165.9" y1="76.3" x1="165.8" class="st1"></line>
	<line y2="74.8" x2="164.6" y1="74.8" x1="164.6" class="st1"></line>
	<polyline points="164.6,76 162.4,77.4 162.2,77.6 162.5,78.3 162.6,78.4 163.6,78.5" class="st1"></polyline>
	<polyline points="164.2,79.1 168.8,79.2 169,79 169,79 168.9,78.6 168.9,78.5 169.4,78.2" class="st1"></polyline>
	<polyline points="170.5,75.9 170.5,75.7 170.8,75.6 170.8,75.4" class="st1"></polyline>
	<polyline points="171.8,71.1 171.8,71.3 171.8,71.3" class="st1"></polyline>
	<polyline points="173,70.7 175.9,70.8 176,70.9 176.3,71.5 176,71.7 171.6,74.6 171.1,74.8 170.6,74.9 161.1,74.7 
		160.9,74.6 160.7,74 161,73.8 163,72.4" class="st1"></polyline>
	<polyline points="162.4,66.8 161.6,67.3 161.6,67.9 162.3,69.5 162.8,69.6 163.2,69.5 163.9,69.1" class="st1"></polyline>
	<line y2="74" x2="165.2" y1="69.9" x1="163.5" class="st1"></line>
	<polyline points="166.6,74.8 165.8,74.9 165.6,75 165.6,75.1 165.9,75.8 165.9,75.8 166,75.9 165.8,76 166.2,76.8 
		170.6,77.4 170.8,77.6 170.7,77.8" class="st1"></polyline>
	<polyline points="168.9,78.7 169.7,78.6 172.1,78.7 172.6,78.5 173.1,78.3 177.5,75.5 177.8,75.2 177.5,74.5 
		177.3,74.4 175.7,74.4" class="st1"></polyline>
	<line y2="77" x2="175.1" y1="77.3" x1="175.2" class="st1"></line>
	<polyline points="173.7,73.3 175.1,73.4 175.3,73.4 175.7,74.4 175.4,74.8 172.5,76.7" class="st1"></polyline>
	<polyline points="168.1,74.8 168.3,75.4 167.9,75.6 167.8,75.7 167.9,75.7 170.4,75.8 170.5,75.8" class="st1"></polyline>
	<polyline points="171.3,71.8 171.4,71.7 171.3,71.5" class="st1"></polyline>
	<polyline points="161.4,63.4 162,63 162.8,62.7 163.6,62.5 164.3,62.3 166.1,62.2 167.7,62.2 169.1,62.3 170.4,62.5 
		170.7,62.6 172.3,66.5 172.4,66.8 172.4,67.2 172.1,67.5" class="st1"></polyline>
	<polyline points="171.3,69.3 171.3,69.2 171.2,69.1" class="st1"></polyline>
	<polyline points="170.8,69.2 171.1,69 171.1,69" class="st1"></polyline>
	<line y2="69.1" x2="171.2" y1="69.2" x1="171.1" class="st1"></line>
	<polyline points="171.4,72.6 171.4,72.6 171.4,72.5" class="st1"></polyline>
	<line y2="69.3" x2="170.9" y1="69.3" x1="170.9" class="st1"></line>
	<line y2="69.3" x2="170.9" y1="69.3" x1="170.9" class="st1"></line>
	<line y2="72.5" x2="171.5" y1="72.5" x1="171.5" class="st1"></line>
	<polyline points="171.5,72.5 171.5,72.5 171.6,72.3" class="st1"></polyline>
	<line y2="72.1" x2="172" y1="72" x1="172.1" class="st1"></line>
	<line y2="72.1" x2="172" y1="72.1" x1="172.2" class="st1"></line>
	<polyline points="170.4,69.6 170.3,69.7 170.4,69.8" class="st1"></polyline>
	<polyline points="172.2,71.8 172.3,71.9 172.2,71.9 172.3,72.1 172.2,72.1" class="st1"></polyline>
	<polyline points="170.7,75.4 168.8,75.4 168.6,74.9" class="st1"></polyline>
	<line y2="76.1" x2="165.9" y1="76.4" x1="165.9" class="st1"></line>
	<polyline points="163,74.7 162.9,74.8 162.8,75 163.2,75.8 163.4,76 165.9,76" class="st1"></polyline>
	<polyline points="165.1,79.1 165.1,79.2 164.6,79.5 164.1,79.5 164,79.4 163.6,78.4 164.5,77.8" class="st1"></polyline>
	<polyline points="170.4,82.3 170.2,81.8 170.1,81.8 169.6,81.7 165.7,81.6 165.3,81.9 165.6,82.7 170.2,82.8 171.4,82 
		171.3,81.8 172.4,81.1 172.5,81" class="st1"></polyline>
	<line y2="77.5" x2="173" y1="77.4" x1="172.8" class="st1"></line>
	<line y2="73.2" x2="173.7" y1="73.6" x1="173.8" class="st1"></line>
	<polyline points="171.5,71.2 171.7,71.1 171.7,71 171.7,71 171.7,70.9 171.8,70.9" class="st1"></polyline>
	<polyline points="171.1,71.4 171.1,71.4 171.1,71.2" class="st1"></polyline>
	<line y2="71.3" x2="171" y1="71.3" x1="170.9" class="st1"></line>
	<line y2="69.1" x2="170.8" y1="69" x1="170.8" class="st1"></line>
	<line y2="71.8" x2="172.2" y1="71.9" x1="172.2" class="st1"></line>
	<polyline points="170.3,69.4 170.4,69.2 170.4,69.1" class="st1"></polyline>
	<line y2="69.4" x2="170.2" y1="69.3" x1="170.1" class="st1"></line>
	<polyline points="171.4,72.1 171.5,72.1 171.4,71.9 171.5,71.8 171.5,71.8" class="st1"></polyline>
	<polyline points="170.1,69.6 170.5,69.4 170.5,69.3" class="st1"></polyline>
	<polyline points="170.6,69.6 170.6,69.6 170.5,69.5" class="st1"></polyline>
	<polyline points="170.9,69.9 171.4,69.6 171.4,69.6" class="st1"></polyline>
	<line y2="69.2" x2="171.2" y1="69.3" x1="171.2" class="st1"></line>
	<polyline points="171,70 171.4,69.8 171.4,69.7" class="st1"></polyline>
	<polyline points="171.6,70.3 171.5,70.3 171.4,70.2 171.5,70.1 171.5,69.9 171.5,69.9 171.5,69.8" class="st1"></polyline>
	<polyline points="170.9,69.5 171.2,69.4 171.1,69.2" class="st1"></polyline>
	<line y2="72.4" x2="171.4" y1="72.4" x1="171.5" class="st1"></line>
	<line y2="72.6" x2="171.5" y1="72.7" x1="171.5" class="st1"></line>
	<polyline points="171.6,72.3 171.7,72.5 171.7,72.5 171.6,72.5" class="st1"></polyline>
	<line y2="69.4" x2="170.9" y1="69.2" x1="171.1" class="st1"></line>
	<line y2="69.4" x2="170.9" y1="69.4" x1="171" class="st1"></line>
	<polyline points="171.8,70.8 171.9,70.9 171.8,71" class="st1"></polyline>
	<polyline points="171.4,70.7 171.6,70.5 171.7,70.3 171.5,70.2 171.4,70.2" class="st1"></polyline>
	<polyline points="171.3,70.2 171.3,70.1 171.3,70.1 171.5,70" class="st1"></polyline>
	<line y2="70.1" x2="171.2" y1="70.2" x1="171.1" class="st1"></line>
	<polyline points="171.8,67.7 171.5,68 170,68.9 169.5,69.2 168.8,69.5 168.2,69.7 167.7,69.7 167.4,69.8 165.7,69.9 
		164,69.9 162.5,69.8 161.3,69.6 161,69.5 160.7,69.3 159.1,65.3 159.1,65.1 159.3,64.7 159.8,64.3 160,64.2 159.5,62.9 160.6,62.1 
		160.9,62.2 161.4,63.5" class="st1"></polyline>
	<polyline points="169.8,63.7 169.3,62.3 169,62.3 167.9,63 168.4,64.4 168.2,64.5 167.7,64.8 167.1,65.1 166.5,65.3 
		165.9,65.4 164.1,65.5 162.5,65.5 161.1,65.4 159.8,65.2 159.6,65.1" class="st1"></polyline>
	<polyline points="169.8,63.5 170.1,63.3 170.3,63 170.3,62.8" class="st1"></polyline>
	<polyline points="171.3,70.3 171.3,70.4 171.3,70.5 171.4,70.6" class="st1"></polyline>
	<polyline points="171.9,71.3 172,71.2 171.9,71.1" class="st1"></polyline>
	<line y2="71.1" x2="171.5" y1="70.9" x1="171.4" class="st1"></line>
	<polyline points="172,71.6 171.9,71.6 172,71.4" class="st1"></polyline>
	<line y2="71.5" x2="172.1" y1="71.7" x1="171.9" class="st1"></line>
	<polyline points="170.6,69.6 170.6,69.7 170.2,69.9" class="st1"></polyline>
	<line y2="71.4" x2="171.7" y1="71.5" x1="171.7" class="st1"></line>
	<polyline points="171.8,71.7 171.8,71.7 171.8,71.6 171.8,71.6 171.8,71.5" class="st1"></polyline>
	<polyline points="171.8,71.5 171.7,71.6 171.7,71.7" class="st1"></polyline>
	<polyline points="170.4,70.4 170.8,70.1 170.8,70.1" class="st1"></polyline>
	<polyline points="170.8,70.6 170.9,70.4 170.8,70.3 170.9,70.3 170.9,70.2" class="st1"></polyline>
	<line y2="70.7" x2="170.9" y1="70.7" x1="170.8" class="st1"></line>
	<polyline points="171.7,71.3 171.6,71.4 171.6,71.4" class="st1"></polyline>
	<line y2="71.8" x2="171" y1="71.7" x1="171" class="st1"></line>
	<line y2="71.8" x2="171.4" y1="71.9" x1="171.4" class="st1"></line>
	<line y2="71.9" x2="171.3" y1="72" x1="171.2" class="st1"></line>
	<polyline points="170.8,71.1 171,70.9 171.1,70.7 170.9,70.6 170.8,70.6" class="st1"></polyline>
	<polyline points="171.1,71.2 171.3,71.3 171.2,71.4" class="st1"></polyline>
	<polyline points="170.7,70.6 170.7,70.5 170.7,70.5 170.9,70.4" class="st1"></polyline>
	<line y2="70.4" x2="170.6" y1="70.5" x1="170.4" class="st1"></line>
	<line y2="72.1" x2="171.4" y1="72" x1="171.2" class="st1"></line>
	<polyline points="170.7,70.7 170.7,70.8 170.7,70.9 170.8,71" class="st1"></polyline>
	<polyline points="171.4,71.6 171.2,71.6 171.2,71.7 171.2,71.7 171.2,71.7 171.3,71.8 171,71.9" class="st1"></polyline>
	<line y2="67.7" x2="171.8" y1="71.8" x1="173.5" class="st1"></line>
	<line y2="71.3" x2="171.8" y1="71.3" x1="171.8" class="st1"></line>
	<line y2="71.5" x2="170.8" y1="71.6" x1="171" class="st1"></line>
	<polyline points="170.9,71.5 170.9,71.5 171,71.4" class="st1"></polyline>
	<line y2="71.4" x2="171.2" y1="71.4" x1="171.2" class="st1"></line>
	<line y2="71.5" x2="171" y1="71.6" x1="171" class="st1"></line>
	<line y2="71.4" x2="171.1" y1="71.4" x1="171" class="st1"></line>
	<line y2="79.3" x2="175.1" y1="82.6" x1="176.5" class="st1"></line>
	<polyline points="170,84.9 170.1,85 170.2,85 170.5,85.1 171.4,85.1 172.3,85.1 173,85.1 174.8,84.8 174.9,84.7 
		175.7,84.5 176.4,84.2 176.4,84.1 176.9,83.7 177.3,83 177.4,82.7 177.4,82.5 177.3,82.3 176.9,82.1 176.4,81.9 176.2,81.9" class="st1"></polyline>
	<polyline points="174.6,84.7 174.5,84.8 174.5,84.8" class="st1"></polyline>
	<line y2="86" x2="171.4" y1="87.7" x1="172.7" class="st1"></line>
	<polyline points="168.8,83.2 168.6,83.4 168.3,83.7 168.2,83.9 168.1,84.1 168.2,84.3 168.3,84.4 168.5,84.5 
		169.3,84.8 169.8,84.9" class="st1"></polyline>
	<line y2="86.5" x2="171.9" y1="86" x1="171.4" class="st1"></line>
	<polyline points="173.4,89.2 214.8,191.1 215.1,192.1 216,195.3 216.1,195.6 216.5,195.6 217.1,195.6 217.8,195.4 
		218.6,195.1 219.2,194.7 219.7,194.3 219.9,194 219.8,193.8 218.2,190.8 217.8,189.9 176.3,87.8" class="st1"></polyline>
	<line y2="86.7" x2="176.1" y1="87" x1="176.1" class="st1"></line>
	<line y2="85.2" x2="172.8" y1="85.1" x1="172.7" class="st1"></line>
	<line y2="85.2" x2="172.7" y1="85.1" x1="172.6" class="st1"></line>
	<polyline points="176.1,86.1 176.1,86.7 176.1,87.1 176.2,87.2 176.4,87.8" class="st1"></polyline>
	<polyline points="172.3,86.9 172.8,87.8 173,88.3 173.4,89.1" class="st1"></polyline>
	<polyline points="174.6,85.7 174.5,86.1 174.4,86.5" class="st1"></polyline>
	<polyline points="174.2,84.9 174.2,85.1 174.2,85.2" class="st1"></polyline>
	<polyline points="172.2,87.1 171.2,85.9 170.6,85.1 170.6,85.1" class="st1"></polyline>
	<line y2="82.8" x2="168.6" y1="83.7" x1="169" class="st1"></line>
	<polyline points="166.1,81.6 166,81.4 166.1,81.4 167.4,80.5" class="st1"></polyline>
	<polyline points="171.5,85 171.6,85 171.9,84.9" class="st1"></polyline>
	<line y2="84.9" x2="171.9" y1="85" x1="171.9" class="st1"></line>
	<line y2="85" x2="172" y1="85" x1="172" class="st1"></line>
	<polyline points="172.4,85.1 172.4,85 172.3,85.1" class="st1"></polyline>
	<polyline points="175.7,84.5 175.7,84.5 175.7,84.9" class="st1"></polyline>
	<polyline points="171.9,85 172,85.1 172.3,85.1 172.4,85.1" class="st1"></polyline>
	<line y2="87.1" x2="176" y1="86.4" x1="176.1" class="st1"></line>
	<polyline points="174.8,85.2 174.8,84.9 174.8,84.8" class="st1"></polyline>
	<polyline points="173.4,85 173.4,85 173.4,85.2" class="st1"></polyline>
	<polyline points="176.1,84.5 175.9,84.7 175.6,84.9 175.2,85.1 174.8,85.2 172.7,85.2 171,85.1 170.8,85.1 170.7,85.1" class="st1"></polyline>
	<line y2="85.1" x2="172.2" y1="85" x1="172.3" class="st1"></line>
	<polyline points="219.7,194.1 219.6,193.8 219.4,193.4 219.2,193 218.9,192.7 218.7,192.3 218.5,191.9 218.3,191.6 
		176.4,88.2 176.1,87.6" class="st1"></polyline>
	<line y2="87.1" x2="176" y1="85.4" x1="176.2" class="st1"></line>
	<polyline points="176,84.4 176.2,84.4 176.3,85.3 176.2,85.4 176,87.1" class="st1"></polyline>
	<polyline points="216,195.2 215.8,195.4 215.5,195.8 215.6,196.1 215.8,196.3 216.3,196.4 216.8,196.4 217.5,196.3 
		218.2,196 218.9,195.7 219.6,195.4 220.1,195 220.5,194.7 220.7,194.4 220.6,194.1 220.6,193.8 220.3,193.7 219.9,193.7 
		219.8,193.7" class="st1"></polyline>
	<polyline points="220.7,194.3 220.7,194.4 220.6,194.8 220.6,195.4 220.8,196.1 221,196.3 221.5,196.8 221.9,197.5 
		223.2,200.8 223.5,200.9" class="st1"></polyline>
	<polyline points="223.6,200.5 224.2,200.7 224.5,200.9 227.3,207.8 227.4,208 227.6,208.4 227.6,208.6" class="st1"></polyline>
	<polyline points="221.3,214.5 221.5,214.6 221.8,214.8 222.2,214.8 222.8,214.8 223.5,214.7 224.2,214.5 225,214.3 
		225.8,214 226.6,213.6 227.3,213.3 227.9,212.9 228.5,212.5 228.9,212.1 229.2,211.8 229.4,211.4 229.4,211.2 229.3,211" class="st1"></polyline>
	<polyline points="220.7,211.3 220.1,212 221,214.3 221.2,214.5 222.7,214.5 223.5,214.5 224.2,214.3 225.4,213.8 
		227.7,212.9 228.3,212.5 228.9,211.7 229.5,210.9 228.6,208.7 228.4,208.5 227.6,208.5" class="st1"></polyline>
	<polyline points="221,211.9 220.8,211.6 220.7,211.3" class="st1"></polyline>
	<polyline points="220.8,211.5 220.8,211.3 220.6,211.2 220.4,210.8 220.5,210.6" class="st1"></polyline>
	<polyline points="218.4,202.5 218,202.8 217.7,203.3 217.7,203.7 217.8,204.1 220.6,211" class="st1"></polyline>
	<line y2="202.7" x2="218.4" y1="203" x1="218.3" class="st1"></line>
	<polyline points="216.9,197.7 216.9,198 217,198.6 217.1,199.5 217.2,199.8 218.6,203" class="st1"></polyline>
	<polyline points="217,197.9 216.6,197.1 216.2,196.6 215.8,196.4 215.8,196.3" class="st1"></polyline>
	<polyline points="229.3,211.6 229.3,211.6 229.3,211.9 228.9,212.6 227.9,213.3 226.7,214 225.2,214.6 223.8,215 
		222.6,215.1 221.9,214.9 221.7,214.7 221.6,214.7" class="st1"></polyline>
	<polyline points="222.9,215.1 223.9,217.6 224.2,217.9 224.6,218 225.2,218 226.1,217.9 227.1,217.6 228,217.1 
		228.9,216.6 229.4,216.2 229.5,215.8 229.7,215.4 228.6,212.7" class="st1"></polyline>
	<line y2="69.8" x2="162.3" y1="73.7" x1="163.9" class="st1"></line>
	<line y2="73.4" x2="163.5" y1="69.8" x1="162.1" class="st1"></line>
	<line y2="73.1" x2="163.3" y1="69.7" x1="161.9" class="st1"></line>
	<polyline points="229.4,216.3 229.4,216.6 230.3,218.9 230.2,219.4 230.1,219.6 229.9,219.9 228.9,220.7 228.5,220.9 
		228.1,221 226.9,221.1 226.5,221 226.1,220.7 225,218.3" class="st1"></polyline>
	<polyline points="224.8,218 224.8,218.1 225.1,218.3 225.2,218.4" class="st1"></polyline>
</g>
<g id="ID_1506">
	<polyline points="235.2,236.1 235.5,236.1 236.9,236.2 237.2,236.3 237.4,236.3 237.4,236.4 237.4,236.6" class="st0"></polyline>
	<line y2="236.1" x2="235.5" y1="236.1" x1="235.3" class="st0"></line>
	<polyline points="221.8,247.8 222.6,247.8 223.5,247.9 223.8,247.8 224.3,247.6 225,247.4 225.7,247 226.6,246.5 
		227.5,246 228.5,245.4 229.4,244.8 229.9,244.5 230.3,244.1 232.3,241.7 232.6,241.4 233,241 233.4,240.6 233.9,240.2 234.7,239.7 
		235.4,239.2 236,238.6 236.6,238.2 237,237.8 237.3,237.4 237.5,237.1 237.7,236.8 237.7,236.6" class="st0"></polyline>
	<polyline points="221.8,247.4 221.7,247.4 221.7,247.2" class="st0"></polyline>
	<polyline points="209,221.5 209.8,221.3 210.5,221.3 211.2,221.3 211.8,221.3 212.4,221.5 212.9,221.7 213.4,221.9 
		213.8,222.3 214.4,222.8 217.7,226 218.3,226.6 218.7,226.9 219,227.4 219.2,227.9 219.3,228.4 219.3,229 219.3,229.6 219.2,230.3 
		218.9,230.9 218.6,231.6 218.1,232.4 217.5,233 216.9,233.7" class="st0"></polyline>
	<polyline points="216.7,234.2 216.8,234.2 217.1,233.9" class="st0"></polyline>
	<polyline points="214.6,231.1 214.3,230.7 213.9,230.5 213.5,230.3 212.9,230.2 212.3,230.2 211.7,230.3 211.1,230.5 
		210.5,230.8 210,231.1 209.5,231.5 209.1,232 208.8,232.5 208.6,233 208.5,233.5 208.6,233.9 208.7,234.4" class="st0"></polyline>
	<polyline points="205.1,223.4 204.7,223.7 204.4,224.1 203.9,224.9 203.1,226.7 202.4,227.8" class="st0"></polyline>
	<polyline points="208.9,230.1 208.6,229.8 208.3,229.4 203,226.7 203,226.7" class="st0"></polyline>
	<polyline points="202.4,227.8 202.4,227.8 206.8,230.9 207.1,231.2 207.5,231.4" class="st0"></polyline>
	<polyline points="205,223.3 205.1,223.4 208.8,229.1 209.1,229.4 209.3,229.7" class="st0"></polyline>
	<polyline points="211.4,228.8 211.3,228.4 211.2,227.9 209,221.5 209.1,221.4" class="st0"></polyline>
	<polyline points="215.5,234.7 215.5,234.8 215.5,234.9 215.5,235.1 215.6,235.3" class="st0"></polyline>
	<polyline points="232.4,246.6 232.3,246.7 232.2,246.5 229.9,244.5 229.7,244.3" class="st0"></polyline>
	<polyline points="228.5,248.6 228.1,248.6 227.7,248.7 227.4,248.8 227.2,248.8" class="st0"></polyline>
	<line y2="247.8" x2="221.8" y1="247.4" x1="221.8" class="st0"></line>
	<line y2="244.3" x2="235.7" y1="244" x1="236.1" class="st0"></line>
	<polyline points="237.2,236.2 236.9,236.2 236.9,237.4" class="st0"></polyline>
	<polyline points="237.2,237.1 237.2,236.3 237.5,236.2" class="st0"></polyline>
	<line y2="238.7" x2="235.6" y1="236.1" x1="235.2" class="st0"></line>
	<line y2="237.8" x2="231.9" y1="240.7" x1="232.9" class="st0"></line>
	<polyline points="235.8,236.1 235.5,236.1 235.8,238.5" class="st0"></polyline>
	<line y2="240.1" x2="233.8" y1="240.2" x1="233.9" class="st0"></line>
	<polyline points="236.3,243.9 236.4,243.7 236.5,243.3 236.6,238.2 236.3,238.1" class="st0"></polyline>
	<polyline points="223.5,247.6 223.5,247.9 228.1,248.6 228.5,248.5 229,248.3 229.6,248.1 230.1,247.8 231,247.2 
		231.6,246.9 232.2,246.5 233.1,245.9 234,245.2 234.6,244.8 235.1,244.5 235.6,244.1 236.1,243.7 236.5,243.3 237,242.9 
		237.3,242.4 237.5,242.1" class="st0"></polyline>
	<polyline points="225.4,248.4 225.6,248.5 225.9,248.5 226.5,248.4" class="st0"></polyline>
	<polyline points="225.2,243.9 225.3,244 225.3,244 228,245.4" class="st0"></polyline>
	<line y2="237.2" x2="212.2" y1="236.7" x1="212.9" class="st0"></line>
	<line y2="235" x2="214.9" y1="235.1" x1="215" class="st0"></line>
	<line y2="235.4" x2="214.4" y1="235.5" x1="214.6" class="st0"></line>
	<polyline points="212.8,236.4 212.8,236.6 212.9,236.7 212.3,237.2 212.2,237.2" class="st0"></polyline>
	<line y2="237.5" x2="212.5" y1="237.7" x1="212.7" class="st0"></line>
	<line y2="237.4" x2="212" y1="237.7" x1="212.2" class="st0"></line>
	<line y2="237.5" x2="211.8" y1="237.7" x1="212" class="st0"></line>
	<polyline points="216.8,234.3 216.3,234.7 215.9,235 215.7,235.3 215.6,235.3 213.3,237 213,237.2 212.5,237.5" class="st0"></polyline>
	<polyline points="216,231.2 216.1,231.1 216.3,230.9 216.4,230.7 216.6,230.4 216.6,230.2 216.6,230.1 217.7,226 
		218,225.9" class="st0"></polyline>
	<polyline points="214.1,222.2 213.8,222.3 214.2,227.9 214.2,228.2 214.1,228.5 213.9,228.8 213.7,229" class="st0"></polyline>
	<polyline points="214,229.2 214.2,229 214.4,228.8 214.6,228.5 214.6,228.2 214.4,222.8 214.7,222.8" class="st0"></polyline>
	<polyline points="218.6,226.5 218.3,226.6 216.9,230.5 216.9,230.8 216.7,231 216.5,231.3 216.3,231.4" class="st0"></polyline>
	<polyline points="216.2,233.4 216.5,233.4 216.8,233.3 216.8,233.3" class="st0"></polyline>
	<line y2="233.7" x2="216.9" y1="233.9" x1="217.1" class="st0"></line>
	<line y2="230.7" x2="214.3" y1="230.9" x1="214.4" class="st0"></line>
	<line y2="233.9" x2="216.6" y1="234.2" x1="216.8" class="st0"></line>
	<polygon points="216.5,232.3 216.5,231.9 216.3,231.4 216,231.2 214,229.2 213.7,229 213.2,228.8 212.7,228.7 
		212,228.7 211.4,228.8 210.8,229 210.3,229.2 209.8,229.4 209.3,229.7 208.9,230.1 208.1,230.7 207.5,231.4 207.1,231.8 
		206.8,232.3 206.6,232.7 206.5,233.2 206.4,233.6 206.4,234.1 206.4,234.5 206.5,234.9 206.8,235.5 207.3,236 207.8,236.4 
		208.5,236.8 208.9,236.9 209.4,237 210,237.1 210.5,237 211.1,237 211.6,236.8 212.2,236.6 212.8,236.4 213.6,235.9 214.4,235.4 
		214.9,235 215.3,234.7 215.6,234.3 216,233.8 216.2,233.4 216.5,232.9" class="st0"></polygon>
	<polyline points="226.2,240.9 226,240.9 215.7,235.3 215.5,235 215.5,234.8 215.5,234.7" class="st0"></polyline>
	<line y2="240.6" x2="227.2" y1="240.6" x1="227.4" class="st0"></line>
	<polyline points="224.8,243.9 224.7,243.7 225,243.3 225.2,243 226.2,240.9 226.3,240.7 226.6,240.5 226.8,240.2" class="st0"></polyline>
	<polyline points="225.2,243.9 225.2,244 225.2,244.1" class="st0"></polyline>
	<polyline points="212.9,236.7 212.9,236.9 213,237.2 224.5,243.2 225,243.3" class="st0"></polyline>
	<polyline points="230.3,244.1 230.1,243.8 227.2,240.6" class="st0"></polyline>
	<line y2="244.6" x2="229.3" y1="244.8" x1="229.4" class="st0"></line>
	<line y2="241.7" x2="232.3" y1="241.5" x1="232.2" class="st0"></line>
	<polyline points="233.2,246.1 234,245.6 234.1,245.5 234,245.2 232.6,241.4 232.4,241.2" class="st0"></polyline>
	<polyline points="233.2,240.5 233.4,240.6 234.6,244.8 234.6,245.1 234.5,245.2" class="st0"></polyline>
	<line y2="243.3" x2="230.6" y1="240.1" x1="228.2" class="st0"></line>
	<polyline points="224.4,243.7 224.3,243.5 224.5,243.2 224.7,242.9 226,240.9 226.1,240.7 226.7,240.1" class="st0"></polyline>
	<polyline points="215.8,234.5 215.7,234.6 215.8,234.7 215.8,234.8 215.9,235 226.1,240.7 226.3,240.7" class="st0"></polyline>
	<polyline points="219.2,231.1 218.9,230.9 216.8,233.3 216.5,233.8 216.2,234.2" class="st0"></polyline>
	<polyline points="225.2,243 224.7,242.9 213.3,237 213.2,236.6 213.2,236.5 213.3,236.5" class="st0"></polyline>
	<polyline points="213.1,236.6 212.9,236.7 211.8,237.1 210.8,237.4 210.2,237.4 209.4,237.4 208.7,237.4 207.9,237.2 
		206.7,237.4 205.9,236.9 205.1,236.2 204.5,235.5 204,234.8" class="st0"></polyline>
	<polyline points="204.4,238.2 204.5,237.9 206.7,237.4" class="st0"></polyline>
	<polyline points="217.1,232.5 217.3,231.8 217.2,231.1 216.9,230.5 216.6,230.1 214.6,228.2 214.2,227.9 213.6,227.7 
		212.9,227.6 212.1,227.7 211.2,227.9 210.6,228.1 210,228.4 209.4,228.7 208.8,229.1 208.3,229.4 207.9,229.7 207.4,230.2 
		206.8,230.9 206.3,231.7 206,232.4 205.8,233 205.6,233.5 205.6,234.3 205.7,235.1 205.9,235.5 206.1,235.8 206.3,236.2 
		206.7,236.5 207.1,236.8 207.9,237.2 208.2,237 208.5,236.8" class="st0"></polyline>
	<polyline points="206.5,234.9 206.1,235 205.7,235.1 204,234.8 200.7,234.3 200.6,234.5" class="st0"></polyline>
	<polyline points="202.4,227.8 202.7,227.3 203,226.7 203.9,224.6 204.4,223.8" class="st0"></polyline>
	<polyline points="225.2,244 225.2,243.9 224.7,243.7 212.5,237.5 212.3,237.3 212.2,237.2 212.2,237.2 211.8,237.5 
		210.9,238 209.9,238.4 208.8,238.7 207.8,238.8 206.8,238.8 205.9,238.6 205.1,238.3 204.5,237.9 202.6,236.1 200.7,234.3 
		200.3,233.7 200,233 199.9,232.2 200,231.4 200.2,230.6" class="st0"></polyline>
	<polyline points="212.4,237.5 212.2,237.7 212,237.8 211,238.3 210,238.7 208.9,239 207.8,239.1 206.8,239.1 
		205.9,238.9 205.1,238.6 204.4,238.2 202.5,236.4 200.6,234.5 200.2,233.9 199.9,233.2 199.8,232.4 199.9,231.6 200.1,230.7 
		200.2,230.6 200.7,229.7 201.3,228.9 202,228.2 202.4,227.8" class="st1"></polyline>
	<polyline points="202.7,227.3 203,226.7 203.9,224.7 204.4,223.9 204.4,223.8 205,223.3 205.9,222.7 206.9,222.1 
		208,221.7 209,221.5" class="st1"></polyline>
	<polyline points="209.1,221.4 209.9,221.3 210.7,221.2 211.4,221.2 212,221.3 212.6,221.4 213.2,221.6 213.7,221.9 
		214.1,222.2 218,225.9 218.6,226.5 218.9,226.9 219.2,227.4 219.5,227.9 219.6,228.5 219.6,229.1 219.6,229.7 219.4,230.4 
		219.2,231.1 218.9,231.8 218.4,232.5 217.8,233.3 217.1,233.9 216.7,234.3" class="st1"></polyline>
	<polyline points="216.8,233.3 216.9,233 217.1,232.5" class="st1"></polyline>
	<polyline points="216.4,234.1 216.5,234.1 216.8,234.3 226.7,240.1 226.8,240.2 227.2,240.6 227.4,240.6 227.6,240.5 
		228.2,240.1 228.2,240.1 229.1,239.5 230.1,238.9 231,238.3 231.9,237.8 232.5,237.4 233.1,237.1 233.6,236.8 234,236.6 
		234.4,236.4 234.8,236.2 235,236.2 235.2,236.1 235.5,236.1 235.8,236.1 237.2,236.2 237.5,236.2 237.7,236.3 237.7,236.4 
		237.7,236.6 237.3,242.4" class="st1"></polyline>
	<polyline points="208.7,234.4 209,234.7 209.4,235 209.9,235.2 210.4,235.3 211,235.3 211.6,235.2 212.2,235 
		212.8,234.7 213.3,234.3 213.8,233.9 214.2,233.4 214.5,233 214.7,232.4 214.8,232 214.7,231.5 214.6,231.1" class="st1"></polyline>
	<polyline points="216.9,233.7 216.6,233.9 216.5,234 216.4,234.1 215.8,234.5 215.5,234.7 213.3,236.5 212.9,236.7 
		212.3,237.2" class="st1"></polyline>
	<polyline points="225.2,244.1 224.8,243.9 224.4,243.7 212.7,237.7 212.5,237.5 212.4,237.5 212.2,237.2 212.4,237.5" class="st1"></polyline>
	<polyline points="228.5,248.6 228.2,248.7 227.8,248.8 227.6,248.8 227.2,248.8 227.1,248.8 225.4,248.4 221.8,247.8 
		221.6,247.7 221.7,247.2 221.9,246.9 222.2,246.5 222.7,246 223.3,245.5 224.1,244.9 224.9,244.3 225.2,244.1 225.2,244" class="st1"></polyline>
	<polyline points="228.1,248.7 228.5,248.6 229,248.5 229.4,248.3 229.9,248.1 230.4,247.8 230.8,247.6 231.7,247.1" class="st1"></polyline>
	<polyline points="231.9,247 232.7,246.4 233.4,246 234,245.6 234.5,245.2 234.9,244.9 235.3,244.6 235.7,244.3 
		236.3,243.9 236.6,243.6 236.9,243.3 237.1,243.1 237.2,242.9 237.3,242.8 237.4,242.5 237.5,242.4 237.5,242.1 237.7,237.1" class="st1"></polyline>
	<line y2="236.4" x2="237.4" y1="236.6" x1="237.4" class="st1"></line>
	<polyline points="237.4,236.6 237.4,236.8 237.2,237.1 237,237.4 236.7,237.7 236.3,238.1 235.8,238.5 235.2,239 
		234.5,239.5 233.8,240.1 233.2,240.5 232.8,240.8 232.4,241.2 232.2,241.5 230.1,243.9 229.7,244.3 229.3,244.6 228.4,245.2 
		227.4,245.7 226.5,246.3 225.7,246.7 224.9,247.1 224.3,247.3 223.8,247.5 223.5,247.6 222.6,247.5 221.8,247.4" class="st1"></polyline>
	<polyline points="214.6,231.2 214.4,230.9 214,230.7 213.6,230.5 213,230.4 212.4,230.4 211.8,230.5 211.2,230.7 
		210.6,231 210.1,231.3 209.6,231.7 209.2,232.2 208.9,232.7 208.7,233.2 208.6,233.7 208.7,234.1 208.8,234.4" class="st1"></polyline>
</g>
<g id="ID_1472">
	<g id="ID_1479">
		<line y2="204.7" x2="281" y1="205.3" x1="281.1" class="st0"></line>
		<line y2="204.4" x2="281.9" y1="204.3" x1="281.8" class="st0"></line>
		<polyline points="277.7,205.5 278.1,205.4 278.5,205.4 278.9,205.4 279.2,205.3 279.6,205.2 279.9,205.1 280.2,205 
			280.5,204.9 280.8,204.8 281,204.7 281.3,204.6 281.4,204.5 281.6,204.3 281.7,204.2 281.8,204.1 281.8,203.9 281.8,203.8" class="st0"></polyline>
		<line y2="205.1" x2="274.2" y1="204.9" x1="274.2" class="st0"></line>
		<polyline points="277,205.5 276.6,205.5 276.3,205.4 276,205.4 275.6,205.4 275.4,205.3 275.1,205.2 274.9,205.1 
			274.6,205.1 274.5,204.9 274.3,204.8 274.2,204.7 274.2,204.6 274.1,204.5" class="st0"></polyline>
		<polyline points="277,206.1 276.7,206.1 276.3,206 276,206 275.7,205.9 275.4,205.9 275.1,205.8 274.9,205.7 
			274.7,205.6 274.5,205.5 274.4,205.4 274.3,205.3 274.2,205.2 274.2,205.1 274.1,204.5 274.1,204.3 274.2,204.2 274.3,204.1 
			274.4,204 274.5,203.8 274.7,203.7 274.9,203.6 275.2,203.5 275.2,203.5" class="st1"></polyline>
		<polyline points="279.8,202.9 280,202.9 280.3,202.9 280.6,203 280.9,203.1 281.1,203.2 281.3,203.2 281.5,203.3 
			281.6,203.5 281.7,203.6 281.8,203.7 281.8,203.8 281.9,204.4 281.9,204.5 281.8,204.7 281.7,204.8 281.6,204.9 281.5,205.1 
			281.3,205.2 281.1,205.3 280.8,205.4 280.6,205.5 280.3,205.6 280,205.7 279.6,205.8 279.3,205.9 278.9,205.9 278.5,206 
			278.2,206 277.8,206.1" class="st1"></polyline>
		<line y2="204.3" x2="279.3" y1="204.3" x1="279.2" class="st1"></line>
		<polyline points="279,204.5 279.1,204.4 279.2,204.4 279.3,204.3 279.4,204.3 279.4,204.2 279.5,204.2 279.5,204.1" class="st1"></polyline>
	</g>
	<g id="ID_1473">
		<line y2="211.7" x2="279.2" y1="211.5" x1="279.4" class="st0"></line>
		<line y2="211.6" x2="277.4" y1="211.7" x1="277.4" class="st0"></line>
		<polyline points="278.9,208 278.8,208 278.7,208.1" class="st0"></polyline>
		<line y2="207.8" x2="276.4" y1="207.8" x1="276.5" class="st0"></line>
		<line y2="207.5" x2="279.3" y1="207.6" x1="279.3" class="st0"></line>
		<line y2="207.7" x2="279.3" y1="207.7" x1="279.3" class="st0"></line>
		<line y2="208.2" x2="277.4" y1="208.2" x1="277.3" class="st0"></line>
		<line y2="208.2" x2="277.9" y1="208.2" x1="277.8" class="st0"></line>
		<polyline points="276.4,208 276.4,208.1 276.4,208.1" class="st0"></polyline>
		<line y2="208.1" x2="276.9" y1="208.1" x1="276.8" class="st0"></line>
		<line y2="208.1" x2="278.5" y1="208.1" x1="278.3" class="st0"></line>
		<line y2="211.1" x2="279.4" y1="211.2" x1="279.4" class="st0"></line>
		<line y2="211.3" x2="277.3" y1="211.2" x1="277.3" class="st0"></line>
		<polyline points="278.9,208.1 278.9,208.1 279.1,208.3" class="st0"></polyline>
		<line y2="208.3" x2="279.1" y1="208.2" x1="279.1" class="st0"></line>
		<line y2="208.7" x2="279.2" y1="208.6" x1="279.2" class="st0"></line>
		<line y2="209" x2="279.2" y1="209" x1="279.2" class="st0"></line>
		<line y2="209.4" x2="279.2" y1="209.3" x1="279.2" class="st0"></line>
		<line y2="209.8" x2="279.3" y1="209.7" x1="279.2" class="st0"></line>
		<line y2="210.1" x2="279.3" y1="210.1" x1="279.3" class="st0"></line>
		<line y2="210.5" x2="279.3" y1="210.4" x1="279.3" class="st0"></line>
		<line y2="210.9" x2="279.3" y1="210.8" x1="279.3" class="st0"></line>
		<polyline points="279.4,207.7 279.4,207.8 279.4,207.9" class="st0"></polyline>
		<line y2="204.3" x2="279.2" y1="204.2" x1="279.3" class="st0"></line>
		<line y2="202.5" x2="279.1" y1="202.8" x1="279.4" class="st0"></line>
		<polyline points="279,208 279,207.9 278.7,204.5" class="st0"></polyline>
		<line y2="201.7" x2="278.5" y1="202" x1="278.5" class="st0"></line>
		<polyline points="279,201.6 279.1,201.7 279.2,201.7 279.3,201.8 279.4,201.8 279.4,201.9 279.5,202 279.5,202 
			279.5,202.1 279.5,202.2 279.4,202.3 279.4,202.3 279.3,202.4 279.2,202.5 279.1,202.5 278.9,202.6 278.8,202.6 278.6,202.7 
			278.5,202.8 278.3,202.8 278.1,202.8 277.9,202.9 277.7,202.9 277.5,202.9 277.3,202.9 277.1,202.9 276.9,202.9 276.7,202.9 
			276.5,202.9 276.3,202.9 276.2,202.9 276,202.8 275.9,202.8 275.7,202.8 275.6,202.7 275.5,202.7 275.5,202.6 275.4,202.5 
			275.4,202.5 275.3,202.4 275.3,202.3 275.4,202.3 275.4,202.2 275.5,202.1 275.6,202 275.7,202 275.8,201.9" class="st0"></polyline>
		<polyline points="277.8,208.2 277.7,208.2 277.5,208.2 277.4,208.2" class="st0"></polyline>
		<polyline points="278.9,208.1 278.7,208.1 278.5,208.2 278.3,208.2 278.1,208.3 278,208.3 277.8,208.3 277.6,208.3 
			277.4,208.3 277.2,208.3 277,208.3 276.9,208.3 276.7,208.3" class="st0"></polyline>
		<polyline points="276.4,208.3 276.4,208.3 276.4,208.4 276.4,208.4 276.5,208.4 276.6,208.5 276.6,208.5 276.7,208.5 
			276.8,208.6 276.9,208.6 277.1,208.6 277.2,208.6 277.3,208.6 277.5,208.6 277.6,208.6 277.7,208.6 277.9,208.6 278,208.6 
			278.2,208.5 278.3,208.5 278.5,208.5 278.6,208.4 278.7,208.4 278.9,208.4 279,208.3 279.1,208.3 279.1,208.2 279.2,208.2 
			279.3,208.1 279.4,208 279.4,207.9" class="st0"></polyline>
		<line y2="207.9" x2="279.4" y1="207.9" x1="279.4" class="st0"></line>
		<polyline points="276.9,211.1 276.9,211.2 277,211.2 277,211.2 277.1,211.2 277.2,211.3 277.2,211.3 277.4,211.3 
			277.5,211.3 277.6,211.3 277.7,211.3 277.8,211.3 277.9,211.3 278.1,211.3 278.2,211.3 278.3,211.3 278.4,211.2 278.6,211.2 
			278.7,211.2 278.8,211.2 278.9,211.1 279,211.1 279.1,211 279.2,211 279.3,210.9 279.3,210.9 279.4,210.8" class="st0"></polyline>
		<polyline points="278.9,209.9 278.7,210 278.5,210.1 278.3,210.1 278,210.1 277.8,210.2 277.5,210.2 277.3,210.2 
			277.1,210.1" class="st0"></polyline>
		<polyline points="279.1,210.6 278.9,210.7 278.7,210.8 278.4,210.8 278.2,210.9 278,210.9 277.7,210.9 277.5,210.9 
			277.3,210.9 277.1,210.8" class="st0"></polyline>
		<polyline points="278.8,209.6 278.6,209.7 278.4,209.7 278.2,209.8 277.9,209.8 277.7,209.8 277.4,209.8 277.2,209.8 
			277.1,209.8" class="st0"></polyline>
		<polyline points="279,210.3 278.8,210.3 278.6,210.4 278.3,210.5 278.1,210.5 277.9,210.5 277.6,210.5 277.4,210.5 
			277.2,210.5 277,210.5" class="st0"></polyline>
		<polyline points="278.9,209.2 278.8,209.2 278.5,209.3 278.3,209.4 278.1,209.4 277.8,209.4 277.6,209.4 277.4,209.4 
			277.2,209.4 277,209.4" class="st0"></polyline>
		<polyline points="279.1,210.6 279,210.6 278.9,210.7 278.7,210.7 278.6,210.8 278.4,210.8 278.3,210.8 278.1,210.8 
			278,210.9 277.9,210.9 277.7,210.9 277.6,210.9 277.4,210.9 277.3,210.9 277.2,210.8 277.1,210.8 276.9,210.8" class="st0"></polyline>
		<polyline points="279.2,210.2 279.1,210.2 279,210.3 278.8,210.3 278.7,210.4 278.6,210.4 278.4,210.4 278.3,210.4 
			278.1,210.5 278,210.5 277.8,210.5 277.7,210.5 277.5,210.5 277.4,210.5 277.3,210.5 277.1,210.5 277,210.5 276.9,210.4" class="st0"></polyline>
		<polyline points="278.9,208.8 278.7,208.9 278.5,209 278.2,209 278,209.1 277.7,209.1 277.5,209.1 277.3,209.1 
			277.1,209.1 276.9,209" class="st0"></polyline>
		<polyline points="279.2,209.8 279,209.9 278.9,209.9 278.8,210 278.7,210 278.5,210 278.4,210.1 278.2,210.1 
			278.1,210.1 277.9,210.1 277.8,210.1 277.6,210.1 277.5,210.1 277.4,210.1 277.2,210.1 277.1,210.1 277,210.1 276.9,210.1" class="st0"></polyline>
		<polyline points="279.3,210.5 279.2,210.6 279.1,210.7 278.9,210.7 278.7,210.8 278.5,210.9 278.2,210.9 278,210.9 
			277.7,211 277.5,211 277.3,210.9 277.1,210.9 277,210.9 276.9,210.8" class="st0"></polyline>
		<polyline points="279,209.5 278.9,209.5 278.8,209.6 278.6,209.6 278.5,209.7 278.4,209.7 278.2,209.7 278.1,209.7 
			277.9,209.8 277.8,209.8 277.6,209.8 277.5,209.8 277.3,209.8 277.2,209.8 277.1,209.7 277,209.7 276.9,209.7" class="st0"></polyline>
		<polyline points="278.8,208.5 278.6,208.6 278.4,208.6 278.1,208.7 277.9,208.7 277.6,208.7 277.4,208.7 277.2,208.7 
			277,208.7 276.8,208.6" class="st0"></polyline>
		<polyline points="279,209.1 278.9,209.2 278.7,209.2 278.6,209.3 278.5,209.3 278.3,209.3 278.2,209.4 278,209.4 
			277.9,209.4 277.7,209.4 277.6,209.4 277.4,209.4 277.3,209.4 277.2,209.4 277,209.4 276.9,209.4 276.8,209.3" class="st0"></polyline>
		<polyline points="279.3,210.1 279.2,210.2 279,210.3 278.8,210.4 278.6,210.5 278.4,210.5 278.1,210.6 277.9,210.6 
			277.6,210.6 277.4,210.6 277.2,210.6 277,210.5 276.9,210.5 276.8,210.4" class="st0"></polyline>
		<polyline points="279.1,208.7 279,208.8 278.8,208.8 278.7,208.9 278.6,208.9 278.4,208.9 278.3,209 278.1,209 
			278,209 277.8,209 277.7,209 277.6,209.1 277.4,209.1 277.3,209 277.1,209 277,209 276.9,209 276.8,209" class="st0"></polyline>
		<polyline points="279.2,209.8 279.1,209.9 278.9,210 278.7,210.1 278.5,210.1 278.3,210.2 278,210.2 277.8,210.2 
			277.5,210.2 277.3,210.2 277.1,210.2 277,210.1 276.9,210.1 276.8,210" class="st0"></polyline>
		<polyline points="279,208.4 278.9,208.4 278.8,208.5 278.7,208.5 278.6,208.5 278.4,208.6 278.3,208.6 278.1,208.6 
			278,208.7 277.8,208.7 277.7,208.7 277.5,208.7 277.4,208.7 277.2,208.7 277.1,208.7 277,208.7 276.9,208.6 276.8,208.6" class="st0"></polyline>
		<polyline points="279.2,209 279.1,209.1 278.9,209.2 278.8,209.3 278.5,209.4 278.3,209.4 278.1,209.5 277.8,209.5 
			277.6,209.5 277.4,209.5 277.2,209.5 277,209.4 276.8,209.4 276.7,209.3" class="st0"></polyline>
		<polyline points="279.3,209.4 279.2,209.5 279,209.6 278.8,209.6 278.6,209.7 278.4,209.8 278.2,209.8 277.9,209.9 
			277.7,209.9 277.4,209.9 277.2,209.9 277.1,209.8 276.9,209.8 276.8,209.7 276.7,209.7" class="st0"></polyline>
		<polyline points="279.1,208.7 279,208.8 278.9,208.9 278.7,209 278.5,209 278.2,209.1 278,209.1 277.7,209.1 
			277.5,209.1 277.3,209.1 277.1,209.1 276.9,209.1 276.8,209 276.7,209" class="st0"></polyline>
		<polyline points="279.2,208.3 279.1,208.4 279,208.5 278.8,208.5 278.6,208.6 278.4,208.7 278.1,208.7 277.9,208.8 
			277.6,208.8 277.4,208.8 277.2,208.8 277,208.7 276.8,208.7 276.7,208.6 276.7,208.6" class="st0"></polyline>
		<polyline points="276.6,210.8 276.6,210.9 276.6,210.9 276.7,210.9 276.7,211 276.8,211 276.9,211.1 277,211.1 
			277.1,211.1 277.2,211.1 277.3,211.1 277.4,211.1 277.6,211.2 277.7,211.2 277.9,211.1 278,211.1 278.2,211.1 278.3,211.1 
			278.5,211.1 278.6,211 278.8,211 278.9,211 279,210.9 279.1,210.9 279.2,210.8 279.3,210.8 279.4,210.7 279.5,210.7 279.6,210.6 
			279.6,210.5 279.6,210.5 279.6,210.4 279.6,210.4" class="st0"></polyline>
		<polyline points="279.6,210 279.6,210.1 279.6,210.1 279.6,210.2 279.5,210.2 279.5,210.3 279.4,210.4 279.3,210.4 
			279.2,210.5 279.1,210.5 279,210.6 278.9,210.6 278.7,210.6 278.6,210.7 278.4,210.7 278.3,210.7 278.1,210.8 278,210.8 
			277.8,210.8 277.7,210.8 277.5,210.8 277.4,210.8 277.3,210.8 277.2,210.8 277,210.7 276.9,210.7 276.8,210.7 276.8,210.7 
			276.7,210.6 276.6,210.6 276.6,210.5 276.6,210.5 276.6,210.5" class="st0"></polyline>
		<polyline points="279.6,209.7 279.6,209.7 279.6,209.8 279.5,209.8 279.5,209.9 279.4,209.9 279.4,210 279.3,210.1 
			279.2,210.1 279.1,210.2 279,210.2 278.8,210.2 278.7,210.3 278.6,210.3 278.4,210.3 278.3,210.4 278.1,210.4 278,210.4 
			277.8,210.4 277.7,210.4 277.5,210.4 277.4,210.4 277.2,210.4 277.1,210.4 277,210.4 276.9,210.4 276.8,210.3 276.7,210.3 
			276.7,210.3 276.6,210.2 276.6,210.2 276.5,210.1 276.5,210.1" class="st0"></polyline>
		<polyline points="279.6,209.3 279.6,209.4 279.5,209.4 279.5,209.5 279.4,209.6 279.3,209.6 279.2,209.7 279.2,209.7 
			279,209.8 278.9,209.8 278.8,209.9 278.7,209.9 278.5,210 278.4,210 278.2,210 278.1,210 277.9,210 277.8,210.1 277.6,210.1 
			277.5,210.1 277.4,210.1 277.2,210.1 277.1,210 277,210 276.9,210 276.8,210 276.7,209.9 276.6,209.9 276.6,209.9 276.5,209.8 
			276.5,209.8 276.5,209.7" class="st0"></polyline>
		<polyline points="279.5,208.9 279.5,209 279.5,209 279.5,209.1 279.4,209.2 279.4,209.2 279.3,209.3 279.2,209.3 
			279.1,209.4 279,209.4 278.9,209.5 278.8,209.5 278.6,209.6 278.5,209.6 278.4,209.6 278.2,209.7 278.1,209.7 277.9,209.7 
			277.8,209.7 277.6,209.7 277.5,209.7 277.3,209.7 277.2,209.7 277.1,209.7 277,209.7 276.8,209.6 276.8,209.6 276.7,209.6 
			276.6,209.5 276.5,209.5 276.5,209.5 276.5,209.4 276.5,209.4" class="st0"></polyline>
		<polyline points="279.5,208.6 279.5,208.6 279.5,208.7 279.5,208.7 279.4,208.8 279.3,208.9 279.3,208.9 279.2,209 
			279.1,209 279,209.1 278.9,209.1 278.7,209.2 278.6,209.2 278.5,209.2 278.3,209.3 278.2,209.3 278,209.3 277.9,209.3 
			277.7,209.3 277.6,209.3 277.4,209.3 277.3,209.3 277.2,209.3 277,209.3 276.9,209.3 276.8,209.3 276.7,209.2 276.6,209.2 
			276.6,209.2 276.5,209.1 276.5,209.1 276.4,209.1 276.4,209" class="st0"></polyline>
		<polyline points="279.3,211.3 279.2,211.3 279.1,211.4 278.9,211.4 278.8,211.4 278.7,211.5 278.5,211.5 278.4,211.5 
			278.2,211.6 278.1,211.6 277.9,211.6 277.8,211.6 277.6,211.6 277.5,211.6 277.4,211.6 277.2,211.6 277.1,211.5 277,211.5" class="st0"></polyline>
		<polyline points="279.4,207.9 278.9,208.1 278.7,208.2 278.5,208.3 278.3,208.3 278,208.4 277.8,208.4 277.5,208.4 
			277.3,208.4 277.1,208.4 276.9,208.4 276.8,208.3 276.7,208.3" class="st0"></polyline>
		<polyline points="276.9,211.6 277,211.7 277,211.7 277.1,211.7 277.2,211.7 277.3,211.8 277.4,211.8 277.5,211.8 
			277.7,211.8 277.8,211.8 278,211.8 278.1,211.8 278.2,211.8 278.4,211.8 278.5,211.7 278.7,211.7 278.8,211.7 278.9,211.6 
			279,211.6 279.2,211.6 279.3,211.5 279.4,211.5 279.5,211.4 279.6,211.3" class="st0"></polyline>
		<polyline points="279.5,208.2 279.5,208.3 279.5,208.3 279.4,208.4 279.4,208.4 279.3,208.5 279.2,208.5 279.2,208.6 
			279.1,208.7 279,208.7 278.8,208.7 278.7,208.8 278.6,208.8 278.4,208.9 278.3,208.9 278.1,208.9 278,208.9 277.8,209 277.7,209 
			277.5,209 277.4,209 277.3,209 277.1,209 277,208.9 276.9,208.9 276.8,208.9 276.7,208.9 276.6,208.8 276.5,208.8 276.5,208.8 
			276.4,208.7 276.4,208.7 276.4,208.7" class="st0"></polyline>
		<polyline points="277.2,211.6 277.3,211.6 277.4,211.6 277.5,211.6 277.6,211.6 277.7,211.6 277.8,211.6 278,211.6 
			278.1,211.6 278.2,211.6 278.3,211.6 278.5,211.6 278.6,211.5 278.7,211.5 278.8,211.5 278.9,211.4 279,211.4" class="st0"></polyline>
		<polyline points="279.7,210.7 279.7,210.8 279.7,210.9 279.6,210.9 279.6,211 279.5,211.1 279.4,211.1 279.3,211.2 
			279.2,211.2 279,211.3 278.9,211.3 278.8,211.4 278.7,211.4 278.5,211.4 278.4,211.5 278.2,211.5 278.1,211.5 277.9,211.5 
			277.8,211.5 277.6,211.5 277.5,211.5 277.3,211.5 277.2,211.5 277.1,211.5 277,211.4 276.9,211.4 276.8,211.4 276.8,211.3 
			276.7,211.3 276.7,211.3 276.6,211.2 276.6,211.2" class="st0"></polyline>
		<polyline points="279.4,211.2 279.3,211.3 279.3,211.3 279.2,211.3 279.1,211.4 279,211.4 278.9,211.5 278.8,211.5 
			278.7,211.6 278.6,211.6 278.5,211.6 278.3,211.6 278.2,211.7 278.1,211.7 278,211.7 277.8,211.7 277.7,211.7 277.6,211.7 
			277.5,211.7 277.4,211.7 277.2,211.6 277.1,211.6 276.9,211.5" class="st0"></polyline>
		<polyline points="276.9,208.1 277,208.2 277.1,208.2 277.3,208.2" class="st0"></polyline>
		<polyline points="277.9,208.2 278.1,208.2 278.2,208.2 278.3,208.1" class="st0"></polyline>
		<polyline points="279.1,210.9 279,211 278.9,211 278.8,211.1 278.6,211.1 278.5,211.1 278.3,211.2 278.2,211.2 
			278,211.2 277.9,211.2 277.7,211.2 277.6,211.2 277.5,211.2 277.3,211.2 277.2,211.2 277.1,211.2 277,211.2" class="st0"></polyline>
		<polyline points="276.5,207.8 276.5,207.9 276.5,207.9 276.5,208 276.6,208 276.7,208.1 276.7,208.1 276.8,208.1" class="st0"></polyline>
		<polyline points="278.5,208.1 278.6,208.1 278.7,208.1" class="st0"></polyline>
		<polyline points="278.9,208 279,207.9 279.1,207.9 279.1,207.8 279.2,207.8 279.2,207.7 279.3,207.7" class="st0"></polyline>
		<polyline points="277.1,211.2 277.2,211.2 277.2,211.2 277.3,211.2 277.4,211.3 277.6,211.3 277.7,211.3 277.8,211.3 
			277.9,211.3 278.1,211.2 278.2,211.2 278.3,211.2 278.4,211.2 278.6,211.2 278.7,211.1 278.8,211.1 278.9,211.1 279,211" class="st0"></polyline>
		<polyline points="276.4,207.9 276.4,208 276.4,208" class="st0"></polyline>
		<line y2="207.6" x2="279.3" y1="207.7" x1="279.3" class="st0"></line>
		<polyline points="279.1,202.3 279.1,202.2 279,202.2 278.9,202.1 278.8,202.1 278.7,202.1 278.5,202 278.4,202 
			278.2,202 278.1,202 277.9,202 277.7,202 277.6,202 277.4,202 277.2,202 277,202 276.9,202.1 276.7,202.1 276.6,202.1 
			276.4,202.2 276.3,202.2 276.2,202.3 276,202.3 275.9,202.4 275.9,202.4 275.8,202.5 275.7,202.6" class="st0"></polyline>
		<polyline points="279.2,202.1 279.2,202 279.1,202 279.1,201.9 279,201.9 279,201.8 278.9,201.8 278.8,201.7 
			278.6,201.7 278.5,201.7 278.4,201.6 278.2,201.6 278,201.6 277.9,201.6 277.7,201.6 277.5,201.6 277.4,201.6 277.2,201.6 
			277,201.7 276.8,201.7 276.7,201.7 276.5,201.8 276.4,201.8 276.3,201.9 276.1,201.9 276,202 275.9,202 275.8,202.1 275.8,202.1 
			275.7,202.2 275.7,202.3 275.7,202.3 275.7,202.4" class="st0"></polyline>
		<polyline points="275.8,204.5 276,204.5 276.3,204.6 276.5,204.6 276.7,204.6 277,204.6 277.2,204.6 277.5,204.6 
			277.8,204.6 278.1,204.6 278.4,204.5 278.7,204.5 278.9,204.4 279.2,204.3 279.5,204.1 279.4,202.8 279.4,202.6 279.5,202.4 
			279.5,202.3 279.5,202.2 279.6,202.1 279.6,202 279.7,202 279.7,201.9" class="st0"></polyline>
		<line y2="203.3" x2="277.1" y1="204.6" x1="277.2" class="st0"></line>
		<polyline points="279.4,202.8 279.1,202.8 278.8,202.8 278.5,202.8 278.2,202.9 277.9,202.9 277.7,203 277.4,203.2 
			277.1,203.3 276.9,203.2 276.6,203.1 276.4,203 276.1,202.9 275.9,202.9 275.6,202.9 275.4,202.9 275.2,202.9" class="st0"></polyline>
		<polyline points="275.5,202.1 275.4,202.1 275.4,202.1 275.4,202.2 275.3,202.3 275.3,202.4 275.2,202.6 275.2,202.7 
			275.2,202.9 275.3,204.2 275.5,204.3 275.8,204.5" class="st1"></polyline>
		<line y2="207.8" x2="276.5" y1="204.6" x1="276.2" class="st1"></line>
		<line y2="207.6" x2="279.3" y1="207.6" x1="279.3" class="st1"></line>
		<polyline points="279.2,210.2 279.3,210.1 279.4,210.1 279.4,210 279.5,210 279.5,209.9 279.6,209.8 279.6,209.8 
			279.6,209.7 279.6,209.7 279.6,209.6 279.6,209.5" class="st1"></polyline>
		<polyline points="279.2,209.8 279.3,209.8 279.3,209.7 279.4,209.7 279.5,209.6 279.5,209.5 279.6,209.5 279.6,209.4 
			279.6,209.4 279.6,209.3 279.5,209.2 279.5,209.2" class="st1"></polyline>
		<polyline points="279.1,210.6 279.2,210.5 279.3,210.5 279.4,210.4 279.5,210.4 279.5,210.3 279.6,210.3 279.6,210.2 
			279.6,210.1 279.6,210.1 279.6,210 279.6,210 279.6,209.9" class="st1"></polyline>
		<polyline points="279.1,208.7 279.2,208.7 279.3,208.6 279.3,208.6 279.4,208.5 279.4,208.5 279.5,208.4 279.5,208.3 
			279.5,208.3 279.5,208.2 279.5,208.1 279.4,208.1" class="st1"></polyline>
		<polyline points="279,208.4 279.1,208.3 279.2,208.3 279.3,208.2 279.4,208.1 279.4,208.1 279.4,208 279.4,208 
			279.4,207.9 279.4,207.7 279.4,207.6 279.3,207.6 279.3,207.5" class="st1"></polyline>
		<polyline points="279,209.5 279.1,209.5 279.2,209.4 279.3,209.3 279.4,209.3 279.5,209.2 279.5,209.1 279.5,209.1 
			279.5,209 279.5,208.9 279.5,208.9 279.5,208.8" class="st1"></polyline>
		<polyline points="279,209.1 279.1,209.1 279.2,209 279.3,209 279.4,208.9 279.4,208.9 279.5,208.8 279.5,208.8 
			279.5,208.7 279.5,208.6 279.5,208.6 279.5,208.5 279.5,208.5" class="st1"></polyline>
		<polyline points="278.9,208.1 279,208 279.3,207.9 279.4,207.8" class="st1"></polyline>
		<line y2="210.1" x2="277.1" y1="210.1" x1="277" class="st1"></line>
		<polyline points="276.6,210.5 276.6,210.6 276.6,210.6 276.6,210.7 276.7,210.7 276.8,210.7 276.9,210.8 276.9,210.8" class="st1"></polyline>
		<polyline points="276.6,210.5 276.6,210.4 276.6,210.4 276.6,210.3" class="st1"></polyline>
		<polyline points="276.5,210.2 276.5,210.2 276.6,210.3 276.6,210.3 276.7,210.3 276.7,210.4 276.8,210.4 276.9,210.4" class="st1"></polyline>
		<polyline points="276.5,210.1 276.5,210.1 276.5,210 276.6,210" class="st1"></polyline>
		<polyline points="276.5,209.8 276.5,209.9 276.5,209.9 276.6,209.9 276.6,210 276.7,210 276.8,210 276.9,210.1" class="st1"></polyline>
		<polyline points="276.5,209.7 276.5,209.7 276.5,209.6 276.5,209.6" class="st1"></polyline>
		<polyline points="276.5,209.4 276.5,209.5 276.5,209.5 276.6,209.6 276.6,209.6 276.7,209.7 276.8,209.7 276.9,209.7 
			277.1,209.8" class="st1"></polyline>
		<polyline points="276.4,209.1 276.5,209.1 276.5,209.2 276.5,209.2 276.6,209.3 276.6,209.3 276.7,209.3 276.8,209.3" class="st1"></polyline>
		<polyline points="276.4,208.7 276.4,208.8 276.5,208.8 276.5,208.9 276.5,208.9 276.6,208.9 276.7,209 276.8,209" class="st1"></polyline>
		<polyline points="276.4,208.4 276.4,208.4 276.4,208.4 276.5,208.5 276.5,208.5 276.6,208.6 276.7,208.6 276.8,208.6" class="st1"></polyline>
		<polyline points="276.9,211.6 276.9,211.6 276.8,211.5 276.8,211.5 276.8,211.5" class="st1"></polyline>
		<polyline points="277,211.7 277.1,211.8 277.3,211.8 277.4,211.9 277.7,211.9 277.9,211.9 278.1,211.9 278.4,211.9 
			278.6,211.9 278.8,211.8 279,211.7 279.2,211.7 279.3,211.6 279.4,211.5 279.6,211.3 279.6,211.2 279.7,211.2 279.7,211.1 
			279.7,211" class="st1"></polyline>
		<polyline points="276.7,208.3 276.6,208.2 276.5,208.2 276.4,208.1 276.4,208.1 276.4,208 276.4,207.9 276.4,207.9 
			276.4,207.8 276.5,207.8" class="st1"></polyline>
		<polyline points="276.6,210.7 276.6,210.7 276.6,210.8 276.6,210.8" class="st1"></polyline>
		<polyline points="276.5,209.4 276.5,209.3 276.5,209.3 276.5,209.2" class="st1"></polyline>
		<polyline points="276.5,208.9 276.5,208.9 276.4,209 276.4,209" class="st1"></polyline>
		<polyline points="276.5,208.5 276.4,208.6 276.4,208.6 276.4,208.7" class="st1"></polyline>
		<line y2="207.8" x2="276.5" y1="207.8" x1="276.5" class="st1"></line>
		<polyline points="276.6,210.9 276.6,210.9 276.6,211 276.7,211 276.7,211.1 276.8,211.1 276.9,211.1 277,211.2 
			277.2,211.2" class="st1"></polyline>
		<polyline points="276.4,208.3 276.4,208.2 276.4,208.2 276.4,208.1" class="st1"></polyline>
		<polyline points="276.6,211.2 276.6,211.1 276.6,211.1 276.7,211" class="st1"></polyline>
		<polyline points="279.1,210.9 279.2,210.9 279.3,210.9 279.4,210.8 279.5,210.7 279.6,210.7 279.6,210.6 279.7,210.5 
			279.7,210.4 279.6,210.4 279.6,210.3 279.6,210.3" class="st1"></polyline>
		<line y2="207.6" x2="279.3" y1="204.4" x1="279" class="st1"></line>
		<polyline points="279.6,210.6 279.7,210.7 279.7,210.7 279.7,210.8 279.7,210.9 279.7,210.9 279.6,211 279.6,211 
			279.5,211.1 279.5,211.2 279.4,211.2 279.3,211.3" class="st1"></polyline>
		<polyline points="276.6,211.3 276.6,211.3 276.7,211.3 276.7,211.4 276.8,211.4 276.8,211.5 276.9,211.5 277,211.5 
			277.2,211.6" class="st1"></polyline>
		<polyline points="276,204.5 276.2,204.6 276.3,204.6 276.5,204.6 276.7,204.7 276.8,204.7 277,204.7 277.2,204.7 
			277.4,204.7 277.6,204.7 277.8,204.6 278,204.6 278.2,204.6 278.4,204.5 278.6,204.5 278.8,204.4 278.9,204.4 279.1,204.3 
			279.2,204.3 279.5,204.1 279.5,204.1 279.6,204 279.6,204 279.7,203.9 279.7,203.7 279.8,203.6 279.8,203.4 279.8,203.2 
			279.7,201.9 279.5,201.8 279.2,201.7" class="st1"></polyline>
		<polyline points="279.2,202.1 279.2,202.1 279.2,202.2 279.1,202.2 279.1,202.3 279,202.4 278.9,202.4 278.8,202.5 
			278.7,202.5 278.6,202.6 278.5,202.6 278.3,202.7 278.2,202.7 278,202.7 277.8,202.8 277.7,202.8 277.5,202.8 277.3,202.8 
			277.1,202.8 277,202.8 276.8,202.8 276.6,202.8 276.5,202.8 276.4,202.8 276.2,202.7 276.1,202.7 276,202.7 275.9,202.6 
			275.8,202.6 275.7,202.5 275.7,202.5 275.7,202.4 275.7,202.4" class="st1"></polyline>
		<polyline points="279,201.6 278.8,201.6 278.7,201.6 278.5,201.5 278.3,201.5 278.1,201.5 278,201.5 277.8,201.5 
			277.6,201.5 277.4,201.5 277.1,201.5 276.9,201.6 276.7,201.6 276.6,201.6 276.4,201.7 276.2,201.7 276,201.8 275.9,201.9 
			275.8,201.9" class="st1"></polyline>
	</g>
</g>
<g id="ID_1472-2">
	<g id="ID_1479-2">
		<line y2="186.3" x2="251" y1="186.8" x1="251.1" class="st0"></line>
		<line y2="186" x2="251.9" y1="185.8" x1="251.8" class="st0"></line>
		<polyline points="247.7,187 248.1,187 248.5,187 248.9,186.9 249.2,186.8 249.6,186.8 249.9,186.7 250.2,186.6 
			250.5,186.5 250.8,186.4 251,186.3 251.3,186.2 251.4,186 251.6,185.9 251.7,185.8 251.8,185.6 251.8,185.5 251.8,185.4" class="st0"></polyline>
		<line y2="186.6" x2="244.2" y1="186.5" x1="244.2" class="st0"></line>
		<polyline points="247,187 246.6,187 246.3,187 246,187 245.6,186.9 245.4,186.8 245.1,186.8 244.9,186.7 244.7,186.6 
			244.5,186.5 244.3,186.4 244.2,186.3 244.2,186.2 244.1,186" class="st0"></polyline>
		<polyline points="247,187.6 246.7,187.6 246.3,187.6 246,187.5 245.7,187.5 245.4,187.4 245.1,187.4 244.9,187.3 
			244.7,187.2 244.5,187.1 244.4,187 244.3,186.9 244.2,186.7 244.2,186.6 244.1,186 244.1,185.9 244.2,185.8 244.3,185.6 
			244.4,185.5 244.5,185.4 244.7,185.3 244.9,185.1 245.2,185 245.2,185" class="st1"></polyline>
		<polyline points="249.8,184.4 250,184.4 250.3,184.5 250.6,184.6 250.9,184.6 251.1,184.7 251.3,184.8 251.5,184.9 
			251.6,185 251.7,185.1 251.8,185.2 251.8,185.4 251.9,186 251.9,186.1 251.8,186.2 251.8,186.3 251.6,186.5 251.5,186.6 
			251.3,186.7 251.1,186.8 250.8,187 250.6,187.1 250.3,187.2 250,187.3 249.6,187.4 249.3,187.4 248.9,187.5 248.5,187.5 
			248.2,187.6 247.8,187.6" class="st1"></polyline>
		<line y2="185.9" x2="249.3" y1="185.8" x1="249.2" class="st1"></line>
		<polyline points="249,186 249.1,186 249.2,185.9 249.3,185.9 249.4,185.8 249.4,185.8 249.5,185.7 249.5,185.7" class="st1"></polyline>
	</g>
	<g id="ID_1473-2">
		<line y2="193.2" x2="249.2" y1="193" x1="249.4" class="st0"></line>
		<line y2="193.2" x2="247.4" y1="193.2" x1="247.4" class="st0"></line>
		<polyline points="248.9,189.5 248.8,189.6 248.7,189.6" class="st0"></polyline>
		<line y2="189.4" x2="246.4" y1="189.3" x1="246.5" class="st0"></line>
		<line y2="189.1" x2="249.3" y1="189.1" x1="249.3" class="st0"></line>
		<line y2="189.3" x2="249.3" y1="189.2" x1="249.3" class="st0"></line>
		<line y2="189.8" x2="247.4" y1="189.8" x1="247.3" class="st0"></line>
		<line y2="189.8" x2="247.9" y1="189.8" x1="247.8" class="st0"></line>
		<polyline points="246.4,189.6 246.4,189.6 246.4,189.7" class="st0"></polyline>
		<line y2="189.7" x2="246.9" y1="189.7" x1="246.8" class="st0"></line>
		<line y2="189.7" x2="248.5" y1="189.7" x1="248.3" class="st0"></line>
		<line y2="192.7" x2="249.4" y1="192.8" x1="249.4" class="st0"></line>
		<line y2="192.8" x2="247.4" y1="192.8" x1="247.3" class="st0"></line>
		<polyline points="248.9,189.6 248.9,189.7 249.1,189.8" class="st0"></polyline>
		<line y2="189.9" x2="249.1" y1="189.8" x1="249.1" class="st0"></line>
		<line y2="190.2" x2="249.2" y1="190.2" x1="249.2" class="st0"></line>
		<line y2="190.6" x2="249.2" y1="190.5" x1="249.2" class="st0"></line>
		<line y2="191" x2="249.2" y1="190.9" x1="249.2" class="st0"></line>
		<line y2="191.3" x2="249.3" y1="191.2" x1="249.2" class="st0"></line>
		<line y2="191.7" x2="249.3" y1="191.6" x1="249.3" class="st0"></line>
		<line y2="192" x2="249.3" y1="192" x1="249.3" class="st0"></line>
		<line y2="192.4" x2="249.3" y1="192.3" x1="249.3" class="st0"></line>
		<polyline points="249.4,189.3 249.4,189.4 249.4,189.4" class="st0"></polyline>
		<line y2="185.8" x2="249.2" y1="185.8" x1="249.3" class="st0"></line>
		<line y2="184.1" x2="249.1" y1="184.3" x1="249.4" class="st0"></line>
		<polyline points="249,189.5 249,189.5 248.7,186" class="st0"></polyline>
		<line y2="183.2" x2="248.5" y1="183.6" x1="248.5" class="st0"></line>
		<polyline points="249,183.2 249.1,183.2 249.2,183.3 249.3,183.3 249.4,183.4 249.4,183.5 249.5,183.5 249.5,183.6 
			249.5,183.7 249.5,183.7 249.4,183.8 249.4,183.9 249.3,183.9 249.2,184 249.1,184.1 248.9,184.1 248.8,184.2 248.6,184.3 
			248.5,184.3 248.3,184.4 248.1,184.4 247.9,184.4 247.7,184.4 247.5,184.5 247.3,184.5 247.1,184.5 246.9,184.5 246.7,184.5 
			246.5,184.5 246.3,184.5 246.2,184.4 246,184.4 245.9,184.4 245.7,184.3 245.6,184.3 245.5,184.2 245.5,184.1 245.4,184.1 
			245.4,184 245.3,184 245.3,183.9 245.4,183.8 245.4,183.7 245.5,183.7 245.6,183.6 245.7,183.5 245.8,183.5" class="st0"></polyline>
		<polyline points="247.8,189.8 247.7,189.8 247.5,189.8 247.4,189.8" class="st0"></polyline>
		<polyline points="248.9,189.6 248.7,189.7 248.5,189.7 248.3,189.8 248.2,189.8 248,189.9 247.8,189.9 247.6,189.9 
			247.4,189.9 247.2,189.9 247,189.9 246.9,189.8 246.7,189.8" class="st0"></polyline>
		<polyline points="246.4,189.8 246.4,189.9 246.4,189.9 246.5,190 246.5,190 246.6,190 246.6,190.1 246.7,190.1 
			246.8,190.1 246.9,190.1 247.1,190.2 247.2,190.2 247.3,190.2 247.5,190.2 247.6,190.2 247.7,190.2 247.9,190.1 248.1,190.1 
			248.2,190.1 248.3,190.1 248.5,190 248.6,190 248.7,190 248.9,189.9 249,189.9 249.1,189.8 249.1,189.8 249.2,189.7 249.3,189.6 
			249.4,189.5 249.4,189.4" class="st0"></polyline>
		<line y2="189.4" x2="249.4" y1="189.5" x1="249.4" class="st0"></line>
		<polyline points="246.9,192.7 246.9,192.7 247,192.7 247,192.8 247.1,192.8 247.2,192.8 247.3,192.8 247.4,192.8 
			247.5,192.9 247.6,192.9 247.7,192.9 247.8,192.9 247.9,192.9 248.1,192.9 248.2,192.8 248.3,192.8 248.4,192.8 248.6,192.8 
			248.7,192.7 248.8,192.7 248.9,192.7 249,192.6 249.1,192.6 249.2,192.5 249.3,192.5 249.3,192.4 249.4,192.4" class="st0"></polyline>
		<polyline points="248.9,191.5 248.7,191.6 248.5,191.6 248.3,191.7 248,191.7 247.8,191.7 247.5,191.7 247.3,191.7 
			247.1,191.7" class="st0"></polyline>
		<polyline points="249.1,192.2 248.9,192.2 248.7,192.3 248.4,192.4 248.2,192.4 248,192.4 247.7,192.5 247.5,192.4 
			247.3,192.4 247.1,192.4" class="st0"></polyline>
		<polyline points="248.8,191.1 248.6,191.2 248.4,191.3 248.2,191.3 247.9,191.3 247.7,191.4 247.4,191.4 247.2,191.3 
			247.1,191.3" class="st0"></polyline>
		<polyline points="249,191.8 248.8,191.9 248.6,192 248.4,192 248.1,192.1 247.9,192.1 247.6,192.1 247.4,192.1 
			247.2,192.1 247,192" class="st0"></polyline>
		<polyline points="248.9,190.7 248.8,190.8 248.5,190.9 248.3,190.9 248.1,191 247.8,191 247.6,191 247.4,191 
			247.2,191 247,190.9" class="st0"></polyline>
		<polyline points="249.1,192.1 249,192.2 248.9,192.2 248.7,192.3 248.6,192.3 248.4,192.3 248.3,192.4 248.2,192.4 
			248,192.4 247.9,192.4 247.7,192.4 247.6,192.4 247.4,192.4 247.3,192.4 247.2,192.4 247.1,192.4 246.9,192.3" class="st0"></polyline>
		<polyline points="249.2,191.7 249.1,191.8 249,191.8 248.8,191.9 248.7,191.9 248.6,191.9 248.4,192 248.3,192 
			248.1,192 248,192 247.8,192 247.7,192.1 247.5,192.1 247.4,192 247.3,192 247.1,192 247,192 246.9,192" class="st0"></polyline>
		<polyline points="248.9,190.4 248.7,190.5 248.5,190.5 248.2,190.6 248,190.6 247.7,190.6 247.5,190.6 247.3,190.6 
			247.1,190.6 246.9,190.6" class="st0"></polyline>
		<polyline points="249.2,191.4 249.1,191.4 248.9,191.5 248.8,191.5 248.7,191.5 248.5,191.6 248.4,191.6 248.2,191.6 
			248.1,191.7 247.9,191.7 247.8,191.7 247.6,191.7 247.5,191.7 247.4,191.7 247.2,191.7 247.1,191.7 247,191.6 246.9,191.6" class="st0"></polyline>
		<polyline points="249.3,192 249.2,192.1 249.1,192.2 248.9,192.3 248.7,192.4 248.5,192.4 248.2,192.5 248,192.5 
			247.7,192.5 247.5,192.5 247.3,192.5 247.1,192.4 247,192.4 246.9,192.3" class="st0"></polyline>
		<polyline points="249,191.1 248.9,191.1 248.8,191.1 248.6,191.2 248.5,191.2 248.4,191.2 248.2,191.3 248.1,191.3 
			247.9,191.3 247.8,191.3 247.6,191.3 247.5,191.3 247.3,191.3 247.2,191.3 247.1,191.3 247,191.3 246.9,191.3" class="st0"></polyline>
		<polyline points="248.8,190 248.6,190.1 248.4,190.2 248.1,190.2 247.9,190.3 247.6,190.3 247.4,190.3 247.2,190.3 
			247,190.2 246.8,190.2" class="st0"></polyline>
		<polyline points="249,190.7 248.9,190.7 248.7,190.8 248.6,190.8 248.5,190.9 248.3,190.9 248.2,190.9 248,190.9 
			247.9,190.9 247.7,191 247.6,191 247.4,191 247.3,191 247.2,191 247,190.9 246.9,190.9 246.8,190.9" class="st0"></polyline>
		<polyline points="249.3,191.7 249.2,191.8 249,191.9 248.8,192 248.6,192 248.4,192.1 248.1,192.1 247.9,192.1 
			247.6,192.2 247.4,192.1 247.2,192.1 247,192.1 246.9,192 246.8,192" class="st0"></polyline>
		<polyline points="249.1,190.3 249,190.3 248.8,190.4 248.7,190.4 248.6,190.5 248.4,190.5 248.3,190.5 248.2,190.6 
			248,190.6 247.8,190.6 247.7,190.6 247.6,190.6 247.4,190.6 247.3,190.6 247.1,190.6 247,190.6 246.9,190.6 246.8,190.5" class="st0"></polyline>
		<polyline points="249.2,191.4 249.1,191.5 248.9,191.5 248.7,191.6 248.5,191.7 248.3,191.7 248,191.8 247.8,191.8 
			247.5,191.8 247.3,191.8 247.1,191.7 247,191.7 246.9,191.6 246.8,191.6" class="st0"></polyline>
		<polyline points="249,189.9 248.9,190 248.8,190 248.7,190.1 248.6,190.1 248.4,190.1 248.3,190.2 248.1,190.2 
			248,190.2 247.8,190.2 247.7,190.2 247.5,190.2 247.4,190.2 247.2,190.2 247.1,190.2 247,190.2 246.9,190.2 246.8,190.2" class="st0"></polyline>
		<polyline points="249.2,190.6 249.1,190.7 248.9,190.8 248.8,190.9 248.5,190.9 248.3,191 248.1,191 247.8,191 
			247.6,191.1 247.4,191.1 247.2,191 247,191 246.8,191 246.8,190.9" class="st0"></polyline>
		<polyline points="249.3,190.9 249.2,191 249,191.1 248.8,191.2 248.6,191.3 248.4,191.3 248.2,191.4 247.9,191.4 
			247.7,191.4 247.4,191.4 247.2,191.4 247.1,191.4 246.9,191.3 246.8,191.3 246.7,191.2" class="st0"></polyline>
		<polyline points="249.2,190.3 249,190.3 248.9,190.4 248.7,190.5 248.5,190.6 248.2,190.6 248,190.7 247.7,190.7 
			247.5,190.7 247.3,190.7 247.1,190.7 246.9,190.6 246.8,190.6 246.7,190.5" class="st0"></polyline>
		<polyline points="249.2,189.8 249.1,189.9 249,190 248.8,190.1 248.6,190.2 248.4,190.2 248.1,190.3 247.9,190.3 
			247.6,190.3 247.4,190.3 247.2,190.3 247,190.3 246.8,190.2 246.7,190.2 246.7,190.1" class="st0"></polyline>
		<polyline points="246.6,192.4 246.6,192.4 246.6,192.5 246.7,192.5 246.7,192.5 246.8,192.6 246.9,192.6 247,192.6 
			247.1,192.7 247.2,192.7 247.3,192.7 247.4,192.7 247.6,192.7 247.7,192.7 247.9,192.7 248,192.7 248.2,192.7 248.3,192.6 
			248.5,192.6 248.6,192.6 248.8,192.6 248.9,192.5 249,192.5 249.1,192.4 249.2,192.4 249.3,192.3 249.4,192.3 249.5,192.2 
			249.6,192.2 249.6,192.1 249.6,192 249.7,192 249.7,191.9" class="st0"></polyline>
		<polyline points="249.6,191.6 249.6,191.6 249.6,191.7 249.6,191.7 249.5,191.8 249.5,191.9 249.4,191.9 249.3,192 
			249.2,192 249.1,192.1 249,192.1 248.9,192.2 248.7,192.2 248.6,192.2 248.4,192.3 248.3,192.3 248.1,192.3 248,192.3 
			247.8,192.3 247.7,192.3 247.6,192.3 247.4,192.3 247.3,192.3 247.2,192.3 247,192.3 246.9,192.3 246.8,192.2 246.8,192.2 
			246.7,192.2 246.6,192.1 246.6,192.1 246.6,192.1 246.6,192" class="st0"></polyline>
		<polyline points="249.6,191.2 249.6,191.3 249.6,191.3 249.5,191.4 249.5,191.4 249.4,191.5 249.4,191.6 249.3,191.6 
			249.2,191.7 249.1,191.7 249,191.8 248.8,191.8 248.7,191.8 248.6,191.9 248.4,191.9 248.3,191.9 248.1,191.9 248,192 247.8,192 
			247.7,192 247.5,192 247.4,192 247.3,192 247.1,192 247,191.9 246.9,191.9 246.8,191.9 246.7,191.8 246.7,191.8 246.6,191.8 
			246.6,191.7 246.5,191.7 246.5,191.6" class="st0"></polyline>
		<polyline points="249.6,190.8 249.6,190.9 249.5,191 249.5,191 249.4,191.1 249.3,191.2 249.2,191.2 249.2,191.3 
			249.1,191.3 248.9,191.4 248.8,191.4 248.7,191.5 248.5,191.5 248.4,191.5 248.2,191.6 248.1,191.6 247.9,191.6 247.8,191.6 
			247.6,191.6 247.5,191.6 247.4,191.6 247.2,191.6 247.1,191.6 247,191.6 246.9,191.5 246.8,191.5 246.7,191.5 246.6,191.4 
			246.6,191.4 246.5,191.4 246.5,191.3 246.5,191.3" class="st0"></polyline>
		<polyline points="249.5,190.5 249.5,190.5 249.5,190.6 249.5,190.6 249.4,190.7 249.4,190.8 249.3,190.8 249.2,190.9 
			249.1,190.9 249,191 248.9,191 248.8,191.1 248.6,191.1 248.5,191.1 248.4,191.2 248.2,191.2 248.1,191.2 247.9,191.2 
			247.8,191.2 247.6,191.3 247.5,191.3 247.3,191.2 247.2,191.2 247.1,191.2 247,191.2 246.8,191.2 246.8,191.2 246.7,191.1 
			246.6,191.1 246.6,191.1 246.5,191 246.5,191 246.5,190.9" class="st0"></polyline>
		<polyline points="249.5,190.1 249.5,190.2 249.5,190.2 249.5,190.3 249.4,190.3 249.3,190.4 249.3,190.5 249.2,190.5 
			249.1,190.6 249,190.6 248.9,190.7 248.7,190.7 248.6,190.7 248.5,190.8 248.3,190.8 248.2,190.8 248,190.9 247.9,190.9 
			247.7,190.9 247.6,190.9 247.4,190.9 247.3,190.9 247.2,190.9 247,190.9 246.9,190.8 246.8,190.8 246.7,190.8 246.6,190.8 
			246.6,190.7 246.5,190.7 246.5,190.7 246.5,190.6 246.4,190.6" class="st0"></polyline>
		<polyline points="249.3,192.8 249.2,192.9 249.1,192.9 248.9,193 248.8,193 248.7,193 248.5,193.1 248.4,193.1 
			248.2,193.1 248.1,193.1 247.9,193.1 247.8,193.1 247.6,193.1 247.5,193.1 247.4,193.1 247.2,193.1 247.1,193.1 247,193.1" class="st0"></polyline>
		<polyline points="249.4,189.4 248.9,189.7 248.7,189.8 248.5,189.8 248.3,189.9 248,189.9 247.8,190 247.6,190 
			247.3,190 247.1,190 246.9,189.9 246.8,189.9 246.7,189.8" class="st0"></polyline>
		<polyline points="246.9,193.2 247,193.2 247,193.2 247.1,193.3 247.2,193.3 247.3,193.3 247.4,193.3 247.6,193.3 
			247.7,193.3 247.8,193.3 248,193.3 248.1,193.3 248.2,193.3 248.4,193.3 248.5,193.3 248.7,193.3 248.8,193.2 248.9,193.2 
			249.1,193.2 249.2,193.1 249.3,193.1 249.4,193 249.5,192.9 249.6,192.9" class="st0"></polyline>
		<polyline points="249.5,189.8 249.5,189.8 249.5,189.9 249.4,189.9 249.4,190 249.3,190 249.2,190.1 249.2,190.2 
			249.1,190.2 249,190.3 248.8,190.3 248.7,190.3 248.6,190.4 248.4,190.4 248.3,190.4 248.1,190.5 248,190.5 247.8,190.5 
			247.7,190.5 247.5,190.5 247.4,190.5 247.3,190.5 247.1,190.5 247,190.5 246.9,190.5 246.8,190.5 246.7,190.4 246.6,190.4 
			246.5,190.4 246.5,190.3 246.5,190.3 246.4,190.2 246.4,190.2" class="st0"></polyline>
		<polyline points="247.2,193.1 247.3,193.1 247.4,193.2 247.5,193.2 247.6,193.2 247.7,193.2 247.8,193.2 248,193.2 
			248.1,193.2 248.2,193.1 248.3,193.1 248.5,193.1 248.6,193.1 248.7,193 248.8,193 248.9,193 249,192.9" class="st0"></polyline>
		<polyline points="249.7,192.3 249.7,192.4 249.7,192.4 249.6,192.5 249.6,192.6 249.5,192.6 249.4,192.7 249.3,192.7 
			249.2,192.8 249.1,192.8 248.9,192.9 248.8,192.9 248.7,193 248.5,193 248.4,193 248.2,193 248.1,193 247.9,193.1 247.8,193.1 
			247.6,193.1 247.5,193.1 247.3,193 247.2,193 247.1,193 247,193 246.9,193 246.8,192.9 246.8,192.9 246.7,192.9 246.7,192.8 
			246.6,192.8 246.6,192.7" class="st0"></polyline>
		<polyline points="249.4,192.8 249.3,192.8 249.3,192.9 249.2,192.9 249.1,192.9 249,193 248.9,193 248.8,193.1 
			248.7,193.1 248.6,193.1 248.5,193.2 248.3,193.2 248.2,193.2 248.1,193.2 248,193.2 247.8,193.2 247.7,193.2 247.6,193.2 
			247.5,193.2 247.4,193.2 247.2,193.2 247.1,193.1 246.9,193.1" class="st0"></polyline>
		<polyline points="246.9,189.7 247,189.7 247.1,189.7 247.3,189.8" class="st0"></polyline>
		<polyline points="247.9,189.8 248.1,189.7 248.2,189.7 248.3,189.7" class="st0"></polyline>
		<polyline points="249.1,192.5 249,192.6 248.9,192.6 248.8,192.6 248.6,192.7 248.5,192.7 248.3,192.7 248.2,192.7 
			248,192.8 247.9,192.8 247.7,192.8 247.6,192.8 247.5,192.8 247.3,192.8 247.2,192.8 247.1,192.7 247,192.7" class="st0"></polyline>
		<polyline points="246.5,189.4 246.5,189.4 246.5,189.5 246.6,189.5 246.6,189.6 246.7,189.6 246.7,189.6 246.8,189.7" class="st0"></polyline>
		<polyline points="248.5,189.7 248.6,189.6 248.7,189.6" class="st0"></polyline>
		<polyline points="248.9,189.5 249,189.5 249.1,189.4 249.1,189.4 249.2,189.4 249.2,189.3 249.3,189.3" class="st0"></polyline>
		<polyline points="247.1,192.7 247.2,192.8 247.3,192.8 247.3,192.8 247.4,192.8 247.6,192.8 247.7,192.8 247.8,192.8 
			247.9,192.8 248.1,192.8 248.2,192.8 248.3,192.8 248.4,192.7 248.6,192.7 248.7,192.7 248.8,192.6 248.9,192.6 249,192.6" class="st0"></polyline>
		<polyline points="246.4,189.4 246.4,189.5 246.4,189.6" class="st0"></polyline>
		<line y2="189.2" x2="249.3" y1="189.2" x1="249.3" class="st0"></line>
		<polyline points="249.1,183.8 249.1,183.8 249,183.7 248.9,183.7 248.8,183.7 248.7,183.6 248.5,183.6 248.4,183.6 
			248.2,183.6 248.1,183.5 247.9,183.5 247.7,183.5 247.6,183.5 247.4,183.6 247.2,183.6 247,183.6 246.9,183.6 246.7,183.7 
			246.6,183.7 246.4,183.7 246.3,183.8 246.2,183.8 246,183.9 245.9,183.9 245.9,184 245.8,184.1 245.7,184.1" class="st0"></polyline>
		<polyline points="249.2,183.6 249.2,183.6 249.2,183.5 249.1,183.5 249,183.4 249,183.4 248.9,183.3 248.8,183.3 
			248.6,183.2 248.5,183.2 248.4,183.2 248.2,183.2 248,183.2 247.9,183.2 247.7,183.2 247.5,183.2 247.4,183.2 247.2,183.2 
			247,183.2 246.8,183.2 246.7,183.3 246.5,183.3 246.4,183.4 246.3,183.4 246.1,183.5 246,183.5 245.9,183.6 245.8,183.6 
			245.8,183.7 245.7,183.7 245.7,183.8 245.7,183.9 245.7,183.9" class="st0"></polyline>
		<polyline points="245.8,186 246,186.1 246.3,186.2 246.5,186.2 246.8,186.2 247,186.2 247.2,186.2 247.5,186.2 
			247.8,186.2 248.1,186.1 248.4,186.1 248.7,186 248.9,185.9 249.2,185.8 249.5,185.7 249.4,184.3 249.4,184.1 249.5,184 
			249.5,183.8 249.5,183.7 249.6,183.6 249.6,183.6 249.7,183.5 249.7,183.5" class="st0"></polyline>
		<line y2="184.9" x2="247.1" y1="186.2" x1="247.2" class="st0"></line>
		<polyline points="249.4,184.3 249.1,184.3 248.8,184.3 248.5,184.4 248.2,184.4 247.9,184.5 247.7,184.6 247.4,184.7 
			247.1,184.9 246.9,184.7 246.6,184.6 246.4,184.6 246.1,184.5 245.9,184.5 245.6,184.4 245.4,184.5 245.2,184.5" class="st0"></polyline>
		<polyline points="245.5,183.6 245.5,183.6 245.4,183.7 245.4,183.8 245.3,183.9 245.3,184 245.2,184.1 245.2,184.3 
			245.2,184.5 245.3,185.8 245.5,185.9 245.8,186" class="st1"></polyline>
		<line y2="189.4" x2="246.5" y1="186.1" x1="246.2" class="st1"></line>
		<line y2="189.2" x2="249.3" y1="189.1" x1="249.3" class="st1"></line>
		<polyline points="249.2,191.7 249.3,191.7 249.4,191.6 249.4,191.6 249.5,191.5 249.5,191.5 249.6,191.4 249.6,191.3 
			249.6,191.3 249.6,191.2 249.6,191.1 249.6,191.1" class="st1"></polyline>
		<polyline points="249.2,191.4 249.3,191.3 249.3,191.3 249.4,191.2 249.5,191.2 249.5,191.1 249.6,191 249.6,191 
			249.6,190.9 249.6,190.8 249.5,190.8 249.5,190.7" class="st1"></polyline>
		<polyline points="249.1,192.1 249.2,192.1 249.3,192 249.4,192 249.5,191.9 249.5,191.9 249.6,191.8 249.6,191.8 
			249.6,191.7 249.6,191.6 249.6,191.6 249.6,191.5 249.6,191.5" class="st1"></polyline>
		<polyline points="249.1,190.3 249.2,190.2 249.3,190.2 249.3,190.1 249.4,190.1 249.4,190 249.5,189.9 249.5,189.9 
			249.5,189.8 249.5,189.8 249.5,189.7 249.4,189.6" class="st1"></polyline>
		<polyline points="249,189.9 249.1,189.9 249.2,189.8 249.3,189.8 249.4,189.7 249.4,189.6 249.4,189.6 249.4,189.5 
			249.4,189.5 249.4,189.3 249.4,189.2 249.3,189.1 249.3,189.1" class="st1"></polyline>
		<polyline points="249,191.1 249.1,191 249.2,191 249.3,190.9 249.4,190.8 249.5,190.8 249.5,190.7 249.5,190.6 
			249.5,190.6 249.5,190.5 249.5,190.4 249.5,190.4" class="st1"></polyline>
		<polyline points="249,190.7 249.1,190.6 249.2,190.6 249.3,190.5 249.4,190.5 249.4,190.4 249.5,190.4 249.5,190.3 
			249.5,190.2 249.5,190.2 249.5,190.1 249.5,190.1 249.5,190" class="st1"></polyline>
		<polyline points="248.9,189.6 249,189.6 249.3,189.4 249.4,189.4" class="st1"></polyline>
		<line y2="191.7" x2="247.1" y1="191.6" x1="247" class="st1"></line>
		<polyline points="246.6,192.1 246.6,192.1 246.6,192.2 246.6,192.2 246.7,192.3 246.8,192.3 246.9,192.3 246.9,192.3" class="st1"></polyline>
		<polyline points="246.6,192 246.6,192 246.6,191.9 246.6,191.9" class="st1"></polyline>
		<polyline points="246.5,191.7 246.5,191.8 246.6,191.8 246.6,191.9 246.7,191.9 246.7,191.9 246.8,192 246.9,192" class="st1"></polyline>
		<polyline points="246.5,191.6 246.5,191.6 246.6,191.6 246.6,191.5" class="st1"></polyline>
		<polyline points="246.5,191.4 246.5,191.4 246.5,191.4 246.6,191.5 246.6,191.5 246.7,191.6 246.8,191.6 246.9,191.6" class="st1"></polyline>
		<polyline points="246.5,191.3 246.5,191.2 246.5,191.2 246.6,191.1" class="st1"></polyline>
		<polyline points="246.5,191 246.5,191 246.5,191.1 246.6,191.1 246.6,191.2 246.7,191.2 246.8,191.2 246.9,191.3 
			247.1,191.3" class="st1"></polyline>
		<polyline points="246.4,190.6 246.5,190.7 246.5,190.7 246.5,190.8 246.6,190.8 246.6,190.8 246.7,190.9 246.8,190.9" class="st1"></polyline>
		<polyline points="246.4,190.3 246.4,190.3 246.5,190.4 246.5,190.4 246.6,190.4 246.6,190.5 246.7,190.5 246.8,190.5" class="st1"></polyline>
		<polyline points="246.4,189.9 246.4,190 246.4,190 246.5,190 246.5,190.1 246.6,190.1 246.7,190.1 246.8,190.2" class="st1"></polyline>
		<polyline points="246.9,193.2 246.9,193.1 246.8,193.1 246.8,193.1 246.8,193" class="st1"></polyline>
		<polyline points="247,193.3 247.1,193.3 247.3,193.4 247.4,193.4 247.7,193.5 247.9,193.5 248.1,193.5 248.4,193.4 
			248.6,193.4 248.8,193.4 249,193.3 249.2,193.2 249.3,193.2 249.4,193.1 249.6,192.9 249.7,192.8 249.7,192.7 249.7,192.6 
			249.7,192.5" class="st1"></polyline>
		<polyline points="246.7,189.8 246.6,189.8 246.5,189.7 246.4,189.7 246.4,189.6 246.4,189.6 246.4,189.5 246.4,189.4 
			246.4,189.4 246.5,189.3" class="st1"></polyline>
		<polyline points="246.6,192.2 246.6,192.3 246.6,192.3 246.6,192.4" class="st1"></polyline>
		<polyline points="246.5,190.9 246.5,190.9 246.5,190.8 246.5,190.8" class="st1"></polyline>
		<polyline points="246.5,190.4 246.5,190.5 246.4,190.5 246.4,190.6" class="st1"></polyline>
		<polyline points="246.5,190.1 246.4,190.1 246.4,190.2 246.4,190.2" class="st1"></polyline>
		<line y2="189.4" x2="246.5" y1="189.4" x1="246.5" class="st1"></line>
		<polyline points="246.6,192.4 246.6,192.5 246.6,192.5 246.7,192.6 246.7,192.6 246.8,192.6 246.9,192.7 247,192.7 
			247.2,192.8" class="st1"></polyline>
		<polyline points="246.4,189.8 246.4,189.8 246.4,189.7 246.4,189.7" class="st1"></polyline>
		<polyline points="246.6,192.7 246.6,192.7 246.6,192.6 246.7,192.6" class="st1"></polyline>
		<polyline points="249.1,192.5 249.2,192.5 249.3,192.4 249.4,192.3 249.5,192.3 249.6,192.2 249.6,192.1 249.7,192.1 
			249.7,192 249.7,191.9 249.6,191.9 249.6,191.8" class="st1"></polyline>
		<line y2="189.2" x2="249.3" y1="185.9" x1="249" class="st1"></line>
		<polyline points="249.6,192.2 249.7,192.2 249.7,192.3 249.7,192.4 249.7,192.4 249.7,192.5 249.6,192.5 249.6,192.6 
			249.5,192.7 249.5,192.7 249.4,192.8 249.3,192.8" class="st1"></polyline>
		<polyline points="246.6,192.8 246.6,192.9 246.7,192.9 246.7,192.9 246.8,193 246.8,193 246.9,193 247,193.1 
			247.2,193.1" class="st1"></polyline>
		<polyline points="246,186.1 246.2,186.1 246.3,186.2 246.5,186.2 246.7,186.2 246.8,186.2 247,186.2 247.2,186.2 
			247.4,186.2 247.6,186.2 247.8,186.2 248,186.2 248.2,186.1 248.4,186.1 248.6,186 248.8,186 248.9,185.9 249.1,185.9 
			249.2,185.8 249.5,185.7 249.5,185.6 249.6,185.6 249.6,185.5 249.7,185.4 249.7,185.3 249.8,185.1 249.8,185 249.8,184.8 
			249.7,183.5 249.5,183.4 249.2,183.3" class="st1"></polyline>
		<polyline points="249.2,183.6 249.2,183.7 249.2,183.7 249.1,183.8 249.1,183.9 249,183.9 248.9,184 248.8,184 
			248.7,184.1 248.6,184.1 248.5,184.2 248.3,184.2 248.2,184.3 248,184.3 247.8,184.3 247.7,184.4 247.5,184.4 247.3,184.4 
			247.1,184.4 247,184.4 246.8,184.4 246.6,184.4 246.5,184.4 246.4,184.3 246.2,184.3 246.1,184.3 246,184.2 245.9,184.2 
			245.8,184.1 245.8,184.1 245.7,184 245.7,184 245.7,183.9" class="st1"></polyline>
		<polyline points="249,183.2 248.8,183.2 248.7,183.1 248.5,183.1 248.3,183.1 248.2,183.1 248,183.1 247.8,183.1 
			247.6,183.1 247.4,183.1 247.1,183.1 246.9,183.1 246.8,183.2 246.6,183.2 246.4,183.2 246.2,183.3 246,183.3 245.9,183.4 
			245.8,183.5" class="st1"></polyline>
	</g>
</g>
<g id="ID_1452">
	<line y2="371.1" x2="167.7" y1="371.7" x1="168.3" class="st0"></line>
	<line y2="381.2" x2="159.4" y1="381.9" x1="161" class="st0"></line>
	<polyline points="132.4,368.4 132.1,368.8 131.5,369.7" class="st0"></polyline>
	<line y2="415" x2="129.2" y1="414.9" x1="131.2" class="st0"></line>
	<polyline points="141.7,409.5 128.6,401.1 128.4,400.5 128.2,399.9" class="st0"></polyline>
	<line y2="328.8" x2="125.7" y1="329.7" x1="126.7" class="st0"></line>
	<polyline points="128.1,367.9 127.8,367.7 127.3,367.8 126.8,368 126.3,368.5 125.9,369.1 125.6,369.7 125.4,370.3 
		125.5,370.8 125.6,371.1 125.7,371.2" class="st0"></polyline>
	<line y2="402.6" x2="124.8" y1="402.4" x1="125.5" class="st0"></line>
	<polyline points="123.6,328.9 124,328.7 124.6,328.8 125.5,329.1 126.7,329.7 127.1,330" class="st0"></polyline>
	<polyline points="143.4,350.3 143.4,350.5 143.6,350.8 143.9,351.2 144.4,351.6 144.8,352 150.8,358.3 151,358.5 
		151.2,358.9 151.6,359.3 152.2,359.7 152.8,360.3 154.6,361.8 156.6,363.3 158.6,364.9 160.6,366.4 162.6,367.9 164.6,369.3 
		166.5,370.6 168.3,371.7 169.1,372.4" class="st0"></polyline>
	<polyline points="144.6,351.3 144.8,351.1 145.3,351.1 146.1,351.3 147.2,351.7 147.7,351.9 147.9,351.9" class="st0"></polyline>
	<polyline points="122.4,327.9 122.3,328.1 122.4,328.5 122.6,328.9 122.9,329.4 123.4,330 124,330.6 124.6,331.4 
		125.4,332.2 126.8,333.5 128.3,334.9 130,336.4 131.8,338 133.8,339.6 135.9,341.2 138,342.8 140.1,344.4 141,345.1 141.8,345.8 
		142.6,346.4 143.1,347 146.2,350.3 146.6,350.7 146.7,350.9" class="st0"></polyline>
	<line y2="413.2" x2="119.1" y1="413.7" x1="119.9" class="st0"></line>
	<line y2="406.4" x2="118.6" y1="406.7" x1="118.6" class="st0"></line>
	<polyline points="112.1,338.7 111.7,338.5 111.2,338.6 110.6,338.9 110.1,339.5 109.7,340.2 109.4,340.9 109.4,341.5 
		109.6,342" class="st0"></polyline>
	<polyline points="114.3,354 112.6,352.6 111.1,351.2 109.7,349.8 108.4,348.6 107.3,347.4 106.4,346.4 105.6,345.5 
		105,344.7" class="st0"></polyline>
	<polyline points="112.3,375.8 111.9,375.4 111.4,374.8 110.9,374.3 110.2,373.7 108.3,372.2 106.5,370.7 104.7,369.2 
		103,367.7 101.4,366.3 99.9,365 98.6,363.7 97.4,362.5 96.3,361.4 95.4,360.5 94.7,359.6 94.1,358.8 93.8,358.2 93.6,357.7 
		93.6,357.3 93.7,357.1" class="st0"></polyline>
	<polyline points="103.5,382.7 104.9,382.6 106.3,382.9 107.7,383.4 108.1,383.6 109.1,384.3 109.4,384.6 110.6,385.6 
		112.1,387.3 113.5,389.3 114.8,391.6 116,394.2 117,396.9 117.9,399.9 118.7,403 119.2,406.2 119.6,408.7 119.8,411.2 119.9,413.7 
		120,414.9 120.5,415.9 121.2,416.6" class="st0"></polyline>
	<polyline points="97.2,390.3 97.8,389.9 98.3,389.2 99.2,387.6 100.2,386.3 101.3,385.3 102.5,384.6 103.8,384.2" class="st0"></polyline>
	<polyline points="78.9,366 80.7,366.1 82.4,366.8 82.8,367 83.8,367.6 84.1,367.9 85.3,368.9 86.5,370.3 87.6,371.8 
		88.7,373.5 89.7,375.4 90.7,377.5 91.5,379.7 92.3,382.1 93,384.5 93.2,385.3 93.5,386 93.9,386.6 94.3,387 95.8,388.4 96.4,388.7 
		96.9,388.8" class="st0"></polyline>
	<polyline points="78,367.7 76.7,368.3 75.4,369.2 74.2,370.5 73.2,372.2 72.3,374.2 71.7,375.9 71.6,376.5 71.7,377 
		71.9,377.6 72.2,378" class="st0"></polyline>
	<line y2="367.6" x2="83.9" y1="367.6" x1="83.8" class="st0"></line>
	<polyline points="101.6,389.3 101.9,389 102.1,388.4 104.1,387.8 106.1,387 108.1,386 108.8,385.6" class="st0"></polyline>
	<polyline points="159.4,381.2 155.6,380.2 153.9,380.2 152.1,380.3 148.2,380.8 146.7,381.6 145.4,382.6 144.6,383.7 
		143.9,384.8 141.6,387.7 138.3,391.7 136.5,393.7 134.5,395.6 132.8,397.1 131.1,398.3 129.6,399.2 128.2,399.9 125.2,401.4 
		122.3,402.8 120.9,403.6 120,404.5 119.5,405.3 119.2,406.2" class="st0"></polyline>
	<line y2="406.4" x2="118.6" y1="403.4" x1="118" class="st0"></line>
	<polyline points="119.6,408.7 120.1,409.7 120.9,410.9 122,412.2 123.4,413.7 125.1,415.1 126.9,416.4 127,416.4" class="st0"></polyline>
	<polyline points="126.9,416.4 123.3,416.9 122.2,417.1" class="st0"></polyline>
	<polyline points="123.3,417.1 123.3,416.9 123.4,413.7 123.9,412.8" class="st0"></polyline>
	<polyline points="126.9,416.5 126.9,416.4 125.1,415.1" class="st0"></polyline>
	<polyline points="163.2,386.2 162.3,384.4 161.7,383.4 160.8,382.2 160.2,381.9 159.6,381.7 158.2,381.5 155.5,381.4 
		153.7,381.4 152,381.6 148.4,382.2 147.3,382.7 146.3,383.4 145.6,384.3 144.8,385.4 142.6,388.3 140.4,391.1 138.3,393.5 
		136.4,395.4 134.7,397.1 133,398.4 131.5,399.5 130,400.4 128.6,401.1 125.5,402.4 122.6,403.6 121.2,404.2 120.1,405.2 
		119.8,405.8 119.6,406.6 119.6,407.4 119.9,408.2 120.7,409.6 121.6,410.8 123.9,412.8 125.9,414.3 128,415.6" class="st0"></polyline>
	<polyline points="161,381.9 162,382.9 163.6,385.1" class="st0"></polyline>
	<polyline points="111.1,372.6 111.8,373.2 112.4,373.7 112.9,374.2 113.3,374.6 115.7,377.1" class="st0"></polyline>
	<polyline points="143.1,347 137.1,354.9 136.8,355.4 136.1,356.2" class="st0"></polyline>
	<polyline points="120.2,343.9 120.9,344 121.6,344.1 122.7,345.1 123.9,346.1 125.1,347.2 126.4,348.3 127.7,349.4 
		129.1,350.4 130.5,351.5 131.9,352.6 134,352.3 134.9,353 135.8,353.7 136.5,354.4 137.1,354.9" class="st0"></polyline>
	<polyline points="131.7,355.2 130.4,354.8 129,353.7 127.5,352.6 126.1,351.5 124.7,350.4 123.3,349.2 122,348.1 
		120.8,347.1 119.6,346.1 119.4,345.5 119.2,344.8" class="st0"></polyline>
	<polyline points="120.5,335 119.7,335.6 118.7,335.9" class="st0"></polyline>
	<polyline points="113.3,345 113.6,345 114,345.1 115,345.1 117.1,345.1 119.2,344.8 119.9,344.5 120.2,343.9 
		120.4,342.6 120.4,341.4 120.2,340.2 120,339.1 119.8,338.1 119.4,337.2 119.1,336.5 118.7,335.9 118.3,335.4 117.8,335.1 
		117.4,335" class="st0"></polyline>
	<polyline points="105.1,344.7 105,344.7 104.5,343.7 104.4,343.1" class="st0"></polyline>
	<polyline points="107.1,346.3 107.3,345.9 107.6,345.4 107.3,344.8 107.3,344 107.4,343.1 107.7,342.1 108.6,340.1 
		109.3,338.9 110.1,338 111,337.3 111.9,336.9 112.7,337 113.3,337.4 113.6,338.2 113.6,339.2 113.4,339.9 113.1,340.6 112.5,341.7 
		111.7,342.7 109.5,344.7 108.5,345.4 108,345.5 107.6,345.4" class="st0"></polyline>
	<polyline points="106.7,343.7 106.7,344.6 106.9,345.4 107.3,345.9 107.8,346.1 108.8,346.1 109.9,346 110.6,345.8 
		111.9,345.4 113.3,345 114.5,343.7 115.4,342.2 116.1,340.6 116.5,339.1 116.6,338.1 116.5,337.2 116.3,336.5 115.9,335.9 
		115.2,335.4 114.3,335.2" class="st0"></polyline>
	<polyline points="118.1,351.3 116.8,350.2 115.5,349.1 114.4,348.1 113.3,347.1 111.5,347.1 109.7,347 108.2,346.8 
		107.1,346.3 106.4,345.6 106.2,344.9 106.1,344.1 106.3,343.3 107,342.1 107.3,341.8" class="st0"></polyline>
	<polyline points="115,345.1 115.1,346.1 115.1,347 117.2,348.9 119.4,350.9" class="st0"></polyline>
	<polyline points="107.7,342.1 107.2,342.2 107,342.5 106.7,343 106.3,343.3 105,344.7 97.1,355 97.6,355.8 98.3,356.7 
		99.2,357.7 100.3,358.8 101.5,360.1 103,361.4 104.5,362.9 106.2,364.4 114.3,354 115.1,353.2 116,352.4 117,351.8 118.1,351.3 
		118.2,351.3 119.4,350.9" class="st0"></polyline>
	<polyline points="108,340.2 108.2,340.1 108.6,340.1" class="st0"></polyline>
	<line y2="340" x2="112.2" y1="340.4" x1="111.1" class="st0"></line>
	<polyline points="117.2,335 117.7,334.6 118.3,334.2 118.9,334.1 119.5,334.2 120.1,334.5 120.5,335 121.1,336 
		121.6,337.3 121.9,338.8 122,340.5 121.9,342.3 121.6,344.1 120.8,345.3 119.6,346.1 117.4,346.6 115.1,347 113.5,347.1 
		113.3,347.1 113.4,346.6 113.4,346.1 113.4,345.5 113.3,345 112.8,344.4 112.3,343.8 111.9,343.2 111.7,342.7" class="st0"></polyline>
	<line y2="342" x2="110.7" y1="342" x1="110.5" class="st0"></line>
	<line y2="364.7" x2="128.9" y1="365.2" x1="127.6" class="st0"></line>
	<polyline points="113.6,345 113.6,345.6 113.6,346.1 113.5,346.7 113.5,347.1 114.6,348.1 115.7,349.1 116.9,350.2 
		118.2,351.3 119.6,352.5 121,353.6 122.5,354.8 124,356 125.1,357 126,357.5 126.7,357.9 127.2,358.2 127.7,358.6 128,358.8 
		130.9,361.9 131,362.1" class="st0"></polyline>
	<polyline points="138.6,364.1 137.6,364.3 136.7,364.7" class="st0"></polyline>
	<line y2="352.9" x2="146.3" y1="351.7" x1="147.2" class="st0"></line>
	<line y2="350.8" x2="145.9" y1="350.3" x1="146.2" class="st0"></line>
	<line y2="350.3" x2="143.4" y1="351.3" x1="144.6" class="st0"></line>
	<line y2="350.3" x2="143.4" y1="350.1" x1="143.6" class="st0"></line>
	<line y2="358.5" x2="151" y1="359.3" x1="152.2" class="st0"></line>
	<polyline points="146,352.5 144.8,352 143.1,354.1 141.4,356.3 140.5,357.4 139.7,358.5 139,359.7 138.4,360.7 
		138.4,360.9 140,362.9 141.7,364.8 141.9,364.8 143.6,364.2 145.7,363.2 147,362.3 148.4,361.1 149.7,359.7 150.8,358.3 
		151.9,358.9" class="st0"></polyline>
	<polyline points="136.7,364.7 137.7,365.6 139.1,366.5 140.2,367 141.7,367.2 143.5,367.2 144.8,366.7 146.1,366.1 
		148.7,364.5 150.9,362.6 151.9,361.5 152.8,360.3 153.3,360.5" class="st0"></polyline>
	<line y2="364.6" x2="135.9" y1="365.2" x1="136.4" class="st0"></line>
	<polyline points="138.4,360.9 137.7,361.4 136.9,361.6 135.9,361.6 135,361.8" class="st0"></polyline>
	<polyline points="134.5,360.8 134.3,361 134.2,361.4 134.4,361.9 134.8,362.5 135.5,363.3 135.9,364 136.7,364.7 
		138.2,366.3 140.2,368.1 142.4,370 144.8,372.1 147.4,374.2 150.1,376.3 152.9,378.3 155.6,380.2 155.6,380.8 155.5,381.4" class="st0"></polyline>
	<polyline points="138.4,360.7 137.7,360.6 136.7,360.3 135.9,360.3" class="st0"></polyline>
	<polyline points="141.7,367.2 141.5,366.1 141.6,365.4 141.9,364.8" class="st0"></polyline>
	<polygon points="140.9,369.6 139.9,368.6 138.8,367.6 137.7,366.5 136.6,365.5 136.2,364.8 135.5,364.2 134.9,363.4 
		134.4,362.8 134.1,362.2 133.9,361.8 130.1,363.3 129.3,363.6 127.9,364.3 126.6,365.2 125.5,366.4 122.6,370.3 120,373.6 
		117.5,376.6 117.8,377.1 118.2,377.7 119.4,379.2 120.5,380.4 122.3,382.3 124.5,384.3 128.3,379.6 132.7,374 134,372.7 
		135.5,371.7 136.4,371.3" class="st0"></polygon>
	<polyline points="122.4,369.3 122.4,369.7 122.6,370.3 122.9,371" class="st0"></polyline>
	<polyline points="124.9,371.6 125.1,371.9 125.2,372" class="st0"></polyline>
	<polyline points="119.4,379.2 122.9,374.7 123,374.7 123.1,374.5 122.9,374.2 122.8,373.8 122.9,372.8 123.2,371.6 
		123.6,370.5 124.4,368.9 125.2,367.7 125.6,367.2 126.3,366.5 127,366 127.8,365.7 128.3,365.6 128.8,365.6 129.2,365.7 
		129.5,365.9 129.7,366.3 129.9,366.8 129.9,367.4 129.9,368 129.8,368.1 129.5,369.4 129.2,370.1 128.9,370.7 128.4,371.3 
		128.2,371.6 127.4,372.5 126.5,373.3 125.3,374.1 124.7,374.3 123.8,374.6 123.1,374.5" class="st0"></polyline>
	<polyline points="124.7,374.3 124.6,375 124.5,375.4 120.5,380.4" class="st0"></polyline>
	<polyline points="142.6,388.3 142.1,388 141.6,387.7 141.3,387.4 139.7,386.2 138.1,385 136.6,383.7 135.1,382.5 
		133.6,381.3 132.3,380.1 130.9,379 129.7,377.9 128.2,376.3 126.9,374.8 126.8,374.2 126.6,373.7 126.5,373.3" class="st0"></polyline>
	<polyline points="128.2,371.6 128.6,371.9 129,372.4 129.5,372.8 130.5,374.1 131.6,375.4" class="st0"></polyline>
	<polyline points="124.3,373 124.5,372.9 124.8,372.6 125.2,372 125.8,371.3" class="st0"></polyline>
	<polyline points="125.3,374.1 125.3,374.8 125.3,375.3 126.6,377.4 128.3,379.6" class="st0"></polyline>
	<polyline points="125.5,370.8 124.9,371.6 124.3,372.5 124.2,372.9 124.3,373 125.1,371.9 125.7,371.2" class="st0"></polyline>
	<polyline points="124,368.9 124.1,368.8 124.2,368.8 124.4,368.9" class="st0"></polyline>
	<polyline points="128.1,364.9 126.7,365.6 126.6,365.8 126.3,366.1 126.3,366.5" class="st0"></polyline>
	<polyline points="130.9,361.9 129.4,362.4 127.9,363.1 127.1,363.8" class="st0"></polyline>
	<polyline points="129.9,368 130.8,367.8 131.8,367.9 132.3,367.5 132.5,367.2 132.8,366.7 132.9,366.4 133.1,365.8 
		132.9,365.2 132.7,365 132.3,364.7 131.7,364.5 131,364.4 130.2,364.5" class="st0"></polyline>
	<polyline points="129.6,364.5 129.7,364.4 130.5,364.3 131.6,364.2 132.2,364.3 132.9,364.5 133.5,365.1 133.8,365.8 
		133.5,366.8 132.8,366.7" class="st0"></polyline>
	<polyline points="135.5,371.7 133.8,370 132.4,368.4 131.7,368 130.7,367.9 129.8,368.1" class="st0"></polyline>
	<polyline points="128.9,364.7 128.2,365 127.8,365.7" class="st0"></polyline>
	<polyline points="124.6,368 125.1,367.3 125.7,366.6" class="st0"></polyline>
	<polyline points="131.5,369.7 131,370.5 130.3,371.6 129.7,372.5 129.5,372.8 128.3,374 126.9,374.8 126,375.2 
		125.3,375.3 124.5,375.4 123.6,375.2 122.9,374.7 122.5,374.1 122.4,373.2 122.5,372.2 122.9,371 122.6,370.3 122.4,369.7" class="st0"></polyline>
	<polyline points="128.4,371.3 128.8,371.7 129.3,372.1 129.7,372.5" class="st0"></polyline>
	<polyline points="128.9,370.7 129.3,370.9 129.8,371.3 130.3,371.6 131.5,372.8 132.7,374 134,375.1 135.4,376.3 
		136.8,377.5 138.3,378.7 139.8,379.9 141.4,381.2 143,382.4 144.6,383.7 145.1,384 145.6,384.3" class="st0"></polyline>
	<polyline points="158.3,394.1 144.8,385.4 144.4,385.1 143.9,384.8" class="st0"></polyline>
	<polyline points="145.4,382.6 145.9,383 146.3,383.4 159.6,392" class="st0"></polyline>
	<polyline points="146.6,379.6 148.2,380.8 152.1,380.3" class="st0"></polyline>
	<polyline points="132.3,367.5 132.9,367.7 134.5,369.4 136.4,371.3 137.7,372.4 139.1,373.5 140.5,374.7 142,375.9 
		143.5,377.2 145,378.4 146.6,379.6 148.2,380.8 148.4,381.5 148.4,382.2" class="st0"></polyline>
	<polyline points="123.6,370.5 123.3,370.6 123.2,370.7 122.8,371.6 122.6,372.4 122.6,373.6 122.7,374 123,374.7 
		123.6,374.9 124.6,375 125.3,374.8 126.1,374.6 126.8,374.2 128,373.4 129,372.4 129.3,372.1 129.8,371.3 130.8,369.8 131.2,369 
		131.7,368 131.8,367.9 131.9,367 131.8,366.2 131.6,365.5 131.3,365 130.8,364.6 130.3,364.5 129.6,364.5" class="st0"></polyline>
	<line y2="371" x2="122.9" y1="370.7" x1="123.2" class="st0"></line>
	<line y2="367.7" x2="125.2" y1="367.4" x1="125" class="st0"></line>
	<line y2="367.2" x2="125.6" y1="366.9" x1="125.5" class="st0"></line>
	<polyline points="114.2,354 114.3,354 116.2,355.7 117.5,356.8 118.9,357.9 121,359.6 121.2,359.8 121.2,359.9 
		121.7,361.1 122.3,362 122.6,362.2 122.7,362.3 125.5,365.3" class="st0"></polyline>
	<polyline points="125.6,366.8 125.7,366.6 125.5,366.4 125.3,365.8 125.4,365.4" class="st0"></polyline>
	<polyline points="122.9,371 123.4,370 124,368.9 123.9,368.5" class="st0"></polyline>
	<line y2="368.3" x2="124.4" y1="368.9" x1="124" class="st0"></line>
	<line y2="365.6" x2="126.7" y1="365.2" x1="126.6" class="st0"></line>
	<polyline points="129.7,364.4 129.3,363.6 129.1,363.1 129.2,362.7 129.6,362.6" class="st0"></polyline>
	<polyline points="130.2,364.5 130.5,364.3 130.1,363.3" class="st0"></polyline>
	<polyline points="136.6,365.5 135.5,364.2 133.5,365.1 132.9,365.2" class="st0"></polyline>
	<polyline points="132.4,368.4 132.9,367.7 133.5,366.8 136.6,365.5" class="st0"></polyline>
	<polyline points="141.7,364.8 141,365.2 140.3,365.4 139.6,365.8 139.1,366.5" class="st0"></polyline>
	<polyline points="164.8,382.7 163.7,382.1 162.6,381.4 161.3,380.6 160,379.7 158.7,378.8 157.3,377.9 155.9,376.9 
		154.5,375.9 153,374.8 151.6,373.7 150.1,372.6 148.7,371.5 147.4,370.4 146,369.3 144.7,368.2 143.5,367.2 143.4,366.5 
		143.3,365.8 143.3,365.2 143.4,364.7" class="st0"></polyline>
	<polyline points="145.4,351.9 144.4,351.6 142.8,353.6 141.2,355.6 139.7,357.7 138.2,359.8 137.7,360.6 137.2,361.2 
		136.9,361.6 137.1,362.3 137.6,363 138.6,364.1 138.6,364.2 139.4,364.8 140.3,365.4 140.4,365.5 140.9,365.5 141.6,365.4 
		143.4,364.7" class="st0"></polyline>
	<polyline points="138.9,356.2 138,357.4 137.1,358.5 136.4,359.6 135.9,360.3 135.3,361.2 135,361.8 135.1,362.6 
		135.5,363.3 136.5,363 137.6,363" class="st0"></polyline>
	<polyline points="140.1,344.4 134,352.3 133.9,353.4 133.8,354.5 133.8,355.6 133.7,356.5 133.6,357.3 133.5,357.9 
		135.6,360.1" class="st0"></polyline>
	<polyline points="129.5,355.4 129.8,356.2 130.1,356.9 130.4,357.5 130.8,357.9" class="st0"></polyline>
	<polyline points="121.2,359.9 122.2,359.1 123.2,358.4 124.1,357.6 125.1,357 129.5,355.4 130.1,355.2 130.4,354.8 
		131.1,353.7 131.9,352.6" class="st0"></polyline>
	<polyline points="135.3,357 134.4,357.5 133.5,357.9 130.8,357.9 127.7,358.6 126.3,359.1 124.9,359.9 123.6,360.9 
		122.6,362.2" class="st0"></polyline>
	<polyline points="136.4,359.6 136.7,359.4 137.1,359.4 137.6,359.6 138.2,359.8" class="st0"></polyline>
	<line y2="359.3" x2="136.5" y1="359.6" x1="136.4" class="st0"></line>
	<polyline points="133.8,354.5 134.7,354.8 135.5,355.1 136.2,355.3 136.8,355.4 138.3,356.9" class="st0"></polyline>
	<polyline points="130.8,357.9 131.2,357.3 131.4,356.7 131.6,356 131.7,355.2 131.8,353.9 131.9,352.6" class="st0"></polyline>
	<polyline points="128,358.8 126.5,359.3 125.1,360.1 123.8,361.1 122.7,362.3 113.3,374.6 112.3,375.8 110.7,377.4 
		109.1,378.9 107.4,380.3 105.6,381.6 104,382.6" class="st0"></polyline>
	<line y2="384.4" x2="106.4" y1="384.9" x1="107.7" class="st0"></line>
	<line y2="384.3" x2="109.1" y1="384.3" x1="109.1" class="st0"></line>
	<polyline points="107.3,382.2 109,382.2 110.7,382.7 112.4,383.7 114.2,385.1 115.5,386.6 116.7,388.3 117.9,390.3 
		119,392.5 120,394.9 120.9,397.4 121.7,400 122.3,402.8 122.6,403.6" class="st0"></polyline>
	<polyline points="107.7,383.4 108.1,383.6 108.1,383.6 109.1,384.3 109.4,384.6" class="st0"></polyline>
	<polyline points="105.8,384.3 104.5,385.1 103.2,386.5 102.1,388.4 100.2,388.8 98.3,389.2" class="st0"></polyline>
	<polyline points="93,384.5 94.7,384.1 96.4,383.4 99.4,382.1 102,380.7 103.5,379.7 105.6,378.2 107.7,376.3 
		110.2,373.7 111.1,372.6 121,359.6 121.8,358.7 122.5,357.7 123.3,356.8 124,356" class="st0"></polyline>
	<polyline points="94.3,387 96.4,386.5 98.5,385.7 99.6,385.2" class="st0"></polyline>
	<line y2="388.1" x2="97.7" y1="388.4" x1="95.8" class="st0"></line>
	<polyline points="81.9,365.5 83,365.4 84.2,365.6 85.4,366 86.5,366.6 87.7,367.4 88.9,368.4 90,369.7 91.1,371.2 
		92.2,372.9 93.2,374.7 94.1,376.7 95,378.8 95.7,381.1 96.4,383.4 96.8,384.2 97.4,384.8 97.9,385.4 98.5,385.7" class="st0"></polyline>
	<polyline points="82.4,366.8 82.8,366.9 83.9,367.6 84.1,367.9" class="st0"></polyline>
	<polyline points="82.4,366.8 82.8,367 82.8,366.9" class="st0"></polyline>
	<polyline points="74.6,378.6 75,376.7 75.4,374.9 76,373.3 76.7,371.8 77.5,370.5 78.3,369.5 79.2,368.5 80.1,367.8 
		80.5,367.6" class="st0"></polyline>
	<line y2="375.1" x2="71" y1="375.9" x1="71.7" class="st0"></line>
	<polyline points="84.2,365 81.9,365.5 78.9,366 77.3,366.3 75.7,367.2 74.3,368.5 73,370.3 71.9,372.5 71,375.1 
		70.9,375.7 71,376.3 71.2,376.8 71.5,377.2 72.2,378 72.7,378.4 73.2,378.6 73.8,378.7 74.5,378.7 74.6,378.6 78.3,377.7 82,376.4 
		85.8,374.6 87.6,373.5" class="st1"></polyline>
	<polyline points="83.7,365.1 85.8,364.3 87.7,363.1" class="st1"></polyline>
	<polyline points="89.4,361.8 91.6,359.6 93.7,357.1 104.4,343.1 105.4,341.9 106.1,341.4 106.3,341.2 107.1,340.7 
		107.9,340.4" class="st1"></polyline>
	<polyline points="110.6,341.5 110.9,341.3 111.9,340.9" class="st1"></polyline>
	<polyline points="110.5,342.1 110.5,341.6 110.8,340.9 111.2,340.2 111.7,339.6 112.3,339.3" class="st1"></polyline>
	<polyline points="110.5,336.9 111.5,336.1 112.5,335.6 113.2,335.4 114.3,335.2 117.4,335" class="st1"></polyline>
	<line y2="334.9" x2="117.5" y1="335" x1="117.3" class="st1"></line>
	<polyline points="117,335 122.4,327.9 122.8,327.8 123.5,327.9 124.4,328.2 125.7,328.8 126.2,329.1 127.1,330 
		127.4,330.5 127.6,331.2 127.6,331.9 127.5,332.7 127.2,333.5 127.2,333.6" class="st1"></polyline>
	<polyline points="112.1,338.7 112.3,339.2 112.3,339.8 112.1,340.5 111.7,341.2 111.1,341.8 110.5,342.1 110,342.2 
		109.6,342" class="st1"></polyline>
	<line y2="342.5" x2="106.9" y1="342.4" x1="107" class="st1"></line>
	<line y2="342.5" x2="106.9" y1="342.2" x1="107.1" class="st1"></line>
	<polyline points="110.2,337.1 109.4,338 108.6,339 108,340.2 107.4,341.6 107,342.5 106.8,343.3 106.7,343.7" class="st1"></polyline>
	<polyline points="105,344.6 105.6,345.5 106.4,346.4 107.3,347.4 108.4,348.6 109.7,349.8 111.1,351.2 112.7,352.5 
		114.3,354" class="st1"></polyline>
	<line y2="363.1" x2="87.6" y1="361.7" x1="89.5" class="st1"></line>
	<polyline points="109.2,385.9 108.8,386.1 107.5,386.9 106.1,387.5 105.9,387.6 103.7,388.5 101.6,389.3 100.6,389.5 
		98.1,390.1 97.2,390.3 96.4,390.3 95.7,389.8 94.1,388.4 93.6,387.8 93.1,387 92.6,386 92.3,384.9 91.7,382.6 91,380.4 90.2,378.3 
		89.3,376.4 88.3,374.6 87.3,373 86.2,371.5 85.1,370.3 84,369.3 83.7,369.1 82.7,368.4 82.4,368.2 80.9,367.7 79.4,367.5 78,367.7" class="st1"></polyline>
	<polyline points="108.4,381.9 107.3,382.2 103.5,382.7 102.2,383.1 101,383.9 99.8,384.9 98.7,386.3 97.8,388 
		97.4,388.5 96.9,388.8" class="st1"></polyline>
	<polyline points="108.2,382 109,381.7 111.5,380.5 114.1,378.6 116.6,376.2 119.5,372.9 120.3,371.9" class="st1"></polyline>
	<polyline points="128.2,368.5 127.8,368.9 127.2,369.4 126.9,370 126.6,370.6 126.5,371.1 126.5,371.2" class="st1"></polyline>
	<line y2="371.1" x2="125.6" y1="371.3" x1="125.8" class="st1"></line>
	<polyline points="128.1,367.9 128.3,368.3 128.2,368.8 128,369.5 127.7,370.1 127.2,370.7 126.7,371.1 126.2,371.3 
		125.8,371.3 125.7,371.2" class="st1"></polyline>
	<polyline points="125.5,366.9 125,367.4 124.5,368.2 124.1,368.8 123.9,369.3 123.5,369.9 123.2,370.7" class="st1"></polyline>
	<line y2="366.6" x2="125.7" y1="366.3" x1="126" class="st1"></line>
	<line y2="366.6" x2="125.7" y1="366.3" x1="126" class="st1"></line>
	<polyline points="127.6,365.2 127.5,365.2 127,365.5 126.6,365.8 126.1,366.2" class="st1"></polyline>
	<line y2="366.1" x2="126.2" y1="365.6" x1="126.7" class="st1"></line>
	<line y2="366.1" x2="126.2" y1="365.6" x1="126.7" class="st1"></line>
	<line y2="364.9" x2="128.1" y1="364.4" x1="129.7" class="st1"></line>
	<polyline points="130.2,364.5 129.6,364.5 128.9,364.7" class="st1"></polyline>
	<polyline points="119.5,373 122.4,369.3 125.4,365.4 126.4,364.3 127.3,363.6 127.9,363.2 128.1,363.2 129.6,362.6 
		134.5,360.8 135,360.6 135.9,359.9 136.5,359.3 138.9,356.2 139.8,355 141.6,352.6 143.4,350.3 143.6,350.1 144.2,350.1 145,350.4 
		146.1,350.9 146.5,351 146.7,350.9" class="st1"></polyline>
	<polyline points="146.8,353.4 147.9,351.9 147.8,351.5 147.3,351 144.2,347.7 143.4,346.9 142.4,346 141.2,345.1 
		140,344.1 138,342.7 136.1,341.2 134.2,339.7 132.4,338.2 130.7,336.7 129.1,335.3 127.7,334 126.4,332.8 125.7,332.1 125.1,331.4 
		124.5,330.8 124.1,330.2 123.8,329.7 123.6,329.4 123.6,329.1 123.6,328.9" class="st1"></polyline>
	<polyline points="144.6,351.3 144.8,351.4 145.4,351.9 146,352.5 151.9,358.9 152.2,359.3 152.6,359.8 153.3,360.5 
		155,361.9 156.8,363.3 158.7,364.7 160.6,366.1 162.4,367.5 164.2,368.8 166,370 167.7,371.1 168.3,371.7 169.1,372.4 169.6,373.3 
		169.8,374.2 169.8,375 169.5,376 169.2,376.7 168.5,377.8 164.8,382.7 164.1,383.8 163.6,385.1 163.2,386.2 159.6,392 158.3,394.1 
		156.3,397.1 154.9,398.9 153.3,400.6 150,403.7 146.5,406.5 142.7,408.9 141.7,409.5 137.5,411.9 135.3,413.1 133.1,414.3 
		131.8,414.8 131.2,414.9 130.2,415 128.5,415.2" class="st1"></polyline>
	<polyline points="103.8,384.2 105,384.2 106.4,384.4 107.7,384.9 108,385.1 109,385.7 109.3,386 110.4,387 
		111.8,388.6 113.1,390.5 114.3,392.6 115.5,395 116.5,397.7 117.3,400.5 118,403.4 118.6,406.4 118.6,406.7 118.8,408.7 119,410.9 
		119.1,413.2 119.3,414.4 119.7,415.3 120.4,416.1 121.2,416.6 122.2,417.1 123.3,417.1 123.4,417.1 126.7,416.7 126.9,416.5 
		127,416.4 127.5,416 128,415.6 128.6,415.2 129.2,415" class="st1"></polyline>
	<polyline points="136.1,356.2 135.9,356.5 135.3,357" class="st1"></polyline>
	<polyline points="151,358.5 150.2,359.5 149.4,360.5 147.6,362.3 147,362.6 145.5,363.7 143.4,364.7" class="st1"></polyline>
</g>
<g id="ID_1401">
	<g id="ID_1408">
		<line y2="332.1" x2="65.4" y1="332.4" x1="65.8" class="st0"></line>
		<line y2="329.4" x2="65.7" y1="329.3" x1="65.5" class="st0"></line>
		<polyline points="65.3,329.1 65.4,329.2 65.5,329.4 65.6,329.6 65.7,329.8 65.8,330 65.8,330.3 65.8,330.5 
			65.8,330.8 65.7,331.1 65.6,331.5 65.5,331.8 65.4,332.1 65.3,332.5 65.1,332.8 64.9,333.1 64.7,333.4 64.5,333.7 64.2,334 
			64,334.3 63.8,334.6 63.5,334.8 63.2,335 63,335.2 62.7,335.4 62.5,335.5 62.2,335.6 62,335.7 61.7,335.7 61.5,335.7 61.3,335.7 
			61.1,335.6 60.9,335.5" class="st0"></polyline>
		<polyline points="62.9,329.6 63.2,329.4 63.5,329.2 63.8,329.1 64,329 64.2,328.9 64.5,328.9 64.7,328.9 64.9,328.9 
			65.1,329 65.3,329.1 65.7,329.4 65.8,329.5 66,329.7 66.1,329.9 66.1,330.1 66.2,330.3 66.2,330.6 66.2,330.8 66.2,331.1 
			66.1,331.4 66.1,331.8 66,332.1 65.8,332.4 65.7,332.8 65.5,333.1 65.3,333.4 65.1,333.7 64.9,334 64.7,334.3 64.5,334.6 
			64.2,334.9 63.9,335.1 63.7,335.3 63.4,335.5 63.2,335.7 62.9,335.8 62.6,335.9 62.4,336 62.2,336 62,336 61.7,336 61.6,335.9 
			61.4,335.8 60.9,335.5 60.8,335.4 60.7,335.2 60.6,335 60.5,334.8 60.5,334.6 60.4,334.3 60.4,334.1 60.5,333.8 60.5,333.5" class="st1"></polyline>
	</g>
	<g id="ID_1402">
		<polyline points="68.4,336.9 68.5,336.8 68.5,336.8 68.6,336.7 68.7,336.6 68.8,336.5 68.9,336.4 68.9,336.3 
			69,336.2 69.1,336.1 69.1,336 69.2,335.9 69.2,335.8 69.3,335.6 69.3,335.5 69.3,335.4" class="st0"></polyline>
		<polyline points="69,335.2 69,335.5 68.9,335.7 68.8,335.9 68.7,336.1 68.5,336.3 68.4,336.5 68.2,336.6 68.1,336.7" class="st0"></polyline>
		<polyline points="68.8,335.1 68.7,335.3 68.6,335.6 68.5,335.8 68.4,336 68.2,336.2 68.1,336.3 67.9,336.5" class="st0"></polyline>
		<polyline points="69.4,334.6 69.4,334.6 69.5,334.7 69.5,334.8 69.6,334.9 69.6,335.1 69.6,335.2 69.6,335.3 
			69.5,335.5 69.5,335.6 69.5,335.8 69.4,335.9 69.3,336.1 69.3,336.2 69.2,336.3 69.1,336.5 69,336.6 68.9,336.7 68.8,336.8 
			68.7,336.9 68.6,337 68.5,337.1 68.4,337.1 68.3,337.2 68.2,337.2 68.1,337.3 68.1,337.3 68,337.3 67.9,337.3 67.8,337.3 
			67.8,337.2" class="st0"></polyline>
		<polyline points="68.5,334.8 68.5,335 68.4,335.2 68.3,335.4 68.2,335.7 68,335.9 67.9,336 67.7,336.2 67.6,336.3" class="st0"></polyline>
		<polyline points="65.8,335.5 65.7,335.5 65.6,335.5 65.5,335.5" class="st0"></polyline>
		<polyline points="69.1,334.4 69.1,334.4 69.2,334.5 69.2,334.6 69.3,334.7 69.3,334.8 69.3,334.9 69.3,335 
			69.3,335.1 69.3,335.2 69.3,335.4 69.2,335.5 69.2,335.6 69.1,335.8 69.1,335.9 69,336 68.9,336.2 68.8,336.3 68.7,336.4 
			68.7,336.5 68.6,336.6 68.5,336.7 68.4,336.8 68.3,336.9 68.2,337 68.1,337 68,337.1 67.9,337.1 67.8,337.1 67.7,337.1 
			67.6,337.1 67.5,337.1 67.5,337" class="st0"></polyline>
		<polyline points="68.2,334.6 68.2,334.9 68.1,335.1 68,335.3 67.9,335.5 67.7,335.7 67.6,335.9 67.4,336.1 
			67.3,336.2" class="st0"></polyline>
		<polyline points="68.8,334.2 68.9,334.3 68.9,334.3 68.9,334.4 69,334.5 69,334.6 69,334.7 69,334.8 69,334.9 69,335 
			69,335.2 68.9,335.3 68.9,335.4 68.8,335.6 68.8,335.7 68.7,335.8 68.6,336 68.6,336.1 68.5,336.2 68.4,336.3 68.3,336.4 
			68.2,336.5 68.1,336.6 68,336.7 67.9,336.8 67.8,336.8 67.7,336.9 67.6,336.9 67.5,336.9 67.4,336.9 67.3,336.9 67.3,336.9 
			67.2,336.9" class="st0"></polyline>
		<polyline points="67.9,334.5 67.9,334.7 67.8,335 67.7,335.2 67.6,335.4 67.4,335.6 67.3,335.8 67.1,335.9 66.9,336" class="st0"></polyline>
		<polyline points="65.4,335.5 65.4,335.5 65.3,335.4" class="st0"></polyline>
		<polyline points="65.2,335.5 65.2,335.4 65.2,335.4" class="st0"></polyline>
		<polyline points="68.5,334 68.6,334.1 68.6,334.1 68.7,334.2 68.7,334.3 68.7,334.4 68.7,334.5 68.7,334.6 
			68.7,334.7 68.7,334.9 68.7,335 68.7,335.1 68.6,335.3 68.6,335.4 68.5,335.5 68.4,335.7 68.4,335.8 68.3,335.9 68.2,336 
			68.1,336.2 68,336.3 67.9,336.4 67.8,336.5 67.7,336.5 67.6,336.6 67.5,336.7 67.4,336.7 67.3,336.7 67.2,336.7 67.1,336.7 
			67.1,336.7 67,336.7 66.9,336.7" class="st0"></polyline>
		<polyline points="66.1,336.1 66.2,336.2 66.2,336.2 66.3,336.2 66.4,336.2 66.5,336.2 66.6,336.1 66.7,336.1 
			66.8,336 66.9,336 67,335.9 67.1,335.8 67.2,335.7 67.3,335.6 67.4,335.5 67.4,335.4 67.5,335.2 67.6,335.1 67.7,335 67.7,334.8 
			67.8,334.7 67.8,334.6 67.9,334.4 67.9,334.3 67.9,334.2 67.9,334.1 67.9,334 67.9,333.8 67.9,333.8 67.8,333.7 67.8,333.6 
			67.7,333.5 67.7,333.5" class="st0"></polyline>
		<polyline points="66.4,336.3 66.4,336.3 66.5,336.4 66.6,336.4 66.7,336.4 66.8,336.4 66.8,336.3 66.9,336.3 
			67,336.2 67.1,336.2 67.2,336.1 67.3,336 67.4,335.9 67.5,335.8 67.6,335.7 67.7,335.6 67.8,335.4 67.9,335.3 67.9,335.2 68,335 
			68.1,334.9 68.1,334.8 68.1,334.6 68.2,334.5 68.2,334.4 68.2,334.2 68.2,334.1 68.2,334 68.1,333.9 68.1,333.8 68.1,333.8 
			68,333.7 68,333.7" class="st0"></polyline>
		<polyline points="66.7,336.5 66.7,336.5 66.8,336.6 66.9,336.6 66.9,336.6 67,336.5 67.1,336.5 67.2,336.5 
			67.3,336.4 67.4,336.3 67.5,336.3 67.6,336.2 67.7,336.1 67.8,336 67.9,335.9 68,335.7 68.1,335.6 68.2,335.5 68.2,335.4 
			68.3,335.2 68.3,335.1 68.4,334.9 68.4,334.8 68.5,334.6 68.5,334.5 68.5,334.4 68.5,334.2 68.4,334.1 68.4,334 68.3,333.9 
			68.2,333.8" class="st0"></polyline>
		<polyline points="68.6,337.3 68.7,337.2 68.8,337.2 68.9,337.1 69,337 69.1,336.9 69.2,336.8 69.3,336.7 69.3,336.6 
			69.4,336.5 69.5,336.4 69.6,336.2 69.6,336.1 69.7,336 69.8,335.8 69.8,335.6 69.8,335.4 69.8,335.2" class="st0"></polyline>
		<polyline points="68.6,337.1 68.7,337 68.8,337 68.9,336.9 69,336.8 69.1,336.7 69.1,336.6 69.2,336.5 69.3,336.4 
			69.4,336.3 69.4,336.2 69.5,336.1 69.5,335.9 69.5,335.8 69.6,335.7 69.6,335.6" class="st0"></polyline>
		<polyline points="67.3,333.7 67,334.4 66.9,334.6 66.8,334.8 66.6,335 66.5,335.2 66.3,335.3 66.1,335.4" class="st0"></polyline>
		<polyline points="66.2,335.2 66.3,335.1 66.4,335 66.5,334.9" class="st0"></polyline>
		<polyline points="66.5,335.6 66.6,335.5 66.8,335.3 66.9,335.1 67.1,334.9 67.2,334.7 67.3,334.5 67.3,334.3 
			67.4,334.1" class="st0"></polyline>
		<polyline points="66.6,334.8 66.7,334.7 66.8,334.6" class="st0"></polyline>
		<polyline points="65.8,335.9 65.9,336 65.9,336 66,336 66.1,336 66.2,336 66.3,336 66.4,335.9 66.5,335.9 66.6,335.8 
			66.7,335.7 66.8,335.6 66.9,335.5 67,335.4 67.1,335.3 67.2,335.2 67.2,335.1 67.3,334.9 67.4,334.8 67.5,334.7 67.5,334.5 
			67.6,334.4 67.6,334.3 67.6,334.1 67.6,334 67.6,333.9 67.6,333.8 67.6,333.7 67.6,333.6 67.6,333.5 67.5,333.4 67.5,333.3 
			67.4,333.3" class="st0"></polyline>
		<line y2="332.2" x2="64.5" y1="331.5" x1="63.5" class="st0"></line>
		<polyline points="65.5,335.7 65.6,335.8 65.7,335.8 65.7,335.8 65.8,335.8 65.9,335.8 66,335.8 66.1,335.8 
			66.2,335.7 66.3,335.6 66.4,335.6 66.5,335.5 66.6,335.4 66.7,335.3 66.8,335.2 66.8,335.1 66.9,335 67,334.8 67.1,334.7 
			67.1,334.6 67.2,334.4 67.2,334.4 67.3,334.2 67.3,334 67.3,333.8 67.3,333.7" class="st0"></polyline>
		<polyline points="65.9,335.4 65.9,335.4 66,335.3 66.1,335.3" class="st0"></polyline>
		<polyline points="66.8,335.8 66.9,335.6 67.1,335.5 67.2,335.3 67.4,335.1 67.5,334.8 67.6,334.6 67.6,334.4" class="st0"></polyline>
		<polyline points="66.9,333.1 66.9,333.1 67,333.2" class="st0"></polyline>
		<polyline points="66.9,334.3 66.9,334.2 67,334.1 67,334 67,333.8 67.1,333.7 67.1,333.6" class="st0"></polyline>
		<line y2="333.4" x2="67" y1="333.3" x1="67" class="st0"></line>
		<line y2="333.5" x2="67.1" y1="333.4" x1="67.1" class="st0"></line>
		<line y2="333.1" x2="67.2" y1="333.1" x1="67.1" class="st0"></line>
		<polyline points="63.7,333.5 63.9,333.2 64.1,333 64.2,332.7" class="st0"></polyline>
		<polyline points="63.5,329.6 63.5,329.8 63.4,330 63.4,330.2 63.4,330.5 63.4,330.7 63.4,331 63.4,331.2 63.5,331.5 
			63.2,331.7 63,331.9 62.8,332.1 62.6,332.4 62.4,332.6 62.3,332.9 62.1,333.2 62,333.4" class="st0"></polyline>
		<polyline points="63,330.1 62.9,330.1 62.8,330.1 62.7,330.1 62.6,330.2 62.5,330.2 62.3,330.3 62.2,330.3 
			62.1,330.4 62,330.5 61.9,330.6 61.7,330.8 61.6,330.9 61.5,331 61.4,331.2 61.3,331.3 61.2,331.5 61.2,331.6 61.1,331.8 
			61,331.9 61,332.1 61,332.2 60.9,332.4 60.9,332.5 60.9,332.6 60.9,332.7 61,332.8 61,332.9 61,333" class="st0"></polyline>
		<polyline points="62.9,330 62.8,330 62.7,329.9 62.6,329.9 62.5,329.9 62.4,329.9 62.3,330 62.2,330 62,330.1 
			61.9,330.2 61.8,330.2 61.7,330.3 61.6,330.4 61.5,330.6 61.3,330.7 61.2,330.8 61.1,331 61,331.1 60.9,331.3 60.9,331.4 
			60.8,331.6 60.7,331.7 60.7,331.9 60.7,332 60.6,332.2 60.6,332.3 60.6,332.4 60.6,332.6 60.7,332.7 60.7,332.8 60.7,332.8 
			60.8,332.9 60.9,333" class="st0"></polyline>
		<polyline points="63,334.1 62,333.4 61.8,333.4 61.5,333.4 61.3,333.4 61.1,333.4 60.9,333.4 60.8,333.5 60.6,333.5 
			60.5,333.6" class="st0"></polyline>
		<line y2="333.6" x2="67.1" y1="333.5" x1="67.1" class="st0"></line>
		<line y2="334.4" x2="67.3" y1="334.3" x1="67.2" class="st0"></line>
		<line y2="334.6" x2="67.5" y1="334.5" x1="67.5" class="st0"></line>
		<line y2="334.7" x2="67.8" y1="334.7" x1="67.8" class="st0"></line>
		<line y2="334.9" x2="68.1" y1="334.9" x1="68.1" class="st0"></line>
		<line y2="334" x2="68.4" y1="334.1" x1="68.2" class="st0"></line>
		<line y2="335.1" x2="68.4" y1="335.1" x1="68.3" class="st0"></line>
		<line y2="335.3" x2="68.6" y1="335.3" x1="68.7" class="st0"></line>
		<line y2="335.5" x2="68.9" y1="335.4" x1="68.9" class="st0"></line>
		<line y2="335.6" x2="69.2" y1="335.7" x1="69.2" class="st0"></line>
		<line y2="334.7" x2="69.5" y1="334.8" x1="69.6" class="st0"></line>
		<line y2="335.8" x2="69.5" y1="335.8" x1="69.5" class="st0"></line>
		<line y2="336" x2="69.7" y1="336.1" x1="69.7" class="st0"></line>
		<polyline points="67.3,333.7 67.3,333.6 67.3,333.4 67.2,333.3 67.2,333.2 67.1,333.1" class="st0"></polyline>
		<line y2="333.4" x2="67" y1="333.4" x1="67.1" class="st0"></line>
		<line y2="333.2" x2="67" y1="333.3" x1="67" class="st0"></line>
		<polyline points="67.2,334.4 67,334.4 66.9,334.3" class="st0"></polyline>
		<polyline points="66.9,334.3 66.8,334.5 66.8,334.6" class="st0"></polyline>
		<line y2="334.9" x2="66.5" y1="334.8" x1="66.6" class="st0"></line>
		<line y2="335.3" x2="66.1" y1="335.2" x1="66.2" class="st0"></line>
		<line y2="335.5" x2="65.8" y1="335.4" x1="65.9" class="st0"></line>
		<line y2="335.5" x2="65.4" y1="335.5" x1="65.5" class="st0"></line>
		<polyline points="67,334.2 66.9,334.2 65.4,333.2" class="st0"></polyline>
		<line y2="331.4" x2="63.1" y1="331.5" x1="63.5" class="st0"></line>
		<line y2="329.9" x2="62.5" y1="330.1" x1="62.8" class="st0"></line>
		<polygon points="63.3,330.5 63.3,330.4 63.3,330.3 63.3,330.1 63.2,330 63.2,329.9 63.1,329.8 63,329.8 62.9,329.7 
			62.8,329.7 62.7,329.7 62.6,329.7 62.5,329.7 62.3,329.7 62.2,329.8 62.1,329.8 61.9,329.9 61.8,330 61.7,330.1 61.5,330.3 
			61.4,330.4 61.2,330.6 61.1,330.7 61,330.9 60.9,331.1 60.8,331.2 60.7,331.4 60.6,331.6 60.6,331.8 60.5,331.9 60.5,332.1 
			60.4,332.3 60.4,332.4 60.4,332.6 60.4,332.7 60.5,332.9 60.5,333 60.6,333.1 60.6,333.2 60.7,333.2 60.8,333.3 60.9,333.3 
			61,333.3 61.1,333.3 61.2,333.3 61.4,333.3 61.5,333.2 61.7,333.1 61.8,333.1 61.9,333 62.1,332.8 62.2,332.7 62.3,332.6 
			62.5,332.4 62.6,332.3 62.7,332.1 62.8,331.9 62.9,331.8 63,331.6 63.1,331.4 63.2,331.2 63.2,331 63.3,330.9 63.3,330.7" class="st0"></polygon>
		<polyline points="64.1,333 63.9,333.1 63.9,333.2 63.8,333.3 63.7,333.5 63.5,333.7 63.2,333.9 63,334.1 62.9,334.2 
			62.7,334.2 62.6,334.2 62.4,334.2 62.2,334.3 62,334.3 61.8,334.2 61.5,334.2 60.5,333.6 60.5,333.3 60.4,333 60.4,332.8 
			60.4,332.5 60.4,332.3 60.4,332.1 60.5,331.9 60.6,331.7 60.7,331.4" class="st1"></polyline>
		<polyline points="60.9,331.1 61,330.9 61.1,330.7 61.2,330.6 61.2,330.6 61.4,330.4" class="st1"></polyline>
		<polyline points="61.6,330.2 61.8,330 62.1,329.8 62.2,329.7 62.3,329.7 62.5,329.6 62.7,329.6 62.9,329.6 
			63.1,329.6 63.3,329.6 63.5,329.6 64.5,330.3 64.6,330.6 64.6,330.8 64.7,331.1 64.7,331.3 64.6,331.6 64.6,331.8 64.6,332 
			64.5,332.2 64.4,332.4 64.2,332.7" class="st1"></polyline>
		<line y2="334.8" x2="64.3" y1="335.4" x1="65.3" class="st1"></line>
		<polyline points="67.2,333.6 67.2,333.8 67.1,333.9 67.1,334.1 67,334.2 67,334.3 66.9,334.5 66.8,334.7 66.7,334.8 
			66.6,335 66.4,335.1 66.3,335.3 66.2,335.4 66.1,335.5 65.9,335.6 65.8,335.6 65.7,335.7 65.5,335.7 65.4,335.7 65.3,335.6 
			65.3,335.6 65.2,335.5 65.2,335.4 65.1,335.3" class="st1"></polyline>
		<polyline points="67.5,337 67.4,337 67.4,336.9" class="st1"></polyline>
		<polyline points="67.8,337.2 67.7,337.2 67.7,337.1" class="st1"></polyline>
		<polyline points="68.6,337.3 68.5,337.3 68.4,337.3 68.3,337.3 68.3,337.3 68.2,337.3" class="st1"></polyline>
		<polyline points="65.4,335.6 65.5,335.7 65.5,335.7" class="st1"></polyline>
		<line y2="335.4" x2="65.3" y1="335.4" x1="65.3" class="st1"></line>
		<line y2="336.9" x2="67.2" y1="336.8" x1="67.2" class="st1"></line>
		<polyline points="65.6,335.8 65.7,335.8 65.7,335.9 65.8,335.9 65.9,335.9 66,335.8 66.1,335.8 66.2,335.8 
			66.3,335.7 66.4,335.7 66.5,335.6 66.6,335.5 66.7,335.4 66.8,335.3 66.9,335.2 66.9,335 67,334.9 67.1,334.8 67.2,334.7 
			67.2,334.5 67.3,334.4 67.3,334.2 67.4,334.1 67.4,334 67.4,333.9 67.4,333.7 67.4,333.6 67.4,333.5 67.4,333.4 67.3,333.3 
			67.3,333.3 67.2,333.2 67.2,333.1 67.1,333.1 66.9,333 66.8,333 66.7,333" class="st1"></polyline>
		<polyline points="69.5,334.7 69.6,334.8 69.7,334.8 69.8,335 69.8,335.1 69.8,335.2 69.8,335.5 69.8,335.7 
			69.8,335.9 69.7,336.1 69.6,336.3 69.5,336.5 69.3,336.7 69.2,336.9 69,337.1 68.9,337.2 68.7,337.2" class="st1"></polyline>
		<polyline points="66.4,336.3 66.3,336.3 66.3,336.2" class="st1"></polyline>
		<polyline points="65.8,335.9 65.8,335.9 65.7,335.8" class="st1"></polyline>
		<polyline points="66.1,336.1 66,336.1 66,336" class="st1"></polyline>
		<polyline points="67.5,333.3 67.5,333.4 67.6,333.4 67.6,333.5 67.7,333.6 67.7,333.7 67.7,333.8 67.7,333.9 
			67.7,334 67.7,334.2 67.6,334.3 67.6,334.4 67.6,334.6 67.5,334.7 67.5,334.8 67.4,335 67.3,335.1 67.2,335.2 67.1,335.4 
			67,335.5 66.9,335.6 66.8,335.7 66.7,335.8 66.6,335.8 66.5,335.9 66.4,336 66.3,336 66.3,336 66.2,336 66.1,336 66,336 65.9,336" class="st1"></polyline>
		<line y2="336.4" x2="66.6" y1="336.5" x1="66.7" class="st1"></line>
		<line y2="336.6" x2="66.9" y1="336.7" x1="66.9" class="st1"></line>
		<polyline points="67.7,333.5 67.8,333.6 67.9,333.6 67.9,333.7 67.9,333.8 68,333.9 68,334 68,334.1 68,334.2 
			68,334.4 67.9,334.5 67.9,334.6 67.8,334.8 67.8,334.9 67.7,335 67.7,335.2 67.6,335.3 67.5,335.4 67.4,335.5 67.3,335.6 
			67.2,335.8 67.1,335.9 67,335.9 66.9,336 66.8,336.1 66.7,336.1 66.6,336.2 66.5,336.2 66.4,336.2 66.4,336.2 66.3,336.2 
			66.2,336.2" class="st1"></polyline>
		<polyline points="68,333.7 68.1,333.8 68.2,333.9 68.2,334 68.2,334.1 68.3,334.2 68.3,334.3 68.2,334.5 68.2,334.6 
			68.2,334.8 68.1,334.9 68.1,335.1 68,335.2 67.9,335.3 67.9,335.5 67.8,335.6 67.7,335.7 67.6,335.8 67.5,335.9 67.4,336 
			67.3,336.1 67.2,336.2 67.1,336.3 67,336.3 66.9,336.4 66.8,336.4 66.7,336.4 66.6,336.4 66.6,336.4 66.5,336.4" class="st1"></polyline>
		<polyline points="68.3,333.9 68.4,333.9 68.4,334 68.5,334.1 68.5,334.2 68.5,334.2 68.5,334.4 68.5,334.5 
			68.5,334.6 68.5,334.7 68.5,334.8 68.4,335 68.4,335.1 68.3,335.3 68.3,335.4 68.2,335.5 68.1,335.7 68.1,335.8 68,335.9 
			67.9,336 67.8,336.1 67.7,336.2 67.6,336.3 67.5,336.4 67.4,336.4 67.3,336.5 67.2,336.5 67.1,336.6 67,336.6 66.9,336.6 
			66.8,336.6 66.8,336.6" class="st1"></polyline>
		<polyline points="68.6,334.1 68.6,334.1 68.7,334.2 68.7,334.2 68.8,334.3 68.8,334.4 68.8,334.5 68.8,334.7 
			68.8,334.8 68.8,334.9 68.8,335 68.7,335.2 68.7,335.3 68.6,335.4 68.6,335.6 68.5,335.7 68.4,335.8 68.3,336 68.2,336.1 
			68.1,336.2 68.1,336.3 68,336.4 67.9,336.5 67.8,336.6 67.7,336.6 67.6,336.7 67.5,336.7 67.4,336.8 67.3,336.8 67.2,336.8 
			67.1,336.8 67,336.8" class="st1"></polyline>
		<polyline points="68.8,334.2 68.9,334.3 69,334.4 69,334.4 69,334.5 69.1,334.6 69.1,334.7 69.1,334.8 69.1,335 
			69.1,335.1 69,335.2 69,335.3 69,335.5 68.9,335.6 68.8,335.8 68.8,335.9 68.7,336 68.6,336.1 68.5,336.3 68.4,336.4 68.3,336.5 
			68.2,336.6 68.1,336.7 68,336.8 67.9,336.8 67.8,336.9 67.7,336.9 67.6,336.9 67.6,337 67.5,337 67.4,337 67.3,336.9" class="st1"></polyline>
		<polyline points="67.9,337.3 68,337.3 68,337.3 68.1,337.3 68.2,337.3 68.3,337.3 68.4,337.2 68.5,337.2 68.6,337.1 
			68.7,337 68.8,337 68.9,336.9 69,336.8 69.1,336.6 69.2,336.5 69.3,336.4 69.3,336.3 69.4,336.1 69.5,336 69.5,335.8 69.6,335.7 
			69.6,335.6 69.6,335.4 69.6,335.3 69.6,335.2 69.6,335.1 69.6,335 69.6,334.9 69.6,334.8 69.5,334.7 69.5,334.7 69.4,334.6" class="st1"></polyline>
		<line y2="333.8" x2="68.1" y1="333.8" x1="68.2" class="st1"></line>
		<polyline points="67.7,333.5 67.6,333.4 67.5,333.4" class="st1"></polyline>
		<line y2="332.4" x2="65.8" y1="333.1" x1="66.9" class="st1"></line>
		<polyline points="60.9,333 60.9,333 61,333 61.1,333.1 61.2,333.1 61.3,333 61.5,333 61.6,333 61.7,332.9 61.8,332.8 
			61.9,332.7 62,332.6 62.2,332.5 62.3,332.4 62.4,332.3 62.5,332.1 62.6,332 62.7,331.9 62.8,331.7 62.9,331.6 62.9,331.4 
			63,331.3 63,331.1 63.1,331 63.1,330.8 63.1,330.7 63.1,330.6 63.1,330.4 63.1,330.3 63,330.2 63,330.1 62.9,330.1 62.9,330" class="st1"></polyline>
		<line y2="333.1" x2="66.8" y1="333.1" x1="66.9" class="st1"></line>
		<polyline points="67.4,333.3 67.3,333.2 67.2,333.2" class="st1"></polyline>
		<polyline points="67.8,333.6 67.9,333.6 68,333.7" class="st1"></polyline>
		<polyline points="68.4,333.9 68.4,334 68.5,334" class="st1"></polyline>
		<polyline points="68.8,334.2 68.7,334.2 68.6,334.1" class="st1"></polyline>
		<polyline points="69.4,334.6 69.3,334.5 69.2,334.5" class="st1"></polyline>
		<polyline points="68.9,334.3 69,334.3 69.1,334.4" class="st1"></polyline>
		<polyline points="69.1,334.4 69.2,334.5 69.3,334.6 69.3,334.7 69.3,334.8 69.4,334.9 69.4,335.1 69.4,335.2 
			69.3,335.4 69.3,335.5 69.2,335.7 69.2,335.8 69.1,335.9 69.1,336.1 69,336.2 68.9,336.3 68.8,336.5 68.7,336.6 68.6,336.7 
			68.5,336.8 68.4,336.9 68.3,336.9 68.2,337 68.1,337.1 68,337.1 67.9,337.1 67.8,337.1 67.8,337.1 67.7,337.1 67.6,337.1" class="st1"></polyline>
	</g>
</g>
<g id="ID_1382">
	<polyline points="319.5,244.9 319.2,244.6 318.7,244.4 318,244.4 317.2,244.5 316.5,244.8 314.8,245.7 314.2,246.1 
		313.8,246.5 313.8,246.9" class="st0"></polyline>
	<polyline points="327.9,276.3 330.2,275.8 373.2,254" class="st0"></polyline>
	<polyline points="331,279.1 330.1,279.5 328.5,280.3 326.8,280.9 323.2,282.1 319.5,283.1 315.7,284 312,284.7 
		308.4,285.5 306.7,285.8 305,286.2 303.5,286.7 302,287.1" class="st0"></polyline>
	<polyline points="330.3,276.1 328.4,276.8 326.9,277.5 325.2,278.2 321.8,279.3 314.6,281.1 311.1,281.9 307.6,282.7 
		306,283.1 304.4,283.5 302.9,283.9 301.6,284.4" class="st0"></polyline>
	<polyline points="314.4,254.4 316.5,252.8 358.7,231.4" class="st0"></polyline>
	<polyline points="316.3,252.8 316,252.9 315.3,253.4 314.7,253.8 314.2,254.2 311.3,256.1 308.3,257.7 301.9,260.5 
		295.7,262.9 292.7,264.1 290,265.4" class="st0"></polyline>
	<polyline points="302.3,291.6 302.2,289.4 302,287.1 301.6,284.4 300.9,281.8 300.1,279.3 299.2,276.9 298.1,274.6 
		296.8,272.5 295.4,270.5 293.9,268.7 292.4,267.2 290,265.4 288.2,264.4 286.4,263.8" class="st0"></polyline>
	<line y2="271" x2="279.2" y1="270" x1="279.5" class="st0"></line>
	<line y2="269.9" x2="278" y1="268.9" x1="278.2" class="st0"></line>
	<polyline points="279.9,271 279.8,270.5 279.5,270 278.2,268.9 277.6,268.5 276.9,268.2 276.1,268.1 275.4,268.3 
		274.8,268.6 274.6,269" class="st0"></polyline>
	<polyline points="246.3,266.4 246.3,267.2 246.2,267.9" class="st0"></polyline>
	<line y2="277.8" x2="260.4" y1="277.7" x1="260.2" class="st0"></line>
	<polyline points="257.8,277.8 257.4,278 256.8,278.3 256.1,278.7 255.2,279.1 254.4,279.7 253.5,280.2 249,283.4 
		247.8,284.3 247,285 246.6,285.5" class="st0"></polyline>
	<line y2="285.5" x2="245" y1="285.2" x1="245.3" class="st0"></line>
	<line y2="285.5" x2="244.9" y1="285.2" x1="245.3" class="st0"></line>
	<polyline points="250.6,252.5 250.3,252.2 249.6,251.9 248.4,251.9 246.4,252.1 245.4,252.3 244.7,252.6 244.4,252.9" class="st0"></polyline>
	<polyline points="243,307.5 240.1,305.1 237.4,302.9 236.4,302.4 235.4,302.1" class="st0"></polyline>
	<polygon points="235.9,300.8 236,299.8 235.9,299 235.6,298.5 235.1,298.1 234.4,298.1 233.4,298.4 232.1,299.3 
		230.7,300.8 229.2,302.6 228,304.4 227.6,305.3 227.6,306 227.7,306.5 228.1,306.8 228.7,307 229.4,307.1 230.2,306.9 231.2,306.5 
		232.3,305.8 233.3,305 234.3,303.9 235.4,302.1" class="st0"></polygon>
	<line y2="267.3" x2="226.6" y1="268.1" x1="227" class="st0"></line>
	<polyline points="240.9,267.7 240.4,267 235.8,263.4 235.2,263 234.3,262.8 233.3,262.8 232.3,263.1 231.3,263.5 
		230.5,264.1 226.6,267.3 225.3,268.7 224.6,270.2 224.7,271.7" class="st0"></polyline>
	<polyline points="235.9,280.2 235.2,279.3 234.6,278.6 234,277.8" class="st0"></polyline>
	<polyline points="234.2,277.6 236.8,275.7 238.4,274.2" class="st0"></polyline>
	<polyline points="234.1,277.7 233.2,278.2 231.6,278.7 230.5,278.8 229.5,278.5 227.3,276.6 225.2,274.8 221.2,271.6 
		220,271.2 219.2,271.1 218.3,271.2 217.5,271.6 216.8,272.2" class="st0"></polyline>
	<polyline points="234,292.8 234.3,293.4 235,294.4 236,295.5 237.4,296.9 239.1,298.5 241,300.3 243.2,302.1 
		245.6,304.1 247.2,305.4 248.9,306.7 250.6,308 252.3,309.3 254,310.5 255.7,311.7 257.3,312.9 258.9,314" class="st0"></polyline>
	<line y2="253.1" x2="248.5" y1="251.9" x1="248.4" class="st0"></line>
	<line y2="252.1" x2="246.4" y1="253.3" x1="246.5" class="st0"></line>
	<polyline points="242.4,255.8 242,255.6 241.9,255.4 241.5,253.3 241.5,251.1 241.6,250.8 241.6,250.6" class="st0"></polyline>
	<line y2="250.1" x2="243.4" y1="250.3" x1="243.4" class="st0"></line>
	<polyline points="238.9,252.7 239.5,251.7 240.5,251 241.6,250.8" class="st0"></polyline>
	<line y2="250.2" x2="242.3" y1="250.4" x1="242.4" class="st0"></line>
	<polyline points="239.7,251.4 240.6,250.8 241.6,250.6 241.9,250.5 242.4,250.4 243.4,250.3 251.7,249.5 252.4,249.5 
		252.8,249.7 252.8,249.8 252.8,249.9 253.6,252.1 253.9,253.2 254,254.3 253.8,254.6 253,255" class="st0"></polyline>
	<polyline points="259.2,258.7 258.4,258.5 257.7,258 257,257.5 256.6,256.8 256.1,256 255.4,255.3 254.6,254.8 
		253.8,254.6" class="st0"></polyline>
	<polyline points="252.8,249.7 253.9,249.8 254.9,250.2 255.7,251.1" class="st0"></polyline>
	<polyline points="255.8,251.3 255,250.5 253.9,250 252.8,249.9" class="st0"></polyline>
	<line y2="249.5" x2="251.7" y1="249.3" x1="251.7" class="st0"></line>
	<polyline points="255.9,251.7 255.7,251.2 255,250.3 254,249.8 252.8,249.8" class="st0"></polyline>
	<polyline points="259.7,257.2 258.9,257.1 258.1,256.9 257.4,256.4 256.9,255.8 256.4,255.1 255.7,254.6 254.8,254.3 
		254,254.3" class="st0"></polyline>
	<polyline points="241.9,255.4 241,255.7 240.1,256.2 239.5,257 239.1,257.9 239.3,258.3 239,259.1 239.9,260 
		241.3,260.9 244.1,262.3 244.5,262.5 244.9,262.8 245.1,262.8 250.8,262.1 252.3,261.9 253.8,261.8 255.7,261.3 257.3,260.5 
		258.5,259.6 259.2,258.7 259.6,257.9 259.7,257.2 259.5,256.3 259.4,255.7 259.3,255.2 259.2,254.9" class="st0"></polyline>
	<polyline points="241.5,251.1 240.5,251.3 239.5,251.9 238.9,252.8 238.6,253.8 238.7,254.5 238.7,255.4 238.9,256.5 
		239.1,257.9 238.7,258.7 238.5,259.8 238.6,260.8" class="st0"></polyline>
	<polyline points="230.6,278.1 229.5,278.5 228.9,278.6 228.8,278.7 228.1,279.5 227.3,280.6" class="st0"></polyline>
	<polyline points="242.9,265.5 243.2,264.8 243.7,264.1 244.3,263.4 245.1,262.8 245.7,263.9 246.2,265.1 246.3,266.4" class="st0"></polyline>
	<polyline points="244.9,262.8 244.2,263.3 243.6,264 243.1,264.7 242.8,265.4 242.6,267.1 242.3,268 241.6,268.9" class="st0"></polyline>
	<polyline points="223.1,269.1 222.6,268.6 222,268 221.7,267.7 221,266.9 220.3,266.2 219.7,265.7 219.3,265.6" class="st0"></polyline>
	<polyline points="242.9,270.1 243.3,269 243.2,267.9 242.6,267.1 238,263.3 236.7,262.3 234.7,260.7 233.7,260.5 
		232.8,260.7 231.5,261.1 230.2,261.7 226,264.7 222,268 221.3,268.8 220.8,269.6 220.7,270.6 220.8,271.1 221.2,271.6 222,271.6 
		222.8,271.1" class="st0"></polyline>
	<polyline points="241.4,270.9 241.8,271.1 242,271.1" class="st0"></polyline>
	<polyline points="244.5,262.5 243.8,263 243.1,263.6 242.6,264.3 242.3,264.9 242.8,265.4 242.9,265.5 243.5,266.3 
		243.7,267.2 243.7,268 243.4,269 242.9,270" class="st0"></polyline>
	<polyline points="228.8,278.7 230.4,279.8 231.9,280.2 232.7,280.1 233.4,279.8 234,279.3 234.6,278.6 236.3,276.4 
		238.2,274.5 242.1,271 242.2,271.1 242.6,271.4 243.1,272 243.8,272.7" class="st0"></polyline>
	<polyline points="234.8,260 236.7,260.6 238,260.8 238.5,260.8 238.6,260.8 238.9,260.8 239.6,261.2 240.3,261.9 
		241.9,264.4 242.3,264.9 242.1,266.7 241.8,267.7 241.1,268.5" class="st0"></polyline>
	<polygon points="234.3,262.8 235.2,262.7 236,263 236.3,263.2 237.7,264.3 238.3,264.7 240.5,266.6 241.2,267.5 
		241.1,268.5 241.1,268.5 241.6,268.9 241.9,269.3 242,269.8 241.8,270.4 241.4,270.9 237.6,274.2 234.2,277.6 234.1,277.7 
		234,277.8 233.6,278.1 232.8,278.6 231.6,278.7 231,278.5 230.6,278.1 229.3,276.6 227.6,275 222.8,271.1 222.5,270.7 222.4,270.2 
		222.6,269.6 223.1,269.1 227.1,265.8 231,262.4 231.7,261.9 232.5,261.7 233.2,261.8 233.7,262.1" class="st0"></polygon>
	<polyline points="237.7,257.7 237.2,258.3 236.9,259 236.7,259.8 236.7,260.6 236.7,262.3" class="st0"></polyline>
	<polyline points="238.7,258.7 238.4,259.7 238.5,260.8 238.5,263.8 238.3,264.7 238.1,265.2" class="st0"></polyline>
	<polyline points="233.7,262.1 234.3,261.5 234.7,260.7 234.8,260 234.8,259.9 234.9,259 235.3,258.2 235.9,257.5 
		236.6,257" class="st0"></polyline>
	<line y2="264.9" x2="230.9" y1="264.1" x1="230.5" class="st0"></line>
	<polyline points="228.5,259.7 228.7,259.8 229.1,260.1 229.5,260.7 230,261.5 230.2,261.7 231,262.4" class="st0"></polyline>
	<polyline points="246.2,267.9 245.9,269.2 245.3,270.5 244.6,271.7 243.8,272.7 239.7,276.7 235.9,280.2 235,281 
		234,281.5 232,282 230.9,282 229.7,281.8 228.4,281.3 227.3,280.6 224.6,278.7 223.1,277.5 221.6,276.2 220.2,275.1 219,274 
		217.8,273.1 216.8,272.2 216.3,271.6 216,270.9 216,270.1 216.3,269.3 216.7,268.4 217.4,267.5 218.3,266.5 219.3,265.6 
		222.9,262.8 226.8,260.5 228.5,259.7 230,259" class="st0"></polyline>
	<polyline points="238.9,260.8 238.9,260 239,259.1 238.7,258.7 238.7,258.7 238.4,258.4 237.7,257.7 236.6,257 
		236.5,257 235.6,257.1 234.4,257.4 233,257.8" class="st0"></polyline>
	<polyline points="236.4,256.7 236.5,256.7 236.5,257 235.8,257.4 235.2,258.1 234.8,259 234.7,259.9" class="st0"></polyline>
	<polyline points="228.9,278.6 224.4,274.7 222.1,272.8 220,271.2 219.6,270.6 219.7,269.7 220.4,268.8 221,268.2 
		221.7,267.7 230,261.5 230.6,261 231.5,260.5 233,260.1 233.8,260 234.7,259.9 234.8,259.9" class="st0"></polyline>
	<polyline points="236.3,264.1 235.8,263.4 236,263" class="st0"></polyline>
	<line y2="263.2" x2="236.3" y1="263.6" x1="236.2" class="st0"></line>
	<polyline points="238.4,258.4 238,259.5 238,260.8 238,263.3 237.7,264.3 237.5,264.7" class="st0"></polyline>
	<polyline points="240.8,267.8 240.4,267 240.5,266.6" class="st0"></polyline>
	<polyline points="243.3,255.9 243.3,256.4 243.4,257.2 243.5,258.2 243.6,259.2 243.7,260.6 244.1,262.3 243.4,262.7 
		242.8,263.3 242.3,263.8 241.9,264.4" class="st0"></polyline>
	<polyline points="256.4,252.9 256.6,253.6 256.8,254.5 256.9,255.8 256.9,256.3 256.6,256.8 256,257.5 255.1,258.1 
		254.3,258.8 253.3,259.3 252.1,259.5 250.6,259.6 247.1,260 243.7,260.6 242.7,260.8 241.6,260.5 240.7,260 240,259.2 239.3,258.3 
		239.6,257.4 240.2,256.5 241.1,255.9 242,255.6" class="st0"></polyline>
	<polygon points="255.1,258.1 254.9,257.1 254.3,256.1 253.7,255.4 253,255 252.5,255.1 251.6,255.2 243.3,255.9 
		242.7,255.9 242.4,255.8 241.5,256.3 240.7,257.1 240.2,258.1 240,259.2 240.7,259.3 241.6,259.3 242.5,259.3 243.6,259.2 
		251.9,258.5 253.1,258.4 254.2,258.3" class="st0"></polygon>
	<polyline points="253.8,261.8 253.5,260.6 253.3,259.3 253.1,258.4 253,257.4 252.8,256.4 252.7,255.6 252.5,255.1" class="st0"></polyline>
	<polyline points="251.6,255.2 251.6,255.7 251.7,256.5 251.8,257.4 251.9,258.5 252.1,259.5 252.2,260.8 252.3,261.9" class="st0"></polyline>
	<polyline points="252.7,277.1 252.5,276.9 252.1,276.5 251.7,275.9 251.1,275.2 250.2,272.9 250.3,269.9 250.5,267.1 
		250.6,264.5 250.8,262.1 250.7,260.9 250.6,259.6" class="st0"></polyline>
	<line y2="281.3" x2="254.2" y1="280.2" x1="253.5" class="st0"></line>
	<line y2="278.1" x2="260.4" y1="278.1" x1="260.4" class="st0"></line>
	<polyline points="261.6,279.1 260.9,278.6 260.3,278.3 259.9,278.4" class="st0"></polyline>
	<polyline points="262.1,278.8 261.4,278.3 260.8,278 260.3,278.2" class="st0"></polyline>
	<polyline points="257.8,277.8 260.2,277.7 260.4,278" class="st0"></polyline>
	<polyline points="256.8,278.3 256.6,278.3 256.1,278.4" class="st0"></polyline>
	<polyline points="252.6,277.2 253.1,277.5 253.8,278.1 254.3,278.7 254.7,279 255,279.1" class="st0"></polyline>
	<line y2="277.8" x2="257.8" y1="278.9" x1="258.5" class="st0"></line>
	<polyline points="261.5,277.2 261.7,276.6 262.1,275.7 262.9,274.9 263.9,274.3 265,273.9" class="st0"></polyline>
	<polyline points="268.3,267.3 267.2,267.6 266.2,268.2 265.4,269 265,269.9 264.5,271.3 263.5,272.4 262.8,273 
		262.1,273.7 261.7,274.6 261.4,275.4" class="st0"></polyline>
	<polyline points="220,298.9 226.2,290.8 230.8,285.3 232.7,283.3 234.8,281.3 239.5,277.9 244.5,275.1 247.2,273.9 
		250.2,272.9 253.7,271.9 255.2,271.1 258.2,269.6 261.5,268.2 266,266.5 268.9,265.6" class="st0"></polyline>
	<polyline points="261.6,276 262,275.2 262.6,274.4 263.5,273.8 264.5,273.3 265,272.8 265.4,272.2 265.9,270.7 
		266.4,269.8 267.1,269 268,268.3 268.8,267.9" class="st0"></polyline>
	<polyline points="267.1,266.2 267.8,266.3 268.5,266.7" class="st0"></polyline>
	<polyline points="267.8,265.9 268.5,266 269.1,266.4" class="st0"></polyline>
	<polyline points="277,275.2 276.1,275.7 275.3,276.5 274.6,277.4 274.2,278.3 273.7,278.9 273,279.6 272.2,280.1 
		271.4,280.6" class="st0"></polyline>
	<polyline points="271.9,281.3 272.7,280.8 273.5,280.2 274.2,279.5 274.7,278.9 275.1,278 275.7,276.9 276.5,276.1 
		277.4,275.5" class="st0"></polyline>
	<polyline points="278.7,275.8 279.3,276.5 279.8,277.4 280,278.4 280.1,279.4 280,283 280.1,283.9 280.5,284.9" class="st0"></polyline>
	<polyline points="287.5,272.4 287,271.9 286.4,271.8 285.6,271.8" class="st0"></polyline>
	<polyline points="285.1,281 285.2,282 285.4,283.1 286.6,286.5 287.4,290.1 287.8,293.6 287.8,297" class="st0"></polyline>
	<polyline points="285.3,273.5 285.9,274.2 286.4,275.1 286.7,276.1 286.8,277.1 286.9,280.5 286.9,281.5 287.2,282.5" class="st0"></polyline>
	<polyline points="285.9,273.3 286.6,274 287.1,274.9 287.4,275.9 287.5,276.8 287.6,280.1 287.8,281 288.3,282" class="st0"></polyline>
	<polyline points="277.4,275.6 276.6,276.1 275.7,277 275.1,278 274.8,279 275.9,279.4 277.3,279.7 278.8,279.7 
		280.1,279.4 286.8,277.1 287.5,276.8 288.2,276.4 288.7,275.9 288.8,275.4" class="st0"></polyline>
	<polyline points="286.1,272.5 287.1,272.6 287.9,273 288.4,273.7" class="st0"></polyline>
	<polyline points="286.2,272.7 287.2,272.8 288,273.3 288.5,274" class="st0"></polyline>
	<polyline points="288.4,273.8 288.5,273.8 289.1,273.6" class="st0"></polyline>
	<polyline points="288.8,275.3 289.3,275.5 290.1,275.6" class="st0"></polyline>
	<polygon points="286.2,273 286.2,272.7 286.1,272.5 285.6,271.8 282,268.3 278,264.9 277.7,264.7 276.8,264.2 
		276.3,264.1 275.8,264.2 269.1,266.4 268.5,266.7 268.2,266.9 268.3,267.3 268.8,267.9 272.7,271.6 277,275.2 277.4,275.5 
		277.4,275.6 278,275.8 278.7,275.8 285.3,273.5 285.9,273.3" class="st0"></polygon>
	<polyline points="262.6,269.9 262.3,269.5 261.5,268.2" class="st0"></polyline>
	<polyline points="264.9,268.3 264.7,269.1 265,269.9" class="st0"></polyline>
	<polyline points="260.4,277.8 260.8,277.2 261,276.4 261.1,275.3 261.3,274.4 261.7,273.4 262.3,272.6 263,271.9" class="st0"></polyline>
	<polyline points="288.7,276.4 288.6,277.8 288.3,279.2 287.6,280.1 286.9,280.5 285.1,281 282.6,281.9 280,283 
		279.3,283.2 278.6,283.1 277.1,282.1 275.8,280.7 274.8,279 274.7,278.9 274.2,278.3 272.1,276.2 270,274.1 268,272.3 265.9,270.7 
		265,269.9 264.5,269.8 264.3,269.7" class="st0"></polyline>
	<polyline points="260,275 260.1,273.7 260.7,272.5 261.6,271.4 262.7,270.8 263.2,270.3 263.9,270 264.2,269.8" class="st0"></polyline>
	<polyline points="256.7,276.7 256.6,275.8 256.8,275 257.2,274.4" class="st0"></polyline>
	<polyline points="232.1,299.3 231.8,298.2 231.8,297.2 231.4,296.7 231.3,296.4" class="st0"></polyline>
	<line y2="308.9" x2="227.9" y1="307" x1="228.7" class="st0"></line>
	<polyline points="226.1,306.9 226.1,306 226.5,304.8 227,303.5 227.8,302.3 228.7,300.9 229.6,299.7 230.6,298.5 
		231.8,297.2 233.1,296.3 234.1,296 235.2,296 236.3,296.5 237,297.5 237.6,298.8 237.8,300.7 237.7,301.8 237.4,302.9 236.9,304.2 
		236.1,305.5 235,306.6 233.7,307.6 232.2,308.4 230.8,308.8 229.3,309 227.9,308.9" class="st0"></polyline>
	<polyline points="231.3,296.4 227.8,301 224.7,304.9 224.2,305.6" class="st0"></polyline>
	<polyline points="235.6,317.1 245.7,303.9 249,299.9 246.3,297.6 243.8,295.4 242.4,294.2 241.2,293 240.2,292 
		239.3,291 238.6,290.2 238.1,289.4 237.7,288.9 237.6,288.4" class="st0"></polyline>
	<polyline points="237.6,288.4 234.1,292.6 231.3,296.4 229.5,298.5 227.9,300.6 226.2,302.9 224.7,304.9 225.1,305.7 
		226.1,306.9 226.7,308.1 227.9,308.9 229.7,310.6 231.6,312.4 233.9,314.3 236.2,316.3" class="st0"></polyline>
	<line y2="306" x2="227.6" y1="306.9" x1="226.1" class="st0"></line>
	<polyline points="225.1,303.3 231.3,295.1 235.6,289.5 237.9,286.8 240.5,284.3 243.4,282.1 246.5,280.1 251.1,275.2 
		253.7,271.9" class="st0"></polyline>
	<polyline points="255.7,277.1 255.7,275.9 256.1,275.1 255.8,274.9 255.2,274.2 254.5,273.1 253.7,271.9" class="st0"></polyline>
	<polyline points="257.2,276.1 257.2,275.2 257.4,274.3" class="st0"></polyline>
	<polyline points="257.1,274.5 256.7,275.1 256.5,275.9 256.6,276.7 256.6,277.2 256.5,277.9 256.1,278.4 255.6,278.7 
		255,279.1 245.8,285.4 245.4,285.7" class="st0"></polyline>
	<polyline points="261.7,276.8 261.7,276.6 261.7,276.6 261.6,276 261.4,275.4 261.1,275.3 260,275 259.2,274.9 
		258.5,274.9 257.5,275.5 257.2,276.1 256.7,276.7 256.6,276.7 255.7,277.1 254.8,277.5 253.9,278 253.8,278.1 249.3,281.3 
		245,284.7 244.9,284.8 244.4,285.3 244.4,285.4" class="st0"></polyline>
	<polyline points="252.2,285.6 251.6,285 251.1,284.7 250.9,284.7" class="st0"></polyline>
	<line y2="283.4" x2="249" y1="284.4" x1="249.7" class="st0"></line>
	<polyline points="244.3,287.9 245,287 245.8,286.3 246.7,286.1" class="st0"></polyline>
	<polyline points="253.9,278 253.3,277.4 252.8,277.1 252.6,277.2 247.9,280.7 243.7,284.6" class="st0"></polyline>
	<polyline points="245.8,285.4 245.4,285.1 245,284.7 244.2,284.5 243.7,284.6 243.6,284.7" class="st0"></polyline>
	<polyline points="246.1,286 245,286.2 244,286.8 243.2,287.6" class="st0"></polyline>
	<polyline points="245.8,285.4 245.3,285.2 244.9,284.8 244.1,284.6 243.6,284.7 243.1,285.2" class="st0"></polyline>
	<polyline points="257.3,274.3 256.1,275.1 254.5,276.1 252.8,277.1 252.7,277.1 246.5,280.1 243.8,282.5 241.2,285 
		240.7,285.6" class="st0"></polyline>
	<polyline points="255.2,271.1 256.1,272.4 257,273.5 257.6,274 257.6,274" class="st0"></polyline>
	<polyline points="257.2,277.5 257.5,276.5 257.5,275.5 257.5,274.5 257.9,273.5" class="st0"></polyline>
	<polyline points="279.2,264.8 278.6,264.7 278,264.9" class="st0"></polyline>
	<polyline points="277.7,264.7 278.3,264.4 278.8,264.5" class="st0"></polyline>
	<polyline points="274.5,263.7 275.1,263.8 275.8,264.2" class="st0"></polyline>
	<polyline points="310.9,247.7 310,247.6 309.2,247.9 308.4,248.4 307.4,248.3 306.6,248.1 306,247.7 305.5,247.2 
		305.3,246 305.3,245.9 305.3,245.5 305.4,245.3 305.4,244.9 305.8,243.7 306.9,242.5 308.6,241.3 310.7,240.1 313.1,239 
		315.7,238.1 318.2,237.4 320.5,237.2 321.5,237.3 322.2,237.4 323.8,237.8 325,238.5 325.7,239.4 326,240.5 325.6,242 324.6,243.5 
		322.8,245 320.5,246.3 317.9,247.4 315.1,248.1 312.4,248.5 309.9,248.4" class="st0"></polyline>
	<polyline points="311.5,246.9 310.8,246.9 310.1,246.5 309.4,246.1 308.6,245.4 307.5,245 306.4,244.8 305.4,244.9" class="st0"></polyline>
	<polyline points="309.5,246.5 309.4,246.3 308.6,245.8 307.5,245.4 306.4,245.3 305.3,245.5" class="st0"></polyline>
	<polyline points="309.5,246.6 308.6,246.1 307.5,245.7 306.4,245.7 305.3,246 303.4,247.4" class="st0"></polyline>
	<polyline points="309.4,246.3 308.6,245.7 307.5,245.3 306.4,245.2 305.4,245.3 303.5,244.4 301.7,244 300.1,244.1" class="st0"></polyline>
	<polyline points="280.5,257 290.1,252 294.9,249.1 297.2,247.4 299.5,245.6 300.6,244.7 301.7,244" class="st0"></polyline>
	<polyline points="313.1,250.7 311,252 308.1,254 305,255.7 298.6,258.6 292.3,261.2 289.3,262.4 286.4,263.8 
		284.4,263.4 282.7,263.4 282.3,263.4 282,263.2 281.7,262.7 281.4,262.1 280.9,260.8 280.5,258.6 280.5,257 280.8,255.9 
		281.1,255.4" class="st0"></polyline>
	<polyline points="309.9,248.4 310.5,248 311.2,247.8" class="st0"></polyline>
	<polyline points="309.9,247.3 309.5,246.6 309.5,246.5 308.6,246 307.5,245.7 306.4,245.7 305.3,245.9 303.4,247.4 
		300.7,249.5 297.9,251.4 292.2,254.8 286.4,257.8 280.9,260.8" class="st0"></polyline>
	<polyline points="322.8,243.9 322.7,243.3 322.4,242.8 321.9,242.3 321.1,242 320.2,241.8 319.3,241.8 318,241.9 
		316.5,242.3 314.9,242.8 313.5,243.5 312.2,244.2 311.1,245.1 310.4,245.8 310.1,246.5 310,247 310.3,247.6" class="st0"></polyline>
	<polyline points="311.5,247.3 310.7,247.3 310,247 309.4,246.3 309.4,246.3 309.4,246.1 309.8,245.2 310.5,244.3 
		311.7,243.5 313.1,242.7 314.7,241.9 316.4,241.4 318,241 319.6,240.9 320.1,240.9 320.5,241 321.6,241.3 322.4,241.7 322.9,242.3 
		323,243 322.9,243.7" class="st0"></polyline>
	<polyline points="347.9,224.3 322.2,237.4 321.5,238.1 321,238.9 320.7,239.9 320.5,241" class="st0"></polyline>
	<polyline points="321.5,237.3 320.9,237.9 320.5,238.8 320.2,239.9 320.1,240.9 320.2,241.8 320,242.6 319.6,243.2" class="st0"></polyline>
	<polyline points="319,243.1 319.3,242.6 319.3,241.8 319.6,240.9 319.6,239.8 319.8,238.8 320.1,237.9 320.5,237.2" class="st0"></polyline>
	<line y2="244.8" x2="316.5" y1="245.9" x1="316.8" class="st0"></line>
	<line y2="246.8" x2="315.1" y1="245.7" x1="314.8" class="st0"></line>
	<polyline points="321.7,244.9 321.7,244.9 321.6,244.4 321.4,244 321,243.6 320.4,243.3 319.6,243.2 319,243.1 
		317.9,243.2 316.6,243.5 315.4,243.9 314.3,244.4 313.3,244.9 312.4,245.6 311.9,246.3 311.5,246.9 311.5,247.3 311.7,247.8 
		311.8,247.8" class="st0"></polyline>
	<polyline points="276,263.5 281.4,262.1 284.1,260.5 287,259 292.9,255.8 298.8,252.3 301.6,250.3 304.4,248.1 
		305.5,247.2 306.6,246.7 307.8,246.5 309,246.7 309.9,247.3" class="st0"></polyline>
	<polyline points="276.8,264.2 277.2,263.9 277.5,263.8" class="st0"></polyline>
	<polyline points="296.4,246.6 297.6,245.7 298.5,245.5 299.5,245.6 301.3,246.1 303.4,247.4 303.4,247.4 304.4,248.1 
		306.7,249.6 311,252 314.2,254.2 314.4,254.4 316,256.1 317.7,258.2 319.5,260.6 321.2,263.4 323,266.6 324.8,270 326.4,273.4 
		327.9,276.3 328.4,276.8 330.1,279.5 331.4,281.7 332.5,284.2" class="st0"></polyline>
	<polyline points="279,264.7 282.7,263.4 285.6,261.9 288.6,260.3 294.7,257.2 300.9,253.7 303.9,251.8 306.7,249.6 
		308.4,248.4 309.9,248.4 313.1,250.7 316.3,252.8 316.5,252.8 318.5,254.3 320.6,256.3 322.7,258.8 324.7,261.8 326.6,265.2 
		328.1,268.7 329.4,272.3 330.2,275.8 330.3,276.1 331,279.1 332.5,284.2" class="st0"></polyline>
	<line y2="266.9" x2="281.9" y1="266.9" x1="281.8" class="st0"></line>
	<polyline points="260.8,270.6 261.7,270.5 262.7,270.8 262.7,271.3 263,271.9 263.5,272.4 264.5,273.3 264.8,273.7 
		265,273.9 265.4,274.4 267.5,276 269.5,278.1 271.4,280.6 271.9,281.3 272.9,282.5 274,283.4 275.2,284.2 276.4,284.8 277.5,285.2 
		278.6,285.3 279.6,285.2 280.5,284.9 283,283.9 285.4,283.1 287.2,282.5 288.3,282 289.4,281 290.1,279.5 290.4,277.6 290.1,275.6 
		289.1,273.6 287.3,271.3 285.4,269.3 283.7,267.9 281.9,266.9 281.6,266.7" class="st0"></polyline>
	<polyline points="245.3,285.2 245.4,285.1 254.3,278.7 255.5,277.9 256.6,277.2 257.2,276.7 257.5,276.5 259.1,276.3 
		261,276.4 261.7,276.6 262.1,275.6 262.8,274.8 263.7,274.1 264.8,273.7" class="st0"></polyline>
	<polyline points="262.2,275.9 263,275.1 264.1,274.6 265.4,274.4" class="st0"></polyline>
	<polyline points="238.6,287.1 239.1,286.6 240,286.6 241.4,286.9 243.2,287.6 244.3,287.9 246.1,287.9 248.2,287.6 
		250.3,286.7 252.2,285.6 256.9,282.2 261.6,279.1 262.1,278.8 263.5,277.8 264.5,276.7 265.1,275.5 265.4,274.4" class="st0"></polyline>
	<polyline points="230.8,285.3 232.2,286.5 233.5,287.6 234.7,288.6 235.6,289.5 236,290" class="st0"></polyline>
	<polyline points="234.2,292.2 234.1,292.6 234.4,293.2 235.1,294.2 236.1,295.3 237.5,296.7 239.2,298.3 241.2,300.1 
		243.3,301.9 245.7,303.9" class="st0"></polyline>
	<polyline points="231.3,295.1 230.3,294.2 229.1,293.1 227.7,292 226.2,290.8 224.4,289.4 222.7,288.1 221,286.7 
		219.3,285.4 217.8,284 216.3,282.7 215,281.5 213.7,280.4 212.6,279.3 211.7,278.3 210.9,277.4 210.3,276.6 209.8,276 209.5,275.5 
		209.4,275.1 209.5,274.8" class="st0"></polyline>
	<polyline points="207.2,281.1 206.2,281 205.1,281.5 203.9,282.5 203.4,283 203.3,283" class="st0"></polyline>
	<line y2="282.5" x2="203.9" y1="283.2" x1="204.9" class="st0"></line>
	<line y2="282.9" x2="203.3" y1="283" x1="203.4" class="st0"></line>
	<line y2="283" x2="203.3" y1="283.7" x1="204.3" class="st0"></line>
	<polyline points="226.8,260.5 223.2,262.6 218.2,266.1 213.7,270.1 209.5,274.8 203.3,282.9 203.3,283" class="st1"></polyline>
	<polyline points="204.3,283.7 204.4,283.6 204.9,283.2 206.1,282.1 207.1,281.6 207.9,281.7" class="st1"></polyline>
	<polyline points="225.5,303.7 225.1,303.3 224.1,302.3 222.9,301.3 221.5,300.1 220,298.9 217.3,296.9 214.8,294.8 
		212.3,292.8 210.1,290.8 209.5,289.9 209.3,288.8 209.4,286.5 209.2,284.5 208.7,282.9 208,281.7 207.2,281.1" class="st1"></polyline>
	<polyline points="204.3,283.7 204.7,283.6 205.4,283.7 206.3,284 207.5,284.6 208.1,284.7 208.8,284.8 209.2,284.7" class="st1"></polyline>
	<polyline points="228.5,259.7 230,259 231.5,258.3 233,257.8 234.2,257.4 236.4,256.7 237.3,256.3 238,255.6" class="st1"></polyline>
	<polyline points="238,255.6 238.5,254.8 238.6,253.8 238.9,252.7 239.1,252.3 239.5,251.7 239.7,251.4 239.9,251.2 
		240.5,250.8 241,250.5 241.4,250.4 242.1,250.3 242.3,250.2 243.4,250.1 251.7,249.3 252,249.3 252.6,249.4 253,249.4 253.7,249.5 
		254.8,250.1 255.3,250.6 255.7,251.1 255.7,251.2 256,252" class="st1"></polyline>
	<polyline points="255.8,251.3 256.4,252.9 256.7,253.5 257.9,254.5 259.2,254.9" class="st1"></polyline>
	<line y2="255.3" x2="281.2" y1="254.9" x1="259.1" class="st1"></line>
	<polyline points="246.9,286.1 245.9,285.8 245.1,285.5 244.5,285.4 243.7,285.3 242.9,285.2 242,285.2 241.6,285.3 
		240.7,285.6 240.1,285.8 239.3,286.3 238.6,287.1 237.5,288.2 234.2,292.2 227.9,300.6 224.3,305.3 224.2,305.6 224.5,306.2 
		225.1,307.1 226.2,308.4 227.7,310 229.6,311.8 231.6,313.6 233.6,315.4 235.6,317.1 237.7,318.7 239.8,320.4 242,322 244.2,323.6 
		245,324.1 246,324.4 246.9,324.5 247.9,324.5 248.9,324.2 249.8,323.7 251.3,322.4 254.4,318.3 258.9,314 261.8,311.5 264.8,309.2 
		267.9,307 271.1,305 274.3,303.1 277.5,301.4 280.7,299.8 284,298.5 287.8,297 297.7,293 302.3,291.6 303.8,291.2 305.5,290.8 
		307.3,290.4 309.1,290 317.1,288.7 321.2,287.9 325.2,286.9 327.1,286.3 329,285.7 330.8,285 332.5,284.2 369.4,265.5 370.6,264.7 
		371.7,263.7 372.7,262.5 373.4,261.2 373.8,259.8 374.1,258.3 374,256.8 373.7,255.5 373.2,254 372,250.6 370.5,247.1 368.7,243.7 
		366.7,240.5 364.7,237.5 362.6,235 360.6,232.9 358.7,231.4 347.9,224.3 345.8,223.1 343.8,222.6 342.1,222.7 300.1,244.1 
		298.7,244.8 297.7,245.5 297,246 296.4,246.6 295.1,247.7 292.3,249.7 289.2,251.5 286,253.1 281.1,255.4" class="st1"></polyline>
	<polyline points="248.2,285.6 248.5,285.3 249.7,284.4 254.2,281.3 255.1,280.7 255.9,280.2 256.7,279.7 257.5,279.4 
		258.1,279 258.5,278.9 259.1,278.9" class="st1"></polyline>
	<line y2="275.9" x2="262.2" y1="277.2" x1="261.5" class="st1"></line>
	<polyline points="260.3,278.2 260.4,278.1 260.4,277.8" class="st1"></polyline>
	<polyline points="246.7,286.1 247.2,286.2 247.9,286 248.7,285.8 249.6,285.4 250.4,285.1 250.9,284.7 252.9,283.1 
		254.9,281.7 258.1,279.5 259.9,278.4 260.3,278.2 261.1,277.6 261.4,277.4 262.1,276.6" class="st1"></polyline>
	<polyline points="246.6,285.5 246.7,285.6 249.1,285.5 249.8,285.4" class="st1"></polyline>
	<line y2="277.5" x2="257.2" y1="278.3" x1="256.6" class="st1"></line>
	<polyline points="257.4,274.5 257.9,273.5 258.4,272.6 259,271.9 259.7,271.3 260.1,270.9 260.8,270.6 262.6,269.8 
		264.5,269.2" class="st1"></polyline>
	<line y2="270.1" x2="264" y1="270.1" x1="263.9" class="st1"></line>
	<line y2="269.7" x2="264.2" y1="270.1" x1="263.9" class="st1"></line>
	<polyline points="263.8,270.4 264.3,269.7 264.9,268.3 265.3,267.5 265.6,267.1 266,266.8 266.5,266.5 267.1,266.2 
		267.8,265.9 274.5,263.7 274.7,263.6 275.9,263.5 277.1,263.7 277.5,263.8 278,264.1 278.8,264.5 279.2,264.8 281.9,267 
		282.3,267.3 283.7,268.5 287.5,272.4 287.9,272.9 288.4,273.7 288.5,274 288.8,274.7 288.8,275.4 288.7,276.4" class="st1"></polyline>
	<line y2="270.3" x2="263.4" y1="270" x1="264" class="st1"></line>
	<line y2="273.9" x2="257.7" y1="274.3" x1="257.4" class="st1"></line>
	<polyline points="257.6,274 257.5,274.1 257.2,274.4 257.1,274.5 256.6,274.9" class="st1"></polyline>
	<line y2="256.2" x2="237.5" y1="255.1" x1="238.4" class="st1"></line>
	<polyline points="240.9,267.7 241.1,268.5 241,269.2 240.7,270 240.2,270.7 239.5,271.4 235.6,274.6 233.9,275.6 
		232,276.2 230.3,276.1 228.9,275.5 225.5,272.8 224.7,271.7" class="st1"></polyline>
	<polyline points="225.1,272.3 225.1,271.1 225.7,269.5 227,268.1 230.9,264.9 231.8,264.3 232.8,263.9 233.8,263.6 
		234.8,263.6 235.6,263.8 236.3,264.1 238.5,266 240.8,267.8 241,268" class="st1"></polyline>
	<polyline points="242.9,270 242.1,271 238.4,274.2" class="st1"></polyline>
	<polyline points="239.1,266.4 239,266.5 236.2,267.6 227.7,271.2 225.1,272.2" class="st1"></polyline>
	<line y2="263.2" x2="236.3" y1="262.3" x1="236.7" class="st1"></line>
	<polyline points="250.6,252.5 250.3,252.8 249.6,253.1 248.6,253.3 246.6,253.5 245.4,253.5 244.6,253.3 244.4,252.9" class="st1"></polyline>
	<polyline points="249.5,253.1 248.5,253.1 246.5,253.3 245.6,253.5" class="st1"></polyline>
	<polyline points="279.9,271 279.6,271.4 279.1,271.7 278.4,271.8 277.6,271.7 276.8,271.5 276.2,271.1 275,269.9 
		274.6,269.5 274.6,269" class="st1"></polyline>
	<polyline points="279.5,271.4 279.2,271 278,269.9 277.4,269.5 276.7,269.2 275.9,269.2 275.2,269.3 274.7,269.5" class="st1"></polyline>
	<polyline points="322.5,244.3 321.4,245.1 320.2,245.9 318.7,246.5 317.2,247.1 315.6,247.5 314.1,247.8 312.6,247.9 
		311.2,247.8 310.9,247.7 309.9,247.5 309.2,247.1" class="st1"></polyline>
	<line y2="247.6" x2="310.3" y1="247.3" x1="309.9" class="st1"></line>
	<line y2="247.6" x2="310.3" y1="247.3" x1="309.9" class="st1"></line>
	<polyline points="322.2,244.5 322.7,244 323.2,243.2" class="st1"></polyline>
	<polyline points="319.5,244.9 319.4,245.3 319,245.7 318.5,246.1 316.7,247 316,247.3 315.2,247.4 314.5,247.4 
		314,247.2 313.8,246.9" class="st1"></polyline>
	<polyline points="319.2,245.5 319,245.5 318.3,245.5 317.5,245.6 316.8,245.9 315.1,246.8 314.5,247.2 314.3,247.3" class="st1"></polyline>
</g>
<line y2="465.1" x2="201.4" y1="464.9" x1="201.2" class="st0"></line>
<g id="ID_1257">
	<polyline points="81.9,440.1 81.8,440.4 81.7,440.6" class="st0"></polyline>
	<polyline points="82.8,437.4 83.1,437.4 83.3,437.4 83.5,437.3 83.7,437.3 83.9,437.3 84,437.3 84.2,437.3 84.3,437.3 
		84.4,437.4 84.4,437.4 84.4,437.4" class="st0"></polyline>
	<polyline points="81.6,440.7 82.1,440.6 82.2,440.6 82.4,440.5 82.5,440.4 82.6,440.2 82.7,440.1 82.7,439.9 
		82.8,439.7 82.9,439.5 82.9,439.2 82.9,439 82.9,438.8 82.9,438.5 82.9,438.2 82.9,438 82.9,437.7 82.8,437.4 82.8,437.2 
		82.7,436.9 82.6,436.7 82.5,436.4 82.4,436.2 82.3,436 82.2,435.8 82,435.7 81.9,435.5 81.8,435.4 81.6,435.3 81.5,435.3 
		81.3,435.2 81.2,435.2" class="st0"></polyline>
	<polyline points="80.9,435.4 80.7,435.2 80.5,435.1" class="st0"></polyline>
	<polyline points="71.4,441.1 71.7,440.8 72.3,440.7" class="st0"></polyline>
	<line y2="443.2" x2="72.4" y1="443.2" x1="72.2" class="st0"></line>
	<polyline points="73.5,442.3 73.6,442.1 73.7,441.8 73.8,441.5 73.9,441.2 73.9,440.8 73.9,440.5 74,440.1 73.9,439.7 
		73.9,439.3 73.9,438.9 73.8,438.5 73.7,438.2 73.6,437.8 73.5,437.4 73.3,437.1 73.2,436.8 73,436.5 72.9,436.2 72.7,436 
		72.5,435.8" class="st0"></polyline>
	<polyline points="72.6,443.2 72.8,443.1 72.9,443 73.1,442.8 73.3,442.6 73.4,442.4 73.5,442.1 73.6,441.9 73.7,441.5 
		73.8,441.2 73.8,440.9 73.8,440.5 73.9,440.1 73.8,439.7 73.8,439.3 73.8,438.9 73.7,438.6 73.6,438.2 73.5,437.8 73.4,437.4 
		73.2,437.1 73.1,436.8 72.9,436.5 72.8,436.2 72.6,436 72.4,435.8 72.2,435.6 72,435.4 71.8,435.3 71.6,435.3" class="st0"></polyline>
	<line y2="435.2" x2="71.2" y1="435.3" x1="71" class="st0"></line>
	<line y2="437.7" x2="71.8" y1="437.5" x1="71.6" class="st0"></line>
	<polyline points="71.7,435.5 72,435.4 72.1,435.5" class="st0"></polyline>
	<polyline points="72,440.8 71.8,440.8 71.7,440.8 71.5,440.6 71.4,440.5 71.2,440.2 71.1,440 71,439.7 70.9,439.3 
		70.9,439 70.9,438.7 70.9,438.4 71,438.2 71.1,438 71.2,437.8 71.3,437.7 71.5,437.6" class="st0"></polyline>
	<polyline points="81.7,436.6 81.8,437.1 81.9,437.5 82,437.9 82.1,438.4 82.1,438.8 82.1,439.2 74,440.3" class="st0"></polyline>
	<line y2="436.9" x2="73.3" y1="435.8" x1="81.3" class="st0"></line>
	<polyline points="72.1,443.3 72.3,443.2 72.5,443.1 72.6,443 72.8,442.8 72.9,442.7 73.1,442.4 73.2,442.2 73.3,441.9 
		73.4,441.6 73.5,441.2 73.5,440.9 73.5,440.5 73.5,440.2 73.5,439.8 73.5,439.4 73.4,439 73.4,438.6 73.3,438.2 73.2,437.8 
		73.1,437.5 72.9,437.1 72.8,436.8 72.6,436.5 72.4,436.2 72.3,436 72.1,435.8 71.9,435.6 71.7,435.5 71.5,435.4 71.3,435.3 
		71.1,435.3 70.9,435.3" class="st0"></polyline>
	<polyline points="71.8,437.6 71.6,437.5 71.4,437.4 71.2,437.4 71,437.4 70.8,437.6 70.7,437.8 70.6,438 70.5,438.3 
		70.5,438.7 70.5,439 70.5,439.4 70.6,439.8 70.7,440.1 70.8,440.4 71,440.7 71.2,440.9 71.4,441.1 71.6,441.2 71.8,441.2 
		71.9,441.1 72.1,441 72.2,440.8" class="st0"></polyline>
	<polyline points="72.5,435.8 72.3,435.6 72.1,435.5 71.9,435.4 71.7,435.3 71.6,435.3 71.4,435.2 71.2,435.2 
		70.9,435.3 70.7,435.3 70.5,435.4 70.3,435.5 70.1,435.7 70,435.9 69.9,436.1 69.7,436.4 69.6,436.6 69.6,437 69.5,437.3 
		69.4,437.6 69.4,438 69.4,438.4 69.4,438.8 69.4,439.2 69.5,439.5 69.6,439.9 69.6,440.3 69.8,440.7 69.9,441.1 70,441.4 
		70.2,441.7 70.3,442 70.5,442.3 70.7,442.5 70.9,442.7 71.1,442.9 71.3,443.1 71.5,443.2 71.7,443.2 71.9,443.3 72.1,443.3 
		72.4,443.2 72.6,443.2 72.7,443.1 72.9,443 73,442.9 73.2,442.8 73.4,442.6 73.5,442.3" class="st1"></polyline>
	<polyline points="73.4,442.6 81,441.6 81.2,441.3 81.5,441 81.6,440.7 81.8,440.4 81.9,440.1 82,439.8 82,439.5 
		82.1,439.2 82.1,439.1 82.1,438.7 82.1,438.3 82,437.9 81.9,437.5 81.8,437.1 81.8,437.1 81.7,436.7 81.7,436.6 81.5,436.2 
		81.3,435.8 81.2,435.6 81,435.5 80.9,435.3 80.7,435.2 80.4,435.1 80.1,434.9 79.8,434.8 79.5,434.7 72.3,435.6" class="st1"></polyline>
	<polyline points="71.8,437.7 71.7,437.6 71.5,437.6" class="st1"></polyline>
	<polyline points="72.2,440.8 72.3,440.5 72.4,440.2 72.5,439.9 72.4,439.5 72.4,439.1 72.3,438.8 72.2,438.4 
		72.1,438.1 71.9,437.8 71.8,437.6" class="st1"></polyline>
	<polyline points="73.5,442.3 73.7,442 73.8,441.7 73.8,441.4 73.9,441.1 74,440.8 74,440.4 74,440.1 74,439.7 
		73.9,439.3 73.9,438.9 73.8,438.6 73.7,438.2 73.6,437.8 73.5,437.5 73.4,437.1 73.2,436.8 73.1,436.5 72.9,436.3 72.7,436" class="st1"></polyline>
	<polyline points="72.3,440.7 72.1,440.8 72,440.8" class="st1"></polyline>
	<polyline points="81.6,440.7 82,440.7 82.2,440.6 82.5,440.6 82.6,440.5 82.8,440.4 83,440.4 83.2,440.2 83.4,440.1 
		83.5,440 83.7,439.9 83.8,439.8 83.9,439.6 84,439.5 84.1,439.3 84.2,439.2 84.3,439 84.3,438.9 84.3,438.8 84.4,438.6 84.4,438.5 
		84.5,438.4 84.5,438.3" class="st1"></polyline>
	<polyline points="80.8,435.3 81.1,435.2 81.2,435.2 81.5,435.2 81.7,435.2 81.8,435.2 82.1,435.2 82.3,435.3 
		82.5,435.3 82.7,435.4 82.8,435.5 83,435.6 83.2,435.7 83.4,435.8 83.5,435.9 83.6,436 83.7,436.1 83.9,436.2 83.9,436.3 84,436.5 
		84.1,436.6 84.2,436.7 84.2,436.8 84.3,436.9" class="st1"></polyline>
	<polyline points="84.3,437 84.4,437.2 84.4,437.3 84.4,437.4 84.5,437.5 84.5,437.7 84.5,437.8 84.5,437.9 84.5,438 
		84.5,438.1" class="st1"></polyline>
</g>
<g id="ID_1257-2">
	<polyline points="104.7,458.6 104.6,458.9 104.4,459.1" class="st0"></polyline>
	<polyline points="105.6,455.7 105.8,455.6 106.1,455.6 106.3,455.6 106.5,455.6 106.7,455.6 106.8,455.6 107,455.6 
		107.1,455.6 107.1,455.6 107.2,455.6 107.2,455.7" class="st0"></polyline>
	<polyline points="104.4,459.2 104.9,459.1 105,459.1 105.1,459 105.2,458.9 105.3,458.7 105.4,458.5 105.5,458.3 
		105.6,458.1 105.6,457.9 105.7,457.6 105.7,457.4 105.7,457.1 105.7,456.8 105.7,456.5 105.7,456.3 105.6,456 105.6,455.7 
		105.5,455.4 105.5,455.1 105.4,454.9 105.3,454.6 105.2,454.4 105.1,454.2 104.9,454 104.8,453.8 104.7,453.7 104.5,453.5 
		104.4,453.4 104.3,453.4 104.1,453.3 104,453.3" class="st0"></polyline>
	<polyline points="103.6,453.5 103.4,453.3 103.2,453.2" class="st0"></polyline>
	<polyline points="94.2,459.6 94.4,459.3 95,459.2" class="st0"></polyline>
	<line y2="461.9" x2="95.2" y1="461.9" x1="95" class="st0"></line>
	<polyline points="96.3,461 96.4,460.7 96.5,460.4 96.6,460.1 96.6,459.7 96.7,459.3 96.7,459 96.7,458.6 96.7,458.1 
		96.7,457.7 96.6,457.3 96.6,456.9 96.5,456.5 96.4,456.1 96.3,455.7 96.1,455.3 96,455 95.8,454.7 95.6,454.4 95.5,454.1 
		95.3,453.9" class="st0"></polyline>
	<polyline points="95.4,461.9 95.5,461.8 95.7,461.6 95.9,461.5 96,461.3 96.2,461 96.3,460.7 96.4,460.4 96.5,460.1 
		96.5,459.7 96.6,459.4 96.6,459 96.6,458.6 96.6,458.2 96.6,457.7 96.5,457.3 96.5,456.9 96.4,456.5 96.3,456.1 96.2,455.7 
		96,455.3 95.9,455 95.7,454.7 95.5,454.4 95.3,454.1 95.2,453.9 95,453.7 94.7,453.6 94.5,453.4 94.3,453.4" class="st0"></polyline>
	<line y2="453.3" x2="93.9" y1="453.4" x1="93.8" class="st0"></line>
	<line y2="456" x2="94.6" y1="455.7" x1="94.3" class="st0"></line>
	<polyline points="94.4,453.6 94.7,453.6 94.9,453.6" class="st0"></polyline>
	<polyline points="94.8,459.4 94.6,459.3 94.4,459.3 94.3,459.1 94.1,458.9 94,458.7 93.9,458.4 93.8,458.1 93.7,457.8 
		93.7,457.4 93.7,457.1 93.7,456.8 93.8,456.5 93.9,456.3 94,456.1 94.1,455.9 94.3,455.9" class="st0"></polyline>
	<polyline points="104.5,454.8 104.6,455.3 104.7,455.8 104.8,456.2 104.8,456.7 104.9,457.2 104.8,457.6 96.8,458.8" class="st0"></polyline>
	<line y2="455.1" x2="96" y1="453.9" x1="104.1" class="st0"></line>
	<polyline points="94.9,461.9 95.1,461.9 95.2,461.8 95.4,461.7 95.6,461.5 95.7,461.3 95.9,461.1 96,460.8 96.1,460.5 
		96.2,460.1 96.2,459.8 96.3,459.4 96.3,459 96.3,458.6 96.3,458.2 96.3,457.8 96.2,457.4 96.2,456.9 96.1,456.5 96,456.1 
		95.8,455.7 95.7,455.4 95.6,455 95.4,454.7 95.2,454.4 95,454.2 94.8,453.9 94.6,453.7 94.4,453.6 94.2,453.5 94,453.4 93.8,453.4 
		93.6,453.4" class="st0"></polyline>
	<polyline points="94.5,455.9 94.3,455.7 94.1,455.6 94,455.6 93.8,455.7 93.6,455.8 93.5,456.1 93.4,456.3 93.3,456.7 
		93.3,457 93.3,457.4 93.3,457.8 93.4,458.2 93.5,458.6 93.6,458.9 93.8,459.2 94,459.4 94.2,459.6 94.3,459.7 94.5,459.7 
		94.7,459.6 94.9,459.5 95,459.3" class="st0"></polyline>
	<polyline points="95.3,453.9 95.1,453.7 94.9,453.6 94.7,453.5 94.5,453.4 94.3,453.4 94.1,453.3 93.9,453.3 
		93.6,453.4 93.4,453.4 93.3,453.5 93.1,453.7 92.9,453.8 92.8,454 92.6,454.3 92.5,454.5 92.4,454.9 92.3,455.2 92.3,455.5 
		92.2,455.9 92.2,456.3 92.2,456.7 92.2,457.1 92.2,457.5 92.3,458 92.3,458.4 92.4,458.8 92.5,459.2 92.7,459.6 92.8,459.9 
		92.9,460.3 93.1,460.6 93.3,460.9 93.5,461.2 93.7,461.4 93.9,461.6 94.1,461.7 94.3,461.9 94.5,461.9 94.7,462 94.9,461.9 
		95.2,461.9 95.4,461.9 95.5,461.8 95.7,461.7 95.8,461.6 96,461.4 96.1,461.2 96.3,461" class="st1"></polyline>
	<polyline points="96.1,461.2 103.8,460.1 104,459.8 104.2,459.5 104.4,459.2 104.6,458.9 104.7,458.6 104.8,458.2 
		104.8,457.9 104.8,457.6 104.9,457.4 104.9,457 104.8,456.6 104.8,456.2 104.7,455.8 104.6,455.3 104.6,455.3 104.5,454.9 
		104.5,454.8 104.3,454.4 104.1,453.9 104,453.8 103.8,453.6 103.7,453.5 103.4,453.3 103.2,453.1 102.9,453 102.6,452.9 
		102.3,452.7 95.1,453.7" class="st1"></polyline>
	<polyline points="94.6,456 94.4,455.9 94.3,455.9" class="st1"></polyline>
	<polyline points="95,459.3 95.1,459 95.2,458.7 95.2,458.3 95.2,457.9 95.2,457.5 95.1,457.1 95,456.8 94.9,456.4 
		94.7,456.1 94.5,455.9" class="st1"></polyline>
	<polyline points="96.3,460.9 96.4,460.6 96.5,460.3 96.6,460 96.7,459.7 96.7,459.3 96.8,458.9 96.8,458.5 96.8,458.1 
		96.7,457.7 96.7,457.3 96.6,456.9 96.5,456.5 96.4,456.1 96.3,455.7 96.2,455.4 96,455 95.9,454.7 95.7,454.5 95.5,454.2" class="st1"></polyline>
	<polyline points="95.1,459.2 94.9,459.3 94.8,459.4" class="st1"></polyline>
	<polyline points="104.4,459.2 104.8,459.2 105,459.1 105.3,459.1 105.4,459 105.6,458.9 105.7,458.8 106,458.7 
		106.2,458.6 106.3,458.5 106.4,458.3 106.5,458.2 106.7,458 106.8,457.9 106.9,457.7 106.9,457.6 107,457.4 107.1,457.3 
		107.1,457.2 107.2,457 107.2,456.9 107.2,456.7 107.2,456.6" class="st1"></polyline>
	<polyline points="103.5,453.4 103.8,453.3 104,453.3 104.2,453.3 104.5,453.3 104.6,453.3 104.9,453.3 105.1,453.4 
		105.3,453.4 105.5,453.5 105.6,453.6 105.8,453.7 106,453.8 106.1,453.9 106.3,454.1 106.4,454.2 106.5,454.3 106.6,454.4 
		106.7,454.5 106.8,454.7 106.9,454.8 106.9,454.9 107,455 107.1,455.2" class="st1"></polyline>
	<polyline points="107.1,455.3 107.1,455.4 107.2,455.5 107.2,455.7 107.2,455.8 107.3,455.9 107.3,456.1 107.3,456.2 
		107.3,456.3 107.3,456.5" class="st1"></polyline>
</g>
<g id="ID_1257-2_00000098920284861122237730000001385126038302690209_">
	<polyline points="90,475.8 89.8,476.1 89.6,476.3" class="st0"></polyline>
	<polyline points="90.8,473 91,472.8 91.3,472.8 91.5,472.8 91.8,472.8 91.9,472.8 92,472.8 92.3,472.8 92.3,472.8 
		92.3,472.8 92.4,472.8 92.4,473" class="st0"></polyline>
	<polyline points="89.6,476.4 90.1,476.3 90.3,476.3 90.3,476.2 90.5,476.1 90.5,476 90.6,475.7 90.8,475.5 90.8,475.3 
		90.8,475.1 91,474.8 91,474.6 91,474.3 91,474 91,473.7 91,473.5 90.8,473.2 90.8,473 90.8,472.6 90.8,472.3 90.6,472.1 
		90.5,471.8 90.5,471.6 90.3,471.4 90.1,471.2 90,471 90,471 89.8,470.7 89.6,470.6 89.5,470.6 89.3,470.5 89.3,470.5" class="st0"></polyline>
	<polyline points="88.8,470.7 88.6,470.5 88.5,470.4" class="st0"></polyline>
	<polyline points="79.5,476.8 79.6,476.5 80.3,476.4" class="st0"></polyline>
	<line y2="479.1" x2="80.5" y1="479.1" x1="80.3" class="st0"></line>
	<polyline points="81.5,478.2 81.6,478 81.8,477.6 81.8,477.3 81.8,477 82,476.5 82,476.2 82,475.8 82,475.3 82,475 
		81.8,474.5 81.8,474.1 81.8,473.7 81.6,473.3 81.5,473 81.3,472.5 81.3,472.2 81,472 80.8,471.6 80.8,471.3 80.5,471.1" class="st0"></polyline>
	<polyline points="80.6,479.1 80.8,479 81,478.8 81.1,478.7 81.3,478.5 81.5,478.2 81.5,478 81.6,477.6 81.8,477.3 
		81.8,477 81.8,476.6 81.8,476.2 81.8,475.8 81.8,475.4 81.8,475 81.8,474.5 81.8,474.1 81.6,473.7 81.5,473.3 81.5,473 81.3,472.5 
		81.1,472.2 81,472 80.8,471.6 80.5,471.3 80.5,471.1 80.3,471 80,470.8 79.8,470.6 79.5,470.6" class="st0"></polyline>
	<line y2="470.5" x2="79.1" y1="470.6" x1="79" class="st0"></line>
	<line y2="473.2" x2="79.8" y1="473" x1="79.5" class="st0"></line>
	<polyline points="79.6,470.8 80,470.8 80.1,470.8" class="st0"></polyline>
	<polyline points="80,476.6 79.8,476.5 79.6,476.5 79.5,476.3 79.3,476.1 79.3,476 79.1,475.6 79,475.3 79,475 
		79,474.6 79,474.3 79,474 79,473.7 79.1,473.5 79.3,473.3 79.3,473.1 79.5,473.1" class="st0"></polyline>
	<polyline points="89.8,472 89.8,472.5 90,473 90,473.4 90,474 90.1,474.4 90,474.8 82,476" class="st0"></polyline>
	<line y2="472.3" x2="81.3" y1="471.1" x1="89.3" class="st0"></line>
	<polyline points="80.1,479.1 80.3,479.1 80.5,479 80.6,479 80.8,478.7 81,478.5 81.1,478.3 81.3,478 81.3,477.7 
		81.5,477.3 81.5,477 81.5,476.6 81.5,476.2 81.5,475.8 81.5,475.4 81.5,475 81.5,474.6 81.5,474.1 81.3,473.7 81.3,473.3 81,473 
		81,472.6 80.8,472.2 80.6,472 80.5,471.6 80.3,471.4 80,471.1 79.8,471 79.6,470.8 79.5,470.7 79.3,470.6 79,470.6 78.8,470.6" class="st0"></polyline>
	<polyline points="79.8,473.1 79.5,473 79.3,472.8 79.3,472.8 79,473 78.8,473 78.8,473.3 78.6,473.5 78.5,474 
		78.5,474.2 78.5,474.6 78.5,475 78.6,475.4 78.8,475.8 78.8,476.1 79,476.4 79.3,476.6 79.5,476.8 79.5,477 79.8,477 80,476.8 
		80.1,476.7 80.3,476.5" class="st0"></polyline>
	<polyline points="80.5,471.1 80.3,471 80.1,470.8 80,470.7 79.8,470.6 79.5,470.6 79.3,470.5 79.1,470.5 78.8,470.6 
		78.6,470.6 78.5,470.7 78.3,471 78.1,471 78,471.2 77.8,471.5 77.8,471.7 77.6,472.1 77.5,472.4 77.5,472.7 77.5,473.1 77.5,473.5 
		77.5,474 77.5,474.3 77.5,474.7 77.5,475.2 77.5,475.6 77.6,476 77.8,476.4 78,476.8 78,477.1 78.1,477.5 78.3,477.8 78.5,478.1 
		78.8,478.4 79,478.6 79.1,478.8 79.3,479 79.5,479.1 79.8,479.1 80,479.2 80.1,479.1 80.5,479.1 80.6,479.1 80.8,479 81,479 
		81,478.8 81.3,478.6 81.3,478.4 81.5,478.2" class="st1"></polyline>
	<polyline points="81.3,478.4 89,477.3 89.3,477 89.5,476.7 89.6,476.4 89.8,476.1 90,475.8 90,475.4 90,475.1 
		90,474.8 90.1,474.6 90.1,474.2 90,473.8 90,473.4 90,473 89.8,472.5 89.8,472.5 89.8,472.1 89.8,472 89.5,471.6 89.3,471.1 
		89.3,471 89,470.8 89,470.7 88.6,470.5 88.5,470.3 88.1,470.2 87.8,470.1 87.5,470 80.3,471" class="st1"></polyline>
	<polyline points="79.8,473.2 79.6,473.1 79.5,473.1" class="st1"></polyline>
	<polyline points="80.3,476.5 80.3,476.2 80.5,476 80.5,475.5 80.5,475.1 80.5,474.7 80.3,474.3 80.3,474 80.1,473.6 
		80,473.3 79.8,473.1" class="st1"></polyline>
	<polyline points="81.5,478.1 81.6,477.8 81.8,477.5 81.8,477.2 82,477 82,476.5 82,476.1 82,475.7 82,475.3 82,475 
		82,474.5 81.8,474.1 81.8,473.7 81.6,473.3 81.5,473 81.5,472.6 81.3,472.2 81.1,472 81,471.7 80.8,471.4" class="st1"></polyline>
	<polyline points="80.3,476.4 80.1,476.5 80,476.6" class="st1"></polyline>
	<polyline points="89.6,476.4 90,476.4 90.3,476.3 90.5,476.3 90.6,476.2 90.8,476.1 91,476 91.3,476 91.5,475.8 
		91.5,475.7 91.6,475.5 91.8,475.4 91.9,475.2 92,475.1 92.2,475 92.2,474.8 92.3,474.6 92.3,474.5 92.3,474.4 92.4,474.2 
		92.4,474.1 92.4,474 92.4,473.8" class="st1"></polyline>
	<polyline points="88.8,470.6 89,470.5 89.3,470.5 89.5,470.5 89.8,470.5 89.8,470.5 90.1,470.5 90.3,470.6 90.5,470.6 
		90.8,470.7 90.8,470.8 91,471 91.3,471 91.3,471.1 91.5,471.3 91.6,471.4 91.8,471.5 91.8,471.6 91.9,471.7 92,472 92.2,472 
		92.2,472.1 92.3,472.2 92.3,472.4" class="st1"></polyline>
	<polyline points="92.3,472.5 92.3,472.6 92.4,472.7 92.4,473 92.4,473 92.6,473.1 92.6,473.3 92.6,473.4 92.6,473.5 
		92.6,473.7" class="st1"></polyline>
</g>
<g id="ID_1054">
	<g id="ID_1061">
		<line y2="297.1" x2="45.5" y1="297.4" x1="46" class="st0"></line>
		<line y2="294.3" x2="45.7" y1="294.2" x1="45.5" class="st0"></line>
		<polyline points="45.3,294 45.4,294.1 45.5,294.3 45.7,294.5 45.8,294.7 45.8,294.9 45.9,295.2 45.9,295.5 
			45.8,295.8 45.8,296.1 45.7,296.4 45.6,296.7 45.5,297.1 45.4,297.4 45.2,297.8 45,298.1 44.8,298.4 44.6,298.7 44.4,299 
			44.2,299.3 43.9,299.5 43.6,299.8 43.4,300 43.1,300.2 42.8,300.3 42.6,300.5 42.3,300.5 42.1,300.6 41.8,300.6 41.6,300.6 
			41.4,300.6 41.2,300.5 41,300.4" class="st0"></polyline>
		<polyline points="42.9,294.4 43.1,294.2 43.4,294.1 43.7,293.9 43.9,293.8 44.2,293.8 44.4,293.8 44.7,293.8 
			44.9,293.8 45.1,293.9 45.3,294 45.7,294.3 45.8,294.4 46,294.6 46.1,294.7 46.2,295 46.2,295.2 46.3,295.5 46.3,295.8 
			46.3,296.1 46.2,296.4 46.2,296.7 46.1,297 46,297.4 45.8,297.7 45.7,298 45.5,298.4 45.3,298.7 45.1,299 44.8,299.3 44.6,299.6 
			44.3,299.8 44.1,300.1 43.8,300.3 43.5,300.5 43.3,300.6 43,300.7 42.7,300.8 42.5,300.9 42.2,300.9 42,300.9 41.8,300.9 
			41.6,300.8 41.4,300.7 41,300.4 40.8,300.3 40.7,300.1 40.6,299.9 40.5,299.7 40.4,299.5 40.4,299.2 40.4,298.9 40.4,298.6 
			40.4,298.4" class="st1"></polyline>
	</g>
	<g id="ID_1055">
		<polyline points="49.5,300 49.5,300.2 49.4,300.4 49.4,300.6 49.3,300.7 49.2,300.8 49.2,301 49.1,301.1 49,301.2 
			48.9,301.3 48.8,301.4 48.8,301.5 48.6,301.6 48.6,301.7 48.5,301.8 48.4,301.8 48.3,301.9" class="st0"></polyline>
		<polyline points="49,300.1 48.9,300.2 48.9,300.4 48.9,300.5 48.8,300.6 48.8,300.7 48.7,300.8 48.6,300.9 48.5,301 
			48.5,301.1 48.4,301.2 48.3,301.3 48.2,301.4" class="st0"></polyline>
		<polyline points="47.9,301.2 48.1,301.1 48.2,300.9 48.4,300.7 48.5,300.5 48.6,300.3 48.7,300.1" class="st0"></polyline>
		<polyline points="48.4,300 48.3,300.2 48.2,300.4 48.1,300.6 47.9,300.8 47.7,301 47.6,301.1" class="st0"></polyline>
		<polyline points="48.2,299.6 48.1,299.8 48,300.1 47.9,300.3 47.7,300.5 47.6,300.7 47.4,300.8" class="st0"></polyline>
		<polyline points="49,299.2 49.1,299.2 49.1,299.3 49.2,299.4 49.2,299.5 49.2,299.7 49.2,299.8 49.2,299.9 
			49.2,300.1 49.2,300.3 49.1,300.4 49.1,300.6 49,300.7 49,300.8 48.9,301 48.8,301.1 48.7,301.2 48.6,301.3 48.5,301.4 
			48.4,301.5 48.3,301.6 48.2,301.7 48.1,301.8 48,301.8 47.9,301.8 47.8,301.9 47.7,301.9 47.6,301.9 47.5,301.9 47.5,301.8 
			47.4,301.8" class="st0"></polyline>
		<polyline points="48.7,299 48.8,299 48.8,299.1 48.9,299.2 48.9,299.3 49,299.4 49,299.5 49,299.6 49,299.7 49,299.8 
			48.9,300 48.9,300.1 48.9,300.2 48.8,300.4 48.8,300.5 48.7,300.6 48.6,300.8 48.5,300.9 48.4,301 48.3,301.1 48.2,301.3 
			48.1,301.3 48,301.4 47.9,301.5 47.8,301.6 47.7,301.6 47.6,301.7 47.5,301.7 47.4,301.7 47.4,301.7 47.3,301.7 47.2,301.7 
			47.1,301.6" class="st0"></polyline>
		<polyline points="47.9,299.5 47.8,299.7 47.7,300 47.6,300.2 47.4,300.4 47.3,300.5 47.1,300.7" class="st0"></polyline>
		<polyline points="45.1,300.2 45.1,300.1 45,300.1" class="st0"></polyline>
		<polyline points="48.4,298.8 48.5,298.9 48.6,298.9 48.6,299 48.6,299.1 48.7,299.2 48.7,299.3 48.7,299.4 
			48.7,299.5 48.7,299.7 48.7,299.8 48.6,299.9 48.6,300.1 48.5,300.2 48.5,300.3 48.4,300.5 48.3,300.6 48.3,300.7 48.2,300.9 
			48.1,301 48,301.1 47.9,301.2 47.8,301.3 47.7,301.3 47.6,301.4 47.5,301.5 47.4,301.5 47.3,301.5 47.2,301.5 47.1,301.5 
			47,301.5 46.9,301.5 46.9,301.5" class="st0"></polyline>
		<polyline points="47.6,299.4 47.5,299.6 47.4,299.8 47.3,300 47.1,300.2 47,300.4 46.8,300.6" class="st0"></polyline>
		<polyline points="48.2,298.6 48.2,298.7 48.3,298.7 48.3,298.8 48.4,298.9 48.4,299 48.4,299.1 48.4,299.2 
			48.4,299.4 48.4,299.5 48.4,299.6 48.4,299.8 48.3,299.9 48.3,300 48.2,300.2 48.1,300.3 48.1,300.4 48,300.6 47.9,300.7 
			47.8,300.8 47.7,300.9 47.6,301 47.5,301.1 47.4,301.2 47.3,301.2 47.2,301.3 47.1,301.3 47,301.3 46.9,301.4 46.8,301.4 
			46.7,301.3 46.7,301.3 46.6,301.3" class="st0"></polyline>
		<polyline points="47.9,298.4 48,298.5 48.1,298.6 48.1,298.7 48.1,298.9 48.2,299 48.2,299.1 48.2,299.3 48.1,299.4 
			48.1,299.6 48,299.7 48,299.9 47.9,300 47.9,300.1 47.8,300.3 47.7,300.4 47.6,300.5 47.5,300.6 47.4,300.7 47.3,300.8 
			47.2,300.9 47.1,301 47,301.1 46.9,301.1 46.8,301.1 46.7,301.2 46.6,301.2 46.5,301.2 46.5,301.2 46.4,301.1 46.3,301.1" class="st0"></polyline>
		<polyline points="47.6,298.3 47.7,298.3 47.7,298.4 47.8,298.5 47.8,298.6 47.9,298.7 47.9,298.8 47.9,298.9 
			47.9,299 47.9,299.1 47.9,299.3 47.8,299.4 47.8,299.5 47.7,299.7 47.7,299.8 47.6,300 47.5,300.1 47.4,300.2 47.4,300.3 
			47.3,300.4 47.2,300.6 47.1,300.6 47,300.7 46.9,300.8 46.8,300.9 46.6,300.9 46.5,301 46.4,301 46.4,301 46.3,301 46.2,301 
			46.1,301 46,300.9" class="st0"></polyline>
		<polyline points="49.2,300.3 49.2,300.4 49.2,300.5 49.1,300.7 49.1,300.8 49,300.9 49,301 48.9,301.1 48.8,301.2 
			48.7,301.3 48.7,301.4 48.6,301.5 48.5,301.6" class="st0"></polyline>
		<polyline points="45.2,300.2 45.3,300.2 45.4,300.2 45.5,300.1" class="st0"></polyline>
		<polyline points="47.3,298.1 47.4,298.1 47.5,298.2 47.5,298.3 47.6,298.4 47.6,298.5 47.6,298.6 47.6,298.7 
			47.6,298.8 47.6,299 47.6,299.1 47.6,299.2 47.5,299.4 47.5,299.5 47.4,299.6 47.3,299.8 47.2,299.9 47.2,300 47.1,300.2 
			47,300.3 46.9,300.4 46.8,300.5 46.7,300.6 46.6,300.6 46.5,300.7 46.4,300.7 46.3,300.8 46.2,300.8 46.1,300.8 46,300.8 
			45.9,300.8 45.8,300.8 45.8,300.8" class="st0"></polyline>
		<polyline points="45.9,299.9 45.8,300 45.7,300.1 45.6,300.1" class="st0"></polyline>
		<polyline points="47.1,297.9 47.1,298 47.2,298 47.2,298.1 47.3,298.2 47.3,298.3 47.3,298.4 47.3,298.5 47.3,298.7 
			47.3,298.8 47.3,298.9 47.3,299 47.2,299.2 47.2,299.3 47.1,299.5 47.1,299.6 47,299.7 46.9,299.9 46.8,300 46.7,300.1 
			46.6,300.2 46.5,300.3 46.4,300.4 46.3,300.5 46.2,300.5 46.1,300.6 46,300.6 45.9,300.6 45.8,300.7 45.7,300.7 45.6,300.6 
			45.6,300.6 45.5,300.6" class="st0"></polyline>
		<polyline points="47,298.3 47,298.5 47,298.7 47,298.8 47,299 46.9,299.1 46.9,299.2 46.8,299.4 46.7,299.5 
			46.7,299.6 46.6,299.7 46.5,299.9 46.4,300 46.3,300.1 46.2,300.2 46.1,300.2 46,300.3 45.9,300.4 45.8,300.4 45.7,300.4 
			45.6,300.5 45.5,300.5 45.4,300.5 45.4,300.5 45.3,300.4 45.2,300.4" class="st0"></polyline>
		<polyline points="46,299.9 46.1,299.8 46.2,299.7 46.2,299.6" class="st0"></polyline>
		<polyline points="46.3,299.5 46.4,299.4 46.5,299.2" class="st0"></polyline>
		<polyline points="46.3,300.1 46.5,300 46.7,299.8 46.8,299.6 46.9,299.4 47,299.2 47.1,298.9" class="st0"></polyline>
		<polyline points="46.6,297.7 46.6,297.8 46.7,297.9" class="st0"></polyline>
		<polyline points="46.6,299 46.7,298.9 46.7,298.8 46.7,298.6 46.8,298.5 46.8,298.4 46.8,298.3" class="st0"></polyline>
		<polyline points="46.7,300.3 46.8,300.1 47,299.9 47.1,299.7 47.2,299.5 47.3,299.3" class="st0"></polyline>
		<line y2="298" x2="46.7" y1="297.9" x1="46.7" class="st0"></line>
		<line y2="298.2" x2="46.8" y1="298.1" x1="46.8" class="st0"></line>
		<line y2="297.8" x2="46.9" y1="297.7" x1="46.8" class="st0"></line>
		<line y2="296.9" x2="44.3" y1="296.3" x1="43.3" class="st0"></line>
		<polyline points="45.9,300.1 46,300 46.2,299.8 46.3,299.7 46.5,299.5 46.6,299.3 46.7,299 47,298.3" class="st0"></polyline>
		<polyline points="44.9,300.1 44.8,300 44.8,300" class="st0"></polyline>
		<polyline points="43.3,294.4 43.3,294.6 43.2,294.8 43.2,295 43.2,295.2 43.2,295.5 43.2,295.7 43.3,296 43.3,296.3 
			43.1,296.5 42.9,296.7 42.7,296.9 42.5,297.2 42.3,297.4 42.1,297.7 42,298 41.9,298.2" class="st0"></polyline>
		<polyline points="42.7,294.9 42.6,294.9 42.5,294.8 42.4,294.9 42.3,294.9 42.2,294.9 42.1,295 41.9,295.1 
			41.8,295.1 41.7,295.2 41.6,295.4 41.5,295.5 41.4,295.6 41.2,295.7 41.1,295.9 41,296 41,296.2 40.9,296.3 40.8,296.5 
			40.8,296.6 40.7,296.8 40.7,296.9 40.7,297.1 40.7,297.2 40.7,297.4 40.7,297.5 40.7,297.6 40.8,297.7 40.8,297.8" class="st0"></polyline>
		<polyline points="40.7,297.7 40.6,297.7 40.5,297.6 40.5,297.5 40.4,297.4 40.4,297.3 40.4,297.2 40.4,297 
			40.4,296.9 40.4,296.8 40.4,296.6 40.5,296.5 40.5,296.3 40.6,296.1 40.7,296 40.8,295.8 40.9,295.7 41,295.6 41.1,295.4 
			41.2,295.3 41.3,295.2 41.4,295.1 41.5,295 41.7,294.9 41.8,294.8 41.9,294.8 42,294.7 42.1,294.7 42.3,294.7 42.4,294.7 
			42.5,294.7 42.6,294.7 42.6,294.8" class="st0"></polyline>
		<polyline points="42.8,298.9 41.9,298.2 41.6,298.2 41.4,298.2 41.2,298.2 41,298.2 40.8,298.2 40.6,298.2 
			40.4,298.3 40.3,298.3" class="st0"></polyline>
		<line y2="298.1" x2="46.8" y1="298" x1="46.7" class="st0"></line>
		<line y2="298.3" x2="46.8" y1="298.2" x1="46.8" class="st0"></line>
		<line y2="299" x2="47" y1="299" x1="47" class="st0"></line>
		<line y2="299.2" x2="47.3" y1="299.2" x1="47.2" class="st0"></line>
		<line y2="299.4" x2="47.6" y1="299.4" x1="47.5" class="st0"></line>
		<line y2="299.6" x2="47.8" y1="299.5" x1="47.8" class="st0"></line>
		<line y2="298.6" x2="48.1" y1="298.7" x1="47.9" class="st0"></line>
		<line y2="299.8" x2="48.1" y1="299.7" x1="48" class="st0"></line>
		<line y2="299.9" x2="48.4" y1="299.9" x1="48.3" class="st0"></line>
		<line y2="300.1" x2="48.6" y1="300.1" x1="48.6" class="st0"></line>
		<line y2="300.2" x2="48.9" y1="300.3" x1="48.9" class="st0"></line>
		<line y2="300.4" x2="49.1" y1="300.5" x1="49.2" class="st0"></line>
		<line y2="299.3" x2="49.1" y1="299.3" x1="49.2" class="st0"></line>
		<line y2="300.7" x2="49.4" y1="300.6" x1="49.4" class="st0"></line>
		<line y2="300.3" x2="49.5" y1="300.1" x1="49.5" class="st0"></line>
		<polyline points="47,298.3 47,298.3 47,298.1 46.9,297.9 46.8,297.8 46.7,297.7" class="st0"></polyline>
		<line y2="299" x2="46.7" y1="299.1" x1="46.9" class="st0"></line>
		<line y2="297.9" x2="46.7" y1="297.9" x1="46.7" class="st0"></line>
		<polyline points="46.6,299 46.6,299.1 46.5,299.2" class="st0"></polyline>
		<line y2="299.6" x2="46.2" y1="299.5" x1="46.3" class="st0"></line>
		<line y2="299.9" x2="45.9" y1="299.9" x1="46" class="st0"></line>
		<line y2="300.1" x2="45.5" y1="300.1" x1="45.6" class="st0"></line>
		<line y2="300.2" x2="45.1" y1="300.2" x1="45.2" class="st0"></line>
		<polyline points="46.7,298.9 46.7,298.9 45.6,298.2" class="st0"></polyline>
		<line y2="296.2" x2="43" y1="296.3" x1="43.3" class="st0"></line>
		<line y2="294.7" x2="42.3" y1="294.8" x1="42.5" class="st0"></line>
		<line y2="296.4" x2="40.3" y1="296.3" x1="40.4" class="st0"></line>
		<polygon points="43.1,295.2 43.1,295.3 43.1,295.5 43.1,295.6 43.1,295.8 43,296 43,296.2 42.9,296.4 42.8,296.5 
			42.7,296.7 42.6,296.9 42.5,297.1 42.3,297.2 42.2,297.4 42.1,297.5 41.9,297.6 41.8,297.8 41.6,297.9 41.5,297.9 41.4,298 
			41.2,298.1 41.1,298.1 40.9,298.1 40.8,298.1 40.7,298.1 40.6,298 40.5,298 40.4,297.9 40.3,297.8 40.3,297.7 40.2,297.6 
			40.2,297.5 40.2,297.3 40.2,297.2 40.2,297 40.2,296.8 40.2,296.7 40.3,296.5 40.4,296.3 40.4,296.1 40.5,295.9 40.6,295.8 
			40.7,295.6 40.8,295.4 41,295.3 41.1,295.1 41.2,295 41.4,294.9 41.5,294.7 41.7,294.6 41.8,294.6 42,294.5 42.1,294.4 
			42.2,294.4 42.4,294.4 42.5,294.4 42.6,294.4 42.7,294.5 42.8,294.5 42.9,294.6 43,294.7 43,294.8 43.1,294.9 43.1,295" class="st0"></polygon>
		<polyline points="41.1,295.1 41.3,294.9 41.5,294.7 41.8,294.5 41.9,294.4 42.1,294.4 42.2,294.4 42.4,294.3 
			42.6,294.3 42.8,294.4 43.1,294.4 43.3,294.4 44.3,295 44.4,295.3 44.4,295.6 44.4,295.8 44.5,296.1 44.5,296.3 44.4,296.5 
			44.4,296.7 44.3,296.9 44.2,297.2 44.1,297.5 43.9,297.7 43.7,298 43.5,298.2 43.3,298.5 43.1,298.7 42.8,298.9 42.7,298.9 
			42.5,299 42.4,299 42.2,299 42,299 41.8,299 41.5,299 41.3,298.9 40.3,298.3 40.3,298 40.2,297.8 40.2,297.5 40.2,297.3 40.2,297 
			40.2,296.8 40.2,296.6 40.3,296.4 40.4,296.1 40.5,295.9" class="st1"></polyline>
		<polyline points="42.6,294.8 42.7,294.8 42.8,294.9 42.8,295 42.9,295.1 42.9,295.2 42.9,295.3 42.9,295.5 
			42.9,295.6 42.9,295.7 42.9,295.9 42.8,296 42.8,296.2 42.7,296.4 42.6,296.5 42.5,296.7 42.4,296.8 42.4,296.9 42.2,297.1 
			42.1,297.2 42,297.3 41.9,297.4 41.8,297.5 41.6,297.6 41.5,297.7 41.4,297.7 41.3,297.8 41.2,297.8 41.1,297.8 40.9,297.8 
			40.8,297.8 40.8,297.8 40.7,297.7" class="st1"></polyline>
		<line y2="299.7" x2="44.4" y1="300.1" x1="45" class="st1"></line>
		<polyline points="47,298.3 46.9,298.4 46.9,298.6 46.8,298.7 46.7,298.9 46.7,299 46.6,299.2 46.5,299.3 46.4,299.5 
			46.3,299.7 46.2,299.8 46.1,299.9 45.9,300.1 45.8,300.2 45.6,300.2 45.5,300.3 45.4,300.3 45.3,300.3 45.1,300.3 45,300.3 
			45,300.2 44.9,300.1 44.8,300 44.8,300" class="st1"></polyline>
		<polyline points="48.3,301.9 48.2,301.9 48.1,301.9 48,301.9 47.9,301.9 47.8,301.9" class="st1"></polyline>
		<line y2="300.1" x2="45" y1="300.1" x1="44.9" class="st1"></line>
		<line y2="301.8" x2="47.4" y1="301.8" x1="47.3" class="st1"></line>
		<line y2="301.6" x2="47.1" y1="301.6" x1="47.1" class="st1"></line>
		<line y2="301.5" x2="46.9" y1="301.4" x1="46.8" class="st1"></line>
		<line y2="300.3" x2="45.2" y1="300.4" x1="45.2" class="st1"></line>
		<polyline points="46.4,297.6 46.5,297.6 46.6,297.6 46.7,297.7 46.9,297.8 46.9,297.8 47,297.9 47,298 47.1,298.1 
			47.1,298.2 47.1,298.3 47.1,298.4 47.1,298.5 47.1,298.6 47.1,298.8 47.1,298.9 47,299 47,299.2 46.9,299.3 46.8,299.5 
			46.8,299.6 46.7,299.7 46.6,299.8 46.5,300 46.4,300.1 46.3,300.2 46.2,300.2 46.1,300.3 46,300.4 45.9,300.4 45.8,300.5 
			45.7,300.5 45.6,300.5 45.5,300.5 45.4,300.5 45.4,300.5" class="st1"></polyline>
		<line y2="301.3" x2="46.6" y1="301.2" x1="46.5" class="st1"></line>
		<line y2="301.1" x2="46.3" y1="301.1" x1="46.3" class="st1"></line>
		<line y2="300.9" x2="46" y1="300.9" x1="46" class="st1"></line>
		<line y2="300.8" x2="45.8" y1="300.7" x1="45.7" class="st1"></line>
		<line y2="300.5" x2="45.4" y1="300.6" x1="45.5" class="st1"></line>
		<polyline points="47.1,298 47.2,298 47.3,298.1 47.3,298.2 47.3,298.2 47.4,298.3 47.4,298.5 47.4,298.6 47.4,298.7 
			47.4,298.8 47.4,299 47.3,299.1 47.3,299.2 47.2,299.4 47.2,299.5 47.1,299.6 47,299.8 47,299.9 46.9,300 46.8,300.1 46.7,300.2 
			46.6,300.3 46.5,300.4 46.4,300.5 46.3,300.6 46.2,300.6 46.1,300.6 46,300.7 45.9,300.7 45.8,300.7 45.7,300.7 45.6,300.7" class="st1"></polyline>
		<polyline points="47.4,298.1 47.5,298.2 47.5,298.3 47.6,298.3 47.6,298.4 47.6,298.5 47.7,298.6 47.7,298.7 
			47.7,298.9 47.7,299 47.6,299.1 47.6,299.3 47.6,299.4 47.5,299.5 47.5,299.7 47.4,299.8 47.3,299.9 47.2,300.1 47.1,300.2 
			47,300.3 46.9,300.4 46.8,300.5 46.7,300.6 46.6,300.7 46.5,300.7 46.4,300.8 46.3,300.8 46.2,300.9 46.1,300.9 46.1,300.9 
			46,300.9 45.9,300.8" class="st1"></polyline>
		<polyline points="47.7,298.3 47.8,298.4 47.8,298.5 47.9,298.6 47.9,298.7 47.9,298.8 47.9,299 47.9,299.1 
			47.9,299.3 47.9,299.4 47.8,299.6 47.8,299.7 47.7,299.9 47.7,300 47.6,300.1 47.5,300.2 47.4,300.4 47.3,300.5 47.2,300.6 
			47.1,300.7 47,300.8 46.9,300.8 46.8,300.9 46.7,301 46.6,301 46.5,301 46.4,301 46.3,301 46.2,301 46.2,301" class="st1"></polyline>
		<polyline points="47.9,298.5 48,298.5 48.1,298.6 48.1,298.7 48.2,298.8 48.2,298.9 48.2,299 48.2,299.1 48.2,299.2 
			48.2,299.4 48.2,299.5 48.2,299.6 48.1,299.8 48.1,299.9 48,300 47.9,300.2 47.8,300.3 47.8,300.4 47.7,300.5 47.6,300.7 
			47.5,300.8 47.4,300.9 47.3,300.9 47.2,301 47.1,301.1 47,301.1 46.9,301.2 46.8,301.2 46.7,301.2 46.6,301.2 46.5,301.2 
			46.4,301.2" class="st1"></polyline>
		<polyline points="48.2,298.7 48.3,298.7 48.3,298.8 48.4,298.9 48.4,298.9 48.5,299 48.5,299.2 48.5,299.3 
			48.5,299.4 48.5,299.5 48.5,299.7 48.4,299.8 48.4,299.9 48.3,300.1 48.3,300.2 48.2,300.3 48.1,300.5 48,300.6 48,300.7 
			47.9,300.8 47.8,300.9 47.7,301 47.6,301.1 47.5,301.2 47.4,301.3 47.2,301.3 47.2,301.4 47,301.4 47,301.4 46.9,301.4 
			46.8,301.4 46.7,301.4" class="st1"></polyline>
		<polyline points="48.5,298.8 48.6,298.9 48.6,299 48.7,299 48.7,299.1 48.7,299.2 48.8,299.3 48.8,299.4 48.8,299.6 
			48.7,299.7 48.7,299.8 48.7,300 48.6,300.1 48.6,300.2 48.5,300.4 48.5,300.5 48.4,300.6 48.3,300.8 48.2,300.9 48.1,301 
			48,301.1 47.9,301.2 47.8,301.3 47.7,301.4 47.6,301.4 47.5,301.5 47.4,301.5 47.3,301.6 47.2,301.6 47.1,301.6 47.1,301.6 
			47,301.5" class="st1"></polyline>
		<polyline points="48.8,299 48.8,299.1 48.9,299.2 49,299.3 49,299.4 49,299.5 49,299.7 49,299.8 49,300 49,300.1 
			48.9,300.3 48.9,300.4 48.8,300.6 48.7,300.7 48.7,300.8 48.6,301 48.5,301.1 48.4,301.2 48.3,301.3 48.2,301.4 48.1,301.5 
			48,301.5 47.9,301.6 47.8,301.7 47.7,301.7 47.6,301.7 47.5,301.7 47.4,301.7 47.3,301.7 47.3,301.7" class="st1"></polyline>
		<polyline points="47.5,301.9 47.6,301.9 47.7,301.9 47.8,301.9 47.9,301.9 48,301.9 48.1,301.8 48.2,301.8 
			48.3,301.7 48.4,301.6 48.5,301.6 48.6,301.5 48.7,301.4 48.8,301.2 48.9,301.1 48.9,301 49,300.9 49.1,300.7 49.1,300.6 
			49.2,300.5 49.2,300.3 49.3,300.2 49.3,300.1 49.3,299.9 49.3,299.8 49.3,299.7 49.3,299.6 49.2,299.5 49.2,299.4 49.2,299.3 
			49.1,299.2 49,299.2" class="st1"></polyline>
		<line y2="298.6" x2="48.2" y1="298.6" x1="48.1" class="st1"></line>
		<line y2="298.3" x2="47.6" y1="298.2" x1="47.5" class="st1"></line>
		<line y2="297.9" x2="47" y1="297.9" x1="47.1" class="st1"></line>
		<line y2="297.7" x2="46.6" y1="297.7" x1="46.5" class="st1"></line>
		<line y2="297.7" x2="46.6" y1="297.4" x1="46" class="st1"></line>
		<polyline points="49.1,299.3 49.2,299.3 49.3,299.4 49.4,299.5 49.5,299.7 49.5,299.8 49.5,300 49.5,300.3 
			49.4,300.5 49.4,300.7 49.3,300.9 49.2,301.1 49,301.3 48.9,301.5 48.7,301.6 48.5,301.8" class="st1"></polyline>
		<line y2="298.7" x2="48.4" y1="298.8" x1="48.4" class="st1"></line>
		<line y2="298.9" x2="48.6" y1="299" x1="48.7" class="st1"></line>
		<line y2="299.2" x2="49" y1="299.1" x1="48.9" class="st1"></line>
		<line y2="298.4" x2="47.9" y1="298.4" x1="47.8" class="st1"></line>
		<line y2="298" x2="47.3" y1="298.1" x1="47.3" class="st1"></line>
	</g>
</g>
<g id="ID_1496">
	<line y2="444.6" x2="182.1" y1="445" x1="181.6" class="st0"></line>
	<line y2="444.5" x2="182.8" y1="444.1" x1="182.8" class="st0"></line>
	<line y2="444.3" x2="182.9" y1="444.3" x1="182.9" class="st0"></line>
	<polyline points="186,445.1 185.4,444.7 184.7,444.4 184.1,444.3 183.5,444.2 182.9,444.3 182.8,444.4" class="st0"></polyline>
	<line y2="472.9" x2="188.3" y1="472.6" x1="188.9" class="st0"></line>
	<line y2="472.8" x2="188.3" y1="473.5" x1="188.4" class="st0"></line>
	<polyline points="188.4,472.9 188.3,472.9 188.3,472.8" class="st0"></polyline>
	<line y2="473.3" x2="187" y1="473.2" x1="187.6" class="st0"></line>
	<line y2="473.1" x2="185.8" y1="473.2" x1="186.4" class="st0"></line>
	<polyline points="187.7,473.7 188.4,473.5 188.5,473.4" class="st0"></polyline>
	<polyline points="191.8,457 191.9,457 192.1,457" class="st0"></polyline>
	<polyline points="189.4,472.1 189.9,471.5 190.4,470.8 190.8,470 191.2,469.1 191.5,468.2 191.8,467.1 192,466 
		192.1,464.8 192.2,463.6 192.3,462.3 192.2,461 192.2,459.7 192,458.3 191.8,457" class="st0"></polyline>
	<line y2="455.5" x2="191.6" y1="454.2" x1="191.2" class="st0"></line>
	<line y2="457" x2="191.9" y1="455.5" x1="191.6" class="st0"></line>
	<polyline points="190,450.7 190.5,451.8 190.9,453" class="st0"></polyline>
	<polyline points="186.7,445.6 187.3,446.2 187.9,446.9 188.5,447.7 189,448.6 189.5,449.6" class="st0"></polyline>
	<polyline points="179.5,455 179.5,453.9 179.7,452.8 179.9,451.8 180.1,450.9 180.4,450 180.7,449.3 181.1,448.6 
		181.5,448 182,447.5 182.5,447.1 183,446.9 183.5,446.7 184.1,446.7 184.6,446.8" class="st0"></polyline>
	<polyline points="188,470.4 187.5,470.6 187,470.8 186.4,470.8 185.9,470.7 185.3,470.5 184.7,470.2 184.2,469.8 
		183.6,469.2 183.1,468.6 182.6,467.9 182.1,467.1 181.6,466.2 181.2,465.2 180.8,464.2 180.4,463.1 180.2,462 179.9,460.8 
		179.7,459.7 179.6,458.5 179.5,457.3 179.4,456.1" class="st0"></polyline>
	<line y2="456.1" x2="179.4" y1="455" x1="179.5" class="st0"></line>
	<polygon points="191.1,461.4 191.1,462.6 191,463.7 190.9,464.7 190.7,465.8 190.4,466.7 190.1,467.6 189.8,468.3 
		189.4,469 189,469.6 188.5,470.1 188,470.5 187.5,470.7 187,470.9 186.4,470.9 185.8,470.8 185.3,470.6 184.7,470.3 184.1,469.9 
		183.6,469.4 183,468.7 182.5,468 182,467.2 181.5,466.3 181.1,465.3 180.7,464.2 180.4,463.1 180.1,462 179.8,460.8 179.6,459.7 
		179.5,458.5 179.4,457.3 179.3,456.1 179.4,455 179.5,453.8 179.6,452.8 179.8,451.8 180,450.8 180.3,450 180.6,449.2 181,448.5 
		181.5,447.9 181.9,447.4 182.4,447 182.9,446.8 183.5,446.6 184,446.6 184.6,446.7 185.2,446.9 185.7,447.2 186.3,447.6 
		186.9,448.2 187.4,448.8 187.9,449.5 188.4,450.4 188.9,451.3 189.3,452.2 189.7,453.3 190.1,454.4 190.4,455.5 190.6,456.7 
		190.8,457.9 191,459 191.1,460.2" class="st0"></polygon>
	<line y2="462.1" x2="178.7" y1="462" x1="179" class="st0"></line>
	<polyline points="186.6,444 187.3,444.2 188,444.6 188.7,445.1 189.3,445.8 190,446.5 190.6,447.4 191.2,448.4 
		191.8,449.5 192.3,450.7 192.7,451.9 193.2,453.2 193.5,454.6 193.8,456 194.1,457.4 194.2,458.8 194.3,460.2 194.4,461.6 
		194.3,463 194.3,464.4 194.1,465.6 193.9,466.8 193.6,468 193.2,469 192.8,469.9 192.4,470.8 191.9,471.5 191.3,472 190.7,472.5" class="st0"></polyline>
	<polyline points="187.1,470.7 186.5,470.7 186,470.7 185.4,470.5 184.8,470.1 184.3,469.7 183.7,469.2 183.2,468.6 
		182.7,467.8 182.2,467 181.7,466.1 181.3,465.2 180.9,464.1 180.6,463.1 180.3,462 180,460.8 179.8,459.6 179.7,458.5 179.6,457.3 
		179.6,456.1 179.6,455 179.7,453.9 179.8,452.8 180,451.8 180.2,450.9 180.5,450 180.8,449.3 181.2,448.6 181.6,448 182.1,447.5 
		182.6,447.2 183.1,446.9 183.6,446.8" class="st0"></polyline>
	<polyline points="187.6,470.6 187.5,470.6 187.5,470.7" class="st0"></polyline>
	<line y2="473.3" x2="187.1" y1="473.2" x1="187.6" class="st0"></line>
	<polyline points="191.8,457 191.9,458.4 192.1,459.7 192.2,461 192.2,462.3 192.1,463.5 192,464.8 191.9,465.9 
		191.7,467.1 191.4,468.1 191.1,469.1 190.7,469.9 190.3,470.7 189.9,471.4 189.4,472 188.8,472.4 188.3,472.8" class="st0"></polyline>
	<polyline points="183.6,444.2 184.2,444.2 184.8,444.3 185.5,444.6 186.1,445 186.8,445.5 187.4,446.1 188,446.8 
		188.6,447.6 189.1,448.6 189.7,449.5 190.1,450.6 190.6,451.8 191,453 191.4,454.2 191.7,455.5" class="st0"></polyline>
	<polyline points="188,470.4 187.4,470.2 186.8,469.9 186.3,469.4 185.7,468.9 185.2,468.3 184.7,467.6 184.2,466.8 
		183.7,465.9 183.3,464.9 182.9,463.9 182.6,462.8 182.3,461.7 182,460.5 181.8,459.4 181.7,458.2 181.6,457 181.5,455.8 
		181.6,454.7 181.6,453.6 181.8,452.5 182,451.6 182.2,450.6 182.5,449.8 182.8,449 183.2,448.3 183.6,447.7 184.1,447.3 
		184.6,446.9" class="st0"></polyline>
	<polyline points="184.2,446.7 183.1,446.9 183,446.9 182.9,446.8" class="st0"></polyline>
	<polyline points="191.5,455.5 191.2,454.3 190.8,453 190.4,451.8 190,450.7 189.5,449.7 189,448.7 188.4,447.8 
		187.8,447 187.2,446.3 186.6,445.7 186,445.2 185.3,444.8 184.7,444.5 184.1,444.4 183.4,444.4 182.8,444.4" class="st0"></polyline>
	<polyline points="188.4,472.9 189,472.6 189.5,472.1 190,471.5 190.5,470.8 190.9,470 191.3,469.2 191.6,468.2 
		191.9,467.1 192.1,466 192.2,464.8 192.3,463.6 192.4,462.3 192.4,461 192.3,459.7 192.2,458.3 192,457" class="st0"></polyline>
	<polyline points="188.5,473 190.1,472.8 190.2,472.8" class="st0"></polyline>
	<polyline points="179,462 179.3,463.3 179.6,464.5 180,465.7 180.5,466.8 181,467.9 181.5,468.8 182,469.7 
		182.6,470.5 183.2,471.3 183.8,471.9 184.5,472.4 185.1,472.7 185.7,473 186.4,473.1 187,473.2 187.6,473.1" class="st0"></polyline>
	<polyline points="182.2,444.7 181.6,445.1 181.1,445.5 180.6,446.1 180.1,446.8 179.7,447.6 179.3,448.5 179,449.4 
		178.8,450.5 178.6,451.6 178.4,452.8 178.3,454 178.3,455.2 178.3,456.5 178.4,457.8 178.5,459.2 178.7,460.5" class="st0"></polyline>
	<polyline points="179,462 178.8,462.1 178.7,462.1 178.4,460.6 178.7,460.5 178.5,459.2 178.3,457.8 178.3,456.5 
		178.3,455.2 178.3,453.9 178.4,452.7 178.5,451.5 178.8,450.4 179,449.3 179.3,448.4 179.7,447.5 180.1,446.7 180.6,446 
		181.1,445.4 181.6,445" class="st1"></polyline>
	<polyline points="183.6,446.8 184.2,446.7 184.7,446.8 185.2,447 185.8,447.3 186.3,447.7 186.9,448.3 187.4,448.9 
		188,449.6 188.4,450.4 188.9,451.3 189.3,452.3 189.7,453.3 190.1,454.4 190.4,455.5 190.6,456.7 190.8,457.9 191,459 191,460.2 
		191.1,461.4 191.1,462.5 191,463.6 190.8,464.7 190.7,465.7 190.4,466.6 190.1,467.5 189.8,468.3 189.4,468.9 189,469.5 188.5,470 
		188.1,470.3 187.6,470.6 187.1,470.7" class="st1"></polyline>
	<polyline points="188.4,472.9 188.5,473.4 187.9,473.7 187.7,473.7 187.6,473.1" class="st1"></polyline>
	<polyline points="184.7,446.8 184.6,446.9 184.2,447.2 183.7,447.7 183.3,448.3 182.9,448.9 182.6,449.7 182.3,450.6 
		182,451.5 181.9,452.5 181.7,453.6 181.6,454.7 181.6,455.8 181.7,457 181.7,458.2 181.9,459.3 182.1,460.5 182.3,461.7 
		182.6,462.8 183,463.9 183.4,464.9 183.8,465.9 184.2,466.8 184.7,467.6 185.3,468.3 185.8,468.9 186.4,469.5 186.9,469.9 
		187.5,470.2 188,470.4" class="st1"></polyline>
	<polyline points="188.5,473.1 189.4,473 190.1,472.8 190.7,472.5 190.8,472.4 191.4,472 191.9,471.4 192.4,470.7 
		192.9,469.9 193.3,469 193.6,467.9 193.9,466.8 194.2,465.6 194.3,464.3 194.4,463 194.4,461.6 194.4,460.2 194.3,458.8 
		194.1,457.4 193.9,456 193.6,454.6 193.2,453.2 192.8,451.9 192.3,450.7 191.8,449.5 191.3,448.4 190.7,447.4 190.1,446.6 
		189.4,445.8 188.7,445.2 188.1,444.7 187.4,444.3 186.7,444 186.6,444 185.9,443.9 185.2,443.9 183.6,444.2 182.9,444.3 
		182.9,444.1 182.8,444.1 182.1,444.3 182.2,444.7" class="st1"></polyline>
	<line y2="444.7" x2="182.2" y1="444.6" x1="182.2" class="st1"></line>
	<line y2="444.6" x2="182.1" y1="444.9" x1="181.7" class="st1"></line>
	<polyline points="187.6,473.2 187.1,473.3 186.5,473.3 185.9,473.1 185.8,473.1 185.1,472.8 184.5,472.4 183.9,472 
		183.2,471.3 182.6,470.6 182.1,469.8 181.5,468.9 181,467.9 180.5,466.9 180,465.7 179.6,464.5 179.3,463.3 179,462" class="st1"></polyline>
	<line y2="473.1" x2="187.6" y1="473.2" x1="187.7" class="st1"></line>
	<polyline points="192,457 192.1,457 191.8,455.4 191.6,455.5 191.5,455.5" class="st1"></polyline>
</g>
<g id="ID_1422">
	<polyline points="355.2,376.6 355.2,375.9 355.1,375 355,374 354.8,373 354.6,371.9 354.3,370.8 354.2,370.2" class="st0"></polyline>
	<polyline points="353.1,355.1 352,355.4 350.8,355.7" class="st0"></polyline>
	<polyline points="355.5,378.7 355.6,378.6 356.7,377.3 357.6,375.9 357.9,375.3 358.6,374 358.8,373.5 358.9,373 
		359,372.4 359.1,371.8 359.1,371.1 359,370.3 358.9,369.5 358.8,368.7 358.6,367.8 358.4,366.8 358.1,365.9 357.7,364.6 
		357.2,363.2 356.6,361.8 356,360.4 355.4,359.1 354.7,357.7 353.9,356.4 353.1,355.1 352.5,354.2 351.9,353.3 351.3,352.4 
		350.7,351.6 350.1,350.9 349.5,350.2 348.9,349.5 348.3,349 347.7,348.4 347.1,348 346.5,347.6 346,347.3 345.5,347.1 345,347 
		344.6,346.9 343.1,346.7 341.4,346.6 341.2,346.6" class="st1"></polyline>
</g>
<g id="ID_1275">
	<g id="ID_1322">
		<polyline points="208.9,467.1 209.9,466.7 210.8,465.8 211.5,464.5 212.1,462.9 212.5,461.1 212.6,459 212.6,456.8 
			212.3,454.5 211.9,452.3 211.3,450.2 210.5,448.4 209.5,446.8 208.5,445.5 207.4,444.7 206.4,444.2 205.3,444.2" class="st0"></polyline>
		<polyline points="223.1,436.7 222,438.1 220.3,439.7 218.5,441.2 216.6,442.5 214.7,443.6 212.6,444.5 210.6,445.1 
			208.5,445.5 201.2,446.6" class="st0"></polyline>
		<line y2="467.4" x2="189.8" y1="467.4" x1="190.2" class="st0"></line>
		<polyline points="187.4,448.9 187,449.6 186.4,451.1 186.1,452.9 185.9,454.8 186,456.9 186.2,459 186.6,461.1 
			187.2,463 188,464.8 188.8,466.2 189.8,467.4 190.1,467.6" class="st0"></polyline>
		<polyline points="187,448.4 186.7,449.1 186.1,450.7 185.7,452.5 185.6,454.6 185.6,456.8 185.8,459.1 186.3,461.3 
			186.9,463.4 187.7,465.3 188.7,466.8 189.7,468.1 189.8,468.2" class="st1"></polyline>
		<polyline points="213.2,441.5 212.1,442.1 210.9,442.6 209.8,443.1 208.7,443.5 207.6,443.8 206.4,444.1 205.3,444.2 
			200.3,444.9" class="st1"></polyline>
		<polyline points="213.1,441.6 213.8,441.1 215,440.4 216.1,439.6 217.1,438.8 218.2,437.9 219.2,436.9 220.1,436 
			221,434.9 221.5,434.3" class="st1"></polyline>
		<polyline points="239.8,448.4 238.6,449.9 237.1,451.6 235.5,453.3 233.8,455 232,456.5 230.2,457.9 228.3,459.3 
			226.3,460.6 224.3,461.7 223.9,462 221.8,463.1 219.7,464 217.5,464.9 215.4,465.6 213.2,466.3 211,466.8 208.9,467.1 
			205.8,467.6" class="st1"></polyline>
		<line y2="398.9" x2="289" y1="398.6" x1="290.1" class="st1"></line>
	</g>
	<g id="ID_1320">
		<line y2="367" x2="283.5" y1="366.9" x1="283.6" class="st0"></line>
		<line y2="371.3" x2="281.6" y1="370.7" x1="281.7" class="st0"></line>
		<polyline points="284.4,371.9 284.4,371.7 284.3,371.5 284.2,371.3 284,371.2 283.8,371 283.5,370.8 283.2,370.7 
			282.9,370.6 282.6,370.6 282.3,370.6 282,370.6 281.7,370.7 281.5,370.8 281.3,370.9 281.1,371.1 281.1,371.3" class="st0"></polyline>
		<line y2="378.1" x2="281.7" y1="374.9" x1="291.3" class="st0"></line>
		<line y2="376.1" x2="281.1" y1="372.8" x1="290.7" class="st0"></line>
		<line y2="370.4" x2="274.8" y1="367.1" x1="284.4" class="st0"></line>
		<line y2="371.2" x2="274.1" y1="371" x1="274.6" class="st0"></line>
		<polyline points="274,370.2 274.2,370.1 274.4,370.2 274.6,370.3 274.8,370.4 281.1,376.1 281.2,376.3 281.4,376.5 
			281.5,376.7 281.6,377 281.7,377.3 281.8,377.6 281.8,377.9 281.7,378.1 280.4,384.7" class="st0"></polyline>
		<polyline points="274.3,370.9 274.1,371 274.1,371.2 272.7,377.7" class="st0"></polyline>
		<polyline points="272.7,377.7 272.2,377.3 273.6,370.8 273.7,370.6 273.8,370.4 273.9,370.2 274,370.2 283.6,366.9 
			283.8,366.9 284,366.9 284.2,367 284.4,367.1 290.7,372.8 290.8,373 291,373.2 291.1,373.5 291.2,373.8 291.3,374 291.4,374.3 
			291.4,374.6 291.3,374.9 290,381.4 280.4,384.7 279.9,384.2 281.3,377.7 281.3,377.4 281.2,377.2 281.1,376.9 280.9,376.7 
			274.7,371 274.5,370.9 274.3,370.9" class="st1"></polyline>
		<polyline points="284.4,371.9 284.3,372.1 284.2,372.3 284,372.4 283.7,372.5 283.5,372.6 283.2,372.6 282.8,372.6 
			282.5,372.6 282.2,372.5 281.9,372.4 281.6,372.2 281.4,372 281.2,371.9 281.1,371.7 281.1,371.5 281.1,371.3" class="st1"></polyline>
		<polyline points="284.2,372.2 284.2,372.2 284.1,372 283.9,371.8 283.7,371.6 283.4,371.4 283.1,371.3 282.8,371.2 
			282.5,371.2 282.1,371.2 281.8,371.2 281.6,371.3 281.3,371.4 281.2,371.5 281.1,371.6" class="st1"></polyline>
	</g>
	<g id="ID_1318">
		<polyline points="347,359.7 346.6,359.3 346.3,358.8 346,358.4 345.8,358 345.6,357.5 345.4,357 345.2,356.5 
			345.1,356" class="st0"></polyline>
		<polyline points="343.1,354.7 343.3,354.9 343.4,355.1 343.6,355.3 343.8,355.4 344.1,355.6 344.4,355.7 344.7,355.9 
			345.1,356 345.6,355.7" class="st0"></polyline>
		<polyline points="345.6,360.2 345.6,360.2 345.5,360.3 345.4,360.3 345.4,360.3 345.3,360.3 345.2,360.2 345.1,360.2 
			345,360.1 344.9,360 344.8,359.9 344.7,359.8 344.6,359.7 344.5,359.6 344.4,359.4 344.3,359.3 344.3,359.1 344.2,359 
			344.1,358.8 344,358.6 343.9,358.4 343.9,358.3 343.8,358.1 343.7,358 343.7,357.8 343.7,357.6 343.6,357.5 343.6,357.4 
			343.6,357.3 343.6,357.2 343.6,357.1 343.7,357 343.7,356.9 343.8,356.9 343.8,356.8 343.9,356.8 343.9,356.8" class="st0"></polyline>
		<polyline points="343.3,356.1 343.3,356.2 343.2,356.3 343.2,356.4 343.2,356.5 343.2,356.7 343.2,356.8 343.2,357 
			343.2,357.2 343.3,357.4 343.3,357.7 343.4,357.9 343.5,358.2 343.6,358.4 343.7,358.6 343.8,358.9 343.9,359.1 344.1,359.4 
			344.2,359.6 344.4,359.8 344.5,360 344.6,360.2 344.8,360.4 344.9,360.5 345.1,360.7 345.2,360.8 345.3,360.9 345.5,361 
			345.6,361 345.7,361.1 345.8,361.1" class="st0"></polyline>
		<polyline points="346.9,362.1 346.8,361.8 346.7,361.6 346.7,361.3 346.7,361 346.7,360.7 346.8,360.4 346.9,360 
			347,359.7 347.5,359.4" class="st0"></polyline>
		<polyline points="343.3,356.1 343.3,356.2 343.2,356.2 343.1,356.3 343.1,356.4 343.1,356.6 343.1,356.7 343.1,356.9 
			343.1,357.1 343.1,357.3 343.2,357.5 343.2,357.7 343.3,358 343.4,358.2 343.5,358.4 343.6,358.7 343.7,358.9 343.9,359.2 
			344,359.4 344.1,359.6 344.3,359.9 344.4,360.1 344.6,360.3 344.7,360.4 344.8,360.6 345,360.7 345.1,360.8 345.3,360.9 
			345.4,361 345.5,361.1 345.6,361.1 345.7,361.1 345.8,361.1" class="st0"></polyline>
		<line y2="359.7" x2="347" y1="359.6" x1="346.1" class="st0"></line>
		<polyline points="345.6,360.1 345.6,360.1 345.5,360.1 345.4,360 345.4,360 345.3,360 345.2,359.9 345.1,359.8 
			345,359.7 344.9,359.6 344.8,359.5 344.7,359.4 344.6,359.3 344.6,359.1 344.5,359 344.4,358.8 344.3,358.7 344.2,358.5 
			344.2,358.4 344.1,358.2 344,358 344,357.9 344,357.8 343.9,357.6 343.9,357.5 343.9,357.4 343.9,357.2 343.9,357.2 343.9,357.1 
			343.9,357 344,356.9 344,356.9 344.1,356.9" class="st0"></polyline>
		<line y2="357.7" x2="343.3" y1="357.7" x1="343.2" class="st0"></line>
		<polyline points="343.7,358 344,357.9 344.7,357.5" class="st0"></polyline>
		<polyline points="345.2,361.2 345.4,361.4 345.5,361.4 345.7,361.5 345.8,361.5 345.9,361.5 346,361.5 346.1,361.5 
			346.2,361.4 346.2,361.3 346.3,361.1 346.3,361 346.3,360.8 346.3,360.6 346.3,360.4 346.2,360.1 346.2,359.9 346.1,359.6 
			346,359.3 345.9,359.1 345.8,358.8 345.7,358.5 345.6,358.2 345.4,357.9 345.3,357.6 345.1,357.4 344.9,357.1 344.8,356.9 
			344.6,356.6 344.4,356.4 344.2,356.3 344.1,356.1 343.9,356 343.8,355.8 343.6,355.8 343.5,355.7 343.3,355.7 343.2,355.7 
			343.1,355.7 343,355.7 343,355.8 342.9,355.9 342.9,356.1 342.8,356.2 342.8,356.4 342.8,356.6" class="st0"></polyline>
		<polyline points="348.2,361.4 346.9,362.1 346.5,362 346.2,361.9 345.9,361.7 345.6,361.6 345.4,361.4 345.2,361.2 
			345.1,361.1 344.9,360.9 344.7,360.8 344.6,360.5 344.4,360.3 344.2,360.1 344,359.8 343.9,359.6 343.7,359.3 343.6,359 
			343.4,358.7 343.3,358.4 343.2,358.1 343.1,357.8 343,357.6 342.9,357.3 342.9,357.1 342.8,356.8 342.8,356.6 342.8,356.3 
			342.8,356 342.8,355.7 342.9,355.4 343,355 343.1,354.7 344.5,354" class="st1"></polyline>
		<polyline points="345.8,361.1 345.9,361 345.9,361 346,360.9 346,360.8 346.1,360.6 346.1,360.5 346.1,360.3 
			346,360.1 346,359.9 346,359.7 345.9,359.5 345.8,359.2 345.7,359 345.6,358.7 345.5,358.5 345.4,358.3 345.3,358 345.2,357.8 
			345,357.6 344.9,357.3 344.7,357.1 344.6,356.9 344.4,356.8 344.3,356.6 344.2,356.5 344,356.3 343.9,356.2 343.8,356.2 
			343.6,356.1 343.5,356.1 343.4,356.1 343.3,356.1" class="st1"></polyline>
		<polyline points="345.6,360.2 345.6,360.1 345.7,360 345.7,360 345.7,359.8 345.7,359.7 345.7,359.6 345.6,359.5 
			345.6,359.3 345.6,359.2 345.5,359 345.5,358.8 345.4,358.7 345.3,358.5 345.2,358.3 345.2,358.2 345.1,358 345,357.8 
			344.9,357.7 344.8,357.5 344.7,357.4 344.6,357.3 344.5,357.2 344.4,357.1 344.3,357 344.2,356.9 344.1,356.9 344,356.8 
			343.9,356.8" class="st1"></polyline>
	</g>
	<g id="ID_1316">
		<line y2="369.3" x2="262.2" y1="369.3" x1="264.6" class="st0"></line>
		<polyline points="187.3,440.6 187.3,440.1 187.1,437.8 186.6,435.6 186,433.6 185.2,431.7 184.2,430.1 183.2,428.9 
			182.1,428 181.1,427.6 180,427.6" class="st0"></polyline>
		<polyline points="196.6,417.7 196.7,417.9 197.2,418.7 198.1,419.6 199.3,420.8 200.8,422.1 202.4,423.4 204.2,424.8 
			206,426.2 207.8,427.5 209.5,428.7 211,429.7 212.4,430.5 213.5,431 214.3,431.3 214.5,431.4" class="st0"></polyline>
		<polyline points="198.2,419.5 198.1,419.6 196.7,421.4 195,423.1 193.2,424.5 191.3,425.8 189.4,426.9 187.3,427.8 
			185.3,428.4 183.2,428.9 176,429.9" class="st0"></polyline>
		<line y2="450.7" x2="164.5" y1="450.7" x1="164.9" class="st0"></line>
		<polyline points="162.1,432.2 161.7,433 161.1,434.5 160.8,436.2 160.6,438.2 160.7,440.2 160.9,442.3 161.3,444.4 
			161.9,446.3 162.7,448.1 163.5,449.6 164.5,450.7 164.8,451" class="st0"></polyline>
		<polyline points="161.8,431.8 161.4,432.4 160.8,434 160.4,435.9 160.3,438 160.3,440.2 160.5,442.4 161,444.6 
			161.6,446.7 162.4,448.6 163.4,450.2 164.4,451.4 164.5,451.5" class="st1"></polyline>
		<polyline points="188.9,424.2 186.8,425.4 184.5,426.4 182.3,427.1 180,427.6 174.8,428.3" class="st1"></polyline>
		<polyline points="188.6,424.4 190.8,422.9 192.9,421.2 194.8,419.3 196.4,417.4" class="st1"></polyline>
		<polyline points="214.7,431.5 211.8,435 208.5,438.3 204.9,441.3 201,443.9 200.6,444.1 200.1,444.4" class="st1"></polyline>
		<line y2="365.7" x2="262.8" y1="365.8" x1="265.1" class="st1"></line>
	</g>
	<g id="ID_1314">
		<polyline points="268.8,381.8 268.6,381.8 268.2,381.7 267.8,381.8" class="st0"></polyline>
		<polyline points="266.2,380.5 270.4,379.8 270.9,379.3 271.2,378.8 271.4,378.4 271.5,378 271.4,377.7 271.3,377.5 
			271,377.4 270.7,377.4 270.4,377.4 269.9,377.6 269.4,377.9 268.9,378.3 268.3,378.8 267.6,379.4 266.8,379.9 266.1,380.4" class="st0"></polyline>
		<polyline points="260.8,386.8 261,386.9 261.2,387 261.4,387.2" class="st0"></polyline>
		<line y2="387.3" x2="256.5" y1="387.4" x1="256.4" class="st0"></line>
		<polyline points="258.2,389.9 258,389.5 257.8,389.2 257.7,389 257.6,388.9 253.2,389.6" class="st0"></polyline>
		<line y2="375.8" x2="272.6" y1="375.9" x1="272.2" class="st0"></line>
		<line y2="375.8" x2="272.6" y1="375.9" x1="272.3" class="st0"></line>
		<polyline points="276.6,375.9 277.5,376.3 278.4,376.8" class="st0"></polyline>
		<polyline points="272.7,379.6 273,379.2 273.5,378.5 273.8,377.7 273.9,376.9" class="st0"></polyline>
		<polyline points="251.2,390.9 251.3,390.9 251.5,390.8 251.8,390.8 252.3,390.7 252.9,390.6 253.5,390.5 254.3,390.3 
			255.1,390 255.9,389.7 256.8,389.4 257.6,388.9 259.2,387.8 260.8,386.8 262.6,385.5 264.4,384.3 266.2,383 267.8,381.8 
			269.2,380.8 270.4,379.8 270.8,379.7 271.3,379.7 271.8,379.7 272.1,379.9" class="st0"></polyline>
		<polyline points="251.2,390.9 251.3,390.8 251.5,390.7 252,390.4" class="st0"></polyline>
		<polyline points="258.4,389.8 258.2,389.9 257.1,390.5 255.8,391 254.5,391.4 253.1,391.7 251.9,391.9 250.8,392 
			249.9,392.1 249.4,392.1 249.1,392.1" class="st0"></polyline>
		<line y2="401.3" x2="248.5" y1="401" x1="248.2" class="st0"></line>
		<polyline points="248.4,400.7 248.1,400.4 247.4,399.8 246.8,399.1 246.3,398.6 245.8,398.1 245.5,397.6 245.3,397.3 
			245.2,397 245.2,396.8" class="st0"></polyline>
		<polyline points="280.7,376.5 279.2,377 277,377.9 274.8,379 272.6,380.1 270.4,381.4 268.2,382.8 266.1,384.2 
			263.9,385.8 261.8,387.5 259.8,389.2 257.8,391.1 255.8,393 253.9,395 252,397 250.2,399.2 248.5,401.3 226.3,430.4 225.6,431.5 
			224.9,432.6 224.4,433.7 224,434.8 223.4,436.9" class="st0"></polyline>
		<line y2="434.8" x2="224" y1="434.4" x1="223.6" class="st0"></line>
		<polyline points="226.2,429.8 225.9,429.5 225.2,428.9 224.6,428.2 224.1,427.7 223.7,427.2 223.3,426.7 223.1,426.4 
			223,426.1 223.1,425.9" class="st0"></polyline>
		<line y2="430.4" x2="226.3" y1="430.1" x1="226" class="st0"></line>
		<polyline points="224.2,433.1 224.1,433 223.5,432.4 222.9,431.8 222.4,431.3 222.1,430.9 221.8,430.5 221.6,430.1 
			221.5,429.9 221.5,429.7" class="st0"></polyline>
		<polyline points="223.1,436.2 222.7,435.8 222.3,435.3 221.9,434.9 221.6,434.5 221.3,434.1 221.2,433.9 221.1,433.6 
			221.1,433.5 221.5,429.7 221.7,428.7 222,427.7 222.5,426.8 223.1,425.9 224.1,424.5" class="st1"></polyline>
		<polyline points="280.3,376.1 278.8,376.7 276.6,377.6 274.4,378.6 272.2,379.8 270,381 267.9,382.4 265.7,383.9 
			263.6,385.5 261.5,387.1 259.4,388.9 257.4,390.7 255.4,392.7 253.5,394.6 251.6,396.7 249.9,398.8 248.2,401 226,430.1 
			225.2,431.1 224.6,432.2 224,433.3 223.6,434.4 223,436.6 223.4,436.9" class="st1"></polyline>
		<polyline points="279.1,375.6 280,375.9 280.1,375.9" class="st1"></polyline>
		<polyline points="251.3,390.8 250.4,391.2 250.3,391.2 249.5,391.7 249.1,392.1 248.1,393.3 246.6,395 245.2,396.8 
			228.8,418.3" class="st1"></polyline>
		<line y2="387.3" x2="256.4" y1="388.9" x1="254.2" class="st1"></line>
		<polyline points="251.1,390.9 252,390.4 252.6,390.1 253.2,389.6 256.4,387.4" class="st1"></polyline>
		<line y2="391" x2="250.9" y1="390.7" x1="251.5" class="st1"></line>
		<polyline points="272.6,375.8 272.3,375.9 272.2,375.9 271.4,376.2 271.1,376.4 270.6,376.7 270.2,377.1 269.7,377.5 
			269.3,377.8 268.7,378.3 267.9,379 267.5,379.4 267.1,379.7 266.3,380.3 266.1,380.4" class="st1"></polyline>
	</g>
	<g id="ID_1311">
		<line y2="389.9" x2="214.2" y1="390" x1="214.3" class="st0"></line>
		<line y2="386.2" x2="208.3" y1="390.2" x1="214.5" class="st0"></line>
		<line y2="390.5" x2="205.1" y1="390.6" x1="205.3" class="st0"></line>
		<polyline points="206.8,387.9 206.6,387.9 206.5,387.9 206.3,387.9 206,388 205.8,388.2 205.6,388.4 205.4,388.6 
			205.3,388.9 205.1,389.1 205,389.4 204.9,389.7 204.9,389.9 204.9,390.1 205,390.3 205.1,390.5 205.2,390.6" class="st0"></polyline>
		<polyline points="208.2,386.1 208.3,386.2 208.5,386.4 208.6,386.6 208.7,386.8 208.7,387 208.8,387.3 208.8,387.6 
			208.7,387.9 208.7,388.2 208.6,388.5 208.5,388.9 208.4,389.2 208.2,389.6 208.1,389.9 207.9,390.2 207.7,390.5 207.5,390.8 
			207.2,391.1 207,391.4 206.7,391.7 206.5,391.9 206.2,392.1 205.9,392.3 205.7,392.4 205.4,392.5 205.1,392.6 204.9,392.7 
			204.6,392.7 204.4,392.7 204.2,392.6 204,392.6 203.8,392.4" class="st0"></polyline>
		<polygon points="214.9,391.6 214.9,391.3 214.9,391 214.8,390.8 214.7,390.6 214.6,390.4 214.5,390.2 214.3,390 
			208.2,386.1 208,385.9 207.8,385.9 207.6,385.8 207.4,385.8 207.1,385.8 206.9,385.9 206.6,386 206.4,386.1 206.1,386.2 
			205.8,386.4 205.6,386.6 205.3,386.8 205,387.1 204.8,387.4 204.6,387.7 204.3,388 204.1,388.3 203.9,388.6 203.8,389 
			203.6,389.3 203.5,389.6 203.4,390 203.3,390.3 203.3,390.6 203.3,390.9 203.3,391.2 203.3,391.5 203.4,391.7 203.4,391.9 
			203.6,392.1 203.7,392.3 203.8,392.4 210,396.4 210.2,396.5 210.4,396.6 210.6,396.7 210.8,396.7 211,396.7 211.3,396.6 
			211.6,396.5 211.8,396.4 212.1,396.2 212.4,396.1 212.6,395.9 212.9,395.6 213.1,395.4 213.4,395.1 213.6,394.8 213.8,394.5 
			214.1,394.2 214.2,393.9 214.4,393.5 214.6,393.2 214.7,392.9 214.8,392.5 214.8,392.2 214.9,391.9" class="st1"></polygon>
		<polyline points="206.8,387.9 206.9,388 207,388.2 207.1,388.4 207.1,388.6 207.1,388.8 207,389.1 206.9,389.4 
			206.8,389.6 206.6,389.9 206.4,390.1 206.2,390.3 206,390.5 205.8,390.6 205.6,390.6 205.4,390.6 205.2,390.6" class="st1"></polyline>
	</g>
	<g id="ID_1305">
		<line y2="381.2" x2="332.1" y1="380.6" x1="331.9" class="st0"></line>
		<polyline points="331.3,381.6 331.5,382.3 331.7,383.4 331.8,384.5 331.9,385.4 331.8,386.3 331.7,387.1 331.6,387.7 
			331.3,388.3 331,388.7 330.7,389.1" class="st0"></polyline>
		<line y2="381.6" x2="329.5" y1="382.3" x1="329.7" class="st0"></line>
		<line y2="385.3" x2="318.8" y1="384.6" x1="318.7" class="st0"></line>
		<line y2="384.2" x2="322" y1="383.4" x1="322" class="st0"></line>
		<polyline points="321.1,384.5 321.1,385.2 320.9,386.2 320.7,387.1 320.5,388 320.2,388.6 319.9,389.3 319,390.5 
			318.1,391.1 317.6,391.3" class="st0"></polyline>
		<polyline points="320.5,384.7 320.5,385.4 320.3,386.5 320.1,387.4 319.9,388.3 319.6,389.1 319.2,389.8 318.8,390.4 
			318.3,390.8 317.8,391.2 317.3,391.4" class="st0"></polyline>
		<polyline points="320.1,384.9 320,385.5 319.8,386.5 319.6,387.5 319.2,388.4 318.9,389.1 318.4,389.9 317.9,390.5 
			317.3,391 316.7,391.4 316.1,391.7" class="st0"></polyline>
		<line y2="392.7" x2="293.4" y1="392.4" x1="294.3" class="st0"></line>
		<polyline points="293.5,391.5 293.9,391.6 294.8,391.9 318.7,384.6 322,383.4 323.1,383.2 324,383 326.1,382.6 
			328.1,382 329.5,381.6 330.7,381.1 331.9,380.6 345.8,373.5" class="st0"></polyline>
		<line y2="392.7" x2="294.8" y1="391.9" x1="294.8" class="st0"></line>
		<polyline points="293.6,392.3 293.4,392.7 293.3,393.8 293.1,394.8 292.8,395.7 292.5,396.6 292.1,397.3 291.7,398 
			291.2,398.7 290.6,399.2 290,399.6 289.4,399.9" class="st0"></polyline>
		<line y2="399.2" x2="288.8" y1="399.2" x1="289.1" class="st0"></line>
		<polyline points="345.2,374.6 345.4,375.3 345.6,376.4 345.7,377.4 345.7,378.4 345.7,379.3 345.6,380 345.5,380.7 
			345.2,381.3 344.9,381.7 344.5,382 330.7,389.1 330.2,389.3 329.1,389.8 328.7,389.9 327.1,390.4 325,390.7 323.7,390.8 
			320.2,391 318.5,391.2 317.6,391.3 317.3,391.4 316.1,391.7 289.4,399.9 288.7,400.1 288.2,400.2" class="st1"></polyline>
		<polyline points="289.1,399.2 290.3,398.5 291.3,397.4 292.1,396 292.6,394.3 292.9,392.4 293,392 293.2,391.6 
			293.5,391.5 293.7,391.4" class="st1"></polyline>
		<polyline points="345.8,373.5 345.9,374.2 332.1,381.2 330.9,381.8 329.7,382.3 328.3,382.7 326.3,383.2 324.1,383.7 
			323.2,383.9 322,384.2 318.8,385.3 294.8,392.7 293.9,392.3 293.6,392.3" class="st1"></polyline>
	</g>
	<g id="ID_1303">
		<line y2="365.4" x2="262.9" y1="365" x1="263.1" class="st0"></line>
		<line y2="364.2" x2="263" y1="364.2" x1="263.1" class="st0"></line>
		<line y2="361.3" x2="261" y1="361.3" x1="261.1" class="st0"></line>
		<line y2="365.7" x2="262.9" y1="365.6" x1="262.8" class="st0"></line>
		<polyline points="263.1,362.6 263.1,362.7 263,364.2 263,364.5" class="st0"></polyline>
		<polyline points="263.1,362.7 261,361.3 260.2,360.9" class="st0"></polyline>
		<polyline points="247.8,360.6 245.7,361 243,361.7 240.4,362.6 237.8,363.6 235.3,364.7 232.9,366 230.6,367.4 
			228.3,369 226.1,370.7 224.1,372.5 222.1,374.4 220.3,376.4" class="st0"></polyline>
		<polyline points="247.8,360.6 245.7,361 243.1,361.7 240.4,362.5 237.9,363.5 235.4,364.7 233,366 230.6,367.4 
			228.3,368.9 226.2,370.6 224.1,372.4 222.1,374.3 220.3,376.4 220.3,376.4" class="st1"></polyline>
		<polyline points="263.4,365.7 263.3,365.3 263.1,365 263,364.7 263.1,364.2 263.1,362.6 261.1,361.3 260.2,360.8" class="st1"></polyline>
	</g>
	<g id="ID_1300">
		<line y2="402.3" x2="285.6" y1="402" x1="285.8" class="st0"></line>
		<polyline points="268,387.4 267.6,386.8 267.2,386.3 266.9,385.9 266.8,385.5" class="st0"></polyline>
		<polygon points="283.9,391.4 283.9,392.4 283.7,393.3 283.3,394.2 282.7,394.9 279.7,397.4 276.5,399.7 273.2,402 
			269.9,404 269.1,404.3 268.2,404.4 267.3,404.2 266.5,403.8 265.7,403.2 264.9,402.5 264.2,401.7 263.6,400.8 263,399.8 
			262.5,398.8 262.2,397.8 261.9,396.8 261.8,395.8 261.8,394.8 262,393.9 262.4,393 263.6,391.4 265,390 266.5,388.6 268,387.4 
			269.7,386.3 271.5,385.3 273.3,384.5 275.2,383.9 276.1,383.8 277.1,384 278.1,384.2 279,384.7 279.9,385.2 280.8,385.9 
			281.6,386.6 282.3,387.5 282.9,388.4 283.4,389.4 283.7,390.4" class="st0"></polygon>
		<polyline points="284.1,396.8 283.5,395.9 282.7,394.9 275.2,383.9 274.8,382.8 274.3,381.8 274,381.4 273.9,380.9" class="st0"></polyline>
		<polyline points="274.7,380.5 274.8,380.7 274.8,381 275,381.2 275.2,381.4 276.4,381.4 277.7,381.5 279.1,381.9 
			280.3,382.5" class="st0"></polyline>
		<polyline points="286.8,382.5 287,382.7 287.5,383.8 288.1,385.1 288.5,386.3 288.9,387.6 289.2,388.9 289.4,390.2 
			289.6,391.5 289.7,392.7 289.7,394 289.6,395.2 289.4,396.3 289.2,397.4 288.9,398.5 288.5,399.4 288.1,400.3" class="st0"></polyline>
		<polyline points="282.6,405 283.4,404.6 284.1,404.1 284.7,403.5 285.3,402.8 285.8,402 286.2,401 286.6,400 
			286.8,398.9 287,397.7 287.2,396.5 287.2,395.2 287.2,393.9 287,392.5 286.8,391.1 286.5,389.8 286.2,388.4 285.7,387 
			285.2,385.7 284.6,384.4 284.1,383.4" class="st0"></polyline>
		<polyline points="270.8,406.2 270.4,405.1 269.9,404 262.4,393 261.4,392.3 260.4,391.7 260,391.3 259.8,391" class="st0"></polyline>
		<polyline points="282.5,384 283.1,384.4 284.1,385.6 284.9,386.9 285.5,388.3 286,389.8 286.1,391.3 286,392.7 
			285.7,394 285.3,395.1 284.7,396.1 284.1,396.8 282.7,398.2 281.2,399.5 277.8,402.1 274.2,404.4 272.5,405.4 270.8,406.2 
			270,406.5 269.1,406.7 268.1,406.7 267.1,406.5 266.1,406.2 265,405.6 263.9,404.8 262.9,403.8 261.9,402.6 260.9,401.3 
			260.2,399.8 259.5,398.2 259.2,396.5 259.1,395 259.3,393.6 259.7,392.4 259.5,392.2 259.3,392 259.2,391.8 259,391.6" class="st0"></polyline>
		<polyline points="269.9,415.4 269.8,415.5 269.5,415.6 269.2,415.5 268.8,415.4 268.3,415.2 267.7,414.9 267,414.6 
			266.2,414.1 265.3,413.6 264.4,413.1 263.4,412.5 262.4,411.8 261.3,411.1 260.2,410.3 259.1,409.5 258,408.7 256.8,407.8 
			255.7,406.9 254.6,406 253.5,405.2 252.4,404.3 251.4,403.4 250.4,402.6 250.2,402.4 250,402.3 249.8,402.1 249.6,402" class="st0"></polyline>
		<line y2="401.3" x2="248.5" y1="401.6" x1="248.9" class="st0"></line>
		<polyline points="247.7,444.5 247.6,444.6 247.4,444.7 247,444.6 246.6,444.5 246.1,444.3 245.5,444 244.8,443.7 
			244,443.3 243.2,442.8 242.2,442.2 241.3,441.6 240.2,440.9 239.1,440.2 238,439.4 236.9,438.6 235.8,437.8 234.6,436.9 
			233.5,436 232.4,435.2 231.3,434.3 230.2,433.4 229.2,432.6 228.2,431.7 228,431.6 227.8,431.4 227.6,431.2 227.4,431.1" class="st0"></polyline>
		<line y2="430.4" x2="226.3" y1="430.8" x1="226.7" class="st0"></line>
		<polyline points="280.6,377.9 280.6,378.2 280.6,378.4 280.8,378.7 280.9,378.9 281,379" class="st0"></polyline>
		<polyline points="281,378.9 280.9,378.9 278,380 275.2,381.4 274.3,381.8 272.5,382.8 270.7,383.9 267.2,386.3 
			263.7,388.9 262,390.3 260.4,391.7 259.7,392.4 257.2,394.8 254.9,397.3 252.6,399.9 250.4,402.6 228.2,431.7 227.6,432.6 
			227.1,433.4 226.7,434.3 226.4,435.2 225.4,438.3" class="st0"></polyline>
		<polyline points="225.2,438.1 225,437.9 224.8,437.8" class="st0"></polyline>
		<polyline points="225.4,434.9 225.6,434.9 225.9,434.9 226.2,435 226.4,435.2 227.3,435.9 228.3,436.7 229.2,437.5 
			230.3,438.4 231.3,439.2 232.3,440 233.4,440.8 234.5,441.5 235.5,442.3 236.5,443 237.5,443.6 238.5,444.3 239.4,444.8 
			240.2,445.4 241,445.8 241.7,446.2 242.4,446.6 242.9,446.8 243.4,447 243.8,447.1 244.1,447.1 244.3,447.1" class="st0"></polyline>
		<polyline points="281.3,377.7 280.6,377.9 277.7,379.1 274.7,380.5 273.9,380.9 272.4,381.8 270.7,382.8 266.8,385.5 
			263.2,388.2 261.4,389.6 259.8,391 259,391.6 256.5,394.1 254.1,396.6 251.8,399.3 249.6,402 227.4,431.1 226.8,432.1 226.2,433 
			225.7,434 225.4,434.9 224.6,437.7" class="st0"></polyline>
		<line y2="434.8" x2="224" y1="435.1" x1="224.4" class="st0"></line>
		<polyline points="281,376.8 279.5,377.4 277.4,378.3 275.2,379.3 273,380.5 270.8,381.7 268.6,383.1 266.5,384.6 
			264.3,386.2 262.2,387.8 260.1,389.6 258.1,391.4 256.2,393.3 254.2,395.3 252.4,397.4 250.6,399.5 248.9,401.6 226.7,430.8 
			226,431.8 225.3,432.9 224.8,434 224.4,435.1 223.7,437.3" class="st0"></polyline>
		<polyline points="281.2,405.6 280.3,406.1 279.3,406.7 278.4,407.3 277.5,408 276.5,408.6 275.6,409.4 274.7,410.1 
			273.9,411 273,411.8 272.2,412.6 271.4,413.5 270.6,414.5 269.9,415.4 247.7,444.5 247,445.3 246.9,445.4 246.1,446.1 
			245.2,446.7 244.3,447.1 240.7,448.5 240.6,448.5 240.3,448.5 240,448.4 239.5,448.2 239.1,448 238.5,447.7 237.9,447.4 
			237.2,447 236.5,446.6 235.7,446.1 234.9,445.6 234.1,445 233.2,444.4 232.3,443.8 231.4,443.1 230.5,442.4 229.6,441.7 
			228.7,441.1 227.9,440.4 227,439.7 226.2,439 225.4,438.3 225.2,438.1 225,437.9 224.8,437.8 224.6,437.7 223.7,437.3 
			223.4,436.9 224,434.8 224.4,433.7 224.9,432.6 225.6,431.5 226.3,430.4 248.5,401.3 250.2,399.2 252,397 253.9,395 255.8,393 
			257.8,391.1 259.8,389.2 261.8,387.5 263.9,385.8 266.1,384.2 268.2,382.8 270.4,381.4 272.6,380.1 274.8,379 277,377.9 
			279.2,377 280.7,376.5" class="st1"></polyline>
		<polyline points="281,405.7 281.6,405.5 282.5,405.1 282.6,405 283.4,404.7 283.9,404.3 284.9,403.7 285.4,403.3 
			286.3,402.5 286.7,402.1 287.6,401.1 288.1,400.3" class="st1"></polyline>
		<polyline points="287.6,401.1 289.2,398.5 289.7,397.9 290,397.1 290.3,396.3 290.6,395.4 290.8,394.5 290.9,393.5 
			290.9,392.5 290.9,391.4 290.9,390.4 290.7,389.3 290.5,388.2 290.2,387.1 289.9,386 289.5,384.9 289.1,383.9 288.6,382.9 
			288.1,382" class="st1"></polyline>
	</g>
	<g id="ID_1298">
		<polyline points="254.3,354.7 254,354.7 253.7,354.7" class="st0"></polyline>
		<polyline points="253.4,354.8 253.1,354.8 252.8,354.8" class="st0"></polyline>
		<line y2="354.8" x2="253.4" y1="354.7" x1="253.7" class="st0"></line>
		<line y2="354.9" x2="252.5" y1="354.8" x1="252.8" class="st0"></line>
	</g>
	<g id="ID_1296">
		<polyline points="263.1,362.7 263,362.7 263,364.3" class="st0"></polyline>
		<polyline points="263,362.7 261,361.4 260.2,361" class="st0"></polyline>
		<polyline points="260.4,362.6 263,364.3 263,364.2" class="st0"></polyline>
		<line y2="365.2" x2="262.9" y1="363.6" x1="260.4" class="st0"></line>
		<line y2="361.3" x2="261" y1="361.4" x1="261" class="st0"></line>
		<polyline points="259.5,364.4 259.4,364.5 259.3,365.1 259.2,365.9 259.1,366.7 259,367.6 258.9,368.7 258.8,369.8 
			258.7,370.9 258.6,372.1 258.5,373.4 258.4,374.7 258.3,376 258.3,377.3 258.2,378.7 258.1,380 258.1,381.3 258.1,382.5 
			258,383.7 258,383.9" class="st0"></polyline>
		<line y2="382.7" x2="254.2" y1="383.3" x1="254.3" class="st0"></line>
		<polyline points="247.8,360.6 245.6,361.1 243,361.8 240.3,362.6 237.8,363.6 235.3,364.8 232.9,366.1 230.5,367.5 
			228.2,369 226.1,370.7 224,372.5 222.1,374.4 220.2,376.5" class="st0"></polyline>
		<polyline points="243.9,398.6 243.5,398.4 242.9,398.2 242.3,397.9 241.5,397.5 240.7,397 239.9,396.5 238.9,395.9 
			237.9,395.3 236.9,394.6 235.8,393.9 234.7,393.1 233.5,392.2 232.4,391.4 231.2,390.5 230.1,389.7 229,388.8 227.9,387.9 
			226.9,387 225.9,386.2 224.9,385.4 224.1,384.6 223.3,383.8 222.5,383.1 221.9,382.5 221.3,381.9 220.9,381.4 220.5,380.9 
			220.3,380.5 220.2,380.2 220.1,380 220,379.8 219.6,379.4" class="st0"></polyline>
		<polyline points="250.3,374.9 249.7,373.8 249.3,372.9 246.7,364.2 246.9,363.4 247.2,362.9 247.1,362.6 247,362.1" class="st0"></polyline>
		<polyline points="238.9,366.4 238.8,366.1 238.7,365.8 238.6,365.5 238.5,365" class="st0"></polyline>
		<polyline points="248.1,364.2 247.5,364.2 246.7,364.2 244.7,364.6 242.8,365.1 240.8,365.8 240,366.1" class="st0"></polyline>
		<polyline points="234.7,381.5 234.4,380.3 234.2,379.3 231.6,370.6 231.1,370.1 230.8,369.9 230.7,369.6 230.4,369.2" class="st0"></polyline>
		<polyline points="254.5,388.7 254.5,388.6 254.4,387.6 254.4,386.5 254.3,385.3 254.3,384.1 254.2,382.7 254.2,381.4 
			254.2,380 254.2,378.6 254.2,377.1 254.2,375.7 254.2,374.3 254.3,372.9 254.3,371.5 254.4,370.2 254.4,369 254.5,367.8 
			254.6,366.7 254.7,365.7 254.8,364.8" class="st0"></polyline>
		<polyline points="229.6,369.7 229.8,370.2 230,370.4 229.1,371.2 228.2,372 227.5,372.9 227,373.9 226.6,375 
			226.6,376 226.8,377.1 227.3,378.2 227.9,379.1 228.8,380 229.7,380.7 230.7,381.2 231.7,381.5 232.7,381.6 233.7,381.7 
			234.7,381.5 236.6,381 238.6,380.4 242.7,378.8 246.7,376.9 248.5,376 250.3,374.9 251.1,374.3 251.8,373.6 252.4,372.7 
			252.9,371.8 253.4,370.7 253.7,369.4 253.8,368.2 253.8,366.9 253.6,365.8 253.2,364.7" class="st0"></polyline>
		<polyline points="237.1,367.3 237,367.4 235.1,368.4 233.3,369.4 231.6,370.6 230.9,371.2 230.3,371.9 229.9,372.5 
			229.5,373.3 229.3,374 229.1,374.7 229.1,375.4 229.2,376.2 229.5,376.9 229.8,377.6 230.3,378.2 230.9,378.8 231.6,379.2 
			232.4,379.5 233.3,379.5 234.2,379.3 238,377.9 241.8,376.4 245.6,374.7 249.3,372.9 250,372.4 250.7,371.7 251.1,370.9 
			251.4,370.1 251.6,369.2 251.6,368.4 251.5,367.6 251.3,366.8 251,366.2 250.6,365.6 250.2,365.2" class="st0"></polyline>
		<polyline points="248,362.8 247.2,362.9 245,363.5 242.9,364.1 238.7,365.8 234.6,367.6 232.7,368.7 230.8,369.9 
			230,370.4 227.2,372.5 224.7,374.8 222.3,377.3 220.1,380 213.1,389.2" class="st0"></polyline>
		<polyline points="247.9,361.9 247,362.1 245,362.6 242.8,363.3 238.5,365 233.9,367.2 230.4,369.2 229.6,369.7 
			226.8,371.9 224.2,374.2 221.8,376.7 219.6,379.4 212.4,388.8" class="st0"></polyline>
		<polyline points="197.4,408.5 197.8,408.9 197.9,409.1 198,409.3 198.1,409.6 198.3,410 198.7,410.5 199.2,411 
			199.7,411.6 200.3,412.3 201.1,413 201.9,413.7 202.7,414.5 203.7,415.3 204.7,416.2 205.7,417 206.8,417.9 207.9,418.8 
			209,419.7 210.2,420.5 211.3,421.4 212.5,422.2 213.6,423 214.7,423.7 215.7,424.4 216.7,425.1 217.7,425.6 218.5,426.2 
			219.3,426.6 220.1,427 220.7,427.3 221.3,427.5 221.8,427.7 222,427.7" class="st0"></polyline>
		<polyline points="221.5,429.7 221.4,429.8 220.5,430.4 219.4,430.9 216.3,432.1" class="st0"></polyline>
		<polyline points="215.5,431.6 219.1,430.2 219.2,430.4 219.4,430.9" class="st0"></polyline>
		<polyline points="221.8,428.4 221.7,428.5 220.9,429.2 220,429.8 219.1,430.2 218.9,430.2 218.5,430.2 218.1,430 
			217.6,429.8 217,429.5 216.3,429.1 215.5,428.7 214.7,428.2 213.8,427.7 212.9,427.1 211.9,426.4 210.9,425.8 209.9,425 
			208.8,424.3 207.8,423.5 206.7,422.7 205.7,421.9 204.7,421.1 203.7,420.3 202.7,419.5 201.8,418.7 200.9,417.9 200.1,417.2 
			199.3,416.5 198.7,415.8 198.1,415.2 197.6,414.7 197.2,414.2 196.8,413.8 196.6,413.4 196.4,413.1 196.4,412.9 196.2,412.8 
			195.7,412.7" class="st0"></polyline>
		<polyline points="208.4,395.4 197.9,409.1 197.3,409.9 196.9,410.9 196.6,411.9 196.4,412.9 196,416.7" class="st0"></polyline>
		<polyline points="207.7,395 197.4,408.5 196.7,409.5 196.2,410.5 195.9,411.6 195.7,412.7 195.3,416.1" class="st0"></polyline>
		<polyline points="221.3,431.4 221.2,431.5 220,432.1 217.5,433.1 216.3,432.1 215.9,431.7 215.5,431.6 215,431.6 
			214.2,431.2 213.1,430.7 211.7,429.9 210.2,428.9 208.5,427.8 206.7,426.5 204.9,425.1 203.1,423.8 201.4,422.4 199.9,421.1 
			198.6,419.8 197.5,418.8 196.7,417.9 196.2,417.2 196,416.7 195.8,416.4 195.3,416.1 194.1,415.1 194.4,412.5 194.6,411.2 
			195,410 195.6,408.8 196.3,407.7 206.6,394.2" class="st1"></polyline>
		<polyline points="247.8,360.6 245.7,361 243,361.7 240.4,362.6 237.8,363.6 235.3,364.7 232.9,366 230.6,367.4 
			228.3,369 226.1,370.7 224.1,372.5 222.1,374.4 220.3,376.4 220.2,376.5 218.5,378.6 211.3,388.1" class="st1"></polyline>
		<polyline points="263,364.4 263,364.2 263.1,362.7 261,361.3 260.2,360.9" class="st1"></polyline>
		<polyline points="263,364.3 262.9,364.9 262.9,365.2 262.7,365.9 262.5,366.9 262.3,368.3 262.2,369.9 262,371.9 
			261.9,374 261.8,376.2 261.7,378.4 261.6,380.7 261.6,381.5" class="st1"></polyline>
	</g>
	<g id="ID_1294">
		<line y2="354.2" x2="252.3" y1="354.9" x1="252.4" class="st0"></line>
		<polyline points="255,354.4 255,354.3 254.8,354.2 254.6,354.1 254.4,354.1 254.1,354 253.8,354 253.5,354 253.2,354 
			252.9,354.1 252.6,354.1 252.3,354.2 252.1,354.3 251.9,354.4 251.8,354.5 251.7,354.6 251.7,354.8" class="st0"></polyline>
		<line y2="358.8" x2="247.6" y1="357.7" x1="260" class="st0"></line>
		<line y2="356.8" x2="247.5" y1="355.7" x1="259.8" class="st0"></line>
		<line y2="354.6" x2="247.1" y1="354.6" x1="247" class="st0"></line>
		<line y2="353.4" x2="247" y1="352.3" x1="259.3" class="st0"></line>
		<polyline points="247,354.2 247,354.3 247,354.6 247.5,360.6" class="st0"></polyline>
		<polyline points="248.2,365.4 247.6,358.8 247.6,358.5 247.6,358.2 247.6,357.9 247.5,357.6 247.5,357.4 247.5,357.2 
			247.5,357 247.5,356.8 247,353.4 247,353.3" class="st0"></polyline>
		<polyline points="247,354.1 247,354.1 247.5,357.6 247.5,357.7 247.6,358 247.6,358.3 247.6,358.6 248.2,365.2 
			248.2,365.4 260.5,364.3 260,357.7 259.9,357.4 259.9,357.1 259.9,356.8 259.8,356.5 259.8,356.3 259.8,356 259.8,355.9 
			259.8,355.7 259.3,352.3 259.3,352.2 246.9,353.3 246.9,353.4 246.9,353.5 247,353.6 247,353.8 247,354.1 247,354.3 247.5,360.6" class="st1"></polyline>
		<polyline points="255,354.4 255,354.5 255,354.6 254.8,354.7 254.7,354.8 254.4,354.9 254.2,355 253.9,355.1 
			253.5,355.1 253.2,355.1 252.9,355.1 252.6,355.1 252.3,355.1 252.1,355 251.9,354.9 251.8,354.9 251.7,354.8" class="st1"></polyline>
		<polyline points="254.7,354.8 254.5,354.8 254.2,354.7 253.9,354.7 253.6,354.7 253.2,354.7 252.9,354.8 252.6,354.9 
			252.4,354.9 252.1,355" class="st1"></polyline>
	</g>
	<g id="ID_1292">
		<line y2="380.4" x2="265.4" y1="382.1" x1="266.5" class="st0"></line>
		<line y2="381.3" x2="263.3" y1="381.3" x1="263.3" class="st0"></line>
		<polyline points="263.3,381.3 263.3,381.3 263.2,381.3 263.1,381.3 263,381.3 262.9,381.3 262.8,381.4 262.6,381.5 
			262.4,381.5 262.2,381.6 262,381.7 261.8,381.9 261.5,382 261.3,382.1 261,382.3 260.8,382.4 260.5,382.6 260.3,382.8 260,382.9 
			259.8,383.1 259.5,383.3 259.3,383.4 259.1,383.6 258.9,383.8 258.7,383.9 258.6,384 258.4,384.2 258.3,384.3 258.2,384.4 
			258.2,384.5 258.1,384.6 258.1,384.6 258.1,384.7" class="st0"></polyline>
		<line y2="387.9" x2="256.9" y1="387.9" x1="256.8" class="st0"></line>
		<polyline points="265.7,379.7 265.7,379.8 265.7,379.9 265.6,380.1 265.5,380.2 265.4,380.4 265.2,380.6 264.9,380.9 
			264.6,381.1 264.3,381.4 264,381.7 263.6,382 263.2,382.3 262.7,382.6 262.3,382.9 261.8,383.2 261.3,383.6 260.8,383.9 
			260.3,384.2 259.8,384.5 259.4,384.8 258.9,385 258.4,385.3 258,385.5 257.6,385.7 257.3,385.9 256.9,386 256.6,386.1 
			256.4,386.2 256.1,386.3 256,386.3 255.8,386.3 255.8,386.2" class="st0"></polyline>
		<polygon points="266.8,381.6 266.8,381.5 266.8,381.5 265.7,379.7 265.6,379.7 265.5,379.7 265.3,379.7 265.1,379.8 
			264.8,379.9 264.5,380 264.2,380.1 263.8,380.3 263.4,380.5 263,380.7 262.5,380.9 262.1,381.2 261.6,381.5 261.1,381.8 
			260.6,382.1 260.1,382.4 259.7,382.7 259.2,383 258.7,383.4 258.3,383.7 257.9,384 257.5,384.3 257.1,384.6 256.8,384.9 
			256.5,385.1 256.3,385.4 256.1,385.6 255.9,385.8 255.8,385.9 255.7,386 255.7,386.1 255.8,386.2 256.9,387.9 257,388 257.1,388 
			257.3,388 257.5,387.9 257.7,387.8 258,387.7 258.4,387.6 258.7,387.4 259.1,387.2 259.6,387 260,386.7 260.5,386.5 260.9,386.2 
			261.4,385.9 261.9,385.6 262.4,385.3 262.9,385 263.4,384.6 263.8,384.3 264.3,384 264.7,383.7 265.1,383.4 265.4,383.1 
			265.7,382.8 266,382.6 266.3,382.3 266.5,382.1 266.6,381.9 266.7,381.8" class="st1"></polygon>
		<polyline points="263.3,381.3 263.3,381.4 263.3,381.4 263.3,381.5 263.2,381.6 263.1,381.7 263,381.8 262.9,381.9 
			262.7,382.1 262.5,382.2 262.3,382.4 262.1,382.5 261.9,382.7 261.7,382.9 261.4,383 261.2,383.2 260.9,383.4 260.7,383.5 
			260.4,383.7 260.2,383.8 259.9,384 259.7,384.1 259.4,384.2 259.2,384.3 259,384.4 258.8,384.5 258.7,384.6 258.5,384.6 
			258.4,384.7 258.3,384.7 258.2,384.7 258.2,384.7 258.1,384.7" class="st1"></polyline>
	</g>
	<g id="ID_1290">
		<polyline points="328.3,379.6 328.5,380.1 328.6,380.5 329.3,380.9 329.5,381.6" class="st0"></polyline>
		<line y2="380.6" x2="331.9" y1="379.9" x1="331.7" class="st0"></line>
		<polyline points="331,379.5 330.9,379.4 330.7,379.2 330.6,378.9 330.5,378.7 330.1,377.5 329.6,376.4 329.2,375.2 
			328.6,374 328.1,372.9 327.5,371.7 326.9,370.6 326.2,369.5 325.6,368.4 324.9,367.4 324.2,366.4 323.5,365.5 322.8,364.7 
			322.1,363.9 321.4,363.2 320.8,362.5 320,361.9 319.3,361.4 318.7,361 318.1,360.8 317.6,360.6 317.1,360.5 316.6,360.5 
			316.2,360.6" class="st0"></polyline>
		<polyline points="306.4,365.7 306.2,365.8 306.1,366.2 305.9,367 305.7,368.1 305.9,368.5 306.2,368.6" class="st0"></polyline>
		<line y2="391.2" x2="294.8" y1="391.9" x1="294.8" class="st0"></line>
		<polyline points="344.9,372.5 331,379.5 329.9,380 328.6,380.5 326.9,381 325.1,381.4 323.3,381.8 321.6,382.2 
			321,382.4 320.6,382.6 318.1,383.5 293.9,390.8" class="st0"></polyline>
		<polyline points="344.4,371.6 330.5,378.7 329.4,379.2 328.3,379.6 327.1,379.9 325,380.5 323,380.9 321.3,381.3 
			320.4,381.6 320.1,381.7 317.6,382.6 293.4,390" class="st0"></polyline>
		<polyline points="345.6,372.9 331.7,379.9 330.5,380.5 329.3,380.9 327.1,381.6 325.1,382 323.6,382.4 322.7,382.5 
			321.9,382.7 318.7,383.9 294.8,391.2 293.9,390.8 293.6,390.5 293.4,390 293.1,387.9 292.6,385.8 291.8,383.7 290.9,381.8 
			290.2,380.6" class="st0"></polyline>
		<polyline points="315.4,366.1 315.1,366.6 314.6,367 314.2,367.4 313.7,367.6" class="st0"></polyline>
		<polyline points="310.9,365.1 311.7,364.7 312.6,364.6 313.2,364.6 313.7,364.8 314.2,365.1 314.8,365.6 315.4,366.1 
			316.2,366.5" class="st0"></polyline>
		<polyline points="320.8,362.5 320,363 319,363.8 318,364.7 316.2,366.5 316.1,366.6 315.7,367 315.3,367.4 
			314.8,367.8 314.3,368" class="st0"></polyline>
		<polyline points="313.2,366.7 314.1,366.3 314.8,365.6 315.9,364.4 316.9,363.3 318.1,362.2 318.7,361.8 319.3,361.4" class="st0"></polyline>
		<polyline points="313.7,367.6 313.8,367.3 313.2,366.7 312.2,366.1 311.2,365.7 310.3,365.5" class="st0"></polyline>
		<polyline points="321,382.4 320.6,382.1 320.4,381.6 320.2,380.3 319.9,379 319.6,377.7 319.2,376.5 318.7,375.2 
			318.2,374 317.7,372.9 317.1,371.8 316.4,370.6 315.7,369.6 315,368.7 314.3,368 313.7,367.6 311.3,367.7 310,367.9 308.7,368.1 
			306.2,368.6 301.9,369.7 298.1,370.8" class="st0"></polyline>
		<polyline points="318.7,384.6 318.7,383.9 318.1,383.5 317.7,383.1 317.6,382.6" class="st0"></polyline>
		<polyline points="311.3,367.4 311.3,367.7 312.5,368.3 313.6,368.9 314.6,369.8 315.6,370.8 316.5,372 317.2,373 
			317.9,374.1 318.4,375.3 318.9,376.6 319.3,377.8 319.7,379.1 319.9,380.4 320.1,381.7 320.3,382.2 320.6,382.6" class="st0"></polyline>
		<line y2="383.4" x2="322" y1="382.7" x1="321.9" class="st0"></line>
		<polyline points="316.1,366.6 316.7,367.1 317.3,367.8 317.9,368.6 318.4,369.5 319.4,371.3 320.1,373.1 320.7,375.2 
			321,377 321.3,379 321.3,381.3 321.4,381.8 321.6,382.2" class="st0"></polyline>
		<polyline points="315.4,366.1 314.7,366.8 313.8,367.3 311.3,367.4 309,367.6 305.7,368.1 301.2,369 297.8,369.8 
			294.4,370.7 291.1,371.7 289.9,372.2" class="st0"></polyline>
		<polyline points="310.3,365.5 309.5,365.6 307.9,365.7 306.4,365.7 265.5,364.8 265.4,364.8 265.3,364.9 265.2,365.3 
			265.1,365.8 265,366.4 264.9,367.2 264.7,368.2 264.6,369.4 264.5,370.8 264.4,372.3 264.4,373.8 264.3,375.5 264.2,377.2 
			264.2,378.8 264.2,380.1" class="st1"></polyline>
		<polyline points="310.5,365.3 310.9,365.1 311.1,364.9 311.9,364.1 313,363 314.3,361.9 315,361.3 315.8,360.8 
			316.2,360.6 321.7,357.8" class="st1"></polyline>
		<line y2="365.6" x2="309.8" y1="365.4" x1="310.4" class="st1"></line>
		<line y2="365.5" x2="310.2" y1="365.1" x1="311.1" class="st1"></line>
		<line y2="365.4" x2="310.5" y1="365.1" x1="311.1" class="st1"></line>
		<polyline points="328.7,354.3 329.8,353.7 330.2,353.5 330.7,353.4 331.3,353.5 331.9,353.6 332.5,353.9 333.2,354.3 
			333.9,354.9 334.7,355.5 335.4,356.2 336.2,357.1 337,358 337.8,359 338.6,360.1 339.4,361.3 340.1,362.5 340.8,363.7 341.5,365 
			342.2,366.3 342.8,367.7 343.4,369 343.9,370.3 344.4,371.6 344.5,371.9 344.6,372.1 344.8,372.3 344.9,372.5 345.6,372.9 
			345.8,373.5 331.9,380.6 330.7,381.1 329.5,381.6 327.4,382.2 325.3,382.7 323.7,383 322.8,383.2 322,383.4 318.7,384.6 
			294.8,391.9 293.9,391.6 293.5,391.3 293.2,390.9 293,390.4 292.9,389.9 292.6,387.9 292.1,385.9 291.4,384 290.6,382.2 
			290,381.3" class="st1"></polyline>
		<line y2="373.1" x2="290.9" y1="370.8" x1="298.1" class="st1"></line>
	</g>
	<g id="ID_1288">
		<line y2="419.3" x2="230.3" y1="419.4" x1="230.5" class="st0"></line>
		<line y2="419.9" x2="223.3" y1="424.1" x1="229.6" class="st0"></line>
		<line y2="417.8" x2="221.4" y1="418.7" x1="222.7" class="st0"></line>
		<polyline points="221.2,419.7 221,419.6 221,419.5 220.9,419.3 220.9,419.1 220.9,418.9 221,418.6 221.1,418.3 
			221.3,418.1 221.4,417.8 221.6,417.6 221.8,417.4 222.1,417.2 222.3,417.1 222.5,417.1 222.6,417.1 222.8,417.1" class="st0"></polyline>
		<polyline points="224.2,415.2 224.3,415.4 224.4,415.5 224.5,415.7 224.6,415.9 224.6,416.2 224.7,416.4 224.7,416.7 
			224.6,417 224.6,417.3 224.5,417.6 224.4,418 224.2,418.3 224.1,418.6 223.9,419 223.7,419.3 223.5,419.6 223.3,419.9 
			223.1,420.2 222.8,420.5 222.6,420.7 222.3,421 222.1,421.2 221.8,421.4 221.5,421.5 221.3,421.6 221,421.7 220.8,421.8 
			220.6,421.8 220.3,421.8 220.1,421.8 220,421.7 219.8,421.6" class="st0"></polyline>
		<polygon points="231,420.6 231,420.9 230.9,421.2 230.9,421.5 230.8,421.8 230.7,422.1 230.6,422.5 230.4,422.8 
			230.2,423.1 230,423.4 229.8,423.8 229.6,424.1 229.4,424.4 229.1,424.6 228.9,424.9 228.6,425.1 228.4,425.3 228.1,425.5 
			227.8,425.7 227.6,425.8 227.3,425.9 227.1,425.9 226.9,426 226.6,426 226.4,425.9 226.3,425.9 226.1,425.7 219.8,421.6 
			219.7,421.5 219.5,421.3 219.4,421.1 219.4,420.9 219.3,420.7 219.3,420.4 219.3,420.1 219.3,419.8 219.4,419.5 219.5,419.2 
			219.6,418.9 219.7,418.5 219.9,418.2 220,417.9 220.2,417.5 220.4,417.2 220.6,416.9 220.9,416.6 221.1,416.3 221.4,416.1 
			221.6,415.9 221.9,415.6 222.2,415.5 222.4,415.3 222.7,415.2 222.9,415.1 223.2,415 223.4,415 223.6,415 223.8,415.1 224,415.1 
			224.2,415.2 230.5,419.4 230.6,419.5 230.7,419.7 230.8,419.9 230.9,420.1 230.9,420.3" class="st1"></polygon>
		<polyline points="222.8,417.1 222.9,417.2 223,417.3 223,417.5 223.1,417.7 223,418 222.9,418.2 222.8,418.5 
			222.7,418.8 222.5,419 222.3,419.2 222.1,419.4 221.9,419.6 221.7,419.7 221.5,419.8 221.3,419.8 221.2,419.7" class="st1"></polyline>
	</g>
	<g id="ID_1286">
		<line y2="468.3" x2="202.8" y1="467.8" x1="206.2" class="st0"></line>
		<line y2="475.2" x2="201.9" y1="475" x1="203.9" class="st0"></line>
		<line y2="472.9" x2="201.5" y1="472.6" x1="203.7" class="st0"></line>
		<polyline points="203.2,476.2 202.8,476.2 202.5,476.1 202.2,475.7 201.9,475.2 201.7,474.7 201.6,474.1 201.5,473.5 
			201.5,472.9 201.6,472 201.9,471.4 202.3,471.2" class="st0"></polyline>
		<line y2="463.1" x2="200.8" y1="462.6" x1="204.2" class="st0"></line>
		<polyline points="203.5,479.3 204,479.1 204.4,478.7 204.8,478.1 205.1,477.4 205.3,476.5 205.4,475.5 205.4,474.4 
			205.3,473.2 205,472.1 204.7,471 204.3,470.1 203.8,469.3 203.3,468.7 202.8,468.3 202.4,468 202,467.5 201.6,467 201.3,466.3 
			201.1,465.5 200.9,464.7 200.9,463.9 200.8,463.1 200.8,460.7 200.7,458.3 200.4,455.8 199.9,453.4 199.3,451.1 198.5,448.9 
			197.7,446.8 196.7,445 196.3,444.2 196,443.3 195.8,442.3 195.8,441.3 195.7,440.3 195.6,439.3 195.3,438.3 195,437.4 
			194.7,436.6 194.2,435.9 193.8,435.3 193.3,434.9 192.8,434.7 192.3,434.6" class="st0"></polyline>
		<polyline points="193.4,442.8 192.9,442.7 192.5,442.2 192.1,441.4 191.9,440.4 191.8,439.5 192,438.6 192.3,438 
			192.7,437.7" class="st0"></polyline>
		<polyline points="198.3,467.3 198.6,466.2 198.8,465 199,463.7 199,462.4 199.1,461 199,459.6 198.9,458.2 
			198.8,456.8 198.5,455.4 198.2,454 197.9,452.6" class="st0"></polyline>
		<line y2="470" x2="197.1" y1="469.2" x1="197.5" class="st0"></line>
		<polyline points="195.2,475.5 196.4,475 196.9,474.9" class="st0"></polyline>
		<polyline points="195.4,471.7 194.8,472.1 194.2,472.2" class="st0"></polyline>
		<line y2="469.7" x2="193.1" y1="468.8" x1="193.5" class="st0"></line>
		<polyline points="192.6,470.5 192.1,471.2 191.6,471.8" class="st0"></polyline>
		<line y2="444.5" x2="200.1" y1="445" x1="196.7" class="st0"></line>
		<line y2="442.7" x2="192.9" y1="442.6" x1="193.8" class="st0"></line>
		<line y2="440.8" x2="199.2" y1="441.3" x1="195.8" class="st0"></line>
		<polyline points="198.3,467.3 197.9,468.3 197.5,469.2" class="st0"></polyline>
		<line y2="475" x2="196.4" y1="474.9" x1="197.1" class="st0"></line>
		<line y2="470.5" x2="192.6" y1="469.7" x1="193.1" class="st0"></line>
		<polyline points="192.5,472.3 193,472.5 193.7,472.6 194.3,472.6 195,472.4 195.6,472.1 196.2,471.6 196.8,471 
			197.3,470.3 197.8,469.5 198.2,468.5 198.6,467.5 198.9,466.4 199.1,465.1 199.3,463.8 199.4,462.5 199.4,461.1 199.3,459.6 
			199.2,458.2 199.1,456.7 198.8,455.3 198.5,453.9 198.2,452.5 197.7,451.2 197.3,449.9 196.7,448.7 196.2,447.6 195.6,446.6 
			194.9,445.7 194.3,444.9 193.6,444.2 192.9,443.7 192.2,443.3 191.5,443.1 190.8,443 190.1,443 189.5,443.2 188.8,443.5 
			188.5,443.7" class="st0"></polyline>
		<polyline points="189.2,443.6 189.4,443.5 190,443.4 190.7,443.3 191.4,443.5 192.1,443.7 192.7,444.1 193.4,444.6 
			194.1,445.2 194.7,446 195.4,446.9 195.9,447.9 196.5,448.9 197,450.1 197.5,451.3 197.9,452.6" class="st0"></polyline>
		<polyline points="193.8,472.1 194.5,471.9 195.1,471.6 195.6,471.2 196.2,470.6 196.7,470 197.1,469.2 197.5,468.2 
			197.9,467.2 198.2,466.1 198.4,464.9 198.6,463.7 198.7,462.4 198.7,461 198.6,459.6 198.5,458.2 198.4,456.8 198.1,455.4 
			197.9,454.1 197.5,452.7 197.1,451.4 196.6,450.2 196.1,449.1 195.6,448 195,447 194.4,446.2 193.7,445.4 193.1,444.8 
			192.4,444.3 191.7,443.9 191.1,443.6 190.4,443.5 189.7,443.6" class="st0"></polyline>
		<polyline points="194.2,472.2 193.5,472.3 193.2,472.2" class="st0"></polyline>
		<polyline points="195.4,471.7 196,471.3 196.6,470.7 197.1,470" class="st0"></polyline>
		<polyline points="188.3,444.8 189,445.4 189.7,446 190.3,446.7 190.9,447.6 191.5,448.6 192.1,449.6 192.6,450.8 
			193,452 193.4,453.3 193.8,454.6 194.1,456 194.3,457.4 194.5,458.8 194.6,460.2 194.6,461.6 194.6,462.9 194.5,464.3 
			194.3,465.5 194.1,466.7 193.8,467.8 193.5,468.8" class="st0"></polyline>
		<polyline points="192.9,443.7 192.7,444.1 192.4,444.3 188.3,444.8 187.7,444.5" class="st0"></polyline>
		<line y2="441.6" x2="186.1" y1="441.5" x1="186.8" class="st0"></line>
		<line y2="440.7" x2="181.7" y1="440.2" x1="185.1" class="st0"></line>
		<line y2="439.9" x2="180.5" y1="439.4" x1="183.9" class="st0"></line>
		<polyline points="186.9,470.1 187.4,469.5 189.2,469.3" class="st0"></polyline>
		<polyline points="183.2,449.8 182.9,450.7 182.7,451.6 182.5,452.6 182.4,453.6 182.3,454.7 182.3,455.8 182.3,456.9 
			182.4,458.1 182.5,459.2 182.7,460.4 182.9,461.5 183.2,462.6 183.6,463.6 183.9,464.6 184.4,465.6 184.8,466.5 185.3,467.3 
			185.8,468 186.3,468.6 186.9,469.1 187.4,469.5 188,469.8 188.5,470" class="st0"></polyline>
		<line y2="449.1" x2="183.5" y1="448.4" x1="183.9" class="st0"></line>
		<polyline points="183.3,448.1 183.7,447.5 184.2,447 184.4,446.8" class="st0"></polyline>
		<line y2="445.9" x2="180.6" y1="446" x1="179.7" class="st0"></line>
		<line y2="448.3" x2="176.6" y1="447.9" x1="179.6" class="st0"></line>
		<line y2="449.6" x2="176.5" y1="449.2" x1="179.1" class="st0"></line>
		<polyline points="178.6,460.2 178.6,460.1 178.2,459.3 178,458.4 177.9,457.4 178.1,456.5 178.3,456.1" class="st0"></polyline>
		<line y2="449.1" x2="183.5" y1="449.8" x1="183.2" class="st0"></line>
		<polyline points="183.9,448.4 184.3,447.9 184.8,447.4 185.2,447 185.3,447" class="st0"></polyline>
		<polyline points="183.3,448.1 182.9,448.8 182.5,449.5 182.2,450.4 182,451.4 181.8,452.4 181.7,453.4 181.6,454.6 
			181.6,455.7 181.6,456.9 181.7,458.1 181.8,459.3 182,460.5 182.3,461.7 182.6,462.8 182.9,463.9 183.3,465 183.7,466 
			184.2,466.9 184.7,467.7 185.2,468.4 185.8,469.1 186.4,469.6 186.9,470.1 187.5,470.4 187.8,470.5" class="st0"></polyline>
		<polyline points="180.2,446.1 179.7,446 179.3,445.5 178.9,444.7 178.7,443.8 178.6,442.8 178.8,441.9 179.1,441.3 
			179.5,441" class="st0"></polyline>
		<polyline points="178.3,453.6 178.1,453.6 177.8,453.4 177.4,453 177.1,452.5 176.8,451.8 176.6,451.1 176.6,450.3 
			176.5,449.6 176.6,448.3 176.7,447.6 176.8,447 177.1,446.6 177.4,446.3 177.7,446.2" class="st0"></polyline>
		<line y2="429.8" x2="172.1" y1="429.3" x1="175.5" class="st0"></line>
		<polyline points="173,450.6 173.3,449.5 173.5,448.3 173.7,447 173.7,445.7 173.8,444.3 173.7,442.9 173.6,441.5 
			173.5,440.1 173.2,438.7 172.9,437.3 172.6,436" class="st0"></polyline>
		<line y2="453.4" x2="171.8" y1="452.6" x1="172.2" class="st0"></line>
		<line y2="459" x2="169.3" y1="458.8" x1="170.3" class="st0"></line>
		<polyline points="186.7,441.5 186.1,441.6 181.7,440.7 181.1,440.4 180.5,439.9 172.1,429.8 171.5,428.8 171,427.5 
			170.6,426.1 170.5,424.6 170.4,423.6 170.3,422.6 170,421.6 169.7,420.7 169.4,419.9 168.9,419.2 168.5,418.7 168,418.3 
			167.5,418 167,418" class="st0"></polyline>
		<polyline points="167.4,421 167,421.3 166.7,421.9 166.5,422.8 166.6,423.8 166.8,424.7 167.2,425.5 167.6,426 
			168.1,426.1" class="st0"></polyline>
		<line y2="453" x2="167.8" y1="452.1" x1="168.2" class="st0"></line>
		<polyline points="167.3,453.9 166.8,454.5 166.3,455.1" class="st0"></polyline>
		<line y2="426" x2="167.6" y1="425.9" x1="168.5" class="st0"></line>
		<line y2="424.1" x2="173.9" y1="424.6" x1="170.5" class="st0"></line>
		<line y2="453.9" x2="167.3" y1="453" x1="167.8" class="st0"></line>
		<polyline points="168.2,452.1 168.5,451.1 168.8,450 169,448.8 169.2,447.6 169.3,446.3 169.3,444.9 169.3,443.5 
			169.2,442.1 169,440.7 168.8,439.3 168.5,438 168.1,436.6 167.7,435.3 167.3,434.1 166.8,433 166.2,431.9 165.6,430.9 165,430.1 
			164.4,429.3 163.7,428.7 163.1,428.2" class="st0"></polyline>
		<polyline points="163.9,427 164.1,426.9 164.7,426.7 165.4,426.7 166.1,426.8 166.8,427 167.4,427.4 168.1,427.9 
			168.8,428.6 169.4,429.3 170.1,430.2 170.7,431.2 171.2,432.3 171.7,433.4 172.2,434.7 172.6,436" class="st0"></polyline>
		<polyline points="167.2,455.6 167.7,455.8 168.4,455.9 169,455.9 169.7,455.7 170.3,455.4 170.9,455 171.5,454.4 
			172,453.7 172.5,452.8 172.9,451.9 173.3,450.8 173.6,449.7 173.8,448.5 174,447.2 174.1,445.8 174.1,444.4 174.1,443 
			173.9,441.5 173.8,440.1 173.5,438.6 173.2,437.2 172.9,435.8 172.4,434.5 172,433.2 171.4,432 170.9,430.9 170.3,429.9 
			169.6,429 169,428.2 168.3,427.6 167.6,427 166.9,426.7 166.2,426.4 165.5,426.3 164.8,426.3 164.2,426.5 163.5,426.8 
			163.2,427.1" class="st0"></polyline>
		<polyline points="172.2,452.6 172.6,451.6 173,450.6" class="st0"></polyline>
		<polyline points="167.9,455.5 168.2,455.6 168.9,455.5 169.5,455.4 170.1,455.1 170.7,454.6 171.3,454.1 171.8,453.4" class="st0"></polyline>
		<polyline points="164.4,426.9 165.1,426.9 165.8,427 166.4,427.2 167.1,427.6 167.8,428.1 168.5,428.7 169.1,429.5 
			169.7,430.4 170.3,431.3 170.8,432.4 171.3,433.6 171.8,434.8 172.2,436.1 172.6,437.4 172.9,438.8 173.1,440.2 173.3,441.6 
			173.3,443 173.4,444.3 173.4,445.7 173.3,447 173.1,448.3 172.9,449.4 172.6,450.6 172.2,451.6 171.8,452.5 171.4,453.3 
			170.9,454 170.3,454.5 169.8,455 169.2,455.3 168.5,455.4" class="st0"></polyline>
		<polyline points="167.6,427 167.4,427.4 167.1,427.6 163.1,428.2 162.4,427.8" class="st0"></polyline>
		<line y2="432.1" x2="157.6" y1="432.9" x1="157.2" class="st0"></line>
		<polyline points="158,431.4 158.4,430.8 158.9,430.3 159.1,430.1" class="st0"></polyline>
		<line y2="431.8" x2="158.6" y1="432.4" x1="158.2" class="st0"></line>
		<polyline points="161.6,453.4 162.1,452.9 163.9,452.6" class="st0"></polyline>
		<polyline points="157.9,433.2 157.6,434 157.4,434.9 157.2,435.9 157.1,436.9 157,438 157,439.1 157,440.2 
			157.1,441.4 157.2,442.5 157.4,443.7 157.6,444.8 157.9,445.9 158.3,447 158.6,448 159.1,448.9 159.5,449.8 160,450.6 
			160.5,451.3 161,451.9 161.6,452.4 162.1,452.9 162.7,453.2 163.2,453.4" class="st0"></polyline>
		<line y2="431.4" x2="158" y1="432.1" x1="157.6" class="st0"></line>
		<line y2="432.4" x2="158.2" y1="433.2" x1="157.9" class="st0"></line>
		<polyline points="158.6,431.8 159,431.2 159.5,430.7 159.9,430.4 160,430.4" class="st0"></polyline>
		<polyline points="162.5,453.8 162.2,453.7 161.6,453.4 161.1,453 160.5,452.4 159.9,451.8 159.4,451 158.9,450.2 
			158.5,449.3 158,448.3 157.6,447.2 157.3,446.1 157,445 156.7,443.8 156.5,442.6 156.4,441.4 156.3,440.2 156.3,439 156.3,437.9 
			156.4,436.8 156.5,435.7 156.7,434.7 156.9,433.7 157.2,432.9" class="st0"></polyline>
		<polyline points="187.8,440.8 185.1,440.2 184.5,440 183.9,439.4 175.5,429.3 174.9,428.3 174.3,427.1 174,425.6 
			173.9,424.1 173.8,423.1 173.6,422.1 173.4,421.2 173.1,420.3 172.7,419.4 172.3,418.7 171.9,418.2 171.4,417.8 170.9,417.6 
			170.4,417.5 167,418 166.6,418.1 166.2,418.4 165.8,418.9 165.5,419.5 165.3,420.3 165.1,421.1 165,422 164.7,422.6 164.3,423.1 
			163.9,423.4 162.7,423.9 161.7,424.8 160.7,426.1 160.1,427.3" class="st1"></polyline>
		<line y2="426.9" x2="164.4" y1="427.3" x1="161.3" class="st1"></line>
		<polyline points="186.7,441.5 187.2,441.2 188.2,440.5 189.2,440 189.6,439.8 190,439.3 190.2,438.6 190.4,437.8 
			190.6,436.9 190.8,436.2 191.1,435.6 191.5,435.1 191.9,434.8 192.3,434.6 195.7,434.2 196.2,434.2 196.7,434.5 197.2,434.9 
			197.6,435.4 198.1,436.1 198.4,437 198.7,437.9 198.9,438.8 199.1,439.8 199.2,440.8 199.2,441.8 199.4,442.8 199.7,443.7 
			200.1,444.5 201.1,446.4 201.9,448.4 202.7,450.6 203.3,452.9 203.8,455.3 204.1,457.8 204.2,460.2 204.2,462.6 204.2,463.4 
			204.3,464.2 204.5,465.1 204.7,465.8 205,466.5 205.4,467.1 205.8,467.5 206.2,467.8 206.7,468.2 207.2,468.8 207.7,469.6 
			208.1,470.5 208.4,471.6 208.7,472.7 208.8,473.9 208.8,475 208.7,476 208.5,476.8 208.2,477.6 207.9,478.2 207.5,478.6 
			207,478.8 203.5,479.3 203,479.3 202.4,479 199.2,476.9 198.7,476.5 197.9,475.4 197.5,475.1 196.9,474.9" class="st1"></polyline>
		<polyline points="189.5,473 190.4,473.9 191.4,474.7 192.7,475.4 194,475.7 195.2,475.5 197.6,475.2" class="st1"></polyline>
		<line y2="472.1" x2="193.8" y1="472.6" x1="190.6" class="st1"></line>
		<line y2="444" x2="186.6" y1="443.6" x1="189.7" class="st1"></line>
		<polyline points="170.8,458.8 169.3,459 168.2,458.9 167.2,458.6 166.1,458.1 164.9,457 164.2,456.3" class="st1"></polyline>
		<line y2="455.4" x2="168.5" y1="455.9" x1="165.3" class="st1"></line>
		<polyline points="170.3,458.8 170.7,458.7 171.2,458.9 179.6,464.5" class="st1"></polyline>
		<polyline points="168.1,426.1 168.6,425.9 168.9,425.3 169,424.4 168.9,423.4 168.7,422.4 168.3,421.7 167.9,421.2 
			167.4,421" class="st1"></polyline>
		<polyline points="179.6,447.9 179.2,447.5 178.8,447 178.4,446.6 178.1,446.3 177.7,446.2" class="st1"></polyline>
		<polyline points="180.2,446.1 180.6,445.9 180.9,445.3 181.1,444.4 181,443.4 180.8,442.4 180.4,441.6 180,441.2 
			179.5,441" class="st1"></polyline>
		<polyline points="193.4,442.8 193.8,442.6 194.1,441.9 194.3,441.1 194.2,440.1 194,439.1 193.6,438.3 193.2,437.8 
			192.7,437.7" class="st1"></polyline>
		<polyline points="203.2,476.2 203.5,476 203.7,475.7 203.8,475.1 203.9,474.5 203.9,473.5 203.6,472.6 203.3,471.8 
			202.8,471.3 202.3,471.2" class="st1"></polyline>
		<polyline points="204.1,457.8 204,457.3 203.9,456.1 203.7,454.8 203.4,453.6" class="st1"></polyline>
	</g>
	<g id="ID_1284">
		<line y2="348.7" x2="348" y1="348.3" x1="349.1" class="st0"></line>
		<line y2="355.1" x2="334.2" y1="354.7" x1="334.9" class="st0"></line>
		<polyline points="359,372.3 359.2,372.2 359.5,371.9 359.7,371.4 359.9,370.9 360,370.2 360.1,369.4 360,368.5 
			359.9,367.6 359.8,366.6 359.5,365.5 359.2,364.4 358.8,363.2 358.4,362 357.9,360.8 357.4,359.5 356.8,358.3 356.2,357.1 
			355.5,355.9 354.8,354.8 354.1,353.7 353.4,352.7 352.7,351.7 351.9,350.8 351.2,350 350.5,349.3 349.8,348.7 349.1,348.3 
			348.5,347.9 347.9,347.6 347.4,347.5 346.9,347.5 346.5,347.6" class="st1"></polyline>
	</g>
	<g id="ID_1282">
		<line y2="370" x2="245.1" y1="371.3" x1="245.8" class="st0"></line>
		<line y2="368.6" x2="245.4" y1="368.9" x1="245.6" class="st0"></line>
		<polyline points="237,371.8 236.9,371.7 236.8,371.4 236.8,371.2 236.8,371 236.9,370.8 236.9,370.6 237,370.3 
			237.1,370.1 237.3,369.9 237.4,369.6 237.6,369.4 237.8,369.2 238,369 238.3,368.9 238.5,368.7 238.8,368.5 239.1,368.4 
			239.4,368.3 239.6,368.2 239.9,368.1 240.2,368.1 240.5,368.1 240.7,368.1 241,368.1 241.3,368.1 241.5,368.2 241.7,368.3 
			241.9,368.4 242.1,368.5 242.2,368.7 242.4,368.8 242.5,369" class="st0"></polyline>
		<line y2="374.6" x2="235.3" y1="374.3" x1="235.1" class="st0"></line>
		<polyline points="244.9,367.6 245.1,367.9 245.2,368.3 245.2,368.7 245.3,369.1 245.2,369.6 245.1,370 245,370.4 
			244.8,370.9 244.5,371.3 244.2,371.8 243.9,372.2 243.5,372.6 243.1,372.9 242.6,373.3 242.2,373.6 241.7,373.9 241.1,374.2 
			240.6,374.4 240.1,374.6 239.5,374.8 239,374.9 238.5,374.9 237.9,374.9 237.4,374.9 236.9,374.9 236.5,374.7 236.1,374.6 
			235.7,374.4 235.3,374.2 235,373.9 234.7,373.6 234.5,373.3" class="st0"></polyline>
		<polygon points="246,370.5 246,370 245.9,369.6 245.8,369.3 245.6,368.9 244.9,367.6 244.7,367.2 244.4,366.9 
			244.1,366.7 243.8,366.4 243.4,366.3 242.9,366.1 242.5,366 242,365.9 241.5,365.9 241,365.9 240.4,366 239.9,366.1 239.4,366.2 
			238.8,366.4 238.3,366.7 237.8,366.9 237.3,367.2 236.8,367.6 236.3,367.9 235.9,368.3 235.6,368.7 235.2,369.1 234.9,369.5 
			234.7,370 234.5,370.4 234.3,370.9 234.2,371.3 234.2,371.7 234.2,372.1 234.2,372.5 234.4,372.9 234.5,373.3 235.3,374.6 
			235.5,374.9 235.7,375.2 236,375.5 236.4,375.7 236.8,375.9 237.2,376.1 237.7,376.2 238.2,376.3 238.7,376.3 239.2,376.3 
			239.7,376.2 240.3,376.1 240.8,375.9 241.3,375.8 241.9,375.5 242.4,375.3 242.9,375 243.4,374.6 243.8,374.3 244.2,373.9 
			244.6,373.5 244.9,373.1 245.2,372.6 245.5,372.2 245.7,371.8 245.8,371.3 245.9,370.9" class="st1"></polygon>
		<polyline points="242.5,369 242.5,369.2 242.6,369.4 242.6,369.6 242.6,369.8 242.6,370.1 242.5,370.3 242.4,370.5 
			242.3,370.8 242.2,371 242,371.2 241.8,371.4 241.6,371.6 241.4,371.8 241.1,372 240.9,372.2 240.6,372.3 240.4,372.4 
			240.1,372.6 239.8,372.6 239.5,372.7 239.2,372.8 238.9,372.8 238.7,372.8 238.4,372.8 238.2,372.7 237.9,372.7 237.7,372.6 
			237.5,372.5 237.4,372.3 237.2,372.2 237.1,372 237,371.8" class="st1"></polyline>
		<polyline points="241.7,371.5 241.5,371.5 241.2,371.6 240.9,371.7 240.6,371.9 240.4,372 240.1,372.2 239.9,372.4 
			239.6,372.6 239.5,372.7" class="st1"></polyline>
	</g>
	<g id="ID_1280">
		<line y2="372.4" x2="283.9" y1="372.4" x1="284" class="st0"></line>
		<polyline points="283.9,372.3 283.8,372.2 283.7,372.1 283.6,372" class="st0"></polyline>
		<polyline points="283.5,372 283.4,371.9 283.2,371.8 283.1,371.8 283,371.7" class="st0"></polyline>
		<line y2="372.3" x2="283.9" y1="372.4" x1="283.9" class="st0"></line>
		<line y2="372" x2="283.5" y1="372" x1="283.6" class="st0"></line>
		<polyline points="283.6,372.6 283.4,372.4 283.3,372.3 283.1,372.2 282.8,372.1 282.6,372 282.4,372 282.1,372 
			281.9,372 281.7,372.1 281.5,372.1" class="st0"></polyline>
		<polyline points="283,371.7 282.8,371.7 282.7,371.6 282.5,371.6 282.4,371.6 282.2,371.6 282.1,371.6 281.9,371.6 
			281.8,371.6 281.7,371.7 281.6,371.7 281.5,371.7 281.4,371.8 281.3,371.9" class="st0"></polyline>
	</g>
	<g id="ID_1278">
		<polyline points="355.5,378.9 355.5,379.6 355.1,380.3 354.4,380.8 352.2,381.9" class="st0"></polyline>
		<polyline points="352.8,361.3 352.7,362 352.3,362.7 351.6,363.2 349.4,364.3" class="st0"></polyline>
		<line y2="367.7" x2="343.9" y1="366.7" x1="345.9" class="st0"></line>
		<polyline points="345,348.7 344.2,348.6 343.3,348.8 341.1,349.9" class="st0"></polyline>
		<polyline points="334.3,350.3 334.4,350.8 334.4,351.3 334.1,351.7 333.7,352 333.2,352 332.7,352.2" class="st0"></polyline>
		<polyline points="346.4,381.1 346.5,381.1 347.2,381.4 347.9,381.5 348.5,381.4 349,381.2 349.4,380.9 349.8,380.4 
			350.1,379.8 350.3,379 350.4,378.1 350.4,377.1 350.3,376 350.1,374.8 349.9,373.5 349.5,372.1 349.1,370.6 348.6,369.2 
			348.1,367.7 347.4,366.1 346.7,364.6 346,363.1 345.2,361.6 344.7,360.7" class="st0"></polyline>
		<polyline points="347,380.8 347.2,380.8 347.6,381.1 347.9,381.5" class="st0"></polyline>
		<polyline points="333.7,352 334.3,352.1 335,352.3 335.7,352.7 336.5,353.2 337.2,353.8 338.1,354.6 338.9,355.4 
			339.7,356.4 340.6,357.5 341.4,358.6 342.2,359.8 343,361.1 343.8,362.5 344.5,363.8 345.2,365.2 345.9,366.7 346.5,368.1 
			347,369.5 347.4,370.8 347.8,372.2 348.1,373.4 348.4,374.6 348.5,375.8 348.6,376.8 348.6,377.7 348.5,378.6 348.3,379.3 
			348.1,379.8 347.7,380.3 347.3,380.6" class="st0"></polyline>
		<polyline points="343.4,358.7 342.6,357.4 341.7,356.2 340.8,355 339.9,354 339,353.1 338.1,352.2 337.3,351.6 
			336.5,351 335.7,350.6 335,350.4 334.3,350.3 333.7,350.3 333.2,350.5 332.8,350.9 332.4,351.4 332.1,352 332,352.6" class="st0"></polyline>
		<polyline points="345.4,381.6 345.8,381.3 346.1,380.8 346.4,380.3 346.5,379.5 346.6,378.7 346.6,377.8 346.6,376.8 
			346.4,375.6 346.2,374.4 345.9,373.2 345.5,371.8 345,370.5 344.5,369.1 343.9,367.7 343.3,366.2 342.6,364.8 341.9,363.5 
			341.1,362.1 340.3,360.8 339.4,359.6 338.6,358.4 337.8,357.4 336.9,356.4 336.1,355.6 335.3,354.8 334.5,354.2 333.8,353.7 
			333.1,353.3 332.4,353.1 331.8,353 331.2,353 330.8,353.2" class="st0"></polyline>
		<polyline points="345.2,390.1 347.3,389 347.7,388.7 348,388.3 348.1,387.8 348.1,387.3" class="st0"></polyline>
		<polyline points="339.4,384.6 347.3,389 348.2,389.4 349,389.7 349.7,389.9 350.4,389.9 350.6,389.9" class="st0"></polyline>
		<polyline points="341.4,383.6 348.1,387.3 348.9,387.7 349.7,388 350.5,388.2 351.2,388.2 351.4,388.2" class="st0"></polyline>
		<polyline points="330.2,343.9 332.3,342.8 333.2,342.5 334.1,342.6" class="st0"></polyline>
		<polyline points="352.8,390.5 353.3,390.1 353.7,389.5 354,388.8 354.3,388 354.5,387.1 354.6,386.1 354.7,384.9 
			354.7,383.7 354.6,382.4 354.4,380.8 351.6,363.2 351.4,362.2 351.2,361.2 350.9,360.2 350.5,359.1 350,358 349.5,356.9 
			349,355.8 348.4,354.7 347.7,353.7 347.1,352.7 346.4,351.8 345.8,351 345.1,350.3 344.5,349.7 343.9,349.2 343.3,348.8 
			332.3,342.8 331.5,342.3 330.6,342 329.8,341.8 329.1,341.8 328.4,341.8" class="st0"></polyline>
		<polyline points="329.2,344.4 328.9,344.8 328.5,345.4 328.2,346.1 328,347 327.9,348 327.8,349.1 327.8,350.2 
			327.9,351.5 327.9,351.7" class="st0"></polyline>
		<polyline points="327.3,344 327,344.4 326.6,345.1 326.4,345.9 326.3,346.3" class="st0"></polyline>
		<polyline points="337.3,385.7 345.2,390.1 346,390.5 346.8,390.8 347.5,391 348.2,391 348.9,391 349.5,390.8" class="st0"></polyline>
		<polyline points="350.1,391.9 350.6,391.6 351.1,391.2 351.5,390.6 351.9,389.9 352.1,389.1 352.3,388.2 352.5,387.2 
			352.5,386 352.5,384.8 352.4,383.5 352.2,381.9 349.4,364.3 349.3,363.3 349,362.3 348.7,361.3 348.3,360.2 347.8,359.1 
			347.3,358 346.8,356.9 346.2,355.8 345.6,354.8 344.9,353.8 344.3,352.9 343.6,352.1 343,351.4 342.3,350.8 341.7,350.3 
			341.1,349.9 330.2,343.9 329.3,343.4 328.4,343.1 327.7,342.9 326.9,342.9 326.2,342.9 325.6,343.1" class="st0"></polyline>
		<polyline points="326.2,344.3 325.7,344.6 325.2,345 324.8,345.5 324.8,345.6" class="st0"></polyline>
		<polyline points="336.4,386.1 345.5,391.2 346.4,391.6 347.2,392 348,392.1 348.8,392.2 349.4,392.1 350.1,391.9 
			352.2,390.8 352.8,390.5 353.8,389.7 354.3,389.2 354.7,388.5 355.1,387.6 355.4,386.8 355.6,385.9 355.8,384.9 355.8,383.7 
			355.8,382.9 355.8,381.7 355.7,380.3 355.5,378.9 352.8,361.3 352.6,360.5 352.4,359.7 352.1,358.8 351.8,357.9 351.4,356.9 
			351,356 350.5,355.1 350,354.2 349.5,353.3 349,352.5 348.4,351.7 347.9,351.1 347.3,350.4 346.8,349.9 346.2,349.5 345.6,349.1 
			345,348.7 334.1,342.6 333.2,342.2 332.3,341.9 331.5,341.7 330.6,341.5 329.8,341.5 329.1,341.6 328.4,341.8 327.8,342 
			325.6,343.1 325.1,343.4 324.6,343.9 324.2,344.5 323.8,345.1 323.7,345.6" class="st1"></polyline>
		<polyline points="326.2,344.3 326.8,344.1 327.4,344 328.1,344.1 328.9,344.3 329.7,344.6 330.5,345 341.5,351.1 
			342,351.4 342.5,351.8 343.1,352.3 343.7,353 344.2,353.7 344.8,354.5 345.4,355.3 345.9,356.2 346.4,357.1 346.9,358.1 
			347.4,359.1 347.8,360 348.1,361 348.4,361.9 348.6,362.8 348.8,363.6 351.5,381.2 351.7,382.8 351.8,384 351.8,385.2 
			351.8,386.2 351.7,387.2 351.5,388.1 351.2,388.9 350.9,389.5 350.5,390 350,390.5 349.5,390.8" class="st1"></polyline>
		<polyline points="332.7,352.2 330.8,353.2 330.4,353.5" class="st1"></polyline>
		<polyline points="345.2,372.7 344.9,371.5 344.5,370.2 344,368.9 343.4,367.6 342.9,366.3 342.2,365 341.5,363.8 
			340.8,362.5 340.1,361.4 339.3,360.2 338.6,359.2 337.8,358.2 337,357.3 336.3,356.5 335.5,355.8 334.8,355.2 334.1,354.8 
			333.5,354.5 333.2,354.4" class="st1"></polyline>
		<polyline points="345.6,374.4 345.7,375 345.9,376 345.9,377 345.9,377.8 345.8,378.6 345.7,379" class="st1"></polyline>
		<line y2="380.7" x2="347.3" y1="380.7" x1="347.2" class="st1"></line>
		<line y2="380.7" x2="347.3" y1="380.7" x1="347.1" class="st1"></line>
		<polyline points="344.8,381.8 344.9,381.8 345.4,381.6 347.3,380.6" class="st1"></polyline>
	</g>
	<g id="ID_1276">
		<line y2="356.9" x2="329.5" y1="357" x1="329.5" class="st0"></line>
		<line y2="359" x2="322.1" y1="359.2" x1="322.1" class="st0"></line>
		<line y2="348.8" x2="324.6" y1="359.3" x1="327.7" class="st0"></line>
		<line y2="347.1" x2="322" y1="348.4" x1="322.4" class="st0"></line>
		<polyline points="321.3,348 321.2,347.9 321.3,347.7 321.4,347.6 321.6,347.4 321.8,347.3 322,347.1 322.3,347 
			322.6,346.9 322.8,346.8 323.1,346.8 323.4,346.8 323.7,346.8 323.9,346.9 324,347 324.2,347.1 324.2,347.2" class="st0"></polyline>
		<polyline points="326.4,346.6 326.5,346.7 326.5,346.9 326.4,347.1 326.3,347.3 326.2,347.5 326.1,347.7 325.9,347.9 
			325.7,348.1 325.4,348.3 325.2,348.5 324.9,348.7 324.6,348.8 324.2,349 323.9,349.1 323.6,349.3 323.2,349.4 322.8,349.5 
			322.5,349.5 322.1,349.6 321.7,349.6 321.4,349.7 321.1,349.7 320.7,349.6 320.4,349.6 320.2,349.6 319.9,349.5 319.7,349.4 
			319.5,349.3 319.3,349.1 319.2,349 319.1,348.8 319,348.7" class="st0"></polyline>
		<polygon points="329.5,357.2 329.5,357.4 329.5,357.6 329.4,357.8 329.3,358 329.2,358.2 329,358.4 328.8,358.6 
			328.5,358.8 328.3,359 328,359.1 327.7,359.3 327.3,359.5 327,359.6 326.6,359.7 326.3,359.8 325.9,359.9 325.5,360 325.2,360.1 
			324.8,360.1 324.5,360.1 324.1,360.1 323.8,360.1 323.5,360.1 323.2,360 323,359.9 322.7,359.9 322.6,359.7 322.4,359.6 
			322.3,359.5 322.2,359.3 322.1,359.2 319,348.7 319,348.5 319,348.3 319,348.1 319.1,347.9 319.2,347.7 319.4,347.5 319.6,347.3 
			319.8,347.1 320,346.9 320.3,346.7 320.6,346.6 320.9,346.4 321.2,346.2 321.6,346.1 321.9,346 322.3,345.9 322.6,345.8 
			323,345.7 323.4,345.6 323.7,345.6 324.1,345.6 324.4,345.6 324.7,345.6 325,345.6 325.3,345.7 325.6,345.8 325.8,345.8 326,346 
			326.2,346.1 326.3,346.2 326.4,346.4 326.4,346.6 329.5,357" class="st1"></polygon>
		<polyline points="324.2,347.2 324.2,347.3 324.2,347.5 324.1,347.7 323.9,347.8 323.7,348 323.5,348.1 323.2,348.2 
			322.9,348.3 322.6,348.4 322.3,348.4 322.1,348.4 321.8,348.4 321.6,348.4 321.4,348.3 321.3,348.2 321.3,348" class="st1"></polyline>
	</g>
</g>
<g id="ID_1052">
	<line y2="428" x2="156.8" y1="428.3" x1="156.3" class="st0"></line>
	<line y2="427.8" x2="157.5" y1="427.4" x1="157.5" class="st0"></line>
	<line y2="427.6" x2="157.7" y1="427.7" x1="157.6" class="st0"></line>
	<polyline points="160.7,428.4 160.1,428 159.4,427.7 158.8,427.6 158.2,427.6 157.6,427.7 157.5,427.8" class="st0"></polyline>
	<line y2="456.2" x2="163" y1="455.9" x1="163.6" class="st0"></line>
	<line y2="456.1" x2="163" y1="456.8" x1="163.1" class="st0"></line>
	<polyline points="163.1,456.3 163,456.2 163,456.1" class="st0"></polyline>
	<line y2="456.6" x2="161.7" y1="456.5" x1="162.3" class="st0"></line>
	<line y2="456.4" x2="160.5" y1="456.6" x1="161.1" class="st0"></line>
	<polyline points="162.4,457 163.1,456.8 163.2,456.8" class="st0"></polyline>
	<polyline points="166.5,440.4 166.6,440.3 166.8,440.3" class="st0"></polyline>
	<polyline points="164.1,455.4 164.6,454.8 165.1,454.1 165.5,453.3 165.9,452.5 166.2,451.5 166.5,450.4 166.7,449.3 
		166.8,448.1 166.9,446.9 167,445.6 166.9,444.3 166.9,443 166.7,441.7 166.5,440.4" class="st0"></polyline>
	<line y2="438.8" x2="166.3" y1="437.6" x1="165.9" class="st0"></line>
	<line y2="440.3" x2="166.6" y1="438.8" x1="166.3" class="st0"></line>
	<polyline points="164.7,434 165.2,435.1 165.6,436.3" class="st0"></polyline>
	<polyline points="161.4,428.9 162,429.5 162.6,430.2 163.2,431 163.7,431.9 164.3,432.9" class="st0"></polyline>
	<polyline points="154.2,438.3 154.2,437.2 154.4,436.1 154.6,435.1 154.8,434.2 155.1,433.4 155.4,432.6 155.8,431.9 
		156.2,431.3 156.7,430.8 157.2,430.5 157.7,430.2 158.2,430.1 158.8,430 159.3,430.1" class="st0"></polyline>
	<polyline points="162.7,453.7 162.2,454 161.7,454.1 161.1,454.1 160.6,454 160,453.8 159.4,453.5 158.9,453.1 
		158.3,452.6 157.8,451.9 157.3,451.2 156.8,450.4 156.3,449.5 155.9,448.5 155.5,447.5 155.2,446.4 154.9,445.3 154.6,444.1 
		154.4,443 154.3,441.8 154.2,440.6 154.1,439.4" class="st0"></polyline>
	<line y2="439.4" x2="154.1" y1="438.3" x1="154.2" class="st0"></line>
	<polygon points="165.8,444.7 165.8,445.9 165.7,447 165.6,448.1 165.4,449.1 165.1,450 164.8,450.9 164.5,451.7 
		164.1,452.4 163.7,452.9 163.2,453.4 162.7,453.8 162.2,454.1 161.7,454.2 161.1,454.2 160.5,454.2 160,454 159.4,453.6 
		158.8,453.2 158.3,452.7 157.7,452 157.2,451.3 156.7,450.5 156.2,449.6 155.8,448.6 155.4,447.6 155.1,446.5 154.8,445.3 
		154.5,444.2 154.3,443 154.2,441.8 154.1,440.6 154.1,439.4 154.1,438.3 154.2,437.2 154.3,436.1 154.5,435.1 154.7,434.1 
		155,433.3 155.3,432.5 155.7,431.8 156.2,431.2 156.6,430.7 157.1,430.4 157.6,430.1 158.2,430 158.7,429.9 159.3,430 159.9,430.2 
		160.4,430.5 161,431 161.6,431.5 162.1,432.1 162.6,432.9 163.1,433.7 163.6,434.6 164,435.6 164.4,436.6 164.8,437.7 165.1,438.8 
		165.3,440 165.5,441.2 165.7,442.4 165.8,443.6" class="st0"></polygon>
	<line y2="445.4" x2="153.4" y1="445.3" x1="153.7" class="st0"></line>
	<polyline points="161.3,427.3 162,427.6 162.7,428 163.4,428.5 164,429.1 164.7,429.9 165.3,430.8 165.9,431.7 
		166.5,432.8 167,434 167.4,435.2 167.9,436.5 168.2,437.9 168.5,439.3 168.8,440.7 168.9,442.1 169,443.6 169.1,445 169.1,446.4 
		169,447.7 168.8,449 168.6,450.2 168.3,451.3 167.9,452.3 167.5,453.3 167.1,454.1 166.6,454.8 166,455.4 165.4,455.8" class="st0"></polyline>
	<polyline points="161.8,454 161.2,454.1 160.7,454 160.1,453.8 159.5,453.5 159,453 158.4,452.5 157.9,451.9 
		157.4,451.2 156.9,450.4 156.4,449.5 156,448.5 155.6,447.5 155.3,446.4 155,445.3 154.7,444.1 154.5,443 154.4,441.8 154.3,440.6 
		154.3,439.4 154.3,438.3 154.4,437.2 154.5,436.2 154.7,435.2 154.9,434.2 155.2,433.4 155.5,432.6 155.9,431.9 156.3,431.3 
		156.8,430.9 157.3,430.5 157.8,430.2 158.3,430.1" class="st0"></polyline>
	<polyline points="162.3,453.9 162.2,454 162.2,454.1" class="st0"></polyline>
	<line y2="456.6" x2="161.9" y1="456.6" x1="162.3" class="st0"></line>
	<polyline points="166.5,440.4 166.7,441.7 166.8,443 166.9,444.3 166.9,445.6 166.8,446.9 166.7,448.1 166.6,449.3 
		166.4,450.4 166.1,451.4 165.8,452.4 165.4,453.3 165,454 164.6,454.7 164.1,455.3 163.5,455.8 163,456.1" class="st0"></polyline>
	<polyline points="158.3,427.5 158.9,427.5 159.5,427.7 160.2,427.9 160.8,428.3 161.5,428.8 162.1,429.4 162.7,430.2 
		163.3,431 163.8,431.9 164.4,432.9 164.8,433.9 165.3,435.1 165.7,436.3 166.1,437.5 166.4,438.8" class="st0"></polyline>
	<polyline points="162.7,453.7 162.1,453.5 161.5,453.2 161,452.8 160.4,452.2 159.9,451.6 159.4,450.9 158.9,450.1 
		158.4,449.2 158,448.2 157.6,447.2 157.3,446.1 157,445 156.7,443.8 156.5,442.7 156.4,441.5 156.3,440.3 156.3,439.2 156.3,438 
		156.4,436.9 156.5,435.9 156.7,434.9 156.9,434 157.2,433.1 157.5,432.3 157.9,431.6 158.3,431.1 158.8,430.6 159.3,430.2" class="st0"></polyline>
	<polyline points="159,430.1 157.8,430.2 157.7,430.2 157.6,430.1" class="st0"></polyline>
	<polyline points="166.2,438.9 165.9,437.6 165.5,436.4 165.1,435.2 164.7,434 164.2,433 163.7,432 163.1,431.1 
		162.5,430.3 161.9,429.6 161.3,429 160.7,428.5 160,428.1 159.4,427.8 158.8,427.7 158.2,427.7 157.5,427.8" class="st0"></polyline>
	<polyline points="163.1,456.3 163.7,455.9 164.2,455.4 164.7,454.8 165.2,454.2 165.6,453.4 166,452.5 166.3,451.5 
		166.6,450.4 166.8,449.3 166.9,448.1 167,446.9 167.1,445.6 167.1,444.3 167,443 166.9,441.7 166.7,440.3" class="st0"></polyline>
	<polyline points="163.2,456.4 164.8,456.1 164.9,456.1" class="st0"></polyline>
	<polyline points="153.7,445.3 154,446.6 154.3,447.8 154.7,449 155.2,450.1 155.7,451.2 156.2,452.2 156.7,453.1 
		157.3,453.9 157.9,454.6 158.5,455.2 159.2,455.7 159.8,456.1 160.4,456.3 161.1,456.5 161.7,456.5 162.3,456.4" class="st0"></polyline>
	<polyline points="156.9,428 156.3,428.4 155.8,428.9 155.3,429.4 154.8,430.1 154.4,430.9 154.1,431.8 153.7,432.8 
		153.5,433.8 153.3,434.9 153.1,436.1 153,437.3 153,438.6 153,439.9 153.1,441.2 153.2,442.5 153.4,443.8" class="st0"></polyline>
	<polyline points="153.7,445.3 153.5,445.4 153.4,445.4 153.1,443.9 153.4,443.8 153.2,442.5 153.1,441.2 153,439.8 
		153,438.5 153,437.3 153.1,436 153.3,434.9 153.5,433.7 153.7,432.7 154.1,431.7 154.4,430.8 154.8,430 155.3,429.3 155.8,428.8 
		156.3,428.3" class="st1"></polyline>
	<polyline points="158.3,430.1 158.9,430.1 159.4,430.1 159.9,430.3 160.5,430.6 161,431.1 161.6,431.6 162.1,432.2 
		162.7,432.9 163.1,433.8 163.6,434.7 164,435.6 164.4,436.7 164.8,437.7 165.1,438.9 165.3,440 165.5,441.2 165.7,442.4 
		165.7,443.5 165.8,444.7 165.8,445.9 165.7,447 165.5,448 165.4,449 165.1,449.9 164.8,450.8 164.5,451.6 164.1,452.3 163.7,452.8 
		163.2,453.3 162.8,453.7 162.3,453.9 161.8,454" class="st1"></polyline>
	<polyline points="163.1,456.3 163.2,456.8 162.6,457 162.4,457 162.3,456.4" class="st1"></polyline>
	<polyline points="159.4,430.1 159.3,430.2 158.9,430.5 158.4,431 158,431.6 157.6,432.3 157.3,433.1 157,433.9 
		156.7,434.8 156.6,435.8 156.4,436.9 156.3,438 156.3,439.1 156.4,440.3 156.4,441.5 156.6,442.7 156.8,443.8 157,445 157.3,446.1 
		157.7,447.2 158.1,448.2 158.5,449.2 159,450.1 159.4,450.9 160,451.6 160.5,452.3 161.1,452.8 161.6,453.2 162.2,453.5 
		162.7,453.7" class="st1"></polyline>
	<polyline points="163.2,456.4 164.1,456.3 164.8,456.1 165.4,455.8 165.5,455.8 166.1,455.3 166.6,454.7 167.1,454 
		167.6,453.2 168,452.3 168.4,451.3 168.6,450.1 168.9,448.9 169,447.7 169.1,446.3 169.1,444.9 169.1,443.5 169,442.1 168.8,440.7 
		168.6,439.3 168.3,437.9 167.9,436.5 167.5,435.2 167.1,434 166.5,432.8 166,431.8 165.4,430.8 164.8,429.9 164.1,429.1 
		163.4,428.5 162.8,428 162.1,427.6 161.4,427.4 161.3,427.3 160.6,427.2 159.9,427.3 158.3,427.5 157.7,427.6 157.6,427.4 
		157.5,427.4 156.8,427.7 156.9,428" class="st1"></polyline>
	<line y2="428" x2="156.9" y1="427.9" x1="156.9" class="st1"></line>
	<line y2="427.9" x2="156.8" y1="428.2" x1="156.4" class="st1"></line>
	<polyline points="162.3,456.6 161.8,456.6 161.2,456.6 160.6,456.5 160.5,456.4 159.8,456.2 159.2,455.8 158.6,455.3 
		157.9,454.7 157.3,454 156.8,453.1 156.2,452.2 155.7,451.2 155.2,450.2 154.7,449 154.3,447.9 154,446.6 153.7,445.3" class="st1"></polyline>
	<line y2="456.4" x2="162.3" y1="456.5" x1="162.4" class="st1"></line>
	<polyline points="166.7,440.3 166.8,440.3 166.5,438.8 166.3,438.8 166.2,438.9" class="st1"></polyline>
</g>
<g id="ID_1018">
	<polyline points="116.6,494.4 116.5,494.7 116.3,495" class="st0"></polyline>
	<polyline points="117.5,491.6 117.7,491.5 118,491.5 118.2,491.5 118.4,491.5 118.6,491.5 118.7,491.5 118.9,491.5 
		119,491.5 119,491.5 119.1,491.5 119.1,491.6" class="st0"></polyline>
	<polyline points="116.3,495.1 116.8,495 116.9,495 117,494.9 117.1,494.7 117.2,494.6 117.3,494.4 117.4,494.2 
		117.5,494 117.5,493.8 117.6,493.5 117.6,493.3 117.6,493 117.6,492.7 117.6,492.4 117.6,492.1 117.5,491.8 117.5,491.6 
		117.4,491.3 117.4,491 117.3,490.7 117.2,490.5 117.1,490.3 117,490.1 116.8,489.9 116.7,489.7 116.6,489.5 116.4,489.4 
		116.3,489.3 116.2,489.3 116,489.2 115.9,489.2" class="st0"></polyline>
	<polyline points="115.5,489.3 115.3,489.2 115.1,489.1" class="st0"></polyline>
	<polyline points="106.1,495.5 106.3,495.2 106.9,495.1" class="st0"></polyline>
	<line y2="497.8" x2="107.1" y1="497.8" x1="106.9" class="st0"></line>
	<polyline points="108.2,496.9 108.3,496.6 108.4,496.3 108.5,495.9 108.6,495.6 108.6,495.2 108.6,494.8 108.6,494.4 
		108.6,494 108.6,493.6 108.5,493.2 108.5,492.8 108.4,492.4 108.3,492 108.2,491.6 108,491.2 107.9,490.9 107.7,490.6 107.5,490.3 
		107.4,490 107.2,489.8" class="st0"></polyline>
	<polyline points="107.3,497.7 107.5,497.6 107.6,497.5 107.8,497.3 107.9,497.1 108.1,496.9 108.2,496.6 108.3,496.3 
		108.4,496 108.5,495.6 108.5,495.3 108.5,494.9 108.5,494.5 108.5,494 108.5,493.6 108.4,493.2 108.4,492.8 108.3,492.4 108.2,492 
		108.1,491.6 107.9,491.2 107.8,490.9 107.6,490.6 107.4,490.3 107.2,490 107.1,489.8 106.9,489.6 106.7,489.4 106.5,489.3 
		106.3,489.2" class="st0"></polyline>
	<line y2="489.2" x2="105.9" y1="489.3" x1="105.7" class="st0"></line>
	<line y2="491.9" x2="106.5" y1="491.6" x1="106.2" class="st0"></line>
	<polyline points="106.3,489.5 106.7,489.4 106.8,489.5" class="st0"></polyline>
	<polyline points="106.7,495.2 106.5,495.2 106.3,495.2 106.2,495 106,494.8 105.9,494.6 105.8,494.3 105.7,494 
		105.6,493.6 105.6,493.3 105.6,493 105.6,492.6 105.7,492.4 105.8,492.1 105.9,492 106,491.8 106.2,491.8" class="st0"></polyline>
	<polyline points="116.4,490.7 116.5,491.2 116.6,491.6 116.7,492.1 116.7,492.6 116.8,493.1 116.7,493.5 108.7,494.7" class="st0"></polyline>
	<line y2="491" x2="107.9" y1="489.8" x1="116" class="st0"></line>
	<polyline points="106.8,497.8 107,497.8 107.1,497.7 107.3,497.6 107.5,497.4 107.6,497.2 107.8,496.9 107.9,496.7 
		108,496.4 108.1,496 108.1,495.7 108.2,495.3 108.2,494.9 108.2,494.5 108.2,494.1 108.2,493.7 108.1,493.2 108.1,492.8 108,492.4 
		107.9,492 107.7,491.6 107.6,491.3 107.5,490.9 107.3,490.6 107.1,490.3 106.9,490 106.7,489.8 106.5,489.6 106.3,489.5 
		106.1,489.4 105.9,489.3 105.7,489.3 105.5,489.3" class="st0"></polyline>
	<polyline points="106.4,491.8 106.2,491.6 106.1,491.5 105.9,491.5 105.7,491.6 105.5,491.7 105.4,491.9 105.3,492.2 
		105.2,492.5 105.2,492.9 105.2,493.3 105.2,493.7 105.3,494.1 105.4,494.5 105.5,494.8 105.7,495.1 105.9,495.3 106.1,495.5 
		106.3,495.6 106.4,495.6 106.6,495.5 106.8,495.4 106.9,495.2" class="st0"></polyline>
	<polyline points="107.2,489.8 107,489.6 106.8,489.5 106.6,489.3 106.4,489.3 106.3,489.2 106.1,489.2 105.9,489.2 
		105.5,489.3 105.3,489.3 105.2,489.4 105,489.5 104.8,489.7 104.7,489.9 104.5,490.2 104.4,490.4 104.3,490.7 104.2,491.1 
		104.2,491.4 104.1,491.8 104.1,492.2 104.1,492.6 104.1,493 104.1,493.4 104.2,493.9 104.2,494.3 104.3,494.7 104.4,495.1 
		104.6,495.5 104.7,495.8 104.8,496.2 105,496.5 105.2,496.8 105.4,497.1 105.6,497.3 105.8,497.5 106,497.6 106.2,497.7 
		106.4,497.8 106.6,497.8 106.8,497.8 107.1,497.8 107.3,497.7 107.4,497.7 107.6,497.6 107.7,497.5 107.9,497.3 108,497.1 
		108.2,496.9" class="st1"></polyline>
	<polyline points="108,497.1 115.7,496 115.9,495.7 116.1,495.4 116.3,495 116.5,494.7 116.6,494.4 116.7,494.1 
		116.7,493.8 116.7,493.5 116.8,493.3 116.8,492.9 116.7,492.5 116.7,492.1 116.6,491.6 116.5,491.2 116.5,491.2 116.4,490.8 
		116.4,490.7 116.2,490.3 116,489.8 115.9,489.7 115.7,489.5 115.6,489.3 115.3,489.2 115.1,489 114.8,488.9 114.5,488.8 
		114.2,488.6 107,489.6" class="st1"></polyline>
	<polyline points="106.5,491.9 106.3,491.8 106.2,491.8" class="st1"></polyline>
	<polyline points="106.9,495.2 107,494.9 107.1,494.6 107.1,494.2 107.1,493.8 107.1,493.4 107,493 106.9,492.6 
		106.8,492.3 106.6,492 106.4,491.8" class="st1"></polyline>
	<polyline points="108.2,496.8 108.3,496.5 108.4,496.2 108.5,495.9 108.6,495.5 108.6,495.2 108.7,494.8 108.7,494.4 
		108.7,494 108.6,493.6 108.6,493.2 108.5,492.8 108.4,492.4 108.3,492 108.2,491.6 108.1,491.3 107.9,490.9 107.8,490.6 
		107.6,490.3 107.4,490.1" class="st1"></polyline>
	<polyline points="107,495.1 106.8,495.2 106.7,495.2" class="st1"></polyline>
	<polyline points="116.3,495.1 116.7,495.1 116.9,495 117.2,494.9 117.3,494.9 117.5,494.8 117.6,494.7 117.9,494.6 
		118.1,494.5 118.2,494.4 118.3,494.2 118.4,494.1 118.6,493.9 118.7,493.8 118.8,493.6 118.8,493.5 118.9,493.3 119,493.2 119,493 
		119.1,492.9 119.1,492.7 119.1,492.6 119.1,492.5" class="st1"></polyline>
	<polyline points="115.4,489.3 115.7,489.2 115.9,489.2 116.1,489.2 116.4,489.2 116.5,489.2 116.8,489.2 117,489.3 
		117.2,489.3 117.4,489.4 117.5,489.5 117.7,489.6 117.9,489.7 118,489.8 118.2,490 118.3,490 118.4,490.1 118.5,490.3 118.6,490.4 
		118.7,490.6 118.8,490.7 118.9,490.8 118.9,490.9 119,491" class="st1"></polyline>
	<polyline points="119,491.2 119,491.3 119.1,491.4 119.1,491.5 119.1,491.7 119.2,491.8 119.2,492 119.2,492.1 
		119.2,492.2 119.2,492.4" class="st1"></polyline>
</g>
<g id="ID_1012">
	<polyline points="67,457.7 66.9,458 66.8,458.2" class="st0"></polyline>
	<polyline points="67.9,455.3 68.2,455.3 68.4,455.3 68.6,455.3 68.8,455.3 69,455.3 69.2,455.3 69.3,455.3 69.4,455.3 
		69.5,455.3 69.5,455.3 69.5,455.4" class="st0"></polyline>
	<polyline points="66.7,458.3 67.2,458.2 67.4,458.1 67.5,458.1 67.6,458 67.7,457.8 67.8,457.7 67.9,457.5 67.9,457.4 
		68,457.2 68,457 68.1,456.7 68.1,456.5 68.1,456.3 68.1,456.1 68,455.8 68,455.6 67.9,455.3 67.9,455.1 67.8,454.9 67.7,454.7 
		67.6,454.5 67.5,454.3 67.4,454.1 67.3,453.9 67.1,453.8 67,453.7 66.9,453.6 66.7,453.5 66.6,453.4 66.5,453.4 66.3,453.4" class="st0"></polyline>
	<polyline points="66,453.5 65.8,453.4 65.6,453.3" class="st0"></polyline>
	<polyline points="56.5,458.6 56.8,458.3 57.4,458.2" class="st0"></polyline>
	<line y2="460.5" x2="57.5" y1="460.5" x1="57.3" class="st0"></line>
	<polyline points="58.6,459.7 58.7,459.5 58.8,459.2 58.9,459 59,458.7 59,458.4 59.1,458 59.1,457.7 59.1,457.4 
		59,457 59,456.7 58.9,456.3 58.8,456 58.7,455.7 58.6,455.4 58.5,455.1 58.3,454.8 58.2,454.5 58,454.3 57.8,454.1 57.6,453.9" class="st0"></polyline>
	<polyline points="57.7,460.4 57.9,460.4 58.1,460.2 58.2,460.1 58.4,459.9 58.5,459.7 58.6,459.5 58.7,459.3 58.8,459 
		58.9,458.7 58.9,458.4 59,458.1 59,457.7 59,457.4 58.9,457 58.9,456.7 58.8,456.3 58.7,456 58.6,455.7 58.5,455.4 58.4,455.1 
		58.2,454.8 58,454.5 57.9,454.3 57.7,454.1 57.5,453.9 57.3,453.7 57.1,453.6 56.9,453.5 56.7,453.4" class="st0"></polyline>
	<line y2="453.4" x2="56.3" y1="453.5" x1="56.1" class="st0"></line>
	<line y2="455.6" x2="56.9" y1="455.4" x1="56.7" class="st0"></line>
	<polyline points="56.8,453.6 57.1,453.6 57.2,453.6" class="st0"></polyline>
	<polyline points="57.1,458.4 56.9,458.4 56.8,458.3 56.6,458.2 56.5,458 56.3,457.8 56.2,457.6 56.1,457.3 56.1,457 
		56,456.8 56,456.5 56.1,456.2 56.1,456 56.2,455.8 56.3,455.7 56.5,455.6 56.6,455.5" class="st0"></polyline>
	<polyline points="66.8,454.7 67,455 67.1,455.4 67.1,455.8 67.2,456.2 67.2,456.6 67.2,457 59.1,457.9" class="st0"></polyline>
	<line y2="454.8" x2="58.4" y1="453.9" x1="66.4" class="st0"></line>
	<polyline points="57.2,460.5 57.4,460.5 57.6,460.4 57.8,460.3 57.9,460.1 58.1,460 58.2,459.8 58.3,459.6 58.4,459.3 
		58.5,459 58.6,458.7 58.6,458.4 58.7,458.1 58.7,457.8 58.7,457.4 58.6,457.1 58.6,456.7 58.5,456.4 58.4,456 58.3,455.7 
		58.2,455.4 58.1,455.1 57.9,454.8 57.7,454.5 57.6,454.3 57.4,454.1 57.2,453.9 57,453.7 56.8,453.6 56.6,453.5 56.4,453.5 
		56.2,453.4 56,453.4" class="st0"></polyline>
	<polyline points="56.9,455.5 56.7,455.4 56.5,455.3 56.3,455.3 56.1,455.4 56,455.5 55.8,455.6 55.7,455.9 55.6,456.1 
		55.6,456.4 55.6,456.8 55.7,457.1 55.7,457.4 55.8,457.7 56,458 56.1,458.2 56.3,458.4 56.5,458.6 56.7,458.6 56.9,458.7 
		57.1,458.6 57.2,458.5 57.4,458.3" class="st0"></polyline>
	<polyline points="57.6,453.9 57.4,453.7 57.2,453.6 57,453.5 56.8,453.4 56.7,453.4 56.5,453.4 56.3,453.4 56,453.4 
		55.8,453.5 55.6,453.6 55.4,453.7 55.3,453.8 55.1,454 55,454.2 54.9,454.4 54.8,454.7 54.7,454.9 54.6,455.2 54.6,455.5 
		54.5,455.9 54.5,456.2 54.5,456.5 54.6,456.9 54.6,457.2 54.7,457.6 54.8,457.9 54.9,458.2 55,458.6 55.1,458.9 55.3,459.1 
		55.5,459.4 55.6,459.6 55.8,459.9 56,460 56.2,460.2 56.4,460.3 56.6,460.4 56.8,460.5 57,460.5 57.2,460.5 57.5,460.5 57.7,460.4 
		57.8,460.4 58,460.3 58.2,460.2 58.3,460.1 58.5,459.9 58.6,459.7" class="st1"></polyline>
	<polyline points="58.5,459.9 66.1,459 66.4,458.7 66.6,458.5 66.8,458.2 66.9,458 67,457.7 67.1,457.5 67.2,457.2 
		67.2,457 67.2,456.8 67.2,456.5 67.2,456.1 67.1,455.8 67.1,455.4 67,455.1 67,455 66.9,454.7 66.8,454.7 66.6,454.3 66.4,453.9 
		66.3,453.8 66.2,453.6 66,453.5 65.8,453.4 65.5,453.3 65.3,453.1 65,453 64.6,452.9 57.4,453.7" class="st1"></polyline>
	<polyline points="56.9,455.6 56.8,455.5 56.6,455.5" class="st1"></polyline>
	<polyline points="57.4,458.3 57.5,458.1 57.5,457.8 57.6,457.5 57.6,457.2 57.5,456.9 57.5,456.5 57.3,456.2 
		57.2,455.9 57.1,455.7 56.9,455.5" class="st1"></polyline>
	<polyline points="58.7,459.6 58.8,459.4 58.9,459.2 59,458.9 59,458.6 59.1,458.3 59.1,458 59.1,457.7 59.1,457.3 
		59.1,457 59,456.7 59,456.3 58.9,456 58.8,455.7 58.6,455.4 58.5,455.1 58.4,454.8 58.2,454.6 58,454.3 57.9,454.1" class="st1"></polyline>
	<polyline points="57.4,458.2 57.3,458.3 57.1,458.4" class="st1"></polyline>
	<polyline points="66.7,458.3 67.1,458.2 67.4,458.2 67.6,458.1 67.7,458.1 68,458 68.1,458 68.3,457.8 68.5,457.7 
		68.6,457.6 68.8,457.5 68.9,457.4 69,457.3 69.1,457.2 69.2,457 69.3,456.9 69.4,456.8 69.4,456.7 69.5,456.6 69.5,456.4 
		69.6,456.3 69.6,456.2 69.6,456.1" class="st1"></polyline>
	<polyline points="65.9,453.4 66.2,453.4 66.3,453.4 66.6,453.4 66.8,453.4 67,453.4 67.2,453.4 67.5,453.5 67.6,453.5 
		67.8,453.6 68,453.6 68.2,453.7 68.4,453.8 68.5,453.9 68.7,454 68.7,454.1 68.8,454.2 69,454.3 69.1,454.4 69.2,454.5 69.2,454.6 
		69.3,454.7 69.3,454.8 69.4,454.9" class="st1"></polyline>
	<polyline points="69.4,455 69.5,455.1 69.5,455.2 69.6,455.3 69.6,455.4 69.6,455.5 69.6,455.7 69.6,455.8 69.6,455.9 
		69.6,456" class="st1"></polyline>
</g>
<g id="ID_1500">
	<line y2="330.9" x2="663.7" y1="330.8" x1="663.4" class="st0"></line>
	<line y2="329.6" x2="665.4" y1="329.8" x1="665.3" class="st0"></line>
	<polyline points="666.6,329.9 666.7,329.9 666.8,329.8 666.9,329.7 667,329.7 667.1,329.6 667.2,329.5" class="st0"></polyline>
	<line y2="330.9" x2="667.6" y1="330.5" x1="667.4" class="st0"></line>
	<line y2="329.7" x2="665.2" y1="329.8" x1="665.3" class="st0"></line>
	<polyline points="665.1,329.2 665.1,329.3 665.1,329.5" class="st0"></polyline>
	<polyline points="663.4,325.5 663.5,325.5 663.5,325.5 663.5,325.5 663.6,325.6 663.6,325.6 663.7,325.6 663.7,325.7 
		663.9,325.9" class="st0"></polyline>
	<line y2="328.9" x2="665.1" y1="329" x1="665.1" class="st0"></line>
	<polyline points="667.7,329.2 667.7,329.3 667.6,329.4 667.5,329.6 667.5,329.7" class="st0"></polyline>
	<polyline points="667.5,328.8 667.4,328.9 667.4,329" class="st0"></polyline>
	<polyline points="665.2,328.6 665.2,328.5 665.3,328.3 665.4,328.2 665.5,328.1" class="st0"></polyline>
	<line y2="327.7" x2="665.9" y1="327.8" x1="665.8" class="st0"></line>
	<polyline points="667.8,328.3 667.8,328.4 667.8,328.6" class="st0"></polyline>
	<line y2="328.7" x2="667.8" y1="328.9" x1="667.8" class="st0"></line>
	<polyline points="664.4,331 664.4,331 664.1,330.9 663.9,330.9 663.6,330.8 663.4,330.6 663.2,330.5 663,330.3 
		662.8,330.1 662.7,329.9 662.6,329.7 662.5,329.4 662.4,329.2 662.3,328.9 662.3,328.6 662.3,328.3 662.4,328 662.4,327.7 
		662.5,327.4 662.6,327.2 662.8,326.9 662.9,326.6 663.1,326.4 663.3,326.1 663.5,325.9 663.7,325.7 664,325.5 664.2,325.4 
		664.5,325.2 664.8,325.1 665,325.1 665.3,325 665.6,325 665.8,325 666.1,325 666.3,325.1 666.6,325.2 666.8,325.3 667,325.5 
		667.2,325.7 667.4,325.9 667.5,326.1 667.6,326.2" class="st0"></polyline>
	<polyline points="666.1,330 666,330 665.9,330" class="st0"></polyline>
	<polyline points="666,330.3 665.9,330.3 665.7,330.2 665.6,330.2 665.5,330.1" class="st0"></polyline>
	<polygon points="668.4,328.7 668.3,328.9 668.3,329.1 668.2,329.3 668.2,329.5 668.1,329.7 668,329.8 667.8,330 
		667.7,330.2 667.6,330.3 667.4,330.5 667.2,330.6 667.1,330.7 666.9,330.8 666.7,330.9 666.5,330.9 666.3,330.9 666.1,330.9 
		666,330.9 665.8,330.9 665.6,330.9 665.4,330.8 665.3,330.7 665.2,330.6 665,330.5 664.9,330.4 664.8,330.2 664.7,330 664.7,329.9 
		664.6,329.7 664.6,329.5 664.6,329.3 664.6,329.1 664.6,328.9 664.6,328.7 664.7,328.5 664.8,328.3 664.9,328.1 665,327.9 
		665.1,327.8 665.2,327.6 665.4,327.4 665.5,327.3 665.7,327.2 665.9,327.1 666,327 666.2,326.9 666.4,326.9 666.6,326.8 
		666.8,326.8 667,326.8 667.1,326.9 667.3,326.9 667.5,327 667.6,327.1 667.8,327.2 667.9,327.3 668,327.4 668.1,327.6 668.2,327.7 
		668.3,327.9 668.3,328.1 668.4,328.3 668.4,328.5" class="st0"></polygon>
	<line y2="330.3" x2="666.4" y1="330.4" x1="666.2" class="st0"></line>
	<polyline points="666.5,330.3 666.6,330.3 666.8,330.2" class="st0"></polyline>
	<line y2="330" x2="667.1" y1="330.1" x1="667" class="st0"></line>
	<line y2="327.3" x2="665.5" y1="326.7" x1="665.1" class="st0"></line>
	<polyline points="666.2,327.5 666.3,327.5 666.4,327.5" class="st0"></polyline>
	<line y2="327.4" x2="666.7" y1="327.4" x1="666.6" class="st0"></line>
	<polyline points="666.7,327.6 667.3,328 667.4,328.1 667.4,328.2 667.4,328.3" class="st0"></polyline>
	<line y2="325.5" x2="667.1" y1="325.3" x1="666.9" class="st0"></line>
	<polyline points="667,327.4 667.1,327.5 667.2,327.5 667.3,327.6 667.4,327.7" class="st0"></polyline>
	<polyline points="667.1,327.8 667.2,327.9 667.3,327.9 667.3,328 667.6,327.9 667.7,328.1" class="st0"></polyline>
	<polyline points="663,330.5 662.8,330.3 662.6,330.1 662.5,329.9 662.3,329.6 662.2,329.4 662.2,329.1 662.1,328.8 
		662.1,328.5 662.1,328.2 662.1,327.9 662.2,327.6 662.3,327.3 662.4,327 662.5,326.7 662.7,326.5 662.9,326.2 663.1,326 
		663.3,325.7 663.5,325.5 663.8,325.3 664.1,325.2 664.3,325 664.6,324.9 664.9,324.9 665.2,324.8 665.4,324.8 665.7,324.8 
		666,324.9 666.2,324.9 666.5,325" class="st0"></polyline>
	<polyline points="667.5,329.7 667.4,329.8 667.2,329.9 667.1,330" class="st0"></polyline>
	<polyline points="665.2,329.7 665.2,329.6 665.1,329.5" class="st0"></polyline>
	<polyline points="665.1,328.9 665.2,328.8 665.2,328.6" class="st0"></polyline>
	<polyline points="665.9,327.7 666,327.6 666.2,327.5" class="st0"></polyline>
	<polyline points="667,327.4 666.8,327.4 666.7,327.4" class="st0"></polyline>
	<line y2="327.5" x2="666.4" y1="327.4" x1="666.6" class="st0"></line>
	<polyline points="665.3,329.8 665.4,329.9 665.4,330 665.5,330.1" class="st0"></polyline>
	<polyline points="665.6,329.9 665.7,329.9 665.8,330 665.9,330" class="st0"></polyline>
	<polyline points="666,330.3 666.1,330.4 666.2,330.4" class="st0"></polyline>
	<polyline points="666.1,330 666.3,330 666.4,330 666.5,330 666.6,329.9" class="st0"></polyline>
	<line y2="330.3" x2="666.5" y1="330.3" x1="666.4" class="st0"></line>
	<polyline points="666.8,330.2 666.9,330.2 667,330.1" class="st0"></polyline>
	<polyline points="665.1,326.7 665,327.1 664.8,327.4 664.7,327.7 664.5,328 664.4,328.4 664.2,328.7 664,329 
		663.8,329.3" class="st0"></polyline>
	<line y2="325" x2="664.2" y1="324.9" x1="664.5" class="st0"></line>
	<polyline points="667.6,327.9 667.6,327.8 667.5,327.7 667.4,327.7" class="st0"></polyline>
	<line y2="327.7" x2="667" y1="327.8" x1="667.1" class="st0"></line>
	<line y2="329" x2="665.1" y1="329.2" x1="665.1" class="st0"></line>
	<line y2="328.7" x2="667.8" y1="328.6" x1="667.8" class="st0"></line>
	<polyline points="667.8,328.9 667.8,329 667.7,329.2" class="st0"></polyline>
	<polyline points="667.4,329 667.4,329.2 667.3,329.3 667.2,329.4 667.2,329.5" class="st0"></polyline>
	<polyline points="663.9,325.9 665.1,326.7 665.5,326.7 665.8,326.6 666.1,326.6 666.4,326.5 666.7,326.5 667,326.4 
		667.3,326.3 667.6,326.2" class="st0"></polyline>
	<line y2="324.8" x2="665" y1="324.9" x1="664.7" class="st0"></line>
	<polyline points="665.5,328.1 665.6,328 665.7,327.9 665.8,327.8" class="st0"></polyline>
	<polyline points="665.1,331.4 664.9,331.1 664.8,330.9 664.7,330.6 664.5,330.4 664.3,330.1 664.2,329.8 664,329.6 
		663.8,329.3 662.7,328.5" class="st0"></polyline>
	<polyline points="667.4,328.3 667.5,328.4 667.5,328.6 667.5,328.7 667.5,328.8" class="st0"></polyline>
	<polyline points="667.7,328.1 667.8,328.2 667.8,328.3" class="st0"></polyline>
	<polyline points="663.9,330.6 663.8,330.4 663.7,330.2 663.6,329.9 663.4,329.7 663.3,329.4 663.1,329.1 662.9,328.8 
		662.7,328.5 662.9,328.2 663.1,327.9 663.3,327.6 663.4,327.3 663.6,327 663.7,326.7 663.8,326.3 663.9,325.9 664.3,325.9 
		664.7,325.9 665,325.9 665.3,325.8 665.7,325.7 665.9,325.7 666.2,325.6 666.5,325.5" class="st0"></polyline>
	<line y2="329" x2="662.1" y1="329.2" x1="662.2" class="st0"></line>
	<polyline points="662,328.7 662,328.4 662,328.1" class="st0"></polyline>
	<polyline points="667.6,326.2 667.5,326 667.3,325.7 667.1,325.5 667,325.3 666.9,325.3 666.7,325.2 666.5,325 
		666.4,325 666.2,324.9 665.9,324.8 665.9,324.8 665.6,324.8 665.3,324.8 665.1,324.8 665,324.8 664.8,324.8 664.5,324.9 664.2,325 
		663.9,325.2 663.7,325.3 663.4,325.5 663.2,325.7 663,325.9 662.8,326.2 662.6,326.4 662.5,326.7 662.3,326.9 662.2,327.2 
		662.1,327.5 662.1,327.8 662,328.1 662,328.4 662,328.7 662.1,329 662.2,329.3 662.2,329.3 662.3,329.6 662.4,329.8 662.6,330.1 
		662.7,330.3 662.9,330.4 663,330.5 663.2,330.6 663.4,330.8 663.5,330.8 663.7,330.9 664,330.9 664,331 664.3,331 664.5,331" class="st1"></polyline>
	<polyline points="666.5,325.5 667.6,326.2 667.8,326.5 668,326.8 668.2,327.1 668.3,327.3 668.5,327.6 668.6,327.8 
		668.8,328.1 668.9,328.3 668.8,328.7 668.6,329 668.5,329.3 668.3,329.7 668.1,330 668,330.3 667.8,330.6 667.6,330.9 667.3,331 
		667,331.1 666.7,331.1 666.4,331.2 666.1,331.3 665.7,331.3 665.4,331.4 665.1,331.4 663.9,330.6" class="st1"></polyline>
	<polyline points="665.2,329 665.3,328.9 665.4,328.9 665.5,328.8 665.6,328.7 665.7,328.6 665.7,328.5 665.8,328.4 
		665.9,328.3 665.9,328.2 666,328.1 666,328 666,327.9 666,327.7 666,327.7" class="st1"></polyline>
	<polyline points="667,327.7 666.9,327.7 666.8,327.6 666.7,327.6 666.6,327.6 666.5,327.6 666.4,327.6 666.3,327.6 
		666.2,327.6 666.1,327.7 666,327.7 665.9,327.8 665.8,327.9 665.7,328 665.6,328 665.5,328.1 665.4,328.2 665.4,328.4 665.3,328.5 
		665.3,328.6 665.2,328.7 665.2,328.8 665.2,328.9 665.2,329.1 665.2,329.2 665.2,329.3 665.3,329.4 665.3,329.5 665.4,329.6 
		665.4,329.7 665.5,329.8 665.6,329.8 665.6,329.9" class="st1"></polyline>
</g>
<g id="ID_1498">
	<polyline points="640.5,401.8 640,400.5 639.9,400.4" class="st0"></polyline>
	<polyline points="632.1,417 633.3,416.5 634.1,416.2 634.8,415.6 635.4,414.8" class="st0"></polyline>
	<polyline points="634.1,416.2 634.8,416.2 635.3,416.5 635.5,417.1 635.6,417.5" class="st0"></polyline>
	<polyline points="637.2,415.1 636.9,414.9 636.4,414.7 635.4,414.8 634.7,415 633.8,415.4 632.8,415.9 631.7,416.5 
		629.2,418 627.8,418.8 626.4,419.6 624.9,420.3 623.4,421 622.8,421.3" class="st0"></polyline>
	<polyline points="613.6,427.1 613.5,427.7 613.6,429.2 614,430.5 614.8,431.6 615.6,432.3 616.6,432.8 617.1,433" class="st0"></polyline>
	<polyline points="617.8,424.6 617.3,425.1 616.5,426.2 616,427.3 615.7,428.3 615.5,429.9 615.6,430.6 615.9,431.3 
		616.4,431.8 617,432 617.8,432.2 618.4,432.2" class="st0"></polyline>
	<line y2="431.3" x2="615.9" y1="431.6" x1="614.8" class="st0"></line>
	<polyline points="613.2,435.1 614,437.7 614.3,439.2 614.6,440.6 614.8,441.9 614.8,443 614.8,444.1 614.7,445.1 
		614.5,445.9 614.2,446.6 613.9,447.1 613.4,447.5 612.9,447.8 612.3,447.9" class="st0"></polyline>
	<polyline points="615.1,434.5 615.9,437.1 616.2,438.5 616.5,439.9 616.7,441.2 616.8,442.4 616.8,443.5 616.7,444.5 
		616.5,445.4 616.2,446.1 615.8,446.7 615.4,447.2" class="st0"></polyline>
	<polyline points="612.3,447.7 612.7,447.3 613.1,446.8 613.4,446.1 613.5,445.3 613.6,444.4 613.7,443.3 613.6,442.1 
		613.4,440.9 613.2,439.5 612.9,438.1 612.1,435.5" class="st0"></polyline>
	<polyline points="642,405.4 642,408.2 641.5,411 640.5,414 638.9,416.9 636.9,419.9 634.4,423 631.5,425.9 
		628.2,428.9 624.4,431.7 620.3,434.5 615.9,437.1 615,437.5 614,437.7 613.4,437.9 612.9,438.1 608.9,440.1 608.4,440.4 
		607.6,441.3 606.8,441.8 602.7,443.9" class="st0"></polyline>
	<polyline points="608.2,449.8 608.3,449.7 608.8,449.3 609.1,448.8 609.4,448.1 609.6,447.3 609.7,446.4 609.7,445.3 
		609.7,444.1 609.5,442.9 609.3,441.5 608.9,440.1 608.2,437.5" class="st0"></polyline>
	<polyline points="595.3,422.8 596.1,425.4 596.8,427.4 597.6,429.4 598.5,431.4 599.5,433.4 600.5,435.3 601.6,437.2 
		602.8,438.9 603.6,440.1" class="st0"></polyline>
	<polyline points="602.4,440.7 601.7,439.8 600.8,438.5 599.9,437 599.1,435.6 598.3,434.1 597.5,432.5 596.8,431 
		596.1,429.4 595.5,427.8 595,426.3 594.2,423.7" class="st0"></polyline>
	<polyline points="600.9,433.6 601.5,434.8 602.7,436.7 603.9,438.6 604.6,439.6" class="st0"></polyline>
	<polyline points="608.3,449.6 608.6,449 608.8,448.1 608.9,447.2 608.9,446.1 608.8,444.9 608.7,443.6 608.4,442.2 
		608.1,440.8 607.3,438.2" class="st0"></polyline>
	<polyline points="603.2,447.9 602.4,447.2 601.5,446.4 600.6,445.4 599.6,444.3 598.7,443.1 597.8,441.8 596.9,440.5 
		596,439 595.1,437.6 594.3,436 593.6,434.5 592.8,433 592.2,431.4 591.6,429.9 591,428.3 590.3,425.7" class="st0"></polyline>
	<polyline points="603.1,451.5 602.6,451.3 601.7,450.8 600.9,450.1 599.9,449.3 599,448.4 598,447.4 597,446.2 
		596,445 595.1,443.6 594.1,442.2 593.2,440.7 592.3,439.1 591.4,437.5 590.6,435.9 589.8,434.2 589.1,432.6 588.5,430.9 588,429.3 
		587.2,426.7" class="st0"></polyline>
	<polyline points="588.7,426.2 589.5,428.8 590,430.4 590.7,432 591.3,433.6 592.1,435.2 592.9,436.8 593.7,438.3 
		594.6,439.9 595.5,441.3 596.4,442.7 597.4,444 598.3,445.3 599.3,446.4 600.2,447.4 601.2,448.3 602.1,449 602.9,449.7 
		603.3,449.9" class="st0"></polyline>
	<polyline points="606,439.2 606.8,441.8 607.2,443.3 607.4,444.7 607.6,446 607.7,447.3 607.7,448.4 607.5,449.4 
		607.3,450.2 607,450.9 606.7,451.5 606.2,451.9" class="st0"></polyline>
	<polyline points="595.5,422.5 596.3,425.1 597,427.1 597.8,429.2 598.6,431.2 599.6,433.2 600.6,435.2 601.7,437.1 
		602.8,438.9 603.6,440.1" class="st0"></polyline>
	<polyline points="597.6,426.4 597.7,426.5 598.4,428.4" class="st0"></polyline>
	<polyline points="596.8,424.6 596.3,425.1 596.1,425.4 595.7,425.9 595,426.3 591,428.3 590.3,428.6 589.5,428.8 
		588.7,429 588,429.3 583.8,431.4" class="st0"></polyline>
	<line y2="400.4" x2="640.2" y1="399.9" x1="640" class="st0"></line>
	<polyline points="601.9,441.2 606,439.2 606.8,438.7 607.7,437.8 608.2,437.5 612.1,435.5 612.7,435.3 613.2,435.1 
		614.2,434.9 615.1,434.5 619.6,431.8 623.7,429.1 627.4,426.2 630.7,423.3 633.7,420.3 636.2,417.3 638.2,414.3 639.7,411.3 
		640.7,408.4 641.2,405.6 641.2,402.8 640.7,400.2" class="st0"></polyline>
	<polyline points="601.7,441.1 601.9,441.2 602.7,443.9 603.1,445.4 603.3,446.8 603.5,448.1 603.6,449.3 603.5,450.5 
		603.4,451.5 603.2,452.3 602.9,453 602.6,453.6 602.1,454" class="st0"></polyline>
	<polyline points="583.1,428.8 587.2,426.7 587.9,426.4 589.5,426 590.3,425.7 594.2,423.7 594.9,423.3 595.3,422.8 
		595.5,422.5 595.7,422.3" class="st0"></polyline>
	<polyline points="601.9,453.6 601.3,453.8 600.7,453.9 600,453.9 599.3,453.7 598.5,453.3 597.6,452.8 596.7,452.2 
		595.8,451.4 594.9,450.5 593.9,449.5 592.9,448.3 591.9,447 591,445.7 590,444.3 589.1,442.7 588.2,441.2 587.3,439.6 586.5,437.9 
		585.7,436.3 585,434.7 584.4,433 583.8,431.4 583.1,428.8 582.8,428.6" class="st0"></polyline>
	<polyline points="586.8,404.3 586,403.9 583.9,402.1 582.2,399.8 581.1,397.5 580.3,394.9" class="st0"></polyline>
	<polyline points="581,395.1 581.8,397.7 582.9,399.9 584.6,402.2 586.3,403.7" class="st0"></polyline>
	<line y2="397.7" x2="584.3" y1="397.4" x1="584.2" class="st0"></line>
	<line y2="397.8" x2="584.5" y1="397" x1="584.2" class="st0"></line>
	<polyline points="584.6,400.5 584.9,400.8 590.1,404.2" class="st0"></polyline>
	<polyline points="583.5,396.7 584.2,399.3 584.3,399.4" class="st0"></polyline>
	<polyline points="578.7,394.6 579.4,397.2 579.9,397.4 580.5,397.5 581.1,397.5 581.8,397.7 584.2,399.3 584.3,399.4" class="st0"></polyline>
	<polyline points="587.2,405 586.7,404.8 585.5,404 584.4,403.1 583.4,402.1 582.4,401 581.6,399.8 580.5,397.5 
		579.8,394.9" class="st0"></polyline>
	<polyline points="584.1,398.1 584.9,400.8 585.5,402.2 586.3,403.6 587.3,404.9 587.4,405" class="st0"></polyline>
	<polyline points="584.6,403.9 583.4,403 582.4,401.9 581.4,400.8 580.6,399.5 579.4,397.2 568.6,390.1" class="st0"></polyline>
	<polyline points="583.8,397.9 584.1,398.1 591.9,403.3" class="st0"></polyline>
	<polyline points="584.1,396.7 584.2,397 584.2,397.4 584.3,397.7" class="st0"></polyline>
	<polyline points="583.7,397.2 583.5,396.7 581,395.1 580.3,394.9 579.8,394.9 579.1,394.8 578.7,394.6 567.9,387.5" class="st0"></polyline>
	<polyline points="586.7,405 585.8,404.6 584.6,403.9 574.5,397.2 573.2,396.4 572.1,395.3 571,394.2 570.1,392.9 
		569.3,391.5 568.6,390.1 567.9,387.5 568.3,387.2 579.1,394.3 579.5,394.5 580,394.6 580.6,394.6 581.1,394.7 581.5,394.9 
		583.9,396.5 584.1,396.7 584.5,397.9" class="st1"></polyline>
	<polyline points="585.3,398.4 586.9,398 588.5,397.5 590,396.8 590.4,396.6" class="st1"></polyline>
	<polyline points="587.3,405 586.9,404.6 586,403.3 585.2,401.9 584.6,400.5 583.8,397.9 583.7,397.5 583.7,397.2" class="st1"></polyline>
	<polyline points="584.3,397.7 584.5,397.9 592.2,403" class="st1"></polyline>
	<polyline points="595.6,422 595.4,422.2 595.1,422.6 594.9,422.8 594.5,423.2 594,423.6 590,425.6 589.4,425.8 
		587.8,426.2 586.9,426.6 582.8,428.6 583.6,431.3 584.2,432.9 584.8,434.6 585.5,436.3 586.3,438 587.2,439.7 588,441.3 589,442.9 
		589.9,444.5 590.9,445.9 591.9,447.3 592.9,448.6 593.9,449.8 594.9,450.9 595.9,451.8 596.8,452.6 597.8,453.3 598.6,453.8 
		599.5,454.1 600.2,454.4 600.9,454.4 601.5,454.3 602.1,454 606.2,451.9 606.9,451.4 607.4,451" class="st1"></polyline>
	<line y2="449.1" x2="608.6" y1="449.6" x1="608.3" class="st1"></line>
	<polyline points="608.2,449.8 608.3,449.7 612.3,447.7" class="st1"></polyline>
	<polyline points="612,447.9 612.6,448 613.2,447.9 613.9,447.8 614.4,447.7 614.8,447.5 615.4,447.2 618.5,445.3 
		621.9,443 625.1,440.6 626,439.9 628.9,437.4 631.4,434.8 632.3,433.8 634.6,431.1 635.4,430 637.2,427.2 638,425.9 639.4,423.2 
		640,421.7 641,419 641.4,417.4 641.9,414.7 642.2,413.1 642.3,411.4 642.3,408.7 642.2,407.1 642,405.4 641.5,402.8 640.7,400.2 
		640.2,399" class="st1"></polyline>
	<polyline points="601.9,453.6 602.3,453.2 602.7,452.6 603,451.9 603.2,451.1 603.3,450.1 603.3,449 603.2,447.8 
		603,446.5 602.8,445.1 602.5,443.7 601.7,441.1 605.8,439 606.4,438.6 607.3,437.7 607.9,437.3 611.9,435.3 612.5,435.1 
		613.3,434.9 614.1,434.6 614.9,434.3 619.2,431.7 623.3,429 627,426.2 630.3,423.3 633.2,420.3 635.7,417.3 637.7,414.3 
		639.2,411.4 640.2,408.5 640.7,405.7 640.7,402.9 640.2,400.4" class="st1"></polyline>
	<line y2="447.9" x2="611.8" y1="447.8" x1="612.4" class="st1"></line>
	<line y2="422.9" x2="620.5" y1="417" x1="632.1" class="st1"></line>
	<line y2="422.7" x2="620.9" y1="422.8" x1="620.6" class="st1"></line>
	<line y2="422.7" x2="620.8" y1="422.8" x1="620.6" class="st1"></line>
</g>
<g id="ID_1490">
	<line y2="369.1" x2="655.4" y1="369.1" x1="655.5" class="st0"></line>
	<polyline points="660.9,362.9 660.7,362.8 660.4,362.6 660.1,362.5 659.8,362.5 659.5,362.5 659.1,362.5 658.8,362.5 
		658.5,362.6 658.2,362.8 657.9,362.9 657.6,363.1 657.3,363.3 657,363.5 656.7,363.8 656.5,364.1 656.3,364.4 656.1,364.7 
		655.9,365 655.8,365.4 655.7,365.7 655.6,366.1 655.5,366.4 655.5,366.8 655.6,367.1 655.6,367.4 655.7,367.8 655.8,368.1 
		656,368.4 656.1,368.6 656.3,368.9 656.6,369.1 656.8,369.2" class="st0"></polyline>
	<polyline points="660,368.5 659.8,368.5 659.6,368.6 659.4,368.6 659.2,368.6" class="st0"></polyline>
	<polyline points="660.3,368.3 660.5,368.2 660.7,368 660.8,367.9 661,367.7" class="st0"></polyline>
	<polyline points="657.6,368.2 657.5,367.9 657.4,367.7" class="st0"></polyline>
	<polyline points="657.4,366.7 657.5,366.4 657.5,366.2 657.6,365.9 657.8,365.7 657.9,365.5 658.1,365.2" class="st0"></polyline>
	<polyline points="660.8,368.9 660.6,369 660.3,369.1" class="st0"></polyline>
	<line y2="366.9" x2="661.4" y1="367.1" x1="661.3" class="st0"></line>
	<line y2="368.6" x2="658.8" y1="368.5" x1="658.7" class="st0"></line>
	<polyline points="662.2,366.7 662.2,367 662.1,367.2 662,367.5 661.9,367.7 661.7,367.9 661.6,368.2" class="st0"></polyline>
	<polyline points="658.1,368.9 658.3,369 658.5,369.1 658.7,369.2 658.9,369.3 659.1,369.3 659.4,369.3" class="st0"></polyline>
	<polyline points="661.5,365.7 661.5,365.9 661.5,366.1 661.5,366.3 661.5,366.5" class="st0"></polyline>
	<polyline points="662.2,365.7 662.2,365.5 662.1,365.2" class="st0"></polyline>
	<polyline points="657.7,369.9 657.5,369.7 657.3,369.5 657.1,369.2 656.9,369 656.8,368.7 656.6,368.4 656.6,368.1 
		656.5,367.7 656.5,367.4 656.5,367 656.5,366.7 656.6,366.3 656.7,366 656.9,365.7 657,365.3 657.2,365 657.4,364.7 657.7,364.4 
		657.9,364.2 658.2,363.9 658.5,363.7 658.8,363.5 659.1,363.4 659.4,363.3 659.8,363.2 660.1,363.1 660.4,363.1 660.7,363.1 
		661,363.2 661.4,363.3 661.6,363.4 661.9,363.5" class="st0"></polyline>
	<polyline points="659.3,364.3 659.1,364.4 658.9,364.5" class="st0"></polyline>
	<polyline points="660.3,364.1 660.5,364.1 660.7,364.1 660.9,364.2 661.1,364.3 661.3,364.4 661.5,364.5" class="st0"></polyline>
	<polyline points="660.9,364.8 661.1,364.9 661.2,365 661.3,365.2 661.4,365.4" class="st0"></polyline>
	<polyline points="655.1,361.9 655.1,361.9 655.2,362 656.6,362.9 657.1,362.8 657.7,362.7 658.2,362.6 658.7,362.5 
		659.2,362.4 659.6,362.2 660.1,362.1 660.5,361.9" class="st0"></polyline>
	<line y2="361" x2="659.1" y1="360.9" x1="659" class="st0"></line>
	<polyline points="654.8,366.9 655.1,366.5 655.4,366 655.6,365.5 655.9,365 656.1,364.5 656.3,364 656.4,363.4 
		656.6,362.9" class="st0"></polyline>
	<polyline points="656.9,370 656.7,369.7 656.5,369.3 656.3,369 656,368.6 655.7,368.2 655.4,367.8 655.1,367.4 
		654.8,366.9 653.4,366 653.3,366 653.3,366" class="st0"></polyline>
	<polyline points="653,366 653.2,366 653.3,366" class="st0"></polyline>
	<polyline points="654.9,361.7 655,361.8 655.1,361.9" class="st0"></polyline>
	<line y2="364.7" x2="660.8" y1="364.8" x1="660.9" class="st0"></line>
	<polyline points="662.2,366.7 662.3,366.4 662.3,366.2 662.3,365.9 662.2,365.7" class="st0"></polyline>
	<polyline points="661.4,366.9 661.4,366.7 661.5,366.5" class="st0"></polyline>
	<polyline points="655.3,369.2 655.3,369.1 655.4,369.1" class="st0"></polyline>
	<polyline points="654.6,369.8 654.7,369.8 654.8,369.8 654.9,369.7 655.3,369.2 655.6,369.1" class="st0"></polyline>
	<polyline points="657.4,367.7 657.4,367.5 657.4,367.2 657.4,367 657.4,366.7" class="st0"></polyline>
	<polyline points="659.2,368.6 659,368.6 658.8,368.6" class="st0"></polyline>
	<polyline points="659.4,369.3 659.6,369.3 659.9,369.3 660.1,369.2 660.3,369.1" class="st0"></polyline>
	<polyline points="661.6,363.3 661.6,362.9 661.4,362.5 661.3,362.1 661.1,361.7 660.8,361.3 660.6,361 660.3,360.7 
		659.9,360.4 659.5,360.2 659.1,360.1 658.7,359.9 658.3,359.9 657.9,359.8 657.4,359.9 657,359.9 656.5,360.1 656,360.2 
		655.6,360.4 655.2,360.7 654.8,361 654.4,361.3 654,361.7 653.7,362.1 653.4,362.5 653.1,362.9 652.9,363.4 652.7,363.9 
		652.6,364.4 652.4,364.9 652.4,365.3 652.4,365.8 652.4,366.3 652.5,366.8 652.6,367.2 652.8,367.6 653,368 653.2,368.4 
		653.5,368.7 653.8,369 654.1,369.3 654.5,369.5 654.9,369.7 655.3,369.8 655.7,369.8 656.2,369.9 656.6,369.8" class="st0"></polyline>
	<polyline points="659,359.6 659.1,359.6 659.1,359.7 659.2,359.9 659.1,360.1 659,360.7 659,360.8 659,360.9" class="st0"></polyline>
	<polyline points="655.5,369.1 655.3,368.7 655.1,368.4 654.8,368 654.6,367.6 654.3,367.2 654,366.8 653.7,366.4 
		653.4,366 653.7,365.5 653.9,365.1 654.2,364.6 654.4,364.1 654.6,363.5 654.8,363 655,362.5 655.2,362 655.7,361.9 656.2,361.8 
		656.8,361.7 657.3,361.6 657.8,361.4 658.2,361.3 658.7,361.1 659.1,361" class="st0"></polyline>
	<polyline points="658.7,368.5 658.5,368.5 658.3,368.4" class="st0"></polyline>
	<polyline points="658.1,368.9 658,368.7 657.8,368.6 657.7,368.4 657.6,368.2" class="st0"></polyline>
	<polyline points="661.3,367.1 661.2,367.3 661.1,367.5 661,367.7" class="st0"></polyline>
	<polyline points="661.5,365.7 661.4,365.5 661.4,365.4" class="st0"></polyline>
	<polyline points="662.1,365.2 662,365 661.8,364.8 661.7,364.7 661.5,364.5" class="st0"></polyline>
	<polyline points="660.8,368.9 661,368.7 661.2,368.6 661.4,368.4 661.6,368.2" class="st0"></polyline>
	<polyline points="658.1,368.1 658.7,368.5 658.7,369.2" class="st0"></polyline>
	<polyline points="658.9,364.5 658.6,364.7 658.4,364.8 658.2,365 658.1,365.2" class="st0"></polyline>
	<polyline points="660,368.5 660.2,368.4 660.3,368.3" class="st0"></polyline>
	<polyline points="661.5,363.2 661.2,363 660.8,362.7 660.4,362.6 660,362.5 659.6,362.4 659.2,362.4 658.7,362.5 
		658.3,362.6 657.8,362.8 657.4,363.1 657,363.4 656.7,363.7 656.4,364.1 656.1,364.6 655.9,365 655.7,365.5 655.6,366 655.5,366.4 
		655.5,366.9 655.5,367.4 655.6,367.8 655.8,368.2 656,368.6 656.3,368.9 656.6,369.2 656.9,369.4 657.3,369.6" class="st0"></polyline>
	<line y2="362.6" x2="660.4" y1="363.3" x1="661.4" class="st0"></line>
	<polyline points="659.3,364.3 659.5,364.2 659.8,364.1 660,364.1 660.3,364.1" class="st0"></polyline>
	<line y2="364.2" x2="660.9" y1="364.5" x1="660.5" class="st0"></line>
	<polyline points="655.3,369.2 655.1,368.8 654.8,368.4 654.6,368.1 654.3,367.7 654,367.2 653.7,366.8 653.4,366.4 
		653,366 653.3,365.5 653.6,365 653.9,364.5 654.1,363.9 654.4,363.4 654.6,362.8 654.8,362.3 654.9,361.7 655.5,361.6 656.1,361.5 
		656.6,361.4 657.1,361.3 657.6,361.2 658.1,361 658.6,360.9 659,360.7 659.4,361.1 659.4,361.2" class="st0"></polyline>
	<polyline points="652,367.2 651.9,366.7 651.8,366.2 651.8,365.7 651.8,365.2 651.9,364.6 652,364.1 652.1,363.6 
		652.3,363.1 652.6,362.6 652.9,362.1 653.2,361.7 653.5,361.3 653.9,360.9 654.3,360.5 654.8,360.2 655.2,360 655.7,359.7 
		656.2,359.6 656.6,359.4 657.1,359.4" class="st0"></polyline>
	<polyline points="651.9,366.6 651.8,366.1 651.8,365.6 651.8,365.1 651.9,364.6 652,364.1 652.1,363.6 652.3,363.1 
		652.6,362.6 652.8,362.1 653.1,361.7 653.5,361.3 653.9,360.9 654.3,360.5 654.7,360.2 655.2,360 655.6,359.8 656.1,359.6 
		656.6,359.4" class="st1"></polyline>
	<polyline points="659.1,361 659.1,361 660.5,361.9 660.8,362.4 661.2,362.8 661.5,363.2 661.5,363.3" class="st1"></polyline>
	<polyline points="657.7,366.4 657.7,366.3 657.9,366.2 658,366 658.2,365.9 658.3,365.7 658.4,365.5 658.5,365.3 
		658.6,365.1 658.7,364.9 658.7,364.9" class="st1"></polyline>
	<polyline points="661.4,361.8 661.5,362.3 661.7,362.8 661.7,363.2 661.8,363.4" class="st1"></polyline>
	<polyline points="658.3,368.4 658.2,368.3 658.1,368.2 657.9,368 657.8,367.9 657.8,367.7 657.7,367.5 657.6,367.3 
		657.6,367.1 657.6,366.9 657.6,366.7 657.6,366.5 657.7,366.3 657.7,366.1 657.8,365.9 657.9,365.7 658,365.5 658.2,365.4 
		658.3,365.2 658.4,365 658.6,364.9 658.8,364.8 659,364.7 659.1,364.6 659.3,364.5 659.5,364.5 659.7,364.4 659.9,364.4 
		660.1,364.4 660.3,364.5 660.5,364.5 660.6,364.6 660.8,364.7" class="st1"></polyline>
	<polyline points="660.9,362.9 661.9,363.5 662.1,363.7 662.4,363.9 662.6,364.2 662.7,364.4 662.9,364.7 663,365 
		663.1,365.3 663.1,365.7 663.2,366 663.1,366.3 663.1,366.7 663,367.1 662.9,367.4 662.8,367.7 662.6,368.1 662.4,368.4 
		662.2,368.7 662,369 661.7,369.2 661.4,369.5 661.1,369.7 660.8,369.9 660.5,370 660.2,370.1 659.9,370.2 659.5,370.3 659.2,370.3 
		658.9,370.3 658.6,370.2 658.3,370.1 658,370 657.7,369.9 656.8,369.2" class="st1"></polyline>
	<polyline points="655.5,369.1 655.5,369.1 656.9,370 657.5,369.9 657.8,369.9" class="st1"></polyline>
	<polyline points="652,367.2 652.2,367.6 652.4,368 652.7,368.4 653,368.8 653.3,369.1 653.4,369.1 653.7,369.4 
		654.1,369.6 654.6,369.8 655,369.9 655.5,370 655.5,370 656,370 656.5,370 656.8,370" class="st1"></polyline>
	<polyline points="661.1,361.3 660.9,361 660.6,360.6 660.2,360.3 659.9,360 659.5,359.8 659.4,359.7 659,359.6 
		658.5,359.4 658.1,359.4 657.6,359.3 657.1,359.4" class="st1"></polyline>
</g>
<g id="ID_1458">
	<g id="ID_1461">
		<g id="ID_1470">
			<line y2="320.2" x2="649.3" y1="320.5" x1="649.2" class="st0"></line>
			<line y2="317.6" x2="651.5" y1="317.5" x1="651.8" class="st0"></line>
			<polyline points="653.3,318.6 653.5,318.7 653.7,318.8" class="st0"></polyline>
			<line y2="320.2" x2="650.3" y1="320.4" x1="650.2" class="st0"></line>
			<line y2="318.9" x2="653.2" y1="319" x1="653.4" class="st0"></line>
			<polyline points="652.8,318.5 652.6,318.5 652.4,318.5" class="st0"></polyline>
			<polyline points="653.9,317.3 653.6,317.2 653.3,317.1 653,317 652.6,317 652.3,317.1" class="st0"></polyline>
			<polyline points="655.2,321.4 655.3,321 655.4,320.7 655.4,320.4 655.4,320" class="st0"></polyline>
			<polyline points="652.1,317.4 652.4,317.4 652.7,317.4" class="st0"></polyline>
			<polyline points="654.4,317.9 654.1,317.7 653.9,317.6" class="st0"></polyline>
			<line y2="318.6" x2="655" y1="318.8" x1="655.1" class="st0"></line>
			<line y2="318.1" x2="654.6" y1="318.3" x1="654.8" class="st0"></line>
			<polyline points="650.7,317.7 651,317.5 651.3,317.3 651.6,317.2 652,317.1" class="st0"></polyline>
			<polyline points="648.8,320.8 648.8,320.4 648.9,320.1 649,319.7 649.2,319.4" class="st0"></polyline>
			<polyline points="651.5,318.8 651.3,318.9 651.2,319 651,319.2 650.8,319.4 650.7,319.5 650.5,319.7 650.4,319.9" class="st0"></polyline>
			<polyline points="650.1,321.3 650.1,321.1 650.1,320.8" class="st0"></polyline>
			<polyline points="650.2,321.7 650.2,321.9 650.3,322.1 650.4,322.3 650.5,322.4" class="st0"></polyline>
			<polyline points="651.1,322.9 650.9,322.8 650.8,322.7" class="st0"></polyline>
			<polyline points="652.3,324.1 652,324.2 651.7,324.2 651.4,324.2" class="st0"></polyline>
			<polyline points="654,320.5 654,320.7 653.9,320.9 653.9,321.1 653.8,321.3 653.7,321.4" class="st0"></polyline>
			<line y2="319.2" x2="653.6" y1="319.1" x1="653.5" class="st0"></line>
			<polyline points="653.5,323.6 653.8,323.4 654.1,323.2 654.3,322.9 654.5,322.6 654.7,322.3 654.9,322" class="st0"></polyline>
			<polyline points="649.3,322.7 649.5,323 649.7,323.2 649.8,323.5 650.1,323.7 650.3,323.8 650.6,324" class="st0"></polyline>
			<polyline points="654,321.6 653.9,321.8 653.8,322 653.6,322.2 653.5,322.4 653.3,322.5 653.1,322.7 652.9,322.8" class="st0"></polyline>
			<polyline points="654.3,320.1 654.3,320.3 654.3,320.5" class="st0"></polyline>
			<polyline points="651.1,322.6 651.3,322.7 651.4,322.7 651.6,322.8 651.8,322.8" class="st0"></polyline>
			<polyline points="651.3,323 651.5,323 651.7,323.1" class="st0"></polyline>
			<polyline points="649.1,321.5 649.1,321.2 649.1,320.9" class="st0"></polyline>
			<line y2="322.2" x2="649.1" y1="322.5" x1="649.2" class="st0"></line>
			<polyline points="652.3,323 652.1,323.1 651.9,323.1" class="st0"></polyline>
			<polyline points="653.8,319.5 653.9,319.7 653.9,319.9 654,320.1 654,320.3" class="st0"></polyline>
			<line y2="319.4" x2="655.3" y1="319.1" x1="655.2" class="st0"></line>
			<polyline points="652.4,322.7 652.5,322.6 652.7,322.5 652.9,322.4" class="st0"></polyline>
			<polyline points="653.9,319.1 654.1,319.3 654.2,319.5" class="st0"></polyline>
			<polyline points="649.5,319.5 649.7,319.2 649.9,318.9 650.1,318.7 650.4,318.4 650.6,318.2 650.9,318" class="st0"></polyline>
			<polyline points="649,322.8 648.9,322.5 648.8,322.2 648.7,321.8 648.7,321.5" class="st0"></polyline>
			<polyline points="650.5,322.4 650.6,322.6 650.8,322.7" class="st0"></polyline>
			<line y2="320.5" x2="654" y1="320.3" x1="654" class="st0"></line>
			<line y2="318.1" x2="654.6" y1="317.8" x1="654.6" class="st0"></line>
			<line y2="317.4" x2="654.2" y1="317.3" x1="653.9" class="st0"></line>
			<line y2="318.1" x2="654.6" y1="317.9" x1="654.4" class="st0"></line>
			<polyline points="654.2,319.5 654.2,319.7 654.3,319.9 654.3,320.1" class="st0"></polyline>
			<line y2="319.1" x2="655.2" y1="318.8" x1="655.1" class="st0"></line>
			<line y2="317.1" x2="652.3" y1="317.1" x1="652" class="st0"></line>
			<line y2="317.5" x2="651.8" y1="317.4" x1="652.1" class="st0"></line>
			<polyline points="652.4,318.5 652.1,318.5 651.9,318.6 651.7,318.7 651.5,318.8" class="st0"></polyline>
			<polyline points="653.6,319.2 653.7,319.4 653.8,319.5" class="st0"></polyline>
			<polyline points="653.7,318.8 653.8,319 653.9,319.1" class="st0"></polyline>
			<line y2="318.8" x2="653" y1="319.1" x1="653.5" class="st0"></line>
			<polyline points="653.9,317.6 653.6,317.5 653.3,317.4 653,317.4 652.7,317.4" class="st0"></polyline>
			<polyline points="649.2,319.4 649.4,319 649.6,318.7 649.9,318.4 650.1,318.2 650.4,317.9 650.7,317.7" class="st0"></polyline>
			<line y2="322.3" x2="650.7" y1="322.6" x1="650.6" class="st0"></line>
			<polyline points="653.7,321.4 653.6,321.6 653.5,321.8 653.4,322 653.2,322.1 653.1,322.3 652.9,322.4" class="st0"></polyline>
			<line y2="322.9" x2="651.1" y1="323" x1="651.3" class="st0"></line>
			<polyline points="652.3,324.1 652.6,324 653,323.9 653.2,323.8 653.5,323.6" class="st0"></polyline>
			<polyline points="654.3,320.5 654.3,320.7 654.3,321 654.2,321.2 654.1,321.4 654,321.6" class="st0"></polyline>
			<line y2="322.6" x2="651.1" y1="322.5" x1="650.9" class="st0"></line>
			<line y2="322.5" x2="649.2" y1="322.7" x1="649.3" class="st0"></line>
			<polyline points="651.4,324.2 651.1,324.2 650.8,324.1 650.6,324" class="st0"></polyline>
			<polyline points="649.8,323.5 649.6,323.6 649.3,323.3 649.2,323.1 649,322.8" class="st0"></polyline>
			<polyline points="650.2,320.4 650.2,320.6 650.1,320.8" class="st0"></polyline>
			<polyline points="650.1,321.3 650.1,321.5 650.2,321.7" class="st0"></polyline>
			<polyline points="653.3,318.6 653.2,318.6 653,318.5 652.8,318.5" class="st0"></polyline>
			<line y2="318.3" x2="654.8" y1="318.6" x1="655" class="st0"></line>
			<polyline points="654.9,322 655.1,321.7 655.2,321.4" class="st0"></polyline>
			<line y2="323.1" x2="651.9" y1="323.1" x1="651.7" class="st0"></line>
			<polyline points="652.3,323 652.5,323 652.7,322.9 652.9,322.8" class="st0"></polyline>
			<polyline points="649.5,319.5 649.4,319.9 649.3,320.2" class="st0"></polyline>
			<line y2="320.9" x2="649.1" y1="320.5" x1="649.2" class="st0"></line>
			<polyline points="651.5,317.6 651.2,317.8 650.9,318" class="st0"></polyline>
			<polyline points="648.7,321.5 648.7,321.1 648.8,320.8" class="st0"></polyline>
			<polyline points="649.1,321.5 649.1,321.8 649.1,322.2" class="st0"></polyline>
			<polyline points="652.4,322.7 652.2,322.7 652,322.7 651.8,322.8" class="st0"></polyline>
			<polyline points="655.3,319.4 655.4,319.7 655.4,320" class="st0"></polyline>
			<polyline points="653.4,319 653.5,319.1 653.8,319" class="st0"></polyline>
			<line y2="319.9" x2="650.4" y1="320.2" x1="650.3" class="st0"></line>
			<polyline points="650,324 649.8,323.8 649.6,323.6 648,322.5" class="st0"></polyline>
			<line y2="312.1" x2="646.1" y1="312.3" x1="646.3" class="st0"></line>
			<polyline points="648.3,322.8 650,324 650.3,324.1 650.6,324.2 650.9,324.3 651.2,324.4 651.6,324.4 651.9,324.3 
				652.2,324.3 652.6,324.2 652.9,324.1 653.2,323.9 653.5,323.7 653.8,323.5 654.1,323.2 654.3,323 654.6,322.7 654.8,322.4 
				655,322 655.1,321.7 655.3,321.3 655.4,321 655.5,320.6 655.5,320.3 655.5,319.9 655.5,319.6 655.4,319.2 655.3,318.9 
				655.2,318.6 655,318.3 654.9,318.1 654.6,317.8 654.4,317.6 654.2,317.4 646.1,312.1 645.8,311.9 645.5,311.8 645.2,311.8 
				644.9,311.7 644.5,311.7 644.2,311.7 643.9,311.8 643.5,311.9 643.2,312 642.9,312.2 642.6,312.4 642.3,312.6 642,312.8 
				641.8,313.1 641.5,313.4 641.3,313.7 641.1,314 640.9,314.4 640.8,314.7 640.7,315.1 640.6,315.4 640.6,315.8 640.6,316.1 
				640.6,316.5 640.7,316.8 640.8,317.2 640.9,317.5 641.1,317.7 641.2,318 641.4,318.1" class="st1"></polyline>
			<polyline points="650.9,322.5 650.8,322.4 650.7,322.3 650.6,322.2 650.5,322 650.4,321.9 650.3,321.7 650.2,321.5 
				650.2,321.3 650.2,321.1 650.2,320.9 650.2,320.7 650.3,320.5 650.3,320.3 650.4,320.1 650.5,320 650.6,319.8 650.7,319.6 
				650.8,319.4 651,319.3 651.1,319.1 651.3,319 651.5,318.9 651.7,318.8 651.8,318.7 652,318.7 652.2,318.7 652.4,318.6 
				652.6,318.7 652.8,318.7 652.9,318.7 653.1,318.8 653.2,318.9" class="st1"></polyline>
		</g>
		<g id="ID_1464">
			<line y2="347.4" x2="648.2" y1="347.4" x1="648.2" class="st0"></line>
			<line y2="347.4" x2="647.5" y1="324.2" x1="652.6" class="st0"></line>
			<line y2="323.1" x2="648.8" y1="322.8" x1="648.3" class="st0"></line>
			<line y2="317" x2="642.7" y1="317.1" x1="642.6" class="st0"></line>
			<polyline points="647.1,319.9 646.9,319.9 646.6,319.8 646.3,319.8 646.1,319.7 645.8,319.6 645.6,319.5 
				645.4,319.4 645.3,319.4 641.8,317.1 641.7,317 641.6,316.9 641.6,316.9" class="st0"></polyline>
			<line y2="347" x2="641.4" y1="320.8" x1="647.1" class="st0"></line>
			<line y2="346.6" x2="639.3" y1="319.4" x1="645.3" class="st0"></line>
			<line y2="343.3" x2="637.9" y1="343.2" x1="637" class="st0"></line>
			<line y2="344.3" x2="635.8" y1="317.1" x1="641.8" class="st0"></line>
			<polyline points="638.1,342 637.9,342 637.7,342 637.6,342.2 637.4,342.4 637.3,342.6 637.1,342.9 637,343.2 
				636.7,344.9" class="st0"></polyline>
			<line y2="344" x2="635.6" y1="344" x1="635.7" class="st0"></line>
			<polyline points="638.4,342.2 638.3,342.4 638.1,342.6 638,342.9 637.9,343.3 637.6,345 636.7,344.9 635.8,344.3 
				635.7,344.2 635.6,344.1 635.6,344 641.6,316.9 641.7,316.8 641.7,316.8 641.9,316.7 642,316.7 642.2,316.7 642.7,317 
				642.7,317.2" class="st1"></polyline>
			<polyline points="648.3,322.8 648,322.5 647.7,322.2 647.4,321.7 647.2,321.3 647.1,320.8 647.1,320.4 647.1,319.9 
				646.6,319.6 646.3,319.5 646.1,319.4 642.7,317.2 642.6,317.1" class="st1"></polyline>
			<polyline points="638.8,343.6 638.6,343.6 637.8,343.8" class="st1"></polyline>
			<polyline points="653.5,323.7 648.2,347.4 648.2,347.4 648.1,347.5 647.9,347.4 647.7,347.4 647.5,347.4 646.8,347 
				646.1,346.8 645.4,346.6 644.6,346.5 643.8,346.5 643,346.6 642.2,346.7 641.4,347 641.1,347 640.8,347 640.5,347 640.2,346.9 
				639.9,346.9 639.6,346.8 639.4,346.7 639.3,346.6 638.4,346 638.8,344.3 638.8,344 638.8,343.6 638.8,343.3 638.8,343 
				638.7,342.7 638.6,342.4 638.4,342.2 638.3,342.1 638.1,342" class="st1"></polyline>
		</g>
		<g id="ID_1462">
			<polyline points="644.8,349.6 645.5,349.5 646.2,349.4" class="st0"></polyline>
			<polyline points="642.2,350.8 641.6,351.2 641,351.7" class="st0"></polyline>
			<line y2="350" x2="643.5" y1="350.4" x1="642.8" class="st0"></line>
			<polyline points="639.1,354.2 639.5,353.5 639.9,352.9" class="st0"></polyline>
			<line y2="361.4" x2="638.7" y1="361.3" x1="638.7" class="st0"></line>
			<polyline points="638.2,357.1 638.1,357.9 638.1,358.6" class="st0"></polyline>
			<polyline points="640.1,364.8 639.5,364.4 639,363.9 638.5,363.3 638,362.7 637.7,362 637.4,361.3 637.2,360.5 
				637,359.7 636.9,358.9 636.9,358 637,357.2 637.2,356.3 637.4,355.4 637.8,354.6 638.2,353.8 638.6,353 639.1,352.2 639.7,351.5 
				640.3,350.9 641,350.3 641.7,349.8 642.4,349.3 643.2,348.9 644,348.6 644.8,348.4 645.6,348.2 646.4,348.2 647.2,348.2 
				647.9,348.3 648.7,348.5 649.4,348.8 650,349.1" class="st0"></polyline>
			<polyline points="638.1,358.6 638.1,359.3 638.3,360 638.4,360.7 638.7,361.3" class="st0"></polyline>
			<polyline points="638.2,357.1 638.3,356.4 638.5,355.7 638.8,354.9 639.1,354.2" class="st0"></polyline>
			<line y2="349.4" x2="646.2" y1="349.4" x1="646.5" class="st0"></line>
			<polyline points="643.5,350 644.1,349.8 644.8,349.6" class="st0"></polyline>
			<polyline points="639.9,352.9 640.4,352.3 641,351.7" class="st0"></polyline>
			<line y2="350.4" x2="642.8" y1="350.8" x1="642.2" class="st0"></line>
			<line y2="345.1" x2="629.9" y1="351.5" x1="639.7" class="st0"></line>
			<polyline points="646.8,347 650,349.1 650.6,349.6 651.2,350.1 651.7,350.6 652.1,351.3 652.5,352 652.8,352.7 
				653,353.5 653.2,354.3 653.2,355.1 653.2,355.9 653.1,356.8 653,357.7 652.7,358.5 652.4,359.4 652,360.2 651.6,361 651,361.7 
				650.5,362.4 649.8,363.1 649.2,363.7 648.5,364.2 647.7,364.7 647,365 646.2,365.4 645.4,365.6 644.6,365.7 643.8,365.8 
				643,365.8 642.2,365.6 641.5,365.5 640.8,365.2 640.1,364.8 630.3,358.4 629.7,357.9 629.1,357.4 628.6,356.9 628.2,356.2 
				627.8,355.5 627.5,354.8 627.3,354 627.2,353.2 627.1,352.4 627.1,351.5 627.2,350.7 627.4,349.8 627.6,349 627.9,348.1 
				628.3,347.3 628.8,346.5 629.3,345.8 629.9,345.1 630.5,344.4 631.2,343.8 631.9,343.3 632.6,342.8 633.4,342.4 634.2,342.1 
				635,341.9 635.8,341.8 636.1,341.7" class="st1"></polyline>
			<polyline points="642.7,350.6 642.1,351 641.5,351.4 641,351.9 640.5,352.4 640,353 639.6,353.6 639.3,354.2 
				638.9,354.9 638.7,355.6 638.5,356.3 638.4,357" class="st1"></polyline>
		</g>
	</g>
	<g id="ID_1459">
		<line y2="360.9" x2="643.5" y1="360.7" x1="643.2" class="st0"></line>
		<polyline points="648.2,353.5 647.6,353.2 646.8,353.1 646,353.1 645.2,353.3 644.5,353.6 643.7,354.1 643.1,354.7 
			642.5,355.4 642.1,356.3 641.8,357.1 641.7,358 641.7,358.8 641.9,359.6 642.3,360.3 642.7,360.9 642.8,360.9 642.8,361 
			643.4,361.4" class="st0"></polyline>
		<polyline points="643.2,360.7 643.1,360.8 643,360.9 642.9,361 642.8,360.9 642.3,360.3 642,359.6 641.8,358.9 
			641.8,358 641.9,357.2 642.2,356.3 642.6,355.5 643.1,354.8 643.8,354.2 644.5,353.7 645.2,353.3 646,353.1 646.8,353.1 
			647.6,353.2 648.3,353.5 648.8,354 648.9,354 648.9,354.1 648.9,354.2 648.8,354.3 648.7,354.4" class="st0"></polyline>
		<polyline points="650.9,351.1 650.2,352.3 649.5,353.4 649.5,353.5 649.4,353.6 649.3,353.6 649.2,353.6 648.9,353.3 
			648.5,353.1 648.2,352.9" class="st0"></polyline>
		<line y2="355.5" x2="647.4" y1="355.8" x1="648" class="st0"></line>
		<polyline points="650.1,354.2 650.3,354.6 650.5,355 650.6,355.4 650.7,355.9 650.7,356.4 650.7,356.9 650.7,357.4 
			650.6,357.9 650.4,358.4 650.2,358.9 650,359.4 649.8,359.9 649.5,360.3 649.1,360.7 648.8,361.1 648.4,361.5 647.9,361.8 
			647.5,362.1 647.1,362.3 646.6,362.5 646.1,362.6 645.7,362.7 645.2,362.7 644.7,362.7 644.3,362.7 643.8,362.6 643.4,362.4 
			643,362.2 642.7,361.9 642.3,361.6 642.3,361.6 642,361.3 641.8,360.9 641.5,360.5 641.4,360.1 641.2,359.6 641.1,359.2 
			641.1,358.7 641.1,358.2 641.2,357.7 641.3,357.1 641.4,356.6 641.6,356.1 641.8,355.7 642.1,355.2 642.4,354.8 642.7,354.3 
			643.1,354 643.5,353.6 643.9,353.3 644.3,353 644.8,352.8 645.2,352.6 645.7,352.5 646.2,352.4 646.6,352.3 647.1,352.3 
			647.6,352.4 648,352.5 648.4,352.7 648.8,352.9 649.2,353.1 649.5,353.4 649.5,353.4 649.8,353.8" class="st0"></polyline>
		<polyline points="643.1,361.8 643.5,362 643.8,362.2 644.3,362.3 644.7,362.3 645.1,362.3 645.5,362.3 646,362.2 
			646.4,362.1 646.9,361.9 647.3,361.7 647.7,361.4 648.1,361.2 648.5,360.8 648.8,360.5 649.1,360.1 649.4,359.7 649.7,359.2 
			649.9,358.8 650,358.3 650.2,357.8 650.3,357.3 650.3,356.9 650.3,356.4 650.3,355.9 650.2,355.5 650.1,355.1 649.9,354.6 
			649.7,354.3 649.5,353.9 649.2,353.6 649,353.6 648.9,353.7 648.8,353.9 648.8,354" class="st0"></polyline>
		<polyline points="642.7,361.6 643,361.8 643.4,362 643.8,362.2 644.2,362.3 644.6,362.3 645.1,362.3 645.5,362.3 
			645.9,362.2 646.4,362.1 646.8,361.9 647.3,361.7 647.7,361.5 648.1,361.2 648.4,360.8 648.8,360.5 649.1,360.1 649.4,359.7 
			649.6,359.2 649.8,358.8 650,358.3 650.2,357.8 650.2,357.3 650.3,356.9 650.3,356.4 650.3,355.9 650.2,355.5 650.1,355.1 
			649.9,354.7 649.7,354.3 649.5,353.9 649.2,353.6 648.9,353.3" class="st0"></polyline>
		<polyline points="642.7,360.9 642.6,360.9 642.4,361 642.3,361.2 642.4,361.3 642.4,361.4 642.4,361.4 642.4,361.5 
			642.3,361.6 641.2,362.5 640,363.4" class="st0"></polyline>
		<line y2="356.9" x2="649.9" y1="356.8" x1="649.9" class="st0"></line>
		<polyline points="644.7,361.8 644.6,361.8 644.2,361.8 643.9,361.7 643.5,361.6 643.2,361.4 642.9,361.2 642.6,360.9 
			642.3,360.6 642.1,360.3 641.9,359.9 641.8,359.6 641.7,359.2 641.6,358.8 641.6,358.3 641.6,357.9 641.6,357.5 641.7,357 
			641.8,356.6 642,356.2 642.2,355.8 642.4,355.4 642.7,355 643,354.6 643.3,354.3 643.6,354 644,353.7 644.4,353.5 644.7,353.3 
			645.1,353.1 645.5,353 646,352.9 646.4,352.9 646.8,352.9 647.1,353 647.5,353.1 647.9,353.2 648.2,353.4 648.5,353.6 
			648.8,353.9 649,354.2 649.3,354.5 649.3,354.6" class="st0"></polyline>
		<polyline points="648.5,354.2 647.9,353.9 647.2,353.8 646.5,353.8 645.8,354 645.1,354.3 644.4,354.7 643.8,355.3 
			643.3,356 643,356.7 642.7,357.5 642.6,358.2 642.6,359 642.8,359.7 643.1,360.4 643.5,360.9 644,361.3" class="st0"></polyline>
		<line y2="361.5" x2="643" y1="361.3" x1="642.7" class="st0"></line>
		<polyline points="648.1,354 647.5,353.7 646.8,353.6 646.1,353.6 645.4,353.8 644.7,354.1 644,354.5 643.5,355.1 
			643,355.8 642.6,356.5 642.4,357.2 642.2,358 642.3,358.8 642.4,359.5 642.7,360.1 643.2,360.7 643.2,360.7 643.7,361.1" class="st0"></polyline>
		<line y2="352.8" x2="645.5" y1="352.8" x1="645.9" class="st0"></line>
		<polyline points="644.9,359.9 645.3,360.1 645.7,360.2 646.1,360.2 646.6,360.1 647,359.9 647.4,359.6 647.8,359.3 
			648.1,358.9 648.3,358.4 648.5,358 648.5,357.5 648.5,357 648.4,356.6 648.2,356.2 648,355.8 647.6,355.6" class="st0"></polyline>
		<line y2="354.2" x2="650.1" y1="353.8" x1="649.8" class="st0"></line>
		<polyline points="641.7,360.2 641.8,360.5 642.1,360.9 642.3,361.2 642.7,361.4 643,361.7 643.3,361.9 643.7,362 
			644.1,362.1 644.5,362.2 645,362.2 645.4,362.2 645.9,362.1 646.3,362 646.7,361.8 647.1,361.6 647.5,361.3 647.9,361 
			648.3,360.7 648.6,360.4 649,360 649.2,359.6 649.5,359.1 649.7,358.7 649.9,358.2 650,357.8 650.1,357.3 650.1,356.8 
			650.2,356.4 650.1,355.9 650,355.5 649.9,355 649.7,354.6 649.5,354.3 649.3,353.9 649,353.6 648.7,353.3 648.4,353.1 648,352.9 
			647.7,352.8 647.3,352.6 646.9,352.6" class="st0"></polyline>
		<polyline points="638.4,360.4 638.3,359.6 638.2,358.9 638.2,358.1 638.3,357.4 638.5,356.6 638.7,355.9 638.9,355.1 
			639.3,354.4 639.7,353.7 640.1,353 640.7,352.4 641.2,351.8 641.8,351.3 642.4,350.8 643.1,350.4 643.8,350.1 644.5,349.8 
			645.2,349.6" class="st0"></polyline>
		<polyline points="643.8,349.9 644.4,349.7 645.2,349.6 645.9,349.5 646.6,349.4 647.3,349.4 648,349.5 648.6,349.7 
			649.3,349.9 649.8,350.3 650.4,350.6 650.9,351.1 651.3,351.6 651.7,352.1 652,352.8 652.3,353.4 652.5,354.1 652.6,354.8 
			652.7,355.6 652.7,356.3 652.6,357.1 652.4,357.8 652.2,358.6 652,359.3 651.6,360.1 651.2,360.8 650.8,361.4 650.2,362.1 
			649.7,362.6 649.1,363.2 648.5,363.6 647.8,364 647.1,364.4 646.4,364.7 645.7,364.9 645,365 644.3,365 643.6,365 642.9,364.9 
			642.3,364.8 641.6,364.5 641.1,364.2 640.5,363.8 640,363.4 639.6,362.9 639.2,362.3 638.9,361.7 638.6,361 638.4,360.4 
			638.2,359.6 638.1,358.9 638.1,358.2" class="st1"></polyline>
		<polyline points="641.9,360.7 641.7,360.3 641.5,359.9 641.4,359.5 641.3,359 641.3,358.5 641.3,358.1 641.4,357.6 
			641.5,357.1 641.6,356.6 641.8,356.2 642,355.7 642.2,355.3 642.5,354.8 642.8,354.4 643.2,354.1 643.6,353.8 644,353.5 
			644.4,353.2 644.8,353 645.2,352.8 645.7,352.7 646.1,352.6 646.6,352.6 647,352.6 647.4,352.7" class="st1"></polyline>
		<polyline points="648.2,353.5 648.8,354 648.9,354 649.4,354.6 649.4,354.7 649.7,355.4 649.9,356.2 649.9,356.5" class="st1"></polyline>
		<polyline points="648.1,354 648.5,354.2 649,354.6 649.5,355.2 649.8,355.8 649.9,356.5 650,357.3 649.8,358.1 
			649.6,358.8 649.2,359.6 648.7,360.2 648.1,360.8 647.5,361.2 646.8,361.6 646,361.7 645.3,361.7 644.6,361.6 644,361.3 
			643.7,361.1" class="st1"></polyline>
		<polyline points="643.1,361.8 643,361.8 642.7,361.6 642.7,361.6 642.4,361.3 642.1,361" class="st1"></polyline>
		<polyline points="646.6,361.6 646.4,361.7 645.6,361.9 644.9,361.9 644.1,361.7 643.4,361.4 643.3,361.4 642.8,361 
			642.7,360.9" class="st1"></polyline>
		<polyline points="647.6,355.6 647.3,355.4 646.9,355.3 646.4,355.3 646,355.4 645.5,355.6 645.1,355.9 644.8,356.3 
			644.5,356.7 644.2,357.1 644.1,357.6 644,358.1 644,358.5 644.1,359 644.3,359.4 644.6,359.7 644.9,359.9" class="st1"></polyline>
		<polyline points="648.9,353.3 648.5,353.1 648.1,352.9 647.8,352.7 647.4,352.6" class="st1"></polyline>
	</g>
</g>
<g id="ID_1424">
	<line y2="344" x2="625.2" y1="343.7" x1="625.6" class="st0"></line>
	<polyline points="625.9,343.4 626.2,343.1 626.4,342.7 626.5,342.3 626.6,341.9 626.6,341.4 626.5,341.1 626.3,340.7 
		626.1,340.4 625.8,340.2 625.5,340 625.1,340 624.7,340 624.3,340 624,340.2 623.6,340.4 623.3,340.8 623,341.1 622.8,341.5 
		622.7,341.9 622.6,342.3 622.6,342.7 622.7,343.1 622.9,343.5 623.1,343.8 623.4,344 623.7,344.1 624.1,344.2 624.5,344.2 
		624.8,344.1" class="st0"></polyline>
	<polyline points="609.2,328.9 609.1,328.9 608.8,328.6 608.4,328.4 608,328.4 607.6,328.4 607.2,328.5 606.7,328.6 
		606.3,328.9 606,329.2 605.7,329.6 605.4,330.1 605.3,330.6 605.2,331 605.2,331.5 605.3,331.9 605.5,332.3 605.7,332.7 606,332.9 
		606.4,333.1" class="st0"></polyline>
	<line y2="341.8" x2="626.7" y1="341.9" x1="626.6" class="st0"></line>
	<polyline points="625.8,339.9 625.5,339.7 625.1,339.6 624.6,339.6 624.2,339.7 623.8,339.9 623.4,340.2 623,340.5 
		622.7,340.9 622.5,341.3 622.4,341.8 622.3,342.3 622.3,342.7 622.4,343.2 622.6,343.5 622.8,343.9 623.1,344.1" class="st0"></polyline>
	<line y2="344" x2="625.2" y1="344.1" x1="624.8" class="st0"></line>
	<line y2="343.4" x2="625.9" y1="343.7" x1="625.6" class="st0"></line>
	<polyline points="612.3,330.1 612.3,330.2 612.1,330.2" class="st0"></polyline>
	<polyline points="612,330.8 612,330.7 612.1,330.2 612.1,329.7 612.1,329.2 612,328.8 611.8,328.3 611.7,327.9 
		611.5,327.5 611.2,327.1 610.9,326.8 610.6,326.5 610.3,326.3 609.9,326.1 609.5,325.9 609.1,325.8 608.6,325.7 608.2,325.7 
		607.7,325.7 607.3,325.8 606.8,325.9 606.4,326.1 605.9,326.3 605.5,326.6 605.1,326.9 604.7,327.2 604.3,327.6 604,328 
		603.7,328.4 603.4,328.9 603.2,329.3 603,329.8 602.9,330.3 602.8,330.8 602.7,331.3 602.7,331.8 602.8,332.3 602.8,332.7 
		603,333.2 603.1,333.6 603.3,334 603.6,334.4 603.9,334.7 604.2,335 604.5,335.2 604.9,335.4 605.3,335.6 605.7,335.7 606.2,335.8 
		606.6,335.8 607.1,335.8 607.5,335.7 608,335.6 608.4,335.4 608.9,335.2 609.2,335" class="st0"></polyline>
	<polyline points="609.5,329.1 609.2,328.8 608.9,328.5 608.5,328.3 608,328.2 607.6,328.2 607.1,328.3 606.7,328.5 
		606.2,328.8 605.8,329.1 605.5,329.6 605.3,330 605.1,330.5 605,331 605,331.5 605.1,332 605.3,332.4 605.6,332.8 605.9,333 
		606.3,333.2 606.7,333.3" class="st0"></polyline>
	<polyline points="603.8,335.2 603.5,334.9 603.1,334.5 602.9,334.2 602.7,333.7 602.5,333.3 602.3,332.8 602.3,332.3 
		602.2,331.8 602.2,331.3 602.3,330.7 602.4,330.2 602.6,329.7 602.8,329.1 603,328.6 603.3,328.2 603.6,327.7 604,327.3 
		604.4,326.9 604.8,326.5 605.2,326.2 605.7,325.9 606.1,325.7 606.6,325.5 607.1,325.3 607.6,325.3 608.1,325.2 608.6,325.2 
		609.1,325.3 609.5,325.4 609.9,325.6" class="st0"></polyline>
	<polyline points="608.9,328.7 608.5,328.5 608.1,328.5 607.7,328.5 607.2,328.6 606.8,328.7 606.4,329 606.1,329.3 
		605.8,329.7 605.5,330.2 605.4,330.6 605.3,331.1 605.3,331.5 605.4,332 605.6,332.4 605.8,332.7 606.2,332.9" class="st0"></polyline>
	<polyline points="622.6,342.3 622.3,342.3 605.3,331.1 605.2,331 605,331" class="st0"></polyline>
	<polyline points="602.7,331.3 602.5,331.3 602.2,331.3 602.1,331.2" class="st0"></polyline>
	<line y2="325.2" x2="605.6" y1="325.5" x1="606.2" class="st0"></line>
	<polyline points="603.3,326.6 603.7,326.3 604.1,326.1" class="st0"></polyline>
	<line y2="327.7" x2="602.1" y1="328.3" x1="603" class="st0"></line>
	<polyline points="601.8,329.2 601.8,329.7 601.8,330.1" class="st0"></polyline>
	<polyline points="602.1,332.1 601.8,331.9 601.7,330.7 601.8,329.7 601.9,328.6 602.1,327.7 602.8,327 603.7,326.3 
		604.6,325.7 605.6,325.2 606.3,325.5" class="st1"></polyline>
	<polyline points="612.2,330.9 612.2,330.6 612.3,330.1 612.3,329.5 612.3,329 612.2,328.5 612,328 611.9,327.6 
		611.6,327.2 611.4,326.8 611.1,326.4 610.7,326.1 610.3,325.8 609.9,325.6 609.8,325.5 609.4,325.4 608.9,325.2 608.5,325.2 
		608,325.2 607.5,325.2 607,325.3 606.5,325.4 606,325.6 605.5,325.8 605.1,326.1 604.7,326.4 604.2,326.8 603.8,327.2 603.5,327.6 
		603.2,328.1 602.9,328.6 602.6,329.1 602.4,329.6 602.3,330.1 602.2,330.6 602.1,331.2 602.1,331.7 602.2,332.2 602.2,332.7 
		602.4,333.2 602.6,333.6 602.8,334.1 603,334.5 603.3,334.8 603.7,335.1 603.8,335.2 604.2,335.5 604.6,335.7 605,335.9 605.5,336 
		605.9,336.1 606.4,336.1 606.9,336.1 607.4,336 607.9,335.8 608.4,335.7 608.9,335.4 609.3,335.1 609.4,335.1" class="st1"></polyline>
	<polyline points="608.9,328.7 625.8,339.9 626.1,340.2 626.4,340.5 626.6,340.9 626.7,341.3 626.7,341.8 626.6,342.2 
		626.4,342.7 626.2,343.1 625.9,343.5 625.6,343.8 625.2,344.1 624.8,344.3 624.3,344.4 623.9,344.4 623.5,344.3 623.1,344.1 
		606.2,332.9" class="st1"></polyline>
</g>
<g id="ID_1376">
	<line y2="389.9" x2="581.1" y1="389.8" x1="581.1" class="st0"></line>
	<line y2="426.7" x2="604.8" y1="426.2" x1="604.3" class="st0"></line>
	<polyline points="592.4,402.8 592.9,402.3 593.7,401.9 594.7,402 595.8,402.3 597,403.1 598.7,404.4 600.5,406.2 
		602.4,408.5 604.2,411.1 605.9,413.9 607.6,416.9 609,420 610.2,423.1 610.2,423.9" class="st0"></polyline>
	<polyline points="611.9,427.7 611,425.1 610.9,424.5 610.8,423.8" class="st0"></polyline>
	<polyline points="610.9,425.1 610.4,423.9 610.4,423.8 610.3,423.1" class="st0"></polyline>
	<polyline points="592.1,403.2 592.4,402.7 592.9,402.3 593.3,401.5 594,400.9 594.9,400.6 596,400.6 597.2,401 
		598.5,401.8 599.4,402.4 600.3,403.2 601.2,404.1 602.2,405.2 603.2,406.3 604.1,407.5 606,410.1 606.9,411.6 607.8,413.1 
		609.4,416.1 610.9,419.2 611.5,420.8 612.1,422.5 612.4,423.1 612.5,423.2 613,424.3 613.9,426.9" class="st0"></polyline>
	<polyline points="609.8,425.4 609.4,424.3 609.4,424.2 609.1,423.5 607.9,420.5 606.5,417.5 604.9,414.5 603.2,411.7 
		601.4,409.2 599.6,407 597.8,405.3 596.1,403.9 594.6,403.1 593.3,402.9 592.2,403.1" class="st0"></polyline>
	<polyline points="609.2,424.4 609.7,425.5 610.6,428.1" class="st0"></polyline>
	<polyline points="588.6,405.1 589.3,404.9 590.6,405.1 592.2,405.9 593.8,407.3 595.6,409 597.4,411.2 599.2,413.7 
		600.9,416.5 602.5,419.5 604,422.5 605.2,425.5 605.4,426.2 605.5,426.3 606.1,427.3" class="st0"></polyline>
	<polyline points="598.9,429.3 603,427.2 603.8,426.7 604.3,426.2 603.1,423.1 601.6,420 600,416.9 598.2,414.1 
		596.4,411.5 594.5,409.3 592.7,407.5 591,406.1 589.5,405.3 588.1,405" class="st0"></polyline>
	<polyline points="599.2,429.9 603.3,427.8 604.1,427.3 604.7,426.8 604.8,426.7 605.4,426.2 609.4,424.2 610.2,423.9 
		610.4,423.8 611.5,423.5 612.4,423.1 616.9,420.5 621,417.7 624.7,414.9 628.1,412 631,409 633.5,406 635.5,403 637,400 638.1,397 
		638.6,394.2 638.6,391.4 638.1,388.8 637.1,386.3 636.1,385" class="st0"></polyline>
	<polyline points="599.3,430 603.4,427.9 604,427.5 604.6,427 604.8,426.8 605.5,426.3 605.8,426.1 609.2,424.4 
		609.4,424.3 610.4,423.9 610.8,423.8 611.7,423.6 612.5,423.2 616.9,420.5 621.1,417.8 624.8,414.9 628.2,412 631.1,409 
		633.6,405.9 635.6,402.9 637.1,399.9 638.1,397 638.7,394.2 638.6,391.4 638.1,388.8 637.1,386.4 636,384.7" class="st0"></polyline>
	<polyline points="599.8,431.1 603.9,429 604.7,428.5 605.3,428 605.3,427.9 605.7,427.7 606.1,427.3 606.3,427.2 
		609.7,425.5 609.8,425.4 610.4,425.3 610.9,425.1 611,425.1 612,424.7 613,424.3 617.5,421.6 621.7,418.9 625.4,416 628.8,413 
		631.8,410 634.3,406.9 636.3,403.9 637.9,400.9 638.9,397.9 639.4,395.1 639.4,392.3 638.9,389.7 637.8,387.2" class="st0"></polyline>
	<polyline points="605.3,427.9 604.8,426.8 604.7,426.8 604.3,426.2 604.7,425.8 605.2,425.5 609.1,423.5 609.6,423.3 
		610.2,423.1 610.3,423.1 611.2,422.9 612.1,422.5 616.5,419.9 620.6,417.1 624.4,414.3 627.7,411.4 630.6,408.4 633.1,405.4 
		635.1,402.4 636.6,399.4 637.6,396.5 638.2,393.7 638.2,390.9 637.7,388.3 636.6,385.9" class="st0"></polyline>
	<polyline points="604.6,427 605,427.5 605.3,428 606.2,430.6" class="st0"></polyline>
	<polyline points="605.8,426.1 606.3,427.2 607.2,429.9" class="st0"></polyline>
	<polyline points="585.7,405.3 586.3,405.3 587,405.3 587.7,405.5 588.5,405.9 589.3,406.4 590.2,407 591.1,407.8 
		592,408.7 593,409.7 593.9,410.8 594.9,412 595.8,413.3 596.8,414.7 597.7,416.1 598.6,417.6 599.5,419.2 600.3,420.8 601.1,422.4 
		601.8,424 602.4,425.6 603,427.2 603.3,427.8 603.4,427.9 603.9,429 604.8,431.6" class="st0"></polyline>
	<polyline points="586.4,415.7 586.2,415 586.1,415 585.9,414.4" class="st0"></polyline>
	<polyline points="585.4,409 585.4,409.7 585.5,411.9 585.9,414.4 586.4,415" class="st0"></polyline>
	<polyline points="586.9,418 586.3,415.7 585.9,415.1 585.1,415.3 584.4,415.6" class="st0"></polyline>
	<polyline points="584,408.2 583.8,409.1 583.8,410 583.8,411.1 583.9,412.3 584.1,413.6 584.4,414.9 584.4,415.6 
		584.4,415.6 584.5,416.3 585,418.6" class="st0"></polyline>
	<polyline points="588.1,417.6 587.6,415.3 587.5,414.6 587.5,414.6 587.5,413.9 587,411.5 587,410.2" class="st0"></polyline>
	<polyline points="588.1,417.6 587.5,415.3 587.4,414.6" class="st0"></polyline>
	<polyline points="590.3,413.8 587.6,415.3 587.5,415.3 586.9,415.5 586.4,415.7 586.3,415.7 585.4,415.9 584.5,416.3 
		580.4,418.3" class="st0"></polyline>
	<polyline points="589.9,413.3 587.5,414.6 587,414.8 586.4,415 586.1,415 585.2,415.2 584.4,415.6 580.3,417.6" class="st0"></polyline>
	<polyline points="590,413.4 587.5,414.6 587.4,414.6 586.8,414.9 586.2,415 585.9,415.1 585.2,415.3 584.4,415.6 
		580.3,417.7" class="st0"></polyline>
	<polyline points="589.5,412.9 587.5,413.9 586.7,414.2 585.9,414.4 585.1,414.6 584.4,414.9 580.3,417" class="st0"></polyline>
	<polyline points="581,407.6 581.6,407.4 582.2,407.4 582.8,407.4 583.6,407.6 584.4,408 585.2,408.5 586.1,409.1 
		587,409.9 587.9,410.8 588.9,411.7 589.8,412.9 590.8,414.1 591.7,415.4 592.7,416.7 593.6,418.2 594.5,419.7 595.4,421.2 
		596.2,422.8 597,424.4 597.7,426.1 598.3,427.7 598.9,429.3 599.2,429.9 599.3,430 599.8,431.1 600.7,433.7" class="st0"></polyline>
	<polyline points="580.9,420.7 580.4,418.3 580.3,417.7 580.3,417.6 580.3,417 580,415.6 579.8,414.4 579.7,413.2 
		579.7,412.1 579.7,411.1 579.9,410.3 580.1,409.5 580.4,408.9 580.8,408.4 581.3,408.1" class="st0"></polyline>
	<line y2="385.4" x2="580.6" y1="385.9" x1="580.8" class="st0"></line>
	<polyline points="578,385 577.6,384.9 577.5,384.9" class="st0"></polyline>
	<polyline points="580.8,382.1 581.2,378.9 582,375.8 583.3,372.7 585.1,369.9 587.2,367.4 589.7,365.2 592.3,363.4" class="st0"></polyline>
	<polyline points="580.7,387 580.6,386.7 580.7,385.5" class="st0"></polyline>
	<polyline points="580.7,387.3 580.8,386.2 580.8,385.9 580.8,385.9 580.9,385.8 580.9,385.3" class="st0"></polyline>
	<polyline points="577.5,382.9 577.6,383.6 577.6,383.7 577.6,384.9 577.5,384.9 577.1,384.9 577,383.7 577,383.6 
		577,382.9" class="st0"></polyline>
	<polyline points="577.6,387.5 577,384.9 576.9,383.6" class="st0"></polyline>
	<polyline points="577.9,387.6 577.5,384.9 577.5,383.7" class="st0"></polyline>
	<polyline points="581.1,389.8 580.7,387.3 580.8,386.2" class="st0"></polyline>
	<polyline points="598.4,361.2 597.6,361.3 594.8,362 592,363.3 589.3,365 586.9,367.2 584.8,369.7 583.1,372.5 
		581.8,375.5 580.9,378.6 580.6,381.7 580.7,384.7 580.6,385.4 580.6,385.5 580.5,386.6 580.9,389.3" class="st0"></polyline>
	<polyline points="578.1,383.8 578,385 578.5,387.7" class="st0"></polyline>
	<polyline points="606.2,361.7 605.4,360.9 602.9,359.5 600.2,358.7 597.4,358.4 594.4,358.6 591.4,359.4 588.5,360.7 
		585.8,362.5 583.3,364.8 581.2,367.3 579.4,370.2 578,373.3 577.2,376.5 576.8,379.7 577,382.9 577,383.6" class="st0"></polyline>
	<polyline points="576.1,387.1 575.7,384.5 575.8,383.3 575.8,383.2 575.9,382.6 575.7,379.4 576.1,376.1 577,372.8 
		578.3,369.6 580.1,366.7 582.3,364 584.9,361.7 587.7,359.9 590.6,358.6 593.7,357.7 596.7,357.5 599.6,357.8 602.4,358.7 
		604.9,360.1" class="st0"></polyline>
	<polyline points="577,383.7 577.1,384.9 577.7,387.5" class="st0"></polyline>
	<polyline points="565,376.1 575.8,383.2 576.2,383.4 577,383.6 577.6,383.6 577.7,383.6 578.2,383.8 580.6,385.4 
		580.8,385.7 580.9,385.8 580.8,386.1 580.9,386.5 581.3,386.8 597.1,397.3 598,398" class="st0"></polyline>
	<polyline points="580.7,387 580.8,385.9 580.7,385.5 580.6,385.5 578.2,383.9 578.1,383.8 577.6,383.7 577.5,383.7 
		577,383.7 577,383.7 576.9,383.6 576.3,383.5 575.8,383.3 565,376.2" class="st0"></polyline>
	<polyline points="597.9,398.1 597.1,397.3 581.2,386.9 580.9,386.6 580.8,386.3" class="st0"></polyline>
	<polyline points="604.5,361.2 603.4,360.6 600.8,359.8 598.1,359.5 595.2,359.7 592.3,360.4 589.5,361.7 586.9,363.4 
		584.5,365.6 582.4,368.1 580.7,370.9 579.3,373.9 578.5,377 578.1,380.1 578.3,383.1 578.2,383.8 578.2,383.9 578.1,385 
		578.5,387.7" class="st0"></polyline>
	<polyline points="577.7,383.6 577.5,382.9 577.4,379.8 577.8,376.7 578.6,373.5 579.9,370.5 581.7,367.7 583.8,365.1 
		586.3,362.9 588.9,361.2 591.8,359.9 594.7,359.1 597.6,358.9 600.4,359.2 603.1,360 605.4,361.4 605.5,361.4" class="st0"></polyline>
	<polyline points="581.6,390.7 581.1,388.1 581.2,386.9 581.3,386.8 581.3,386.1 581.2,384.5 581.2,382.9 581.3,381.2 
		581.6,379.5 582,377.8 582.5,376.1 583.2,374.5 584,372.9 584.9,371.3 585.9,369.9 587,368.5 588.2,367.2 589.5,366 590.9,364.9 
		592.3,363.9 593.8,363.1 595.3,362.4 596.9,361.9 598.5,361.4 600,361.2 601.6,361.1 603.1,361.1 604.6,361.3 606.1,361.6 
		607.5,362.1" class="st0"></polyline>
	<polyline points="578,385 578.1,385 580.5,386.6 580.6,386.7 580.9,389.3" class="st0"></polyline>
	<polyline points="592.5,363.3 589.8,365.1 587.3,367.4 585.1,370 583.4,372.8 582,375.9 581.1,379.1 580.8,382.3" class="st0"></polyline>
	<line y2="385.3" x2="580.9" y1="385.7" x1="580.8" class="st0"></line>
	<polyline points="597.2,398.7 597,398.5 581.1,388.1 580.8,387.7 580.7,387.3 580.8,386.3 580.8,386.2 580.8,386.1 
		580.9,385.5" class="st0"></polyline>
	<polyline points="597,403.1 597.7,402.3 598.5,401.8" class="st0"></polyline>
	<polyline points="597,398.8 597,398.5 597.1,397.3 597.1,397.3 597.1,396.6 597,394.9 597,393.3 597.1,391.6 
		597.4,389.9 597.8,388.2 598.3,386.5 599,384.9 599.8,383.3 600.7,381.8 601.7,380.3 602.8,378.9 604,377.6 605.3,376.4 
		606.7,375.3 608.1,374.4 609.6,373.5 611.2,372.8 612.7,372.3 614.3,371.9 615.8,371.6 617.4,371.5 618.9,371.5 620.5,371.7 
		621.9,372.1 623.3,372.6 624.6,373.2 625.9,373.9" class="st0"></polyline>
	<polyline points="580.9,385.5 581,385.9 581.3,386.1 597.1,396.6 598.4,397.7" class="st0"></polyline>
	<polyline points="565.1,375.5 575.9,382.6 576.3,382.8 577,382.9 577.5,382.9 577.5,382.9 578.3,383.1 580.7,384.7 
		580.9,385.1" class="st0"></polyline>
	<polyline points="577,384.9 576.3,384.7 575.7,384.5 564.9,377.4" class="st0"></polyline>
	<polyline points="606.9,361.9 606.1,361.2 604.9,360.1 593.8,352.8 592.6,352 591.3,351.4 589.9,350.9 588.4,350.6 
		586.9,350.4 585.4,350.4 583.8,350.5 582.2,350.8 580.7,351.2 579.1,351.7 577.6,352.4 576.1,353.3 574.7,354.2 573.3,355.3 
		572,356.5 570.8,357.8 569.7,359.2 568.6,360.6 567.7,362.2 566.9,363.8 566.3,365.4 565.7,367.1 565.3,368.8 565.1,370.5 
		564.9,372.2 564.9,373.8 565.1,375.5 565,376.1 565,376.2 564.9,377.4 565.3,380 576.1,387.1 576.7,387.4 577.6,387.5 577.7,387.5 
		577.9,387.6 578.5,387.7 580.9,389.3 581,389.6" class="st1"></polyline>
	<line y2="389.3" x2="580.9" y1="387.8" x1="580.8" class="st1"></line>
	<polyline points="580.7,387 580.7,387.3 581.1,389.9 581.2,390.3 581.6,390.7 595.5,399.9" class="st1"></polyline>
	<polyline points="596.2,399.5 597.7,398.3 599.3,396.9" class="st1"></polyline>
	<line y2="394.7" x2="600.8" y1="395.7" x1="600.3" class="st1"></line>
	<line y2="394.8" x2="600.9" y1="396" x1="600.1" class="st1"></line>
	<polyline points="600.9,395 599.8,396.4 598.9,397.3" class="st1"></polyline>
	<polyline points="596.7,399.1 594.6,400.5 594,400.9 593.2,401.5 592.8,402 592.4,402.5 592.1,403.2" class="st1"></polyline>
	<line y2="403.2" x2="592.1" y1="402.8" x1="592.4" class="st1"></line>
	<polyline points="588.4,405 592.2,403.1 592.2,403.1" class="st1"></polyline>
	<polyline points="588.7,405.1 587.2,405 586.6,405.1 585.7,405.3 585.1,405.6 581,407.6 580.5,408 580.2,408.5 
		579.8,409.1 579.6,409.9 579.5,410.8 579.4,411.8 579.4,412.9 579.5,414.1 579.7,415.4 580,416.8 580,417.3 580,417.3 580.1,418.1 
		580.6,420.5 580.9,420.7 585,418.6 585.9,418.3 586.9,418 587.5,417.9 588.1,417.6 591.8,415.8" class="st1"></polyline>
	<polyline points="580.8,382.1 580.8,382.3 580.9,385.5" class="st1"></polyline>
	<polyline points="635.7,384.2 636.3,384.9 637.8,387.2 638.9,389.6 640,392.1 640.5,394.7 640.5,397.5 639.9,400.4 
		638.9,403.4 637.4,406.4 635.3,409.5 632.8,412.5 629.8,415.6 626.4,418.5 622.6,421.4 618.4,424.2 613.9,426.9 613,427.4 
		611.9,427.7 611.2,427.9 610.6,428.1 607.2,429.9 606.6,430.2 606.2,430.6 605.6,431.1 604.8,431.6 600.7,433.7 600.5,433.6 
		599.5,431 599.1,430.1 599.1,430 598.7,429.2 598.1,427.6 597.5,426 596.8,424.5 596,422.9 595.2,421.4 594.4,419.8 593.5,418.4 
		592.6,417 591.7,415.6 590.8,414.4 589.8,413.2 588.9,412.1 588,411.1 587.1,410.3 586.2,409.5 585.3,408.9 584.5,408.4 
		583.8,408.1 583,407.9 582.4,407.8 581.8,407.9 581.3,408.1" class="st1"></polyline>
	<polyline points="592.3,363.4 592.5,363.3 595.4,362 596.5,361.7 598.1,361.3 598.4,361.2 599.6,361 601.2,360.9 
		602.7,361 604.2,361.1 605.7,361.5 607.1,362 607.5,362.1 608.8,362.7 610.1,363.5 625.9,373.9 628.2,375.7 629.4,376.7 
		630.5,377.7 632.5,379.7 633.5,380.9 634.4,382.2 635.9,384.5 636.6,385.9" class="st1"></polyline>
</g>
<g id="ID_1339">
	<g id="ID_1350">
		<polyline points="566.7,357 566.4,357.5 566,357.9 565.7,358.4 565.3,358.8 564.9,359.2 564.7,359.4" class="st0"></polyline>
		<polyline points="566.5,356.9 566.7,357 566.9,357.3 566.6,357.6 566.4,357.9 566.2,358.2 565.9,358.5 565.6,358.8 
			565.4,359.1 565.1,359.4 564.8,359.6 564.6,359.9 564.3,360.2" class="st1"></polyline>
	</g>
	<g id="ID_1348">
		<line y2="360.6" x2="566.7" y1="359.6" x1="568.2" class="st0"></line>
		<polyline points="570,358.1 570,358.1 570,358 569.9,357.8 569.8,357.6 569.7,357.3 569.5,357.1 569.4,357 
			569.2,356.8 569.1,356.6 568.9,356.4 568.8,356.3 568.7,356.1 568.5,356 568.4,355.8 568.3,355.7 568.1,355.6 567.9,355.5 
			567.7,355.4" class="st0"></polyline>
		<line y2="358.3" x2="570" y1="358.9" x1="569.4" class="st0"></line>
		<line y2="359.5" x2="568.2" y1="358" x1="570" class="st0"></line>
		<line y2="356.4" x2="568.9" y1="357.9" x1="567.1" class="st0"></line>
		<polyline points="566.8,361.1 566.8,361.1 566.8,361.1 566.8,361 566.8,361 566.8,360.9 566.8,360.8 566.8,360.7 
			566.7,360.6 566.6,360.4 566.6,360.3 566.5,360.2 566.4,360 566.3,359.9 566.2,359.7 566.1,359.6 566,359.4" class="st0"></polyline>
		<polyline points="559.8,365.6 559.8,365.6 559.7,365.5 559.7,365.4 559.5,365.2 559.4,365.1 559.2,364.9 559,364.7" class="st0"></polyline>
		<polyline points="559.6,365.8 559.6,365.8 559.6,365.7 559.6,365.6 559.5,365.5 559.4,365.3 559.3,365.1 559.2,364.9 
			559,364.7" class="st0"></polyline>
		<line y2="365.5" x2="559.5" y1="365.4" x1="559.7" class="st0"></line>
		<polyline points="559.3,364.7 559.3,364.6 559.1,364.5 559.1,364.4" class="st0"></polyline>
		<line y2="364.6" x2="558.9" y1="364.7" x1="559" class="st0"></line>
		<polyline points="559.9,365.7 559.8,365.7 559.6,365.8 559.5,365.8 559.4,365.8 559.3,365.7 559.2,365.6 559.1,365.5 
			558.9,365.4 558.8,365.2 558.7,365 558.5,364.8 558.5,364.8" class="st1"></polyline>
		<polyline points="566.8,361.1 568.3,360.2 568.3,360.2 568.4,360.2 568.4,360.1 568.4,360 568.4,359.9 568.3,359.8 
			568.3,359.7 568.2,359.6 568.2,359.5 568.1,359.3 568,359.2 567.9,359 567.8,358.8 567.7,358.7 567.5,358.5 567.4,358.3 
			567.3,358.1 567.1,358 567,357.8 566.8,357.7 566.7,357.5" class="st1"></polyline>
		<polyline points="568,355.6 568,355.6 568.1,355.6 568.2,355.7 568.3,355.8 568.4,355.8 568.5,356 568.7,356.1 
			568.8,356.3 569,356.4 569.1,356.6 569.3,356.8 569.4,357 569.5,357.1 569.7,357.3 569.8,357.5 569.9,357.6 569.9,357.8 570,358 
			570,358.1 570,358.1 569.4,358.6 569.4,358.9" class="st1"></polyline>
		<polyline points="568.3,359.8 569.9,358.6 570,358.5 570,358.3 570,358.3 569.9,358.2" class="st1"></polyline>
		<line y2="355.4" x2="567.7" y1="355.9" x1="567.1" class="st1"></line>
	</g>
	<g id="ID_1346">
		<polyline points="564.2,360.1 564.2,360.1 564.3,360.1 564.4,360.1 564.5,360.1 564.6,360.1 564.6,360 565.5,359.3 
			565.6,359.2 565.7,359.1 565.7,359.1 565.8,359 565.8,358.9 565.8,358.8 565.7,358.8" class="st0"></polyline>
		<line y2="359" x2="565.3" y1="359" x1="565.3" class="st0"></line>
		<polyline points="562.4,358.6 562.4,358.7 562.3,358.8 562.3,358.8 559.4,361.1 559.4,361.2 559.3,361.2 559.2,361.2 
			559.1,361.2 558.3,360.6 558.3,360.6 558.2,360.6 558.2,360.6" class="st0"></polyline>
		<polyline points="560.8,362.5 560.7,362.4 560.6,362.3 560.6,362.2 560.5,362.1 560.4,362.1 560.3,362 560.3,361.9 
			560.2,361.9 559.4,361.3 559.3,361.3" class="st0"></polyline>
		<polyline points="558.4,364.9 558.4,365 558.5,365.1 558.6,365.2 558.7,365.4 558.8,365.5 558.9,365.6 559,365.7 
			559.1,365.8 559.2,365.9 559.3,366 559.4,366.1 559.5,366.2 559.6,366.2 559.7,366.3 559.8,366.3 559.8,366.4 559.9,366.4 
			559.9,366.4 560,366.4 560,366.4" class="st0"></polyline>
		<polyline points="559.6,364.1 559.6,364.1 559.5,364.3 559.5,364.4 559.5,364.5 559.5,364.7 559.6,364.8 560.2,366 
			560.2,366.1 560.3,366.2 560.3,366.3 560.3,366.4 560.4,366.5 560.4,366.6 560.4,366.6 560.4,366.7 560.3,366.7" class="st0"></polyline>
		<polyline points="558.4,361 558.4,361 558.4,361 558.4,361.1 558.4,361.2 558.4,361.3 558.4,361.4 558.3,361.5 
			558.3,361.5 558.2,361.6 557.5,362.2 557.4,362.3 557.3,362.4" class="st0"></polyline>
		<polyline points="565.5,359.3 566.4,361 566.4,361.1 566.5,361.2 566.5,361.3 566.6,361.4 566.6,361.5 566.6,361.6 
			566.6,361.7 566.6,361.7 566.6,361.8" class="st0"></polyline>
		<polyline points="565.3,359.1 565.3,359 565.7,358.7" class="st0"></polyline>
		<line y2="360" x2="564.6" y1="359.8" x1="564.4" class="st0"></line>
		<polyline points="560.2,366 566.4,361 566.5,360.9 566.5,360.8 566.6,360.8 566.6,360.7 566.6,360.6 566.6,360.5" class="st0"></polyline>
		<line y2="360.1" x2="564.5" y1="361.2" x1="563.1" class="st0"></line>
		<line y2="361.2" x2="559.1" y1="361.5" x1="559.3" class="st0"></line>
		<line y2="361.1" x2="558.7" y1="361.3" x1="558.4" class="st0"></line>
		<line y2="361.9" x2="560.2" y1="359.3" x1="563.4" class="st0"></line>
		<line y2="364.6" x2="559.3" y1="364.8" x1="559.6" class="st0"></line>
		<line y2="361.7" x2="559.6" y1="361.3" x1="559.4" class="st0"></line>
		<line y2="362.3" x2="560.5" y1="362.5" x1="560.8" class="st0"></line>
		<line y2="360.6" x2="558.3" y1="358.1" x1="561.5" class="st0"></line>
		<line y2="360.8" x2="558.2" y1="361" x1="558.4" class="st0"></line>
		<line y2="361.4" x2="558" y1="361.6" x1="558.2" class="st0"></line>
		<line y2="362" x2="557.2" y1="362.2" x1="557.5" class="st0"></line>
		<polyline points="562.4,358.6 562.4,358.6 561.5,358.1 561.5,358 561.4,358 561.4,358 558.1,360.6 558.1,360.7 
			558.1,360.7 558.2,360.8 558.2,360.8 558.2,360.9 558.2,361 558.2,361.2 558.1,361.3 558.1,361.4 558,361.4 557.2,362 
			557.1,362.2 557,362.3 557,362.4 556.9,362.6 556.9,362.6" class="st1"></polyline>
		<polyline points="559.3,364.3 559.3,364.4 559.3,364.5 559.3,364.6 559.9,365.8 560,365.9 560,366 560,366 
			560.1,366.1 560.1,366.2 560.1,366.3 560.1,366.3 560.1,366.3" class="st1"></polyline>
		<polyline points="558.3,364.9 558.3,365 558.5,365.2 558.6,365.3 558.7,365.5 558.8,365.6 559,365.8 559.1,365.9 
			559.2,366 559.3,366.2 559.5,366.3 559.6,366.4 559.7,366.5 559.8,366.6 559.9,366.6 560,366.7 560.1,366.7 560.1,366.7 
			560.2,366.8 560.3,366.8 560.3,366.8 560.3,366.7 566.5,361.8 566.6,361.7 566.7,361.6 566.7,361.6 566.8,361.4 566.8,361.4 
			566.8,361.3 566.8,361.2 566.8,361.1 566.8,361 566.8,360.9 566.7,360.8 566.7,360.7 566.7,360.6 566.6,360.5 566.6,360.4 
			565.7,358.8 565.7,358.7 565.6,358.7" class="st1"></polyline>
		<polyline points="565.3,359 565.3,359.1 565.3,359.1 565.3,359.2 564.4,359.8 564.3,359.9 564.3,359.9" class="st1"></polyline>
		<polyline points="563.6,359.4 563.5,359.4 563.4,359.3 562.6,358.8 562.5,358.8 562.5,358.8 562.4,358.8 562.3,358.8 
			559.5,361.1 559.4,361.2 559.3,361.2 559.3,361.3 559.5,361.6 559.6,361.7 560.4,362.2 560.4,362.3 560.5,362.3 560.6,362.4" class="st1"></polyline>
		<polyline points="559.5,361.5 559.4,361.5 559.3,361.5 558.5,361 558.5,361" class="st1"></polyline>
	</g>
	<g id="ID_1340">
		<line y2="361.4" x2="558.7" y1="362.8" x1="560.9" class="st0"></line>
		<line y2="331.2" x2="540.7" y1="332.6" x1="542.9" class="st0"></line>
		<polyline points="563.1,330.5 564.4,331.5 565.7,332.6 566.8,333.9 567.7,335.3 568.5,336.8 569.2,338.4 569.6,340.2 
			569.9,342 570.1,343.8 570,345.7 569.8,347.6 569.4,349.6 568.9,351.5 568.2,353.3 567.3,355.1 566.3,356.9 565.1,358.5 
			563.8,360.1 562.4,361.5 560.9,362.8 559.3,364 557.7,365 556,365.8 554.2,366.5 552.4,367 550.7,367.3 548.9,367.4 547.2,367.3 
			545.5,367.1 543.8,366.6 542.3,366 540.8,365.2" class="st0"></polyline>
		<polyline points="563.3,330.2 561.8,329.4 560.2,328.8 558.6,328.3 556.9,328.1 555.1,328 553.3,328.1 551.5,328.4 
			549.7,328.9 547.9,329.6 546.2,330.4 544.5,331.4 542.9,332.6 541.4,333.9 539.9,335.4 538.6,337 537.5,338.7 536.4,340.4 
			535.5,342.3 534.8,344.2 534.3,346.1 533.9,348 533.6,350 533.6,351.9 533.7,353.8 534,355.6 534.5,357.4 535.2,359 536,360.6 
			537,362 538.1,363.3 539.3,364.4 540.7,365.4" class="st0"></polyline>
		<polygon points="570.3,343.8 570.3,345.7 570.1,347.6 569.7,349.6 569.1,351.5 568.4,353.4 567.5,355.2 566.5,357 
			565.3,358.7 564,360.3 562.6,361.7 561,363.1 559.4,364.2 557.8,365.2 556,366.1 554.2,366.8 552.4,367.3 550.6,367.6 
			548.8,367.7 547.1,367.6 545.4,367.3 543.7,366.9 542.2,366.2 540.7,365.4 538.5,364 537.1,363 535.9,361.8 534.7,360.6 
			533.8,359.1 533,357.6 532.3,355.9 531.8,354.2 531.5,352.3 531.4,350.4 531.4,348.5 531.6,346.6 532,344.6 532.6,342.7 
			533.3,340.8 534.2,339 535.3,337.2 536.4,335.5 537.7,333.9 539.2,332.5 540.7,331.2 542.3,330 544,329 545.7,328.1 547.5,327.4 
			549.3,327 551.1,326.6 552.9,326.5 554.6,326.6 556.4,326.9 558,327.3 559.6,328 561,328.8 563.3,330.2 564.6,331.2 565.9,332.4 
			567,333.7 567.9,335.1 568.8,336.6 569.4,338.3 569.9,340.1 570.2,341.9" class="st1"></polygon>
		<polyline points="540.8,365.2 539.5,364.2 538.3,363.1 537.2,361.8 536.2,360.4 535.4,358.9 534.8,357.2 534.3,355.5 
			534,353.7 533.9,351.8 533.9,349.9 534.1,348 534.5,346.1 535.1,344.2 535.8,342.3 536.7,340.5 537.7,338.8 538.8,337.1 
			540.1,335.6 541.5,334.1 543,332.8 544.6,331.7 546.3,330.7 548,329.8 549.7,329.2 551.5,328.7 553.3,328.4 555,328.3 
			556.8,328.4 558.5,328.6 560.1,329.1 561.6,329.7 563.1,330.5" class="st1"></polyline>
		<polyline points="562.3,330 563.5,331.1 564.5,332.4 565.5,333.8 566.3,335.4 566.9,337 567.4,338.7 567.7,340.5 
			567.9,342.4 567.8,344.3 567.6,346.2 567.2,348.1 566.7,350 565.9,351.9 565.1,353.7 564,355.4 562.9,357.1 561.6,358.6 
			560.2,360.1 558.7,361.4 557.1,362.5 555.5,363.5 553.7,364.4 552,365 550.2,365.5 548.4,365.8 546.7,365.9 544.9,365.9 
			543.3,365.6 541.6,365.1 540.1,364.5 539.5,364.2" class="st1"></polyline>
	</g>
</g>
<g id="ID_1239">
	<polygon points="637.8,310.4 637.8,310.7 637.7,310.9 637.6,311.1 637.4,311.3 637.2,311.5 637,311.6 636.8,311.7 
		636.6,311.7 636.4,311.7 636.2,311.7 636,311.6 635.9,311.5 635.8,311.3 635.7,311.1 635.6,310.9 635.6,310.7 635.7,310.4 
		635.8,310.2 635.9,310 636,309.8 636.2,309.7 636.4,309.5 636.6,309.4 636.8,309.4 637,309.4 637.2,309.4 637.4,309.5 637.6,309.7 
		637.7,309.8 637.8,310 637.8,310.2" class="st0"></polygon>
	<polyline points="633.7,310.3 633.4,310.2 633.3,310.1 633.1,309.9 633,309.6 632.9,309.4 632.9,309.1 633,308.8 
		633.1,308.5 633.2,308.3 633.4,308 633.6,307.8 633.9,307.7 634.1,307.6 634.4,307.5 634.6,307.5 634.9,307.6 635.1,307.7 
		635.3,307.8" class="st0"></polyline>
	<polyline points="633.2,310.6 632.9,310.4 632.7,310.2 632.6,309.8 632.5,309.5 632.5,309.1 632.6,308.8 632.7,308.4 
		632.9,308 633.1,307.7 633.4,307.5 633.7,307.3 634.1,307.1 634.4,307 634.8,307 635.1,307.1 635.4,307.3" class="st0"></polyline>
	<polyline points="622.7,306.3 622.7,306.4 622.6,306.5 622.6,306.5 622.5,306.5 622.4,306.5" class="st0"></polyline>
	<line y2="304.5" x2="623.5" y1="304.4" x1="623.7" class="st0"></line>
	<line y2="305.9" x2="626" y1="306" x1="625.9" class="st0"></line>
	<polyline points="624,304.6 623.9,304.6 623.5,304.5 623.2,304.3 623,304.1 622.7,303.8 622.6,303.5 622.5,303.1 
		622.5,302.7 622.6,302.3 622.7,301.9 622.9,301.5 623.2,301.1 623.5,300.8 623.8,300.6 624.2,300.5 624.6,300.4 625,300.4 
		625.3,300.5 625.7,300.6 625.9,300.8 626.1,301.1 626.2,301.2" class="st0"></polyline>
	<polyline points="623.4,304.2 623.2,304 623,303.7 622.9,303.4 622.8,303.1 622.8,302.7 622.8,302.3 623,302 
		623.2,301.6 623.4,301.3 623.7,301.1 624,300.9 624.3,300.7 624.7,300.6 625,300.6 625.3,300.7 625.6,300.9" class="st0"></polyline>
	<polyline points="625.9,305.8 625.6,306 625.2,306.2 624.9,306.3 624.5,306.4 624.1,306.5 623.8,306.5 623.4,306.5 
		623.1,306.4 622.7,306.3 622.4,306.2 622.1,306 621.8,305.8 621.6,305.6 621.4,305.3 621.2,305 621,304.7 620.9,304.4 620.8,304 
		620.7,303.6 620.7,303.3 620.7,302.9 620.8,302.5 620.9,302.1 621,301.7 621.1,301.3 621.3,300.9 621.5,300.6 621.8,300.2 
		622,299.9 622.3,299.6 622.6,299.4 623,299.1 623.3,298.9 623.7,298.8 624,298.6 624.4,298.5 624.8,298.5 625.1,298.4 625.5,298.5 
		625.8,298.5 626.1,298.6 626.5,298.8 626.8,298.9 627,299.1 627.3,299.4 627.5,299.6 627.7,299.9 627.9,300.2 628,300.6 
		628.1,300.9 628.1,301.3 628.2,301.7 628.2,302.1 628.1,302.5" class="st0"></polyline>
	<line y2="302.4" x2="628.3" y1="302.6" x1="628.2" class="st0"></line>
	<polyline points="635.1,307.7 634.9,307.6 634.7,307.6 634.4,307.6 634.2,307.6 633.9,307.7 633.7,307.9 633.5,308.1 
		633.3,308.3 633.1,308.6 633.1,308.8 633,309.1 633,309.4 633.1,309.6 633.2,309.9 633.3,310.1 633.5,310.2" class="st0"></polyline>
	<polyline points="633.8,310.4 633.6,310.4 633.4,310.3 633.2,310.1 633,309.9 632.9,309.7 632.9,309.4 632.9,309.1 
		632.9,308.8 633,308.5 633.2,308.2 633.4,308 633.6,307.8 633.8,307.6 634.1,307.5 634.4,307.4 634.6,307.4 634.9,307.5 
		635.1,307.6 635.3,307.8 635.5,308" class="st0"></polyline>
	<line y2="310.9" x2="637.8" y1="310.9" x1="637.7" class="st0"></line>
	<polyline points="633,308.5 633.1,308.5 633.1,308.6 635.4,310.1 635.8,310.2" class="st0"></polyline>
	<polyline points="637.4,309.2 637.2,309.1 637,309.1 636.7,309.1 636.4,309.1 636.2,309.2 636,309.4 635.8,309.6 
		635.6,309.8 635.4,310.1 635.3,310.3 635.3,310.6 635.3,310.9 635.3,311.2 635.4,311.4 635.6,311.6 635.8,311.7" class="st0"></polyline>
	<polyline points="625.3,300.5 625.3,300.6 625.3,300.7 635.1,307.1" class="st0"></polyline>
	<polyline points="626,298.2 626.1,298.2 626.2,298.3 626.2,298.3 626.2,298.4 626.2,298.5 626.1,298.6" class="st0"></polyline>
	<polyline points="622.2,306.4 621.8,306.2 621.5,306 621.3,305.7 621,305.4 620.8,305.1 620.6,304.8 620.5,304.4 
		620.4,304 620.3,303.6 620.3,303.2 620.3,302.8 620.4,302.4 620.5,302 620.6,301.6 620.8,301.1 621,300.7 621.2,300.4 621.5,300 
		621.7,299.6 622,299.3 622.4,299 622.7,298.8 623.1,298.6 623.5,298.4 623.9,298.3 624.3,298.2 624.7,298.1 625,298.1 625.4,298.1 
		625.8,298.2 626.2,298.3 626.5,298.4 626.8,298.6 627.1,298.8 627.4,299" class="st0"></polyline>
	<polyline points="623.7,304.4 623.6,304.4 623.3,304.2 623.1,304 622.9,303.7 622.7,303.4 622.7,303.1 622.7,302.7 
		622.7,302.3 622.9,301.9 623,301.6 623.3,301.2 623.6,301 623.9,300.8 624.3,300.6 624.6,300.5 625,300.5 625.3,300.6 625.6,300.8 
		625.9,301 625.9,301" class="st0"></polyline>
	<line y2="298.1" x2="622.7" y1="298.4" x1="623.2" class="st0"></line>
	<line y2="300.4" x2="620.1" y1="300.9" x1="620.8" class="st0"></line>
	<polyline points="621.6,299 621.3,299.2 621,299.5" class="st0"></polyline>
	<polyline points="620,301.6 620,302 620.1,302.4" class="st0"></polyline>
	<polyline points="623.4,298.3 623.3,298.3 622.7,298.1 622,298.7 621.6,298.9 621.3,299.2 620.9,299.5 620.6,299.8 
		620.1,300.4 620,301.2 620,301.6 620,302 620,302.4 620.1,302.9 620.2,303.8 620.3,303.8" class="st1"></polyline>
	<polyline points="622.3,299 621.9,299.3 621.6,299.6 621.4,299.9 621.1,300.3 620.9,300.7 620.7,301.1 620.5,301.5 
		620.4,301.9" class="st1"></polyline>
	<polyline points="623.4,304.2 633.2,310.6 633.5,310.8 633.8,310.8 634.1,310.8 634.4,310.8" class="st1"></polyline>
	<line y2="307.9" x2="635.3" y1="307.7" x1="635.1" class="st1"></line>
	<polyline points="635.1,307.7 637.4,309.2 637.6,309.4 637.7,309.6 637.9,309.8 637.9,310.1 637.9,310.3 637.9,310.6 
		637.8,310.9 637.6,311.2 637.4,311.4 637.2,311.6 637,311.7 636.7,311.8 636.5,311.9 636.2,311.9 636,311.8 635.8,311.7 
		633.5,310.2" class="st1"></polyline>
	<line y2="310.2" x2="633.5" y1="310.3" x1="633.7" class="st1"></line>
	<polyline points="625.6,300.9 635.4,307.3 635.6,307.5 635.8,307.7 635.9,308 636,308.3" class="st1"></polyline>
	<polyline points="627.3,299 627.4,299 627.6,299.3 627.8,299.7 628,300 628.1,300.4 628.2,300.7 628.2,300.8 
		628.3,301.2 628.3,301.6 628.3,302 628.3,302.4 628.2,302.6" class="st1"></polyline>
	<polyline points="622.6,298.8 623,298.5 623.4,298.3 623.8,298.2 624.2,298.1 624.6,298 624.9,298 625.3,298" class="st1"></polyline>
	<polyline points="625.7,298.1 625.8,298.1 626.1,298.2 626.5,298.4 626.8,298.5 627.1,298.8" class="st1"></polyline>
	<polyline points="620.3,302.3 620.2,302.7 620.2,303.2 620.3,303.6 620.3,304 620.4,304.4 620.6,304.7 620.7,305.1 
		620.8,305.1 621,305.4 621.2,305.7 621.5,306 621.8,306.2 622.1,306.4 622.2,306.4 622.5,306.5 622.8,306.6 623.2,306.7 
		623.6,306.7 624,306.7 624.4,306.6 624.4,306.6 624.8,306.5 625.2,306.4 625.6,306.2 625.9,306 626,305.9" class="st1"></polyline>
</g>
<g id="ID_1043">
	<g id="ID_1050">
		<line y2="205.8" x2="299.7" y1="206.4" x1="299.9" class="st0"></line>
		<polyline points="298,204.8 298.1,204.9 298.1,204.9 298.2,205" class="st0"></polyline>
		<line y2="207.1" x2="293.1" y1="206.9" x1="293.1" class="st0"></line>
		<polyline points="295.2,205.9 295.2,205.8 295.2,205.7 295.2,205.7 295.2,205.6" class="st0"></polyline>
		<polyline points="300.4,204.3 300.4,204.5 300.4,204.7 300.4,204.8 300.3,205 300.2,205.2 300.1,205.4 299.9,205.6 
			299.7,205.8 299.5,206 299.2,206.2 299,206.4 298.7,206.6 298.3,206.7 298,206.9 297.7,207 297.3,207.1 296.9,207.2 296.6,207.3 
			296.2,207.4 295.8,207.4 295.5,207.5 295.1,207.5 294.8,207.5 294.5,207.4 294.2,207.4 294,207.3 293.7,207.2 293.5,207.1 
			293.3,207 293.2,206.9 293.1,206.7 293,206.6" class="st0"></polyline>
		<polyline points="298.6,203.4 298.9,203.4 299.2,203.5 299.4,203.5 299.7,203.6 299.9,203.7 300.1,203.9 300.2,204 
			300.3,204.1 300.4,204.3 300.5,204.8 300.6,205 300.6,205.2 300.6,205.4 300.5,205.6 300.4,205.8 300.3,206 300.1,206.2 
			299.9,206.4 299.7,206.6 299.4,206.8 299.1,206.9 298.8,207.1 298.5,207.3 298.2,207.4 297.8,207.5 297.4,207.7 297.1,207.8 
			296.7,207.9 296.4,207.9 296,208 295.6,208 295.3,208 295,208 294.7,208 294.4,207.9 294.1,207.8 293.9,207.8 293.7,207.7 
			293.5,207.5 293.3,207.4 293.2,207.3 293.1,207.1 293,206.6 293,206.4 292.9,206.2 293,206 293,205.8 293.1,205.6 293.3,205.4 
			293.5,205.2 293.6,205 293.9,204.8 294,204.7" class="st1"></polyline>
		<line y2="206" x2="295.4" y1="206.1" x1="295.4" class="st1"></line>
		<polyline points="298.2,205 298.2,205.1 298.2,205.1 298.2,205.2 298.1,205.3 298.1,205.4 298.1,205.4 298,205.5 
			297.9,205.6 297.8,205.7 297.7,205.7 297.6,205.8 297.5,205.9 297.3,206 297.2,206 297.1,206.1 296.9,206.1 296.8,206.2 
			296.6,206.2 296.5,206.2 296.4,206.2 296.2,206.3 296.1,206.3 295.9,206.3 295.8,206.2 295.7,206.2 295.6,206.2 295.5,206.2 
			295.4,206.1 295.3,206.1 295.3,206 295.2,206 295.2,205.9" class="st1"></polyline>
		<line y2="205.3" x2="298.1" y1="205.2" x1="298" class="st1"></line>
	</g>
	<g id="ID_1044">
		<line y2="202.9" x2="294.1" y1="202.7" x1="294.3" class="st0"></line>
		<line y2="202.1" x2="295.3" y1="202.2" x1="295.1" class="st0"></line>
		<line y2="202.3" x2="297.1" y1="202" x1="297" class="st0"></line>
		<line y2="203.2" x2="297.6" y1="203.4" x1="297.9" class="st0"></line>
		<line y2="211.9" x2="297.4" y1="211.9" x1="297.5" class="st0"></line>
		<polyline points="296,208.4 296,208.5 296,208.6" class="st0"></polyline>
		<line y2="207.5" x2="298.8" y1="207.6" x1="298.8" class="st0"></line>
		<polyline points="298.9,207.8 298.9,207.8 298.9,207.7 298.9,207.5" class="st0"></polyline>
		<line y2="207.7" x2="298.8" y1="207.6" x1="298.8" class="st0"></line>
		<polyline points="298.6,208.1 298.5,208.1 298.3,207.3" class="st0"></polyline>
		<polyline points="298.4,208.1 298.3,208.2 298.2,208.3" class="st0"></polyline>
		<line y2="208.7" x2="297" y1="208.7" x1="296.9" class="st0"></line>
		<line y2="208.6" x2="297.5" y1="208.6" x1="297.4" class="st0"></line>
		<line y2="208.4" x2="298" y1="208.4" x1="297.9" class="st0"></line>
		<line y2="208.4" x2="298.7" y1="208.3" x1="298.7" class="st0"></line>
		<line y2="208.6" x2="296.4" y1="208.6" x1="296.5" class="st0"></line>
		<line y2="211.3" x2="299.5" y1="211.2" x1="299.6" class="st0"></line>
		<line y2="210.9" x2="299.5" y1="211" x1="299.5" class="st0"></line>
		<line y2="211.4" x2="299.4" y1="211.2" x1="299.5" class="st0"></line>
		<line y2="210.6" x2="299.4" y1="210.7" x1="299.4" class="st0"></line>
		<line y2="210.3" x2="299.3" y1="210.4" x1="299.3" class="st0"></line>
		<line y2="210" x2="299.2" y1="210" x1="299.2" class="st0"></line>
		<line y2="209.6" x2="299.1" y1="209.7" x1="299.1" class="st0"></line>
		<line y2="209.3" x2="299" y1="209.4" x1="299" class="st0"></line>
		<line y2="209" x2="298.9" y1="209" x1="298.9" class="st0"></line>
		<line y2="208.2" x2="298.5" y1="208.4" x1="298.7" class="st0"></line>
		<line y2="211.4" x2="297.5" y1="211.4" x1="297.5" class="st0"></line>
		<line y2="211.8" x2="297.6" y1="211.7" x1="297.6" class="st0"></line>
		<line y2="208.7" x2="298.8" y1="208.7" x1="298.8" class="st0"></line>
		<line y2="205.7" x2="297.8" y1="205" x1="297.6" class="st0"></line>
		<polyline points="296.6,201.8 296.8,201.8 297,201.8 297.1,201.8 297.3,201.9 297.4,201.9 297.6,202 297.7,202 
			297.8,202.1 297.9,202.2 297.9,202.2 298,202.3 298,202.4 298,202.5 298,202.6 297.9,202.7 297.9,202.8 297.8,202.9 297.7,203 
			297.6,203.2 297.5,203.3 297.3,203.4 297.2,203.5 297,203.6 296.8,203.6 296.7,203.7 296.5,203.8 296.3,203.9 296.1,203.9 
			295.9,204 295.7,204 295.5,204 295.3,204 295.1,204 294.9,204 294.8,204 294.6,204 294.5,204 294.4,203.9 294.2,203.9 
			294.1,203.8 294.1,203.7 294,203.6 294,203.5 293.9,203.4 293.9,203.4 294,203.2 294,203.1 294,203 294.1,202.9 294.2,202.8 
			294.3,202.7 294.4,202.6 294.6,202.5 294.7,202.4 294.9,202.3" class="st0"></polyline>
		<polyline points="294.3,203.4 294.2,203.4 294.2,203.3 294.3,203.2 294.3,203.1 294.3,203 294.4,202.9 294.5,202.8 
			294.6,202.7 294.7,202.7 294.8,202.6 294.9,202.5 295.1,202.4 295.2,202.3 295.4,202.3 295.5,202.2 295.7,202.1 295.8,202.1 
			296,202.1 296.2,202 296.4,202 296.5,202 296.7,202 296.8,202 297,202 297.1,202 297.2,202.1 297.3,202.1 297.4,202.2 
			297.5,202.2 297.6,202.3 297.6,202.3 297.7,202.4" class="st0"></polyline>
		<polyline points="294.4,203.5 294.4,203.4 294.4,203.4 294.5,203.3 294.6,203.2 294.7,203.1 294.8,203 294.9,202.9 
			295,202.8 295.2,202.7 295.3,202.7 295.5,202.6 295.6,202.5 295.8,202.5 295.9,202.4 296.1,202.4 296.3,202.4 296.4,202.3 
			296.6,202.3 296.8,202.3 296.9,202.3 297.1,202.3 297.2,202.4 297.3,202.4 297.4,202.4 297.5,202.5 297.6,202.5 297.7,202.6" class="st0"></polyline>
		<polyline points="297.9,203.4 297.6,203.4 297.4,203.5 297.1,203.6 296.8,203.7 296.5,203.9 296.3,204 296,204.2 
			295.8,204.4" class="st0"></polyline>
		<polyline points="298.3,204.6 297.9,203.4 297.9,203.1 298,202.9 298,202.8 298,202.6 298.1,202.4 298.1,202.3 
			298.2,202.2 298.2,202.1" class="st0"></polyline>
		<polyline points="299.1,208 299.1,208.1 299.1,208.2 299.1,208.2 299,208.3 299,208.4 298.9,208.5 298.9,208.6 
			298.8,208.7 298.7,208.7 298.6,208.8 298.5,208.9 298.4,209 298.3,209 298.1,209.1 298,209.2 297.8,209.2 297.7,209.3 
			297.6,209.3 297.4,209.3 297.3,209.4 297.1,209.4 297,209.4 296.9,209.4 296.7,209.4 296.6,209.4 296.5,209.3 296.4,209.3 
			296.3,209.3 296.3,209.2 296.2,209.2 296.2,209.1 296.1,209.1" class="st0"></polyline>
		<polyline points="299.1,210.1 299,210.3 298.8,210.4 298.6,210.5 298.4,210.6 298.1,210.7 297.9,210.8 297.7,210.8 
			297.4,210.8 297.2,210.8" class="st0"></polyline>
		<polyline points="299.1,210.6 298.9,210.7 298.7,210.8 298.5,210.9 298.3,211 298,211.1 297.8,211.1 297.6,211.1 
			297.4,211.1 297.2,211.1" class="st0"></polyline>
		<polyline points="299,209.8 298.8,210 298.6,210.1 298.4,210.2 298.2,210.3 298,210.4 297.7,210.4 297.5,210.5 
			297.3,210.5 297.1,210.4" class="st0"></polyline>
		<polyline points="298.8,209.5 298.7,209.7 298.5,209.8 298.3,209.9 298,210 297.8,210.1 297.6,210.1 297.3,210.1 
			297.1,210.1 297,210.1" class="st0"></polyline>
		<polyline points="298.7,208.8 298.6,209 298.4,209.1 298.2,209.2 298,209.3 297.7,209.4 297.5,209.4 297.3,209.5 
			297,209.5 296.8,209.5" class="st0"></polyline>
		<polyline points="298.7,209.3 298.5,209.4 298.3,209.5 298.1,209.6 297.9,209.7 297.6,209.8 297.4,209.8 297.2,209.8 
			297,209.8 296.8,209.8" class="st0"></polyline>
		<polyline points="299.6,210 299.6,210 299.6,210.1 299.6,210.2 299.6,210.3 299.6,210.4 299.5,210.5 299.5,210.5 
			299.4,210.6 299.3,210.7 299.2,210.8 299.1,210.9 299,210.9 298.8,211 298.7,211.1 298.6,211.1 298.4,211.2 298.3,211.2 
			298.1,211.3 298,211.3 297.8,211.3 297.7,211.3 297.6,211.3 297.4,211.3 297.3,211.3 297.2,211.3 297.1,211.3 297,211.3 
			296.9,211.2 296.9,211.2 296.8,211.1 296.8,211.1 296.7,211" class="st0"></polyline>
		<polyline points="299.5,209.6 299.6,209.7 299.6,209.8 299.5,209.9 299.5,210 299.5,210 299.4,210.1 299.4,210.2 
			299.3,210.3 299.2,210.4 299.1,210.5 299,210.5 298.9,210.6 298.7,210.7 298.6,210.7 298.5,210.8 298.3,210.9 298.2,210.9 
			298,210.9 297.9,211 297.7,211 297.6,211 297.5,211 297.3,211 297.2,211 297.1,211 297,211 296.9,210.9 296.8,210.9 296.8,210.9 
			296.7,210.8 296.7,210.8 296.6,210.7" class="st0"></polyline>
		<polyline points="299.4,209.3 299.5,209.4 299.5,209.5 299.5,209.5 299.4,209.6 299.4,209.7 299.3,209.8 299.3,209.9 
			299.2,210 299.1,210.1 299,210.1 298.9,210.2 298.8,210.3 298.6,210.3 298.5,210.4 298.4,210.5 298.2,210.5 298.1,210.6 
			297.9,210.6 297.8,210.6 297.6,210.7 297.5,210.7 297.4,210.7 297.2,210.7 297.1,210.7 297,210.7 296.9,210.7 296.8,210.6 
			296.7,210.6 296.7,210.5 296.6,210.5 296.6,210.4 296.5,210.4" class="st0"></polyline>
		<polyline points="299.3,209 299.4,209.1 299.4,209.2 299.3,209.3 299.3,209.3 299.3,209.4 299.2,209.5 299.1,209.6 
			299,209.7 298.9,209.8 298.8,209.9 298.7,210 298.5,210 298.4,210.1 298.3,210.1 298.1,210.2 298,210.2 297.8,210.3 297.7,210.3 
			297.6,210.3 297.4,210.4 297.3,210.4 297.1,210.4 297,210.4 296.9,210.3 296.8,210.3 296.7,210.3 296.6,210.3 296.6,210.2 
			296.5,210.2 296.5,210.1 296.4,210.1" class="st0"></polyline>
		<line y2="207.7" x2="299" y1="207.7" x1="298.9" class="st0"></line>
		<line y2="207.6" x2="298.8" y1="207.6" x1="298.8" class="st0"></line>
		<polyline points="296.8,211.4 296.9,211.4 296.9,211.5 297,211.5 297,211.6 297.1,211.6 297.2,211.6 297.3,211.7 
			297.4,211.7 297.5,211.7 297.7,211.7 297.8,211.7 297.9,211.6 298.1,211.6 298.2,211.6 298.4,211.6 298.5,211.5 298.7,211.5 
			298.8,211.4 298.9,211.3 299.1,211.3 299.2,211.2 299.3,211.1 299.4,211 299.5,210.9 299.6,210.8 299.6,210.7 299.7,210.6 
			299.7,210.5 299.8,210.5 299.7,210.4 299.7,210.3" class="st0"></polyline>
		<polyline points="296,208.3 296,208.4 296,208.4" class="st0"></polyline>
		<polyline points="299.2,208.7 299.3,208.7 299.3,208.8 299.3,208.9 299.2,209 299.2,209.1 299.1,209.1 299.1,209.2 
			299,209.3 298.9,209.4 298.8,209.5 298.7,209.6 298.6,209.6 298.4,209.7 298.3,209.8 298.2,209.8 298,209.9 297.9,209.9 
			297.7,210 297.6,210 297.5,210 297.3,210 297.2,210 297.1,210 296.9,210 296.8,210 296.7,210 296.6,210 296.5,209.9 296.5,209.9 
			296.4,209.8 296.4,209.8 296.3,209.7" class="st0"></polyline>
		<polyline points="296.2,209.4 296.3,209.5 296.3,209.5 296.4,209.6 296.4,209.6 296.5,209.6 296.6,209.7 296.7,209.7 
			296.8,209.7 297,209.7 297.1,209.7 297.2,209.7 297.4,209.7 297.5,209.7 297.6,209.6 297.8,209.6 297.9,209.5 298.1,209.5 
			298.2,209.4 298.4,209.4 298.5,209.3 298.6,209.2 298.7,209.1 298.8,209.1 298.9,209 299,208.9 299,208.8 299.1,208.7 
			299.1,208.6 299.2,208.6 299.2,208.5 299.2,208.4 299.1,208.3" class="st0"></polyline>
		<polyline points="298.6,208.5 298.4,208.7 298.2,208.8 298,208.9 297.8,209 297.6,209.1 297.3,209.1 297.1,209.2 
			296.9,209.2 296.7,209.1" class="st0"></polyline>
		<polyline points="297.3,211.8 297.4,211.9 297.5,211.9 297.6,211.9 297.7,211.9 297.8,211.9 297.9,211.9 298,211.9 
			298.2,211.9 298.3,211.8 298.5,211.8 298.6,211.8 298.7,211.7 298.9,211.7 299,211.6 299.1,211.5 299.2,211.5 299.3,211.4 
			299.4,211.3 299.5,211.2 299.6,211.1" class="st0"></polyline>
		<polyline points="298.9,207.8 298.5,208.2 298.3,208.4 298.1,208.5 297.9,208.6 297.6,208.7 297.4,208.8 297.2,208.8 
			297,208.8 296.7,208.8 296.6,208.8" class="st0"></polyline>
		<polyline points="296.9,208.7 296.7,208.7 296.6,208.6 296.5,208.6" class="st0"></polyline>
		<polyline points="298.4,208.1 298.5,208.1 298.6,208 298.7,207.9 298.7,207.8 298.7,207.8 298.8,207.7" class="st0"></polyline>
		<polyline points="297.3,211.4 297.4,211.4 297.5,211.4 297.6,211.5 297.7,211.5 297.8,211.4 298,211.4 298.1,211.4 
			298.2,211.4 298.3,211.3 298.4,211.3 298.6,211.3 298.7,211.2 298.8,211.2 298.9,211.1 299,211 299.1,211 299.2,210.9 
			299.3,210.8" class="st0"></polyline>
		<polyline points="296.1,208.3 296.1,208.4 296.1,208.4 296.2,208.5 296.3,208.5 296.3,208.6 296.4,208.6" class="st0"></polyline>
		<polyline points="297,208.7 297.1,208.6 297.2,208.6 297.4,208.6" class="st0"></polyline>
		<polyline points="297.5,208.6 297.6,208.5 297.8,208.5 297.9,208.4" class="st0"></polyline>
		<line y2="208.6" x2="297.7" y1="208.7" x1="297.5" class="st0"></line>
		<polyline points="298,208.4 298.1,208.3 298.2,208.3" class="st0"></polyline>
		<polyline points="297.4,211.7 297.6,211.8 297.7,211.8 297.8,211.8 297.9,211.8 298.1,211.8 298.2,211.7 298.3,211.7 
			298.4,211.7 298.5,211.6 298.7,211.6 298.8,211.5 298.9,211.5 299,211.4 299.1,211.4 299.2,211.3 299.3,211.2 299.4,211.1" class="st0"></polyline>
		<polyline points="298.9,207.8 298.9,208 298.9,208.1 298.8,208.2 298.7,208.3 298.7,208.4 298.6,208.5 298.5,208.5 
			298.3,208.6 298.2,208.7 298.1,208.7 298,208.8 297.8,208.9 297.7,208.9 297.5,209 297.4,209 297.3,209 297.1,209 297,209.1 
			296.8,209.1 296.7,209.1 296.6,209.1 296.5,209 296.4,209 296.3,209 296.2,208.9 296.2,208.9 296.1,208.8 296.1,208.8 
			296.1,208.7" class="st0"></polyline>
		<polyline points="295.9,205.6 296.1,205.6 296.4,205.5 296.7,205.4 297,205.3 297.2,205.2 297.5,205.1 297.8,204.9" class="st0"></polyline>
		<polyline points="296.1,205.6 295.8,204.4 295.5,204.3 295.3,204.2 295,204.1 294.7,204.1 294.5,204.1 294.3,204.1 
			294,204.1 293.8,204.1" class="st0"></polyline>
		<polyline points="295.9,205.6 295.7,205.6 295.4,205.6 295.2,205.6 294.9,205.5 294.7,205.5 294.4,205.4 294.2,205.3 
			293.8,204.1 293.8,203.9 293.8,203.7 293.9,203.5 293.9,203.3 293.9,203.2 294,203 294,202.9 294.1,202.9 294.3,202.7 
			294.6,202.5" class="st1"></polyline>
		<polyline points="296.7,201.8 296.9,201.8 297.2,201.8 297.4,201.9 297.7,202 298,202 298.2,202.1 298.6,203.3 
			298.5,203.5 298.5,203.7 298.5,203.9 298.5,204.1 298.4,204.3 298.4,204.4 298.3,204.5 298.3,204.6 298,204.8 297.8,204.9" class="st1"></polyline>
		<line y2="208" x2="299.1" y1="207.9" x1="299" class="st1"></line>
		<line y2="208.3" x2="296.1" y1="208" x1="296" class="st1"></line>
		<polyline points="296.8,211.2 296.8,211.3 296.8,211.4" class="st1"></polyline>
		<line y2="208.3" x2="299.1" y1="208.3" x1="299.1" class="st1"></line>
		<polyline points="296.7,211.1 296.8,211.2 296.8,211.2 296.9,211.3 296.9,211.3 297,211.3 297.1,211.4 297.2,211.4 
			297.3,211.4 297.5,211.4 297.6,211.4 297.7,211.4 297.9,211.4 298,211.4 298.1,211.3 298.3,211.3 298.4,211.3 298.6,211.2 
			298.7,211.1 298.8,211.1 299,211 299.1,210.9 299.2,210.9 299.3,210.8 299.4,210.7 299.5,210.6 299.6,210.5 299.6,210.4 
			299.7,210.3 299.7,210.2 299.7,210.1 299.6,210 299.6,209.9" class="st1"></polyline>
		<line y2="207.5" x2="298.8" y1="207.4" x1="298.7" class="st1"></line>
		<line y2="207.5" x2="298.8" y1="207.2" x1="298.7" class="st1"></line>
		<polyline points="296.5,210.4 296.5,210.3 296.5,210.2" class="st1"></polyline>
		<polyline points="296.8,211.4 296.9,211.5 296.9,211.5 297,211.6 297,211.6 297.1,211.7 297.2,211.7 297.3,211.7 
			297.4,211.7 297.6,211.7 297.7,211.7 297.8,211.7 298,211.7 298.1,211.7 298.2,211.7 298.4,211.6 298.5,211.6 298.7,211.5 
			298.8,211.5 298.9,211.4 299.1,211.3 299.2,211.3 299.3,211.2 299.4,211.1 299.5,211 299.6,210.9 299.6,210.8 299.7,210.8 
			299.7,210.7 299.8,210.6 299.8,210.5 299.8,210.4 299.7,210.4" class="st1"></polyline>
		<polyline points="298.7,207.3 298.8,207.4 298.9,207.5 299,207.7 299,207.8 299,207.9 299,208 299,208.1 298.9,208.1 
			298.9,208.2 298.8,208.3 298.7,208.4 298.6,208.5 298.5,208.6 298.4,208.6 298.3,208.7 298.2,208.8 298,208.8 297.9,208.9 
			297.8,209 297.6,209 297.5,209 297.3,209.1 297.2,209.1 297,209.1 296.9,209.1 296.8,209.1 296.7,209.1 296.5,209.1 296.4,209.1 
			296.4,209.1 296.3,209 296.2,209 296.1,208.9 296.1,208.9 296.1,208.8" class="st1"></polyline>
		<line y2="205.6" x2="295.3" y1="206.1" x1="295.4" class="st1"></line>
		<polyline points="298.9,207.8 298.8,207.9 298.8,207.9 298.7,208 298.6,208.1 298.5,208.1 298.4,208.3 298.2,208.4 
			298.1,208.4 297.9,208.5 297.7,208.6" class="st1"></polyline>
		<polyline points="296.7,211 296.7,211 296.7,210.9" class="st1"></polyline>
		<polyline points="297.3,211.8 297.2,211.8 297.1,211.7 297.1,211.7 297.1,211.6" class="st1"></polyline>
		<line y2="208.6" x2="299.2" y1="208.7" x1="299.2" class="st1"></line>
		<polyline points="296,208.1 296,208.2 296,208.3 296,208.4 296,208.5 296,208.6 296.1,208.6 296.2,208.7 296.3,208.7 
			296.5,208.8 296.6,208.8 296.8,208.8 297,208.8 297.2,208.8 297.4,208.7 297.5,208.7" class="st1"></polyline>
		<polyline points="297.5,211.9 297.7,212 297.9,212 298.1,212 298.4,211.9 298.6,211.9 298.8,211.8 299,211.7 
			299.2,211.6 299.4,211.4 299.5,211.3 299.6,211.1 299.7,211 299.8,210.9 299.8,210.8 299.8,210.7 299.8,210.6" class="st1"></polyline>
		<line y2="208.9" x2="299.3" y1="209" x1="299.3" class="st1"></line>
		<line y2="209.2" x2="299.4" y1="209.3" x1="299.4" class="st1"></line>
		<line y2="209.6" x2="299.5" y1="209.6" x1="299.5" class="st1"></line>
		<line y2="210.2" x2="299.7" y1="210.3" x1="299.7" class="st1"></line>
		<polyline points="296.6,210.7 296.6,210.6 296.6,210.6" class="st1"></polyline>
		<polyline points="296.2,209.1 296.2,209.2 296.2,209.3 296.3,209.3 296.4,209.3 296.4,209.4 296.5,209.4 296.6,209.4 
			296.8,209.4 296.9,209.4 297,209.4 297.1,209.4 297.3,209.4 297.4,209.4 297.6,209.4 297.7,209.3 297.9,209.3 298,209.2 
			298.1,209.2 298.3,209.1 298.4,209 298.5,209 298.6,208.9 298.7,208.8 298.8,208.7 298.9,208.6 299,208.6 299,208.5 299.1,208.4 
			299.1,208.3 299.1,208.2 299.1,208.1 299.1,208.1" class="st1"></polyline>
		<polyline points="297.3,205.2 297.1,205.3 296.9,205.4 296.7,205.4 296.5,205.5 296.4,205.5 296.2,205.6 296,205.6" class="st1"></polyline>
		<polyline points="296,208.6 296,208.7 296.1,208.7" class="st1"></polyline>
		<line y2="208.3" x2="296.1" y1="208.3" x1="296.1" class="st1"></line>
		<polyline points="299.2,208.4 299.2,208.5 299.2,208.5 299.2,208.6 299.2,208.7 299.1,208.8 299.1,208.9 299,209 
			298.9,209.1 298.8,209.1 298.7,209.2 298.6,209.3 298.5,209.4 298.4,209.4 298.2,209.5 298.1,209.6 298,209.6 297.8,209.7 
			297.7,209.7 297.5,209.7 297.4,209.8 297.2,209.8 297.1,209.8 297,209.8 296.9,209.8 296.7,209.8 296.6,209.7 296.5,209.7 
			296.5,209.7 296.4,209.6 296.3,209.6 296.3,209.5 296.3,209.5" class="st1"></polyline>
		<polyline points="299.3,208.7 299.3,208.8 299.3,208.9 299.3,209 299.2,209.1 299.2,209.2 299.1,209.3 299,209.4 
			298.9,209.5 298.8,209.5 298.7,209.6 298.6,209.7 298.5,209.8 298.3,209.8 298.2,209.9 298.1,209.9 297.9,210 297.8,210 
			297.6,210.1 297.5,210.1 297.3,210.1 297.2,210.1 297.1,210.1 297,210.1 296.8,210.1 296.7,210.1 296.6,210 296.6,210 296.5,210 
			296.4,209.9 296.4,209.8 296.4,209.8" class="st1"></polyline>
		<polyline points="296.1,208.9 296.1,209 296.1,209.1" class="st1"></polyline>
		<polyline points="299.4,209.1 299.4,209.1 299.4,209.2 299.4,209.3 299.3,209.4 299.3,209.4 299.3,209.5 299.2,209.6 
			299.1,209.7 299,209.8 298.9,209.9 298.8,210 298.7,210 298.6,210.1 298.4,210.2 298.3,210.2 298.1,210.3 298,210.3 297.9,210.4 
			297.7,210.4 297.6,210.4 297.4,210.4 297.3,210.4 297.2,210.4 297,210.4 296.9,210.4 296.8,210.4 296.7,210.4 296.7,210.3 
			296.6,210.3 296.5,210.2 296.5,210.2 296.5,210.1" class="st1"></polyline>
		<polyline points="296.2,209.4 296.2,209.3 296.2,209.3" class="st1"></polyline>
		<polyline points="299.5,209.4 299.5,209.4 299.5,209.5 299.5,209.6 299.4,209.7 299.4,209.8 299.4,209.9 299.3,210 
			299.2,210 299.1,210.1 299,210.2 298.9,210.3 298.8,210.3 298.7,210.4 298.5,210.5 298.4,210.5 298.2,210.6 298.1,210.6 
			298,210.7 297.8,210.7 297.7,210.7 297.5,210.8 297.4,210.8 297.3,210.8 297.1,210.8 297,210.7 296.9,210.7 296.8,210.7 
			296.8,210.7 296.7,210.6 296.6,210.6 296.6,210.5 296.5,210.4" class="st1"></polyline>
		<polyline points="296.3,209.7 296.3,209.7 296.3,209.6" class="st1"></polyline>
		<polyline points="299.6,209.7 299.6,209.8 299.6,209.9 299.6,209.9 299.5,210 299.5,210.1 299.4,210.2 299.4,210.3 
			299.3,210.4 299.2,210.4 299.1,210.5 299,210.6 298.9,210.7 298.8,210.7 298.6,210.8 298.5,210.9 298.3,210.9 298.2,211 
			298.1,211 297.9,211 297.8,211.1 297.6,211.1 297.5,211.1 297.4,211.1 297.2,211.1 297.1,211.1 297,211 296.9,211 296.8,211 
			296.8,210.9 296.7,210.9 296.7,210.8 296.6,210.8" class="st1"></polyline>
		<polyline points="296.4,210.1 296.4,210 296.4,209.9" class="st1"></polyline>
		<line y2="204.8" x2="298" y1="205.3" x1="298.1" class="st1"></line>
		<polyline points="296.6,201.8 296.4,201.8 296.2,201.9 296,201.9 295.8,202 295.6,202 295.4,202.1 295.3,202.1 
			295.1,202.2 294.9,202.3 294.9,202.3 294.7,202.4" class="st1"></polyline>
		<polyline points="297.7,202.4 297.7,202.5 297.7,202.6 297.7,202.7 297.6,202.8 297.6,202.8 297.5,202.9 297.4,203 
			297.4,203.1 297.2,203.2 297.1,203.3 297,203.4 296.9,203.5 296.7,203.5 296.6,203.6 296.4,203.7 296.2,203.7 296.1,203.8 
			295.9,203.8 295.7,203.8 295.6,203.9 295.4,203.9 295.2,203.9 295.1,203.9 295,203.9 294.8,203.8 294.7,203.8 294.6,203.8 
			294.5,203.7 294.4,203.7 294.3,203.6 294.3,203.5 294.3,203.4" class="st1"></polyline>
	</g>
</g>
<line y2="466.2" x2="157.8" y1="461" x1="190.9" class="st2"></line>
<line y2="448.6" x2="131.6" y1="443.4" x1="163.6" class="st2"></line>
<line y2="356.6" x2="567" y1="340.8" x1="539.5" class="st3"></line>
<line y2="356.6" x2="567" y1="340.8" x1="539.5" class="st2"></line>
<line y2="252.3" x2="247.9" y1="195.2" x1="247.9" class="st3"></line>
<line y2="252.3" x2="247.9" y1="195.2" x1="247.9" class="st2"></line>
<line y2="354.5" x2="253.8" y1="326.1" x1="253.8" class="st3"></line>
<line y2="354.5" x2="253.8" y1="326.1" x1="253.8" class="st2"></line>
<line y2="368.5" x2="278.4" y1="302.1" x1="278.4" class="st3"></line>
<line y2="368.5" x2="278.4" y1="302.1" x1="278.4" class="st2"></line>
<line y2="270.5" x2="278.4" y1="213.6" x1="278.4" class="st3"></line>
<line y2="270.5" x2="278.4" y1="213.6" x1="278.4" class="st2"></line>
<line y2="417.9" x2="220.5" y1="387" x1="166.9" class="st3"></line>
<line y2="417.9" x2="220.5" y1="387" x1="166.9" class="st2"></line>
<line y2="389.6" x2="205.3" y1="367.2" x1="166.5" class="st3"></line>
<line y2="389.6" x2="205.3" y1="367.2" x1="166.5" class="st2"></line>
<line y2="368.6" x2="124.8" y1="338.5" x1="72.5" class="st3"></line>
<line y2="368.6" x2="124.8" y1="338.5" x1="72.5" class="st2"></line>
<line y2="338.7" x2="110.4" y1="304.3" x1="50.7" class="st3"></line>
<line y2="338.7" x2="110.4" y1="304.3" x1="50.7" class="st2"></line>
<line y2="274.8" x2="243" y1="250.5" x1="229" class="st3"></line>
<line y2="274.8" x2="243" y1="250.5" x1="229" class="st2"></line>
<line y2="309.8" x2="438" y1="294.9" x1="463.8" class="st3"></line>
<line y2="309.8" x2="438" y1="294.9" x1="463.8" class="st2"></line>
<line y2="356" x2="358.4" y1="341.1" x1="384.2" class="st2"></line>
<line y2="335.4" x2="393.7" y1="315.2" x1="428.6" class="st2"></line>
<line y2="321.4" x2="638.4" y1="277.1" x1="561.7" class="st3"></line>
<line y2="321.4" x2="638.4" y1="277.1" x1="561.7" class="st2"></line>
<line y2="307" x2="565.6" y1="278.8" x1="516.7" class="st3"></line>
<line y2="307" x2="565.6" y1="278.8" x1="516.7" class="st2"></line>
<line y2="332.3" x2="527.9" y1="308.6" x1="563.6" class="st3"></line>
<line y2="332.3" x2="527.9" y1="308.6" x1="563.6" class="st2"></line>
<line y2="337.6" x2="533.7" y1="333.9" x1="527.2" class="st4"></line>
<line y2="337.6" x2="533.7" y1="333.9" x1="527.2" class="st4"></line>
<line y2="225.5" x2="500.2" y1="176.1" x1="566.2" class="st3"></line>
<line y2="225.5" x2="500.2" y1="176.1" x1="566.2" class="st2"></line>
<line y2="154.2" x2="404.9" y1="112.2" x1="458.4" class="st3"></line>
<line y2="154.2" x2="404.9" y1="112.2" x1="458.4" class="st2"></line>
<line y2="337.3" x2="532.7" y1="334.4" x1="527.7" class="st3"></line>
<line y2="337.3" x2="532.7" y1="334.4" x1="527.7" class="st2"></line>
<line y2="243.5" x2="316.8" y1="215.7" x1="300.8" class="st3"></line>
<line y2="243.5" x2="316.8" y1="215.7" x1="300.8" class="st2"></line>
<line y2="197.5" x2="412.6" y1="165.2" x1="356.6" class="st3"></line>
<line y2="197.5" x2="412.6" y1="165.2" x1="356.6" class="st2"></line>
<g>
	<line y2="437" x2="85.5" y1="423.2" x1="167.2" class="st2"></line>
</g>
<g>
	<line y2="454.7" x2="109.3" y1="440.9" x1="191" class="st2"></line>
</g>
<g>
	<line y2="491.2" x2="120.8" y1="477.4" x1="202.5" class="st2"></line>
</g>
<g>
	<line y2="473.1" x2="94.1" y1="459.3" x1="175.8" class="st2"></line>
</g>
<g>
	<line y2="454.9" x2="70.8" y1="441" x1="152.5" class="st2"></line>
</g>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 0 301.5)">1</text>
<line y2="297.5" x2="36.9" y1="297.5" x1="8.6" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(0.9013 0 0 1 157 288.3998)">22</text>
<text class="st5 st6 st7" transform="matrix(0.9013 0 0 1 670.959 395.7001)">23</text>
<line y2="284" x2="202.7" y1="284" x1="174.4" class="st8"></line>
<line y2="389.8" x2="668.5" y1="389.8" x1="640.1" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 23.1493 382.1)">21</text>
<line y2="377.7" x2="68.8" y1="377.7" x1="40.5" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 21.7 336.8)">1</text>
<line y2="332.9" x2="58.6" y1="332.9" x1="30.3" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 113.3 140.2)">3</text>
<line y2="136.3" x2="150.3" y1="136.3" x1="121.9" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 213.6998 106.7)">3</text>
<line y2="102" x2="213.3" y1="102" x1="184.9" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 243 149.4)">1</text>
<line y2="181.3" x2="247.3" y1="152.9" x1="247.3" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 273.8 168)">1</text>
<line y2="199.8" x2="278.2" y1="171.5" x1="278.2" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 270.2 454.2)">19</text>
<line y2="440.8" x2="278.2" y1="412.4" x1="278.2" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 144.5879 526.9592)">24</text>
<line y2="513.6" x2="152.6" y1="485.2" x1="152.6" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 241.1 89.9)">4</text>
<line y2="116.6" x2="262.3" y1="92.1" x1="248.1" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 400.6 26.8)">4</text>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 415.8 84.9)">4</text>
<line y2="112.1" x2="403.3" y1="87.5" x1="417.5" class="st8"></line>
<line y2="54.5" x2="387.6" y1="30" x1="401.7" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 421.7 378.2501)">16</text>
<line y2="363.9" x2="430.1" y1="335.6" x1="430.1" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 384.9076 391.5501)">25</text>
<line y2="377.2" x2="393.3" y1="348.9" x1="393.3" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 510 60.5)">7</text>
<line y2="56.5" x2="509" y1="56.5" x1="480.7" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 531.7 79.4)">7</text>
<line y2="75.4" x2="530.8" y1="75.4" x1="502.4" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 525.2509 100.8001)">8.1</text>
<line y2="95.7" x2="522.8" y1="95.7" x1="494.6" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 658.8 158)">7</text>
<line y2="154" x2="657.8" y1="154" x1="629.5" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 480.0502 385.248)">18</text>
<line y2="370.6" x2="488.3" y1="342.3" x1="488.3" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 159.6 241.2)">2</text>
<line y2="237.3" x2="196.5" y1="237.3" x1="168.2" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 379.6 325.3)">18</text>
<line y2="310.8" x2="387.9" y1="282.5" x1="387.9" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 509.2499 366.7501)">17</text>
<line y2="351.9" x2="517.1" y1="323.6" x1="517.1" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 397.6 225.1)">17</text>
<line y2="257" x2="406" y1="228.6" x1="406" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 670.2 178.2)">7</text>
<line y2="174.2" x2="669.2" y1="174.2" x1="640.8" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 624.1 226.3)">9</text>
<line y2="222.3" x2="623.1" y1="222.3" x1="594.7" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 583.9 116.9)">8.1</text>
<line y2="148.7" x2="588.3" y1="120.4" x1="588.3" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 294.9 24.4)">5</text>
<line y2="56.3" x2="299.3" y1="27.9" x1="299.3" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 337.1 12)">6</text>
<line y2="43.8" x2="341.4" y1="15.5" x1="341.4" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 269.2 139.2)">4</text>
<line y2="166" x2="291.7" y1="141.4" x1="277.6" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 331.5 210.3)">1</text>
<line y2="206.3" x2="330.5" y1="206.3" x1="302.2" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 663.9 306.1)">10</text>
<line y2="302.2" x2="662.9" y1="302.2" x1="634.6" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 700.7 332)">11</text>
<line y2="328" x2="699.7" y1="328" x1="671.4" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 693 373.2)">13</text>
<line y2="369.3" x2="692" y1="369.3" x1="663.7" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 682.1 347.3)">12</text>
<line y2="343.4" x2="681.1" y1="343.4" x1="652.7" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 620.5 484.8)">15</text>
<line y2="470.6" x2="628.6" y1="442.3" x1="628.6" class="st8"></line>
<text class="st5 st6 st9" transform="matrix(1.12 0 0 1 539.4001 409.5)">16</text>
<line y2="396.8" x2="547.4" y1="368.5" x1="547.4" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 567.4004 311.9004)">14</text>
<line y2="327.9" x2="600.7" y1="314.5" x1="575.7" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 19.2083 446.5329)">20</text>
<line y2="440.6" x2="67.1" y1="441.2" x1="38.7" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 5.6502 463.1218)">20</text>
<line y2="457.2" x2="53.5" y1="457.8" x1="25.1" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 28.4001 481.8754)">20</text>
<line y2="476" x2="76.3" y1="476.6" x1="47.9" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 56.3502 500.7316)">20</text>
<line y2="494.9" x2="104.3" y1="495.5" x1="75.9" class="st8"></line>
<g id="ID_1057">
	<line y2="130.6" x2="511" y1="133.9" x1="514.7" class="st10"></line>
	<line y2="141.5" x2="526.5" y1="141.2" x1="526.2" class="st10"></line>
	<line y2="141.9" x2="528.8" y1="141.9" x1="528.4" class="st10"></line>
	<line y2="141.9" x2="528" y1="141.8" x1="527.7" class="st10"></line>
	<line y2="140.3" x2="532.1" y1="140" x1="532.4" class="st10"></line>
	<line y2="140.4" x2="527.1" y1="140.1" x1="527.1" class="st10"></line>
	<line y2="134" x2="529" y1="133.9" x1="529.4" class="st10"></line>
	<line y2="134.1" x2="528.6" y1="134.3" x1="528.2" class="st10"></line>
	<line y2="141.1" x2="526.5" y1="141.2" x1="526.2" class="st10"></line>
	<line y2="139.9" x2="525.7" y1="140.2" x1="525.8" class="st10"></line>
	<line y2="132.1" x2="520.5" y1="132.5" x1="520.9" class="st10"></line>
	<line y2="135.4" x2="531.6" y1="135.3" x1="531.9" class="st10"></line>
	<line y2="134.1" x2="532.3" y1="134.3" x1="532.5" class="st10"></line>
	<line y2="134.5" x2="532.7" y1="134.3" x1="532.5" class="st10"></line>
	<line y2="134.6" x2="532.5" y1="134.3" x1="532.5" class="st10"></line>
	<line y2="133.7" x2="531.6" y1="133.9" x1="531.9" class="st10"></line>
	<line y2="136.9" x2="533.4" y1="136.6" x1="533.4" class="st10"></line>
	<line y2="126.6" x2="520.5" y1="125.9" x1="519.8" class="st10"></line>
	<line y2="145.4" x2="520.3" y1="145.1" x1="519.6" class="st10"></line>
	<line y2="127.7" x2="535.8" y1="127.1" x1="535.5" class="st10"></line>
	<line y2="134" x2="529" y1="134.1" x1="528.6" class="st10"></line>
	<line y2="136.2" x2="533.3" y1="136.6" x1="533.4" class="st10"></line>
	<line y2="133.9" x2="531.9" y1="134.1" x1="532.3" class="st10"></line>
	<line y2="141.9" x2="528.4" y1="141.9" x1="528" class="st10"></line>
	<line y2="122.3" x2="515.7" y1="122.6" x1="516.1" class="st10"></line>
	<path d="M527.9,120.4c-1.3-0.5-2.5-0.7-3.8-0.8c-8.8,0.4-16.6,10.4-12.1,18.8" class="st10"></path>
	<path d="M534.1,125.3c-1.8-1.6-3.9-2.3-6.3-2.4c-9.4,0.4-18.2,12.7-10.7,20.6" class="st10"></path>
	<path d="M519.3,142c2.8,1.9,6.3,1.8,9.2,0.1" class="st10"></path>
	<path d="M527.1,140.1c2.8,2.1,6.6-2,4.4-4.7" class="st10"></path>
	<path d="M533.7,134.6c0.1,0,0.3,0.1,0.4,0.2l0.7,0.6" class="st10"></path>
	<path d="M533.3,138.1c-0.1,0.4-0.3,0.8-0.5,1.2" class="st10"></path>
	<path d="M530,141.7c0.4-0.2,0.8-0.3,1.1-0.5" class="st10"></path>
	<path d="M521.5,134.8l0.3,0.1l3.4,2.6" class="st10"></path>
	<path d="M525.8,136.2c0.5-0.8,1.1-1.4,1.9-2" class="st10"></path>
	<path d="M525.5,138c0.1-0.6,0.3-1.1,0.6-1.6" class="st10"></path>
	<path d="M530.2,131.5c-0.8-0.8-1.6-1.1-2.7-1.2c-2.8,0-5,2-5.7,4.6v0.1c-0.3,1.7,0.1,3.3,1.5,4.4" class="st10"></path>
	<path d="M526.2,141.2c-0.3-0.3-0.5-0.6-0.7-0.9" class="st10"></path>
	<path d="M521.5,134.9c-0.4,2.3,0.5,4.4,2.8,5.1h0.1" class="st10"></path>
	<path d="M525.1,138.7l0.1-0.8" class="st10"></path>
	<path d="M531.1,132.5L531.1,132.5c-0.7-1.6-1.9-2.4-3.5-2.5c-2.9,0-5.2,2.1-6,4.9" class="st10"></path>
	<path d="M530.1,133.4l-0.8,0.1" class="st10"></path>
	<path d="M530.1,133.8c0.5,0,1,0.1,1.5,0.3" class="st10"></path>
	<path d="M533.1,135.5l0.2,0.7" class="st10"></path>
	<path d="M532.3,127.2c2.3,2.6,2.5,6.1,1.2,9.2" class="st10"></path>
	<path d="M532.7,134.9l-0.5-0.5" class="st10"></path>
	<path d="M522,127.8l0.2-0.1c2.5-1.5,5.4-2.1,8-0.7" class="st10"></path>
	<path d="M532.3,127.2L532.3,127.2l0.2,0.4" class="st10"></path>
	<path d="M518.6,131.6c-1.2,2.6-1.5,5.3-0.1,7.9" class="st10"></path>
	<path d="M520.5,145.5c-1.2-0.6-2.3-1.2-3.2-2.3c-9.3-10.7,11.1-28,18.8-15.1" class="st10"></path>
	<path d="M534,126.5c6.9,7.2-1.2,18.6-9.8,19c-2.2-0.1-4.1-0.7-5.8-2.2" class="st10"></path>
	<path d="M521.1,142c0.5-0.3,0.8-0.7,1.1-1.2" class="st10"></path>
	<path d="M520.5,139.1c-1-2.3-0.7-4.4,0.5-6.6" class="st10"></path>
	<path d="M523.5,129.7c2-1.2,4.2-1.7,6.4-0.8" class="st10"></path>
	<path d="M531.8,130.7c0.5-0.3,0.8-0.7,1.1-1.2" class="st10"></path>
	<path d="M522.1,128.4c2.6-1.8,5.7-2.5,8.5-1.1" class="st10"></path>
	<path d="M532.5,129.1c-0.2-0.4,0-1,0-1.5" class="st10"></path>
	<path d="M532.9,139.3c2.5-3.6,3.1-8.4-0.2-11.7" class="st10"></path>
	<path d="M533.8,126.4c-1.6-1.3-3.2-1.9-5.2-2.1c-9,0-17.5,11.7-10.2,19.1" class="st10"></path>
	<path d="M519,141.7c0.5,0.1,1.2-0.2,1.7,0" class="st10"></path>
	<path d="M522.7,141.2c0.3-0.7,0.2-1.4-0.3-2" class="st10"></path>
	<path d="M525.2,137.9c0.1-0.6,0.3-1.1,0.6-1.7" class="st10"></path>
	<path d="M531.6,134l0.6,0.4" class="st10"></path>
	<path d="M530.1,133.4c0.6,0,1,0.1,1.5,0.3" class="st10"></path>
	<path d="M529.2,133.5c-0.6,0.2-1.1,0.4-1.6,0.7" class="st10"></path>
	<path d="M530.1,133.8l-0.8,0.1" class="st10"></path>
	<path d="M526.1,136.4c0.5-0.9,1.2-1.6,2.1-2.1" class="st10"></path>
	<path d="M525.5,138c-0.1,0.7,0,1.3,0.1,1.9" class="st10"></path>
	<path d="M532.1,140.3c-0.3,0.3-0.6,0.6-1,0.8" class="st10"></path>
	<path d="M531.4,141.1c-2.1,1.9-4.5,2.9-7.4,2.9c-1.7-0.2-3.1-0.7-4.4-1.8" class="st10"></path>
	<path d="M518.9,139.9c-1.5-2.9-1-6,0.6-8.7" class="st10"></path>
	<path d="M520.5,132.1c-0.4-0.2-0.2-0.1-0.6-0.3" class="st10"></path>
	<path d="M520.9,132.5c1.6,0.3,3-1.2,2.6-2.8" class="st10"></path>
	<path d="M523.1,129.3c2-1.2,4.2-1.7,6.4-0.8" class="st10"></path>
	<path d="M532.2,131.1c-0.3,0.1-0.5,0.2-0.8,0.2c-0.5,0-0.8-0.1-1.2-0.4" class="st10"></path>
	<path d="M520.5,132.1c-1.1,2.2-1.5,4.3-0.5,6.6" class="st10"></path>
	<path d="M523.1,129.3c-0.2-0.4-0.1-0.2-0.4-0.6" class="st10"></path>
	<path d="M533.4,136.9c0,0.4-0.1,0.8-0.1,1.2" class="st10"></path>
	<path d="M532.4,140l0.5-0.7" class="st10"></path>
	<path d="M532.6,136.8c0.1,2.3-1.6,4.2-4,4.2C522,139.8,531.1,130.2,532.6,136.8z" class="st10"></path>
	<path d="M532.7,134.9l0.4,0.6" class="st10"></path>
	<path d="M528.8,141.9c0.4,0,0.8-0.1,1.2-0.2" class="st10"></path>
	<path d="M525.8,140.2c0.4,0.8,1,1.3,1.9,1.6" class="st10"></path>
	<path d="M525.5,140.2c-0.2-0.5-0.3-1-0.4-1.5" class="st10"></path>
	<path d="M521.7,128c0.4,0.3,0.7,0.4,1,0.7" class="st11"></path>
	<path d="M519.9,131.8c-0.3-0.4-0.4-0.6-0.8-1" class="st11"></path>
	<path d="M530.3,130.9c-0.5-0.6-0.5-1.3-0.3-2" class="st11"></path>
	<path d="M518.5,143.4c9.7,7.8,24-8.2,15.3-17" class="st11"></path>
	<path d="M531.6,135.4c-0.5-0.4-0.8-0.5-1.4-0.6c-2.6,0.1-4.9,3.1-3,5.4" class="st11"></path>
	<path d="M532.5,129.1c1.8,1.6,1.5,4.6,0.9,6.7" class="st11"></path>
	<path d="M522.5,139.2c-0.4-0.3-0.7-0.4-1.2-0.4c-0.3,0-0.5,0.1-0.8,0.2" class="st11"></path>
	<path d="M530.2,131.5l2.5,3c2.4,3.2-0.8,7.5-4.4,7.5c-0.7-0.1-1.2-0.2-1.8-0.6l-3.2-2.1" class="st11"></path>
	<path d="M529.5,128.5c0.3-0.5,0.6-0.9,1.1-1.2" class="st11"></path>
	<path d="M531.4,126.6l-0.6-0.1c-0.2,0-0.8,0.1-0.6,0.4l0.4,0.4" class="st11"></path>
	<path d="M519.5,142.2c-7.5-7.6,4.8-21.3,13.2-14.7" class="st11"></path>
	<path d="M520,138.7c-0.5,0.3-0.8,0.7-1.1,1.2" class="st11"></path>
	<path d="M518.1,140.3c0-0.2,0-1,0.4-0.8l0.4,0.4" class="st11"></path>
	<path d="M526.7,141.5c-0.4,0.1-0.9,0.2-1.3,0.2c-0.9,0-1.7-0.2-2.6-0.5l-2.8-2.5" class="st11"></path>
	<path d="M532.4,134.2c3.2,2.8-0.4,7.6-3.8,7.8c-1,0-1.7-0.3-2.5-0.9" class="st11"></path>
	<path d="M531.8,130.7c1.1,0.9,1.2,2.6,1,3.9" class="st11"></path>
	<path d="M526.2,141.2c-3.5-3.6,2.3-10.1,6.2-6.9" class="st11"></path>
	<path d="M520.7,141.7c1.9,1.7,5,1.3,7.2,0.4" class="st11"></path>
	<path d="M534,126.5c-1.7-1.5-3.6-2.1-5.8-2.2c-8.7,0.3-16.7,11.7-9.8,19" class="st11"></path>
	<path d="M537.1,132.1c0,7.5-6.1,14-13.7,14c-2.4-0.2-4.6-1.1-6.4-2.7l-3.7-3.3c-9.7-10.2,6.3-27.5,17-18.2l3.7,3.3
		C535.9,127.2,536.9,129.5,537.1,132.1z" class="st11"></path>
	<line y2="134.9" x2="521.5" y1="134.8" x1="521.5" class="st11"></line>
	<line y2="129.7" x2="523.5" y1="128.1" x1="521.7" class="st11"></line>
	<line y2="129.7" x2="523.5" y1="128.1" x1="521.7" class="st11"></line>
	<line y2="139.1" x2="520.5" y1="138.7" x1="520" class="st11"></line>
	<line y2="128.9" x2="530" y1="128.5" x1="529.5" class="st11"></line>
</g>
<line y2="119.8" x2="554" y1="119.8" x1="531.4" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 556.1005 123.9002)">8.2</text>
<g id="ID_1057_00000085941246444818950490000016020374341811121833_">
	<line y2="197.2" x2="629.5" y1="200.5" x1="633.2" class="st10"></line>
	<line y2="208.1" x2="645" y1="207.8" x1="644.7" class="st10"></line>
	<line y2="208.5" x2="647.3" y1="208.5" x1="646.9" class="st10"></line>
	<line y2="208.5" x2="646.5" y1="208.4" x1="646.2" class="st10"></line>
	<line y2="206.9" x2="650.6" y1="206.6" x1="650.9" class="st10"></line>
	<line y2="207" x2="645.6" y1="206.7" x1="645.6" class="st10"></line>
	<line y2="200.6" x2="647.5" y1="200.5" x1="647.9" class="st10"></line>
	<line y2="200.7" x2="647.1" y1="200.9" x1="646.7" class="st10"></line>
	<line y2="207.7" x2="645" y1="207.8" x1="644.7" class="st10"></line>
	<line y2="206.5" x2="644.2" y1="206.8" x1="644.3" class="st10"></line>
	<line y2="198.7" x2="639" y1="199.1" x1="639.4" class="st10"></line>
	<line y2="202" x2="650.1" y1="201.9" x1="650.4" class="st10"></line>
	<line y2="200.7" x2="650.8" y1="200.9" x1="651" class="st10"></line>
	<line y2="201.1" x2="651.2" y1="200.9" x1="651" class="st10"></line>
	<line y2="201.2" x2="651" y1="200.9" x1="651" class="st10"></line>
	<line y2="200.3" x2="650.1" y1="200.5" x1="650.4" class="st10"></line>
	<line y2="203.5" x2="651.9" y1="203.2" x1="651.9" class="st10"></line>
	<line y2="193.2" x2="639" y1="192.5" x1="638.3" class="st10"></line>
	<line y2="212" x2="638.8" y1="211.7" x1="638.1" class="st10"></line>
	<line y2="194.3" x2="654.3" y1="193.7" x1="654" class="st10"></line>
	<line y2="200.6" x2="647.5" y1="200.7" x1="647.1" class="st10"></line>
	<line y2="202.8" x2="651.8" y1="203.2" x1="651.9" class="st10"></line>
	<line y2="200.5" x2="650.4" y1="200.7" x1="650.8" class="st10"></line>
	<line y2="208.5" x2="646.9" y1="208.5" x1="646.5" class="st10"></line>
	<line y2="188.9" x2="634.2" y1="189.2" x1="634.6" class="st10"></line>
	<path d="M646.4,187c-1.3-0.5-2.5-0.7-3.8-0.8c-8.8,0.4-16.6,10.4-12.1,18.8" class="st10"></path>
	<path d="M652.6,191.9c-1.8-1.6-3.9-2.3-6.3-2.4c-9.4,0.4-18.2,12.7-10.7,20.6" class="st10"></path>
	<path d="M637.8,208.6c2.8,1.9,6.3,1.8,9.2,0.1" class="st10"></path>
	<path d="M645.6,206.7c2.8,2.1,6.6-2,4.4-4.7" class="st10"></path>
	<path d="M652.2,201.2c0.1,0,0.3,0.1,0.4,0.2l0.7,0.6" class="st10"></path>
	<path d="M651.8,204.7c-0.1,0.4-0.3,0.8-0.5,1.2" class="st10"></path>
	<path d="M648.5,208.3c0.4-0.2,0.8-0.3,1.1-0.5" class="st10"></path>
	<path d="M640,201.4l0.3,0.1l3.4,2.6" class="st10"></path>
	<path d="M644.3,202.8c0.5-0.8,1.1-1.4,1.9-2" class="st10"></path>
	<path d="M644,204.6c0.1-0.6,0.3-1.1,0.6-1.6" class="st10"></path>
	<path d="M648.7,198.1c-0.8-0.8-1.6-1.1-2.7-1.2c-2.8,0-5,2-5.7,4.6v0.1c-0.3,1.7,0.1,3.3,1.5,4.4" class="st10"></path>
	<path d="M644.7,207.8c-0.3-0.3-0.5-0.6-0.7-0.9" class="st10"></path>
	<path d="M640,201.5c-0.4,2.3,0.5,4.4,2.8,5.1h0.1" class="st10"></path>
	<path d="M643.6,205.3l0.1-0.8" class="st10"></path>
	<path d="M649.6,199.1L649.6,199.1c-0.7-1.6-1.9-2.4-3.5-2.5c-2.9,0-5.2,2.1-6,4.9" class="st10"></path>
	<path d="M648.6,200l-0.8,0.1" class="st10"></path>
	<path d="M648.6,200.4c0.5,0,1,0.1,1.5,0.3" class="st10"></path>
	<path d="M651.6,202.1l0.2,0.7" class="st10"></path>
	<path d="M650.8,193.8c2.3,2.6,2.5,6.1,1.2,9.2" class="st10"></path>
	<path d="M651.2,201.5l-0.5-0.5" class="st10"></path>
	<path d="M640.5,194.4l0.2-0.1c2.5-1.5,5.4-2.1,8-0.7" class="st10"></path>
	<path d="M650.8,193.8L650.8,193.8l0.2,0.4" class="st10"></path>
	<path d="M637.1,198.2c-1.2,2.6-1.5,5.3-0.1,7.9" class="st10"></path>
	<path d="M639,212.1c-1.2-0.6-2.3-1.2-3.2-2.3c-9.3-10.7,11.1-28,18.8-15.1" class="st10"></path>
	<path d="M652.5,193.1c6.9,7.2-1.2,18.6-9.8,19c-2.2-0.1-4.1-0.7-5.8-2.2" class="st10"></path>
	<path d="M639.6,208.6c0.5-0.3,0.8-0.7,1.1-1.2" class="st10"></path>
	<path d="M639,205.7c-1-2.3-0.7-4.4,0.5-6.6" class="st10"></path>
	<path d="M642,196.3c2-1.2,4.2-1.7,6.4-0.8" class="st10"></path>
	<path d="M650.3,197.3c0.5-0.3,0.8-0.7,1.1-1.2" class="st10"></path>
	<path d="M640.6,195c2.6-1.8,5.7-2.5,8.5-1.1" class="st10"></path>
	<path d="M651,195.7c-0.2-0.4,0-1,0-1.5" class="st10"></path>
	<path d="M651.4,205.9c2.5-3.6,3.1-8.4-0.2-11.7" class="st10"></path>
	<path d="M652.3,193c-1.6-1.3-3.2-1.9-5.2-2.1c-9,0-17.5,11.7-10.2,19.1" class="st10"></path>
	<path d="M637.5,208.3c0.5,0.1,1.2-0.2,1.7,0" class="st10"></path>
	<path d="M641.2,207.8c0.3-0.7,0.2-1.4-0.3-2" class="st10"></path>
	<path d="M643.7,204.5c0.1-0.6,0.3-1.1,0.6-1.7" class="st10"></path>
	<path d="M650.1,200.6l0.6,0.4" class="st10"></path>
	<path d="M648.6,200c0.6,0,1,0.1,1.5,0.3" class="st10"></path>
	<path d="M647.7,200.1c-0.6,0.2-1.1,0.4-1.6,0.7" class="st10"></path>
	<path d="M648.6,200.4l-0.8,0.1" class="st10"></path>
	<path d="M644.6,203c0.5-0.9,1.2-1.6,2.1-2.1" class="st10"></path>
	<path d="M644,204.6c-0.1,0.7,0,1.3,0.1,1.9" class="st10"></path>
	<path d="M650.6,206.9c-0.3,0.3-0.6,0.6-1,0.8" class="st10"></path>
	<path d="M649.9,207.7c-2.1,1.9-4.5,2.9-7.4,2.9c-1.7-0.2-3.1-0.7-4.4-1.8" class="st10"></path>
	<path d="M637.4,206.5c-1.5-2.9-1-6,0.6-8.7" class="st10"></path>
	<path d="M639,198.7c-0.4-0.2-0.2-0.1-0.6-0.3" class="st10"></path>
	<path d="M639.4,199.1c1.6,0.3,3-1.2,2.6-2.8" class="st10"></path>
	<path d="M641.6,195.9c2-1.2,4.2-1.7,6.4-0.8" class="st10"></path>
	<path d="M650.7,197.7c-0.3,0.1-0.5,0.2-0.8,0.2c-0.5,0-0.8-0.1-1.2-0.4" class="st10"></path>
	<path d="M639,198.7c-1.1,2.2-1.5,4.3-0.5,6.6" class="st10"></path>
	<path d="M641.6,195.9c-0.2-0.4-0.1-0.2-0.4-0.6" class="st10"></path>
	<path d="M651.9,203.5c0,0.4-0.1,0.8-0.1,1.2" class="st10"></path>
	<path d="M650.9,206.6l0.5-0.7" class="st10"></path>
	<path d="M651.1,203.4c0.1,2.3-1.6,4.2-4,4.2C640.5,206.4,649.6,196.8,651.1,203.4z" class="st10"></path>
	<path d="M651.2,201.5l0.4,0.6" class="st10"></path>
	<path d="M647.3,208.5c0.4,0,0.8-0.1,1.2-0.2" class="st10"></path>
	<path d="M644.3,206.8c0.4,0.8,1,1.3,1.9,1.6" class="st10"></path>
	<path d="M644,206.8c-0.2-0.5-0.3-1-0.4-1.5" class="st10"></path>
	<path d="M640.2,194.6c0.4,0.3,0.7,0.4,1,0.7" class="st11"></path>
	<path d="M638.4,198.4c-0.3-0.4-0.4-0.6-0.8-1" class="st11"></path>
	<path d="M648.8,197.5c-0.5-0.6-0.5-1.3-0.3-2" class="st11"></path>
	<path d="M637,210c9.7,7.8,24-8.2,15.3-17" class="st11"></path>
	<path d="M650.1,202c-0.5-0.4-0.8-0.5-1.4-0.6c-2.6,0.1-4.9,3.1-3,5.4" class="st11"></path>
	<path d="M651,195.7c1.8,1.6,1.5,4.6,0.9,6.7" class="st11"></path>
	<path d="M641,205.8c-0.4-0.3-0.7-0.4-1.2-0.4c-0.3,0-0.5,0.1-0.8,0.2" class="st11"></path>
	<path d="M648.7,198.1l2.5,3c2.4,3.2-0.8,7.5-4.4,7.5c-0.7-0.1-1.2-0.2-1.8-0.6l-3.2-2.1" class="st11"></path>
	<path d="M648,195.1c0.3-0.5,0.6-0.9,1.1-1.2" class="st11"></path>
	<path d="M649.9,193.2l-0.6-0.1c-0.2,0-0.8,0.1-0.6,0.4l0.4,0.4" class="st11"></path>
	<path d="M638,208.8c-7.5-7.6,4.8-21.3,13.2-14.7" class="st11"></path>
	<path d="M638.5,205.3c-0.5,0.3-0.8,0.7-1.1,1.2" class="st11"></path>
	<path d="M636.6,206.9c0-0.2,0-1,0.4-0.8l0.4,0.4" class="st11"></path>
	<path d="M645.2,208.1c-0.4,0.1-0.9,0.2-1.3,0.2c-0.9,0-1.7-0.2-2.6-0.5l-2.8-2.5" class="st11"></path>
	<path d="M650.9,200.8c3.2,2.8-0.4,7.6-3.8,7.8c-1,0-1.7-0.3-2.5-0.9" class="st11"></path>
	<path d="M650.3,197.3c1.1,0.9,1.2,2.6,1,3.9" class="st11"></path>
	<path d="M644.7,207.8c-3.5-3.6,2.3-10.1,6.2-6.9" class="st11"></path>
	<path d="M639.2,208.3c1.9,1.7,5,1.3,7.2,0.4" class="st11"></path>
	<path d="M652.5,193.1c-1.7-1.5-3.6-2.1-5.8-2.2c-8.7,0.3-16.7,11.7-9.8,19" class="st11"></path>
	<path d="M655.6,198.7c0,7.5-6.1,14-13.7,14c-2.4-0.2-4.6-1.1-6.4-2.7l-3.7-3.3c-9.7-10.2,6.3-27.5,17-18.2l3.7,3.3
		C654.4,193.8,655.4,196.1,655.6,198.7z" class="st11"></path>
	<line y2="201.5" x2="640" y1="201.4" x1="640" class="st11"></line>
	<line y2="196.3" x2="642" y1="194.7" x1="640.2" class="st11"></line>
	<line y2="196.3" x2="642" y1="194.7" x1="640.2" class="st11"></line>
	<line y2="205.7" x2="639" y1="205.3" x1="638.5" class="st11"></line>
	<line y2="195.5" x2="648.5" y1="195.1" x1="648" class="st11"></line>
</g>
<line y2="174.5" x2="593.7" y1="191.3" x1="624.1" class="st2"></line>
<line y2="193.1" x2="678.6" y1="193.1" x1="656.1" class="st8"></line>
<text class="st5 st6 st7" transform="matrix(1 0 0 1 680.7357 197.1752)">8.2</text>
<line y2="108.4" x2="481.9" y1="125.2" x1="512.3" class="st2"></line>
<g>
	<line y2="450.8" x2="115" y1="452.1" x1="115.1" class="st12"></line>
	<line y2="453.4" x2="115.1" y1="452.1" x1="115.1" class="st12"></line>
	<line y2="454.7" x2="115.3" y1="453.4" x1="115.1" class="st12"></line>
	<line y2="449.6" x2="115.1" y1="450.8" x1="115" class="st12"></line>
	<line y2="455.9" x2="115.5" y1="454.7" x1="115.3" class="st12"></line>
	<line y2="448.3" x2="115.2" y1="449.6" x1="115.1" class="st12"></line>
	<line y2="457.1" x2="115.8" y1="455.9" x1="115.5" class="st12"></line>
	<line y2="447.1" x2="115.4" y1="448.3" x1="115.2" class="st12"></line>
	<line y2="458.3" x2="116.1" y1="457.1" x1="115.8" class="st12"></line>
	<line y2="446" x2="115.6" y1="447.1" x1="115.4" class="st12"></line>
	<line y2="459.5" x2="116.5" y1="458.3" x1="116.1" class="st12"></line>
	<line y2="444.8" x2="115.9" y1="446" x1="115.6" class="st12"></line>
	<line y2="460.5" x2="116.9" y1="459.5" x1="116.5" class="st12"></line>
	<line y2="451" x2="116.3" y1="452.2" x1="116.3" class="st12"></line>
	<line y2="453.3" x2="116.3" y1="452.2" x1="116.3" class="st12"></line>
	<line y2="454.5" x2="116.5" y1="453.3" x1="116.3" class="st12"></line>
	<line y2="449.9" x2="116.3" y1="451" x1="116.3" class="st12"></line>
	<line y2="455.6" x2="116.7" y1="454.5" x1="116.5" class="st12"></line>
	<line y2="443.8" x2="116.2" y1="444.8" x1="115.9" class="st12"></line>
	<line y2="461.6" x2="117.4" y1="460.5" x1="116.9" class="st12"></line>
	<line y2="453.3" x2="116.5" y1="452.2" x1="116.4" class="st12"></line>
	<line y2="451" x2="116.4" y1="452.2" x1="116.4" class="st12"></line>
	<line y2="454.4" x2="116.6" y1="453.3" x1="116.5" class="st12"></line>
	<line y2="448.8" x2="116.4" y1="449.9" x1="116.3" class="st12"></line>
	<line y2="456.7" x2="116.9" y1="455.6" x1="116.7" class="st12"></line>
	<line y2="449.9" x2="116.4" y1="451" x1="116.4" class="st12"></line>
	<line y2="455.5" x2="116.8" y1="454.4" x1="116.6" class="st12"></line>
	<line y2="448.8" x2="116.5" y1="449.9" x1="116.4" class="st12"></line>
	<line y2="456.6" x2="117.1" y1="455.5" x1="116.8" class="st12"></line>
	<line y2="447.6" x2="116.6" y1="448.8" x1="116.4" class="st12"></line>
	<line y2="457.8" x2="117.2" y1="456.7" x1="116.9" class="st12"></line>
	<line y2="447.7" x2="116.7" y1="448.8" x1="116.5" class="st12"></line>
	<line y2="457.7" x2="117.4" y1="456.6" x1="117.1" class="st12"></line>
	<line y2="442.9" x2="116.6" y1="443.8" x1="116.2" class="st12"></line>
	<line y2="446.6" x2="116.8" y1="447.6" x1="116.6" class="st12"></line>
	<line y2="458.8" x2="117.6" y1="457.8" x1="117.2" class="st12"></line>
	<line y2="446.7" x2="116.9" y1="447.7" x1="116.7" class="st12"></line>
	<line y2="458.7" x2="117.7" y1="457.7" x1="117.4" class="st12"></line>
	<line y2="445.6" x2="117.1" y1="446.6" x1="116.8" class="st12"></line>
	<line y2="459.7" x2="118" y1="458.8" x1="117.6" class="st12"></line>
	<line y2="462.6" x2="118" y1="462.9" x1="117.9" class="st12"></line>
	<line y2="445.7" x2="117.2" y1="446.7" x1="116.9" class="st12"></line>
	<line y2="459.6" x2="118.1" y1="458.7" x1="117.7" class="st12"></line>
	<line y2="462.6" x2="118" y1="462.7" x1="118" class="st12"></line>
	<line y2="463.5" x2="118.6" y1="462.6" x1="118" class="st12"></line>
	<line y2="450.9" x2="117.3" y1="452.1" x1="117.4" class="st12"></line>
	<line y2="453.2" x2="117.5" y1="452.1" x1="117.4" class="st12"></line>
	<line y2="454.3" x2="117.6" y1="453.2" x1="117.5" class="st12"></line>
	<line y2="449.8" x2="117.4" y1="450.9" x1="117.3" class="st12"></line>
	<line y2="455.4" x2="117.8" y1="454.3" x1="117.6" class="st12"></line>
	<line y2="444.7" x2="117.4" y1="445.6" x1="117.1" class="st12"></line>
	<line y2="460.6" x2="118.5" y1="459.7" x1="118" class="st12"></line>
	<line y2="448.7" x2="117.5" y1="449.8" x1="117.4" class="st12"></line>
	<line y2="456.5" x2="118" y1="455.4" x1="117.8" class="st12"></line>
	<line y2="441.8" x2="117.2" y1="441.4" x1="116.9" class="st12"></line>
	<line y2="444.8" x2="117.5" y1="445.7" x1="117.2" class="st12"></line>
	<line y2="460.5" x2="118.6" y1="459.6" x1="118.1" class="st12"></line>
	<line y2="447.6" x2="117.7" y1="448.7" x1="117.5" class="st12"></line>
	<line y2="457.6" x2="118.3" y1="456.5" x1="118" class="st12"></line>
	<line y2="441.8" x2="117.2" y1="441.7" x1="117.2" class="st12"></line>
	<line y2="441" x2="117.7" y1="441.8" x1="117.2" class="st12"></line>
	<line y2="464.2" x2="119.2" y1="463.5" x1="118.6" class="st12"></line>
	<line y2="443.9" x2="117.8" y1="444.7" x1="117.4" class="st12"></line>
	<line y2="461.4" x2="119" y1="460.6" x1="118.5" class="st12"></line>
	<line y2="446.6" x2="117.9" y1="447.6" x1="117.7" class="st12"></line>
	<line y2="458.6" x2="118.7" y1="457.6" x1="118.3" class="st12"></line>
	<line y2="444" x2="117.9" y1="444.8" x1="117.5" class="st12"></line>
	<line y2="461.3" x2="119.1" y1="460.5" x1="118.6" class="st12"></line>
	<line y2="445.6" x2="118.2" y1="446.6" x1="117.9" class="st12"></line>
	<line y2="459.5" x2="119.1" y1="458.6" x1="118.7" class="st12"></line>
	<line y2="443.2" x2="118.2" y1="443.9" x1="117.8" class="st12"></line>
	<line y2="462.1" x2="119.5" y1="461.4" x1="119" class="st12"></line>
	<line y2="440.4" x2="118.3" y1="441" x1="117.7" class="st12"></line>
	<line y2="464.9" x2="119.8" y1="464.2" x1="119.2" class="st12"></line>
	<line y2="443.2" x2="118.4" y1="444" x1="117.9" class="st12"></line>
	<line y2="462" x2="119.6" y1="461.3" x1="119.1" class="st12"></line>
	<line y2="444.7" x2="118.5" y1="445.6" x1="118.2" class="st12"></line>
	<line y2="460.4" x2="119.6" y1="459.5" x1="119.1" class="st12"></line>
	<line y2="442.5" x2="118.7" y1="443.2" x1="118.2" class="st12"></line>
	<line y2="462.8" x2="120.1" y1="462.1" x1="119.5" class="st12"></line>
	<line y2="442.6" x2="118.9" y1="443.2" x1="118.4" class="st12"></line>
	<line y2="462.6" x2="120.2" y1="462" x1="119.6" class="st12"></line>
	<line y2="439.8" x2="118.8" y1="440.4" x1="118.3" class="st12"></line>
	<line y2="443.9" x2="118.9" y1="444.7" x1="118.5" class="st12"></line>
	<line y2="465.4" x2="120.5" y1="464.9" x1="119.8" class="st12"></line>
	<line y2="461.2" x2="120.1" y1="460.4" x1="119.6" class="st12"></line>
	<line y2="441.9" x2="119.3" y1="442.5" x1="118.7" class="st12"></line>
	<line y2="463.3" x2="120.7" y1="462.8" x1="120.1" class="st12"></line>
	<line y2="443.1" x2="119.3" y1="443.9" x1="118.9" class="st12"></line>
	<line y2="442" x2="119.4" y1="442.6" x1="118.9" class="st12"></line>
	<line y2="461.9" x2="120.6" y1="461.2" x1="120.1" class="st12"></line>
	<line y2="463.2" x2="120.8" y1="462.6" x1="120.2" class="st12"></line>
	<line y2="439.3" x2="119.4" y1="439.8" x1="118.8" class="st12"></line>
	<line y2="465.9" x2="121.2" y1="465.4" x1="120.5" class="st12"></line>
	<line y2="441.5" x2="119.8" y1="441.9" x1="119.3" class="st12"></line>
	<line y2="442.5" x2="119.8" y1="443.1" x1="119.3" class="st12"></line>
	<line y2="463.7" x2="121.3" y1="463.3" x1="120.7" class="st12"></line>
	<line y2="462.5" x2="121.1" y1="461.9" x1="120.6" class="st12"></line>
	<line y2="441.6" x2="119.9" y1="442" x1="119.4" class="st12"></line>
	<line y2="463.6" x2="121.4" y1="463.2" x1="120.8" class="st12"></line>
	<line y2="438.9" x2="120.1" y1="439.3" x1="119.4" class="st12"></line>
	<line y2="466.2" x2="121.9" y1="465.9" x1="121.2" class="st12"></line>
	<line y2="441.1" x2="120.4" y1="441.5" x1="119.8" class="st12"></line>
	<line y2="463" x2="121.7" y1="462.5" x1="121.1" class="st12"></line>
	<line y2="464.1" x2="121.9" y1="463.7" x1="121.3" class="st12"></line>
	<line y2="441.2" x2="120.5" y1="441.6" x1="119.9" class="st12"></line>
	<line y2="463.9" x2="122" y1="463.6" x1="121.4" class="st12"></line>
	<line y2="438.6" x2="120.8" y1="438.9" x1="120.1" class="st12"></line>
	<line y2="466.4" x2="122.5" y1="466.2" x1="121.9" class="st12"></line>
	<line y2="440.8" x2="121" y1="441.1" x1="120.4" class="st12"></line>
	<line y2="464.2" x2="122.5" y1="464.1" x1="121.9" class="st12"></line>
	<line y2="441" x2="121.1" y1="441.2" x1="120.5" class="st12"></line>
	<line y2="464.1" x2="122.6" y1="463.9" x1="122" class="st12"></line>
	<line y2="438.5" x2="121.5" y1="438.6" x1="120.8" class="st12"></line>
	<line y2="466.5" x2="123.2" y1="466.4" x1="122.5" class="st12"></line>
	<line y2="440.7" x2="121.6" y1="440.8" x1="121" class="st12"></line>
	<line y2="464.3" x2="123.2" y1="464.2" x1="122.5" class="st12"></line>
	<line y2="440.8" x2="121.7" y1="441" x1="121.1" class="st12"></line>
	<line y2="464.2" x2="123.2" y1="464.1" x1="122.6" class="st12"></line>
	<line y2="438.5" x2="122.1" y1="438.5" x1="121.5" class="st12"></line>
	<line y2="440.7" x2="122.2" y1="440.7" x1="121.6" class="st12"></line>
	<line y2="466.5" x2="123.9" y1="466.5" x1="123.2" class="st12"></line>
	<line y2="438.4" x2="122.2" y1="438.4" x1="121.5" class="st12"></line>
	<line y2="464.3" x2="123.8" y1="464.3" x1="123.2" class="st12"></line>
	<line y2="464.2" x2="123.9" y1="464.2" x1="123.2" class="st12"></line>
	<line y2="440.8" x2="122.9" y1="440.7" x1="122.2" class="st12"></line>
	<line y2="438.6" x2="122.9" y1="438.5" x1="122.1" class="st12"></line>
	<line y2="464.2" x2="124.4" y1="464.3" x1="123.8" class="st12"></line>
	<line y2="466.4" x2="124.6" y1="466.5" x1="123.9" class="st12"></line>
	<line y2="438.5" x2="122.9" y1="438.4" x1="122.2" class="st12"></line>
	<line y2="466.5" x2="124.7" y1="466.6" x1="124" class="st12"></line>
	<line y2="441" x2="123.5" y1="440.8" x1="122.9" class="st12"></line>
	<line y2="463.9" x2="125" y1="464.2" x1="124.4" class="st12"></line>
	<line y2="438.8" x2="123.6" y1="438.6" x1="122.9" class="st12"></line>
	<line y2="466.1" x2="125.3" y1="466.4" x1="124.6" class="st12"></line>
	<line y2="438.6" x2="123.6" y1="438.5" x1="122.9" class="st12"></line>
	<line y2="466.2" x2="125.4" y1="466.5" x1="124.7" class="st12"></line>
	<line y2="441.3" x2="124.1" y1="441" x1="123.5" class="st12"></line>
	<line y2="463.5" x2="125.6" y1="463.9" x1="125" class="st12"></line>
	<line y2="439.2" x2="124.2" y1="438.8" x1="123.6" class="st12"></line>
	<line y2="465.7" x2="126" y1="466.1" x1="125.3" class="st12"></line>
	<line y2="439" x2="124.3" y1="438.6" x1="123.6" class="st12"></line>
	<line y2="465.9" x2="126.1" y1="466.2" x1="125.4" class="st12"></line>
	<line y2="441.7" x2="124.7" y1="441.3" x1="124.1" class="st12"></line>
	<line y2="463.1" x2="126.1" y1="463.5" x1="125.6" class="st12"></line>
	<line y2="439.6" x2="124.9" y1="439.2" x1="124.2" class="st12"></line>
	<line y2="465.3" x2="126.6" y1="465.7" x1="126" class="st12"></line>
	<line y2="439.4" x2="125" y1="439" x1="124.3" class="st12"></line>
	<line y2="465.4" x2="126.7" y1="465.9" x1="126.1" class="st12"></line>
	<line y2="442.3" x2="125.3" y1="441.7" x1="124.7" class="st12"></line>
	<line y2="462.5" x2="126.7" y1="463.1" x1="126.1" class="st12"></line>
	<line y2="440.1" x2="125.6" y1="439.6" x1="124.9" class="st12"></line>
	<line y2="464.7" x2="127.1" y1="465.3" x1="126.6" class="st12"></line>
	<line y2="439.2" x2="125.7" y1="438.7" x1="125" class="st12"></line>
	<line y2="440" x2="125.7" y1="439.4" x1="125" class="st12"></line>
	<line y2="464.8" x2="127.3" y1="465.4" x1="126.7" class="st12"></line>
	<line y2="442.9" x2="125.9" y1="442.3" x1="125.3" class="st12"></line>
	<line y2="461.9" x2="127.2" y1="462.5" x1="126.7" class="st12"></line>
	<line y2="440.8" x2="126.2" y1="440.1" x1="125.6" class="st12"></line>
	<line y2="464" x2="127.7" y1="464.7" x1="127.1" class="st12"></line>
	<line y2="440.6" x2="126.3" y1="440" x1="125.7" class="st12"></line>
	<line y2="464.1" x2="127.8" y1="464.8" x1="127.3" class="st12"></line>
	<line y2="443.6" x2="126.4" y1="442.9" x1="125.9" class="st12"></line>
	<line y2="461.1" x2="127.6" y1="461.9" x1="127.2" class="st12"></line>
	<line y2="439.7" x2="126.5" y1="439.2" x1="125.7" class="st12"></line>
	<line y2="441.5" x2="126.8" y1="440.8" x1="126.2" class="st12"></line>
	<line y2="463.2" x2="128.2" y1="464" x1="127.7" class="st12"></line>
	<line y2="444.4" x2="126.9" y1="443.6" x1="126.4" class="st12"></line>
	<line y2="460.3" x2="128" y1="461.1" x1="127.6" class="st12"></line>
	<line y2="441.4" x2="126.9" y1="440.6" x1="126.3" class="st12"></line>
	<line y2="463.4" x2="128.3" y1="464.1" x1="127.8" class="st12"></line>
	<line y2="440.4" x2="127.2" y1="439.7" x1="126.5" class="st12"></line>
	<line y2="445.3" x2="127.4" y1="444.4" x1="126.9" class="st12"></line>
	<line y2="459.4" x2="128.3" y1="460.3" x1="128" class="st12"></line>
	<line y2="464.1" x2="128.7" y1="464.6" x1="128.3" class="st12"></line>
	<line y2="442.4" x2="127.4" y1="441.5" x1="126.8" class="st12"></line>
	<line y2="442.2" x2="127.5" y1="441.4" x1="126.9" class="st12"></line>
	<line y2="462.5" x2="128.9" y1="463.5" x1="128.4" class="st12"></line>
	<line y2="446.2" x2="127.8" y1="445.3" x1="127.4" class="st12"></line>
	<line y2="458.4" x2="128.6" y1="459.4" x1="128.3" class="st12"></line>
	<line y2="441.2" x2="127.9" y1="440.4" x1="127.2" class="st12"></line>
	<line y2="463.5" x2="129.1" y1="464.1" x1="128.7" class="st12"></line>
	<line y2="462.2" x2="128.8" y1="462.2" x1="128.7" class="st12"></line>
	<line y2="461.2" x2="129.2" y1="462.2" x1="128.7" class="st12"></line>
	<line y2="462.5" x2="128.9" y1="462.2" x1="128.7" class="st12"></line>
	<line y2="462.3" x2="128.9" y1="462.2" x1="128.8" class="st12"></line>
	<line y2="447.2" x2="128.2" y1="446.2" x1="127.8" class="st12"></line>
	<line y2="457.4" x2="128.8" y1="458.4" x1="128.6" class="st12"></line>
	<line y2="461.3" x2="129.3" y1="462.3" x1="128.9" class="st12"></line>
	<line y2="462.5" x2="129" y1="462.5" x1="128.9" class="st12"></line>
	<line y2="443" x2="128.2" y1="441.9" x1="127.6" class="st12"></line>
	<line y2="462.8" x2="129.5" y1="463.5" x1="129.1" class="st12"></line>
	<line y2="448.3" x2="128.5" y1="447.2" x1="128.2" class="st12"></line>
	<line y2="456.3" x2="129" y1="457.4" x1="128.8" class="st12"></line>
	<line y2="442.2" x2="128.5" y1="441.2" x1="127.9" class="st12"></line>
	<line y2="443.4" x2="128.1" y1="443.4" x1="128" class="st12"></line>
	<line y2="444.5" x2="128.5" y1="443.4" x1="128" class="st12"></line>
	<line y2="443" x2="128.2" y1="443.4" x1="128" class="st12"></line>
	<line y2="460.2" x2="129.5" y1="461.2" x1="129.2" class="st12"></line>
	<line y2="443.3" x2="128.1" y1="443.4" x1="128.1" class="st12"></line>
	<line y2="444.4" x2="128.6" y1="443.3" x1="128.1" class="st12"></line>
	<line y2="460.3" x2="129.6" y1="461.3" x1="129.3" class="st12"></line>
	<line y2="449.4" x2="128.7" y1="448.3" x1="128.5" class="st12"></line>
	<line y2="455.1" x2="129.1" y1="456.3" x1="129" class="st12"></line>
	<line y2="443" x2="128.3" y1="443" x1="128.2" class="st12"></line>
	<line y2="462.1" x2="129.9" y1="462.8" x1="129.5" class="st12"></line>
	<line y2="450.5" x2="128.9" y1="449.4" x1="128.7" class="st12"></line>
	<line y2="454" x2="129.2" y1="455.1" x1="129.1" class="st12"></line>
	<line y2="445.5" x2="128.9" y1="444.5" x1="128.5" class="st12"></line>
	<line y2="459" x2="129.8" y1="460.2" x1="129.5" class="st12"></line>
	<line y2="451.7" x2="129.1" y1="450.5" x1="128.9" class="st12"></line>
	<line y2="452.9" x2="129.1" y1="454" x1="129.2" class="st12"></line>
	<line y2="452.9" x2="129.1" y1="451.7" x1="129.1" class="st12"></line>
	<line y2="445.5" x2="129.1" y1="444.4" x1="128.6" class="st12"></line>
	<line y2="459.1" x2="129.9" y1="460.3" x1="129.6" class="st12"></line>
	<line y2="443.2" x2="129.1" y1="442.2" x1="128.5" class="st12"></line>
	<line y2="461.3" x2="130.2" y1="462.1" x1="129.9" class="st12"></line>
	<line y2="446.7" x2="129.3" y1="445.5" x1="128.9" class="st12"></line>
	<line y2="457.9" x2="130" y1="459" x1="129.8" class="st12"></line>
	<line y2="446.6" x2="129.5" y1="445.5" x1="129.1" class="st12"></line>
	<line y2="458" x2="130.2" y1="459.1" x1="129.9" class="st12"></line>
	<line y2="460.5" x2="130.5" y1="461.3" x1="130.2" class="st12"></line>
	<line y2="447.9" x2="129.6" y1="446.7" x1="129.3" class="st12"></line>
	<line y2="456.7" x2="130.2" y1="457.9" x1="130" class="st12"></line>
	<line y2="444" x2="129.5" y1="443.2" x1="129.1" class="st12"></line>
	<line y2="447.8" x2="129.8" y1="446.6" x1="129.5" class="st12"></line>
	<line y2="456.8" x2="130.4" y1="458" x1="130.2" class="st12"></line>
	<line y2="449.1" x2="129.9" y1="447.9" x1="129.6" class="st12"></line>
	<line y2="455.5" x2="130.3" y1="456.7" x1="130.2" class="st12"></line>
	<line y2="459.6" x2="130.8" y1="460.5" x1="130.5" class="st12"></line>
	<line y2="444.9" x2="129.9" y1="444" x1="129.5" class="st12"></line>
	<line y2="449" x2="130" y1="447.8" x1="129.8" class="st12"></line>
	<line y2="455.5" x2="130.5" y1="456.8" x1="130.4" class="st12"></line>
	<line y2="450.4" x2="130.1" y1="449.1" x1="129.9" class="st12"></line>
	<line y2="454.2" x2="130.4" y1="455.5" x1="130.3" class="st12"></line>
	<line y2="451.7" x2="130.3" y1="450.4" x1="130.1" class="st12"></line>
	<line y2="452.9" x2="130.3" y1="454.2" x1="130.4" class="st12"></line>
	<line y2="450.3" x2="130.2" y1="449" x1="130" class="st12"></line>
	<line y2="454.2" x2="130.5" y1="455.5" x1="130.5" class="st12"></line>
	<line y2="452.9" x2="130.3" y1="451.7" x1="130.3" class="st12"></line>
	<line y2="458.7" x2="131" y1="459.6" x1="130.8" class="st12"></line>
	<line y2="445.8" x2="130.2" y1="444.9" x1="129.9" class="st12"></line>
	<line y2="451.6" x2="130.4" y1="450.3" x1="130.2" class="st12"></line>
	<line y2="452.9" x2="130.5" y1="454.2" x1="130.5" class="st12"></line>
	<line y2="452.9" x2="130.5" y1="451.6" x1="130.4" class="st12"></line>
	<line y2="457.8" x2="131.2" y1="458.7" x1="131" class="st12"></line>
	<line y2="446.7" x2="130.5" y1="445.8" x1="130.2" class="st12"></line>
	<line y2="456.8" x2="131.3" y1="457.8" x1="131.2" class="st12"></line>
	<line y2="447.7" x2="130.8" y1="446.7" x1="130.5" class="st12"></line>
	<line y2="455.8" x2="131.4" y1="456.8" x1="131.3" class="st12"></line>
	<line y2="448.7" x2="131" y1="447.7" x1="130.8" class="st12"></line>
	<line y2="454.8" x2="131.5" y1="455.8" x1="131.4" class="st12"></line>
	<line y2="449.7" x2="131.1" y1="448.7" x1="131" class="st12"></line>
	<line y2="453.8" x2="131.5" y1="454.8" x1="131.5" class="st12"></line>
	<line y2="450.7" x2="131.3" y1="449.7" x1="131.1" class="st12"></line>
	<line y2="452.7" x2="131.5" y1="453.8" x1="131.5" class="st12"></line>
	<line y2="451.7" x2="131.4" y1="450.7" x1="131.3" class="st12"></line>
	<line y2="451.7" x2="131.4" y1="452.7" x1="131.5" class="st12"></line>
	<line y2="452.8" x2="131.5" y1="451.4" x1="131.4" class="st13"></line>
	<line y2="452.8" x2="131.5" y1="454.2" x1="131.5" class="st13"></line>
	<line y2="451.4" x2="131.4" y1="450" x1="131.2" class="st13"></line>
	<line y2="454.2" x2="131.5" y1="455.5" x1="131.4" class="st13"></line>
	<line y2="450" x2="131.2" y1="448.7" x1="131" class="st13"></line>
	<line y2="455.5" x2="131.4" y1="456.9" x1="131.3" class="st13"></line>
	<line y2="448.7" x2="131" y1="447.3" x1="130.7" class="st13"></line>
	<line y2="456.9" x2="131.3" y1="458.2" x1="131.1" class="st13"></line>
	<line y2="447.3" x2="130.7" y1="446.1" x1="130.3" class="st13"></line>
	<line y2="458.2" x2="131.1" y1="459.4" x1="130.8" class="st13"></line>
	<line y2="446.1" x2="130.3" y1="444.9" x1="129.9" class="st13"></line>
	<line y2="459.4" x2="130.8" y1="460.6" x1="130.5" class="st13"></line>
	<line y2="444.9" x2="129.9" y1="443.8" x1="129.4" class="st13"></line>
	<line y2="460.6" x2="130.5" y1="461.6" x1="130.1" class="st13"></line>
	<line y2="443.8" x2="129.4" y1="442.7" x1="128.8" class="st13"></line>
	<line y2="461.6" x2="130.1" y1="462.1" x1="129.9" class="st13"></line>
	<line y2="452.8" x2="129.1" y1="451.7" x1="129" class="st13"></line>
	<line y2="452.8" x2="129.1" y1="454" x1="129.1" class="st13"></line>
	<line y2="451.7" x2="129" y1="450.5" x1="128.9" class="st13"></line>
	<line y2="462.1" x2="129.9" y1="462.6" x1="129.6" class="st13"></line>
	<line y2="442.7" x2="128.8" y1="441.8" x1="128.3" class="st13"></line>
	<line y2="454" x2="129.1" y1="455.1" x1="129.1" class="st13"></line>
	<line y2="450.5" x2="128.9" y1="449.5" x1="128.7" class="st13"></line>
	<line y2="455.1" x2="129.1" y1="456.2" x1="129" class="st13"></line>
	<line y2="443" x2="128.3" y1="443.3" x1="128.1" class="st13"></line>
	<line y2="449.5" x2="128.7" y1="448.3" x1="128.4" class="st13"></line>
	<line y2="441.8" x2="128.3" y1="441.2" x1="127.9" class="st13"></line>
	<line y2="456.2" x2="129" y1="457.3" x1="128.8" class="st13"></line>
	<line y2="448.3" x2="128.4" y1="447.3" x1="128.1" class="st13"></line>
	<line y2="462.6" x2="129.6" y1="463.5" x1="129.1" class="st13"></line>
	<line y2="463.5" x2="129.1" y1="463.5" x1="129.1" class="st13"></line>
	<line y2="443" x2="128.3" y1="441.9" x1="127.7" class="st13"></line>
	<line y2="441.2" x2="127.9" y1="440.9" x1="127.6" class="st13"></line>
	<line y2="441.9" x2="127.7" y1="441.9" x1="127.6" class="st13"></line>
	<line y2="462.5" x2="129" y1="462.3" x1="128.9" class="st13"></line>
	<line y2="457.3" x2="128.8" y1="458.3" x1="128.6" class="st13"></line>
	<line y2="447.3" x2="128.1" y1="446.3" x1="127.8" class="st13"></line>
	<line y2="441.9" x2="127.6" y1="442.4" x1="127.4" class="st13"></line>
	<line y2="463.5" x2="129.1" y1="464.1" x1="128.7" class="st13"></line>
	<line y2="440.9" x2="127.6" y1="440.4" x1="127.2" class="st13"></line>
	<line y2="458.3" x2="128.6" y1="459.3" x1="128.3" class="st13"></line>
	<line y2="446.3" x2="127.8" y1="445.3" x1="127.4" class="st13"></line>
	<line y2="464.1" x2="128.7" y1="464.4" x1="128.5" class="st13"></line>
	<line y2="462.5" x2="129" y1="463.5" x1="128.4" class="st13"></line>
	<line y2="440.4" x2="127.2" y1="440.1" x1="126.9" class="st13"></line>
	<line y2="463.5" x2="128.4" y1="463.5" x1="128.4" class="st13"></line>
	<line y2="463.5" x2="128.4" y1="463.2" x1="128.2" class="st13"></line>
	<line y2="464.4" x2="128.5" y1="464.6" x1="128.3" class="st13"></line>
	<line y2="459.3" x2="128.3" y1="460.2" x1="128" class="st13"></line>
	<line y2="445.3" x2="127.4" y1="444.5" x1="126.9" class="st13"></line>
	<line y2="440.1" x2="126.9" y1="439.7" x1="126.5" class="st13"></line>
	<line y2="439.7" x2="126.5" y1="439.5" x1="126.2" class="st13"></line>
	<line y2="460.2" x2="128" y1="461" x1="127.6" class="st13"></line>
	<line y2="464.6" x2="128.3" y1="465.1" x1="127.8" class="st13"></line>
	<line y2="444.5" x2="126.9" y1="443.7" x1="126.4" class="st13"></line>
	<line y2="439.5" x2="126.2" y1="439.2" x1="125.7" class="st13"></line>
	<line y2="461" x2="127.6" y1="461.8" x1="127.1" class="st13"></line>
	<line y2="465.1" x2="127.8" y1="465.5" x1="127.3" class="st13"></line>
	<line y2="443.7" x2="126.4" y1="443" x1="125.9" class="st13"></line>
	<line y2="439.2" x2="125.7" y1="439" x1="125.5" class="st13"></line>
	<line y2="461.8" x2="127.1" y1="462.4" x1="126.7" class="st13"></line>
	<line y2="462.4" x2="126.7" y1="462.4" x1="126.6" class="st13"></line>
	<line y2="465.5" x2="127.3" y1="465.9" x1="126.8" class="st13"></line>
	<line y2="443" x2="125.9" y1="442.4" x1="125.3" class="st13"></line>
	<line y2="439" x2="125.5" y1="438.7" x1="125" class="st13"></line>
	<line y2="462.4" x2="126.7" y1="463" x1="126.2" class="st13"></line>
	<line y2="442.4" x2="125.3" y1="441.8" x1="124.8" class="st13"></line>
	<line y2="465.9" x2="126.8" y1="466.2" x1="126.3" class="st13"></line>
	<line y2="441.8" x2="124.8" y1="441.8" x1="124.7" class="st13"></line>
	<line y2="438.7" x2="125" y1="438.4" x1="124.2" class="st13"></line>
	<line y2="463" x2="126.2" y1="463.4" x1="125.6" class="st13"></line>
	<line y2="466.2" x2="126.3" y1="466.4" x1="125.8" class="st13"></line>
	<line y2="441.8" x2="124.8" y1="441.4" x1="124.2" class="st13"></line>
	<line y2="463.4" x2="125.6" y1="463.8" x1="125.1" class="st13"></line>
	<line y2="466.4" x2="125.8" y1="466.5" x1="125.2" class="st13"></line>
	<line y2="438.4" x2="124.2" y1="438.2" x1="123.4" class="st13"></line>
	<line y2="441.4" x2="124.2" y1="441.1" x1="123.6" class="st13"></line>
	<line y2="463.8" x2="125.1" y1="464" x1="124.5" class="st13"></line>
	<line y2="441.1" x2="123.6" y1="440.9" x1="122.9" class="st13"></line>
	<line y2="438.2" x2="123.4" y1="438.2" x1="122.6" class="st13"></line>
	<line y2="464" x2="124.3" y1="464" x1="124.2" class="st13"></line>
	<line y2="466.5" x2="125.2" y1="466.6" x1="124" class="st13"></line>
	<line y2="464" x2="124.5" y1="464.2" x1="123.9" class="st13"></line>
	<line y2="440.9" x2="122.9" y1="440.8" x1="122.3" class="st13"></line>
	<line y2="464" x2="124.2" y1="464" x1="123.6" class="st13"></line>
	<line y2="440.8" x2="122.3" y1="440.9" x1="122.1" class="st13"></line>
	<line y2="466.6" x2="124" y1="466.7" x1="123.3" class="st13"></line>
	<line y2="440.8" x2="122.3" y1="440.8" x1="121.7" class="st13"></line>
	<line y2="438.2" x2="122.6" y1="438.4" x1="121.5" class="st13"></line>
	<line y2="464" x2="123.6" y1="463.8" x1="122.9" class="st13"></line>
	<line y2="440.9" x2="122.1" y1="441.1" x1="121.5" class="st13"></line>
	<line y2="466.7" x2="123.3" y1="466.5" x1="122.6" class="st13"></line>
	<line y2="438.4" x2="121.5" y1="438.5" x1="120.8" class="st13"></line>
	<line y2="463.8" x2="122.9" y1="463.5" x1="122.3" class="st13"></line>
	<line y2="441.1" x2="121.5" y1="441.5" x1="120.9" class="st13"></line>
	<line y2="463.5" x2="122.3" y1="463" x1="121.7" class="st13"></line>
	<line y2="466.5" x2="122.6" y1="466.4" x1="121.9" class="st13"></line>
	<line y2="438.5" x2="120.8" y1="438.8" x1="120.1" class="st13"></line>
	<line y2="441.5" x2="120.9" y1="441.9" x1="120.3" class="st13"></line>
	<line y2="463" x2="121.7" y1="462.5" x1="121.2" class="st13"></line>
	<line y2="441.9" x2="120.3" y1="442.5" x1="119.8" class="st13"></line>
	<line y2="442.5" x2="119.8" y1="442.5" x1="119.8" class="st13"></line>
	<line y2="466.4" x2="121.9" y1="466" x1="121.2" class="st13"></line>
	<line y2="438.8" x2="120.1" y1="439.1" x1="119.5" class="st13"></line>
	<line y2="462.5" x2="121.2" y1="461.9" x1="120.6" class="st13"></line>
	<line y2="442.5" x2="119.8" y1="443.1" x1="119.4" class="st13"></line>
	<line y2="466" x2="121.2" y1="465.6" x1="120.5" class="st13"></line>
	<line y2="439.1" x2="119.5" y1="439.6" x1="118.9" class="st13"></line>
	<line y2="461.9" x2="120.6" y1="461.2" x1="120.1" class="st13"></line>
	<line y2="443.1" x2="119.4" y1="443.9" x1="118.9" class="st13"></line>
	<line y2="461.2" x2="120.1" y1="460.4" x1="119.6" class="st13"></line>
	<line y2="465.6" x2="120.5" y1="465" x1="119.8" class="st13"></line>
	<line y2="443.9" x2="118.9" y1="444.7" x1="118.6" class="st13"></line>
	<line y2="439.6" x2="118.9" y1="440.2" x1="118.3" class="st13"></line>
	<line y2="465" x2="119.8" y1="465" x1="119.8" class="st13"></line>
	<line y2="460.4" x2="119.6" y1="459.5" x1="119.1" class="st13"></line>
	<line y2="444.7" x2="118.6" y1="445.6" x1="118.2" class="st13"></line>
	<line y2="440.2" x2="118.3" y1="440.9" x1="117.7" class="st13"></line>
	<line y2="465" x2="119.8" y1="464.3" x1="119.2" class="st13"></line>
	<line y2="440.9" x2="117.7" y1="440.9" x1="117.7" class="st13"></line>
	<line y2="459.5" x2="119.1" y1="458.6" x1="118.7" class="st13"></line>
	<line y2="445.6" x2="118.2" y1="446.5" x1="117.9" class="st13"></line>
	<line y2="458.6" x2="118.7" y1="457.6" x1="118.4" class="st13"></line>
	<line y2="446.5" x2="117.9" y1="447.6" x1="117.7" class="st13"></line>
	<line y2="440.9" x2="117.7" y1="441.7" x1="117.2" class="st13"></line>
	<line y2="464.3" x2="119.2" y1="463.6" x1="118.6" class="st13"></line>
	<line y2="441.7" x2="117.2" y1="441.7" x1="117.2" class="st13"></line>
	<line y2="457.6" x2="118.4" y1="456.6" x1="118.1" class="st13"></line>
	<line y2="447.6" x2="117.7" y1="448.6" x1="117.5" class="st13"></line>
	<line y2="441.7" x2="117.2" y1="441.4" x1="117" class="st13"></line>
	<line y2="441.4" x2="117" y1="441.4" x1="116.9" class="st13"></line>
	<line y2="456.6" x2="118.1" y1="455.4" x1="117.8" class="st13"></line>
	<line y2="448.6" x2="117.5" y1="449.7" x1="117.4" class="st13"></line>
	<line y2="455.4" x2="117.8" y1="454.3" x1="117.6" class="st13"></line>
	<line y2="449.7" x2="117.4" y1="450.9" x1="117.4" class="st13"></line>
	<line y2="454.3" x2="117.6" y1="453.2" x1="117.5" class="st13"></line>
	<line y2="453.2" x2="117.5" y1="452.1" x1="117.4" class="st13"></line>
	<line y2="450.9" x2="117.4" y1="452.1" x1="117.4" class="st13"></line>
	<line y2="463.6" x2="118.6" y1="462.8" x1="118" class="st13"></line>
	<line y2="462.8" x2="118" y1="462.7" x1="118" class="st13"></line>
	<line y2="462.8" x2="118" y1="462.9" x1="117.9" class="st13"></line>
	<line y2="442.9" x2="116.6" y1="442.8" x1="116.6" class="st13"></line>
	<line y2="462.9" x2="117.9" y1="462.9" x1="117.9" class="st13"></line>
	<line y2="441.4" x2="116.9" y1="442.4" x1="116.4" class="st13"></line>
	<line y2="442.8" x2="116.6" y1="442.4" x1="116.4" class="st13"></line>
	<line y2="461.6" x2="117.4" y1="461.6" x1="117.3" class="st13"></line>
	<line y2="442.8" x2="116.6" y1="443.8" x1="116.2" class="st13"></line>
	<line y2="461.6" x2="117.3" y1="461.8" x1="117.3" class="st13"></line>
	<line y2="462.9" x2="117.9" y1="461.8" x1="117.3" class="st13"></line>
	<line y2="461.6" x2="117.3" y1="460.6" x1="116.9" class="st13"></line>
	<line y2="443.8" x2="116.2" y1="444.8" x1="115.9" class="st13"></line>
	<line y2="460.6" x2="116.9" y1="459.5" x1="116.4" class="st13"></line>
	<line y2="444.8" x2="115.9" y1="445.9" x1="115.6" class="st13"></line>
	<line y2="459.5" x2="116.4" y1="458.4" x1="116.1" class="st13"></line>
	<line y2="445.9" x2="115.6" y1="447.1" x1="115.3" class="st13"></line>
	<line y2="458.4" x2="116.1" y1="457.2" x1="115.7" class="st13"></line>
	<line y2="447.1" x2="115.3" y1="448.3" x1="115.2" class="st13"></line>
	<line y2="457.2" x2="115.7" y1="455.9" x1="115.5" class="st13"></line>
	<line y2="448.3" x2="115.2" y1="449.5" x1="115.1" class="st13"></line>
	<line y2="455.9" x2="115.5" y1="454.7" x1="115.3" class="st13"></line>
	<line y2="449.5" x2="115.1" y1="450.8" x1="115" class="st13"></line>
	<line y2="454.7" x2="115.3" y1="453.4" x1="115.1" class="st13"></line>
	<line y2="450.8" x2="115" y1="452.1" x1="115" class="st13"></line>
	<line y2="453.4" x2="115.1" y1="452.1" x1="115" class="st13"></line>
</g>
<g>
	<line y2="469.4" x2="142.3" y1="470.7" x1="142.3" class="st12"></line>
	<line y2="472" x2="142.4" y1="470.7" x1="142.3" class="st12"></line>
	<line y2="473.2" x2="142.6" y1="472" x1="142.4" class="st12"></line>
	<line y2="468.2" x2="142.3" y1="469.4" x1="142.3" class="st12"></line>
	<line y2="474.5" x2="142.8" y1="473.2" x1="142.6" class="st12"></line>
	<line y2="466.9" x2="142.4" y1="468.2" x1="142.3" class="st12"></line>
	<line y2="475.7" x2="143.1" y1="474.5" x1="142.8" class="st12"></line>
	<line y2="465.7" x2="142.5" y1="466.9" x1="142.4" class="st12"></line>
	<line y2="476.9" x2="143.4" y1="475.7" x1="143.1" class="st12"></line>
	<line y2="464.5" x2="142.7" y1="465.7" x1="142.5" class="st12"></line>
	<line y2="478.1" x2="143.8" y1="476.9" x1="143.4" class="st12"></line>
	<line y2="463.4" x2="143" y1="464.5" x1="142.7" class="st12"></line>
	<line y2="479.1" x2="144.2" y1="478.1" x1="143.8" class="st12"></line>
	<line y2="469.6" x2="143.4" y1="470.7" x1="143.4" class="st12"></line>
	<line y2="471.9" x2="143.5" y1="470.7" x1="143.4" class="st12"></line>
	<line y2="473.1" x2="143.7" y1="471.9" x1="143.5" class="st12"></line>
	<line y2="468.4" x2="143.4" y1="469.6" x1="143.4" class="st12"></line>
	<line y2="474.2" x2="143.9" y1="473.1" x1="143.7" class="st12"></line>
	<line y2="462.4" x2="143.3" y1="463.4" x1="143" class="st12"></line>
	<line y2="480.1" x2="144.7" y1="479.1" x1="144.2" class="st12"></line>
	<line y2="471.9" x2="143.7" y1="470.7" x1="143.6" class="st12"></line>
	<line y2="469.6" x2="143.5" y1="470.7" x1="143.6" class="st12"></line>
	<line y2="473" x2="143.8" y1="471.9" x1="143.7" class="st12"></line>
	<line y2="467.3" x2="143.5" y1="468.4" x1="143.4" class="st12"></line>
	<line y2="475.3" x2="144.2" y1="474.2" x1="143.9" class="st12"></line>
	<line y2="468.5" x2="143.6" y1="469.6" x1="143.5" class="st12"></line>
	<line y2="474.1" x2="144" y1="473" x1="143.8" class="st12"></line>
	<line y2="467.4" x2="143.7" y1="468.5" x1="143.6" class="st12"></line>
	<line y2="475.2" x2="144.3" y1="474.1" x1="144" class="st12"></line>
	<line y2="466.3" x2="143.7" y1="467.3" x1="143.5" class="st12"></line>
	<line y2="476.4" x2="144.5" y1="475.3" x1="144.2" class="st12"></line>
	<line y2="466.3" x2="143.8" y1="467.4" x1="143.7" class="st12"></line>
	<line y2="476.3" x2="144.6" y1="475.2" x1="144.3" class="st12"></line>
	<line y2="461.4" x2="143.7" y1="462.4" x1="143.3" class="st12"></line>
	<line y2="465.2" x2="143.9" y1="466.3" x1="143.7" class="st12"></line>
	<line y2="477.4" x2="144.8" y1="476.4" x1="144.5" class="st12"></line>
	<line y2="465.3" x2="144" y1="466.3" x1="143.8" class="st12"></line>
	<line y2="477.3" x2="145" y1="476.3" x1="144.6" class="st12"></line>
	<line y2="464.2" x2="144.1" y1="465.2" x1="143.9" class="st12"></line>
	<line y2="478.3" x2="145.2" y1="477.4" x1="144.8" class="st12"></line>
	<line y2="481.2" x2="145.3" y1="481.5" x1="145.2" class="st12"></line>
	<line y2="464.3" x2="144.3" y1="465.3" x1="144" class="st12"></line>
	<line y2="478.2" x2="145.4" y1="477.3" x1="145" class="st12"></line>
	<line y2="481.2" x2="145.3" y1="481.3" x1="145.3" class="st12"></line>
	<line y2="482.1" x2="145.9" y1="481.2" x1="145.3" class="st12"></line>
	<line y2="469.5" x2="144.5" y1="470.6" x1="144.5" class="st12"></line>
	<line y2="471.7" x2="144.6" y1="470.6" x1="144.5" class="st12"></line>
	<line y2="472.9" x2="144.8" y1="471.7" x1="144.6" class="st12"></line>
	<line y2="468.4" x2="144.5" y1="469.5" x1="144.5" class="st12"></line>
	<line y2="474" x2="145" y1="472.9" x1="144.8" class="st12"></line>
	<line y2="463.3" x2="144.5" y1="464.2" x1="144.1" class="st12"></line>
	<line y2="479.2" x2="145.7" y1="478.3" x1="145.2" class="st12"></line>
	<line y2="467.2" x2="144.6" y1="468.4" x1="144.5" class="st12"></line>
	<line y2="475.1" x2="145.2" y1="474" x1="145" class="st12"></line>
	<line y2="460.4" x2="144.2" y1="459.9" x1="143.9" class="st12"></line>
	<line y2="463.4" x2="144.6" y1="464.3" x1="144.3" class="st12"></line>
	<line y2="479.1" x2="145.8" y1="478.2" x1="145.4" class="st12"></line>
	<line y2="466.2" x2="144.7" y1="467.2" x1="144.6" class="st12"></line>
	<line y2="476.1" x2="145.5" y1="475.1" x1="145.2" class="st12"></line>
	<line y2="460.4" x2="144.2" y1="460.3" x1="144.1" class="st12"></line>
	<line y2="459.6" x2="144.6" y1="460.4" x1="144.2" class="st12"></line>
	<line y2="482.8" x2="146.5" y1="482.1" x1="145.9" class="st12"></line>
	<line y2="462.5" x2="144.8" y1="463.3" x1="144.5" class="st12"></line>
	<line y2="480" x2="146.2" y1="479.2" x1="145.7" class="st12"></line>
	<line y2="465.1" x2="144.9" y1="466.2" x1="144.7" class="st12"></line>
	<line y2="477.1" x2="145.9" y1="476.1" x1="145.5" class="st12"></line>
	<line y2="462.6" x2="144.9" y1="463.4" x1="144.6" class="st12"></line>
	<line y2="479.9" x2="146.3" y1="479.1" x1="145.8" class="st12"></line>
	<line y2="464.2" x2="145.2" y1="465.1" x1="144.9" class="st12"></line>
	<line y2="478.1" x2="146.3" y1="477.1" x1="145.9" class="st12"></line>
	<line y2="461.7" x2="145.2" y1="462.5" x1="144.8" class="st12"></line>
	<line y2="480.7" x2="146.7" y1="480" x1="146.2" class="st12"></line>
	<line y2="458.9" x2="145.2" y1="459.6" x1="144.6" class="st12"></line>
	<line y2="483.4" x2="147.1" y1="482.8" x1="146.5" class="st12"></line>
	<line y2="461.8" x2="145.3" y1="462.6" x1="144.9" class="st12"></line>
	<line y2="480.6" x2="146.8" y1="479.9" x1="146.3" class="st12"></line>
	<line y2="463.3" x2="145.5" y1="464.2" x1="145.2" class="st12"></line>
	<line y2="479" x2="146.7" y1="478.1" x1="146.3" class="st12"></line>
	<line y2="461" x2="145.7" y1="461.7" x1="145.2" class="st12"></line>
	<line y2="481.3" x2="147.3" y1="480.7" x1="146.7" class="st12"></line>
	<line y2="461.2" x2="145.8" y1="461.8" x1="145.3" class="st12"></line>
	<line y2="481.2" x2="147.4" y1="480.6" x1="146.8" class="st12"></line>
	<line y2="458.3" x2="145.7" y1="458.9" x1="145.2" class="st12"></line>
	<line y2="462.4" x2="145.8" y1="463.3" x1="145.5" class="st12"></line>
	<line y2="484" x2="147.7" y1="483.4" x1="147.1" class="st12"></line>
	<line y2="479.7" x2="147.2" y1="479" x1="146.7" class="st12"></line>
	<line y2="460.5" x2="146.2" y1="461" x1="145.7" class="st12"></line>
	<line y2="481.8" x2="147.9" y1="481.3" x1="147.3" class="st12"></line>
	<line y2="461.7" x2="146.3" y1="462.4" x1="145.8" class="st12"></line>
	<line y2="460.6" x2="146.3" y1="461.2" x1="145.8" class="st12"></line>
	<line y2="480.4" x2="147.8" y1="479.7" x1="147.2" class="st12"></line>
	<line y2="481.7" x2="148" y1="481.2" x1="147.4" class="st12"></line>
	<line y2="457.9" x2="146.3" y1="458.3" x1="145.7" class="st12"></line>
	<line y2="484.4" x2="148.4" y1="484" x1="147.7" class="st12"></line>
	<line y2="460" x2="146.7" y1="460.5" x1="146.2" class="st12"></line>
	<line y2="461" x2="146.7" y1="461.7" x1="146.3" class="st12"></line>
	<line y2="482.3" x2="148.5" y1="481.8" x1="147.9" class="st12"></line>
	<line y2="481" x2="148.3" y1="480.4" x1="147.8" class="st12"></line>
	<line y2="460.1" x2="146.8" y1="460.6" x1="146.3" class="st12"></line>
	<line y2="482.1" x2="148.5" y1="481.7" x1="148" class="st12"></line>
	<line y2="457.5" x2="146.9" y1="457.9" x1="146.3" class="st12"></line>
	<line y2="484.7" x2="149.1" y1="484.4" x1="148.4" class="st12"></line>
	<line y2="459.6" x2="147.2" y1="460" x1="146.7" class="st12"></line>
	<line y2="481.6" x2="148.9" y1="481" x1="148.3" class="st12"></line>
	<line y2="482.6" x2="149" y1="482.3" x1="148.5" class="st12"></line>
	<line y2="459.8" x2="147.3" y1="460.1" x1="146.8" class="st12"></line>
	<line y2="482.4" x2="149.1" y1="482.1" x1="148.5" class="st12"></line>
	<line y2="457.2" x2="147.5" y1="457.5" x1="146.9" class="st12"></line>
	<line y2="484.9" x2="149.7" y1="484.7" x1="149.1" class="st12"></line>
	<line y2="459.4" x2="147.8" y1="459.6" x1="147.2" class="st12"></line>
	<line y2="482.8" x2="149.7" y1="482.6" x1="149" class="st12"></line>
	<line y2="459.5" x2="147.9" y1="459.8" x1="147.3" class="st12"></line>
	<line y2="482.6" x2="149.7" y1="482.4" x1="149.1" class="st12"></line>
	<line y2="457.1" x2="148.2" y1="457.2" x1="147.5" class="st12"></line>
	<line y2="485" x2="150.4" y1="484.9" x1="149.7" class="st12"></line>
	<line y2="459.3" x2="148.4" y1="459.4" x1="147.8" class="st12"></line>
	<line y2="482.8" x2="150.3" y1="482.8" x1="149.7" class="st12"></line>
	<line y2="459.4" x2="148.5" y1="459.5" x1="147.9" class="st12"></line>
	<line y2="482.7" x2="150.3" y1="482.6" x1="149.7" class="st12"></line>
	<line y2="457" x2="148.9" y1="457.1" x1="148.2" class="st12"></line>
	<line y2="459.2" x2="149" y1="459.3" x1="148.4" class="st12"></line>
	<line y2="485" x2="151.1" y1="485" x1="150.4" class="st12"></line>
	<line y2="456.9" x2="148.9" y1="456.9" x1="148.3" class="st12"></line>
	<line y2="482.8" x2="150.9" y1="482.8" x1="150.3" class="st12"></line>
	<line y2="482.6" x2="150.9" y1="482.7" x1="150.3" class="st12"></line>
	<line y2="459.3" x2="149.6" y1="459.2" x1="149" class="st12"></line>
	<line y2="457.1" x2="149.6" y1="457" x1="148.9" class="st12"></line>
	<line y2="482.7" x2="151.5" y1="482.8" x1="150.9" class="st12"></line>
	<line y2="484.8" x2="151.7" y1="485" x1="151.1" class="st12"></line>
	<line y2="457" x2="149.6" y1="456.9" x1="148.9" class="st12"></line>
	<line y2="485" x2="151.8" y1="485.2" x1="151.1" class="st12"></line>
	<line y2="459.5" x2="150.2" y1="459.3" x1="149.6" class="st12"></line>
	<line y2="482.4" x2="152" y1="482.7" x1="151.5" class="st12"></line>
	<line y2="457.3" x2="150.2" y1="457.1" x1="149.6" class="st12"></line>
	<line y2="484.6" x2="152.4" y1="484.8" x1="151.7" class="st12"></line>
	<line y2="457.2" x2="150.3" y1="457" x1="149.6" class="st12"></line>
	<line y2="484.7" x2="152.5" y1="485" x1="151.8" class="st12"></line>
	<line y2="459.8" x2="150.8" y1="459.5" x1="150.2" class="st12"></line>
	<line y2="482" x2="152.6" y1="482.4" x1="152" class="st12"></line>
	<line y2="457.6" x2="150.9" y1="457.3" x1="150.2" class="st12"></line>
	<line y2="484.2" x2="153" y1="484.6" x1="152.4" class="st12"></line>
	<line y2="457.5" x2="151" y1="457.2" x1="150.3" class="st12"></line>
	<line y2="484.4" x2="153.1" y1="484.7" x1="152.5" class="st12"></line>
	<line y2="460.2" x2="151.4" y1="459.8" x1="150.8" class="st12"></line>
	<line y2="481.6" x2="153.1" y1="482" x1="152.6" class="st12"></line>
	<line y2="458.1" x2="151.6" y1="457.6" x1="150.9" class="st12"></line>
	<line y2="483.7" x2="153.6" y1="484.2" x1="153" class="st12"></line>
	<line y2="457.9" x2="151.6" y1="457.5" x1="151" class="st12"></line>
	<line y2="483.9" x2="153.7" y1="484.4" x1="153.1" class="st12"></line>
	<line y2="460.7" x2="152" y1="460.2" x1="151.4" class="st12"></line>
	<line y2="481" x2="153.6" y1="481.6" x1="153.1" class="st12"></line>
	<line y2="458.6" x2="152.2" y1="458.1" x1="151.6" class="st12"></line>
	<line y2="483.1" x2="154.1" y1="483.7" x1="153.6" class="st12"></line>
	<line y2="457.6" x2="152.3" y1="457.2" x1="151.6" class="st12"></line>
	<line y2="458.5" x2="152.3" y1="457.9" x1="151.6" class="st12"></line>
	<line y2="483.3" x2="154.2" y1="483.9" x1="153.7" class="st12"></line>
	<line y2="461.4" x2="152.6" y1="460.7" x1="152" class="st12"></line>
	<line y2="480.3" x2="154.1" y1="481" x1="153.6" class="st12"></line>
	<line y2="459.2" x2="152.8" y1="458.6" x1="152.2" class="st12"></line>
	<line y2="482.4" x2="154.6" y1="483.1" x1="154.1" class="st12"></line>
	<line y2="459.1" x2="152.9" y1="458.5" x1="152.3" class="st12"></line>
	<line y2="482.6" x2="154.7" y1="483.3" x1="154.2" class="st12"></line>
	<line y2="462.1" x2="153.1" y1="461.4" x1="152.6" class="st12"></line>
	<line y2="479.6" x2="154.5" y1="480.3" x1="154.1" class="st12"></line>
	<line y2="458.2" x2="153.1" y1="457.6" x1="152.3" class="st12"></line>
	<line y2="460" x2="153.4" y1="459.2" x1="152.8" class="st12"></line>
	<line y2="481.7" x2="155.1" y1="482.4" x1="154.6" class="st12"></line>
	<line y2="462.9" x2="153.6" y1="462.1" x1="153.1" class="st12"></line>
	<line y2="478.7" x2="154.8" y1="479.6" x1="154.5" class="st12"></line>
	<line y2="459.9" x2="153.5" y1="459.1" x1="152.9" class="st12"></line>
	<line y2="481.8" x2="155.2" y1="482.6" x1="154.7" class="st12"></line>
	<line y2="458.9" x2="153.8" y1="458.2" x1="153.1" class="st12"></line>
	<line y2="463.7" x2="154" y1="462.9" x1="153.6" class="st12"></line>
	<line y2="477.8" x2="155.2" y1="478.7" x1="154.8" class="st12"></line>
	<line y2="482.6" x2="155.6" y1="483.1" x1="155.2" class="st12"></line>
	<line y2="460.8" x2="154" y1="460" x1="153.4" class="st12"></line>
	<line y2="460.7" x2="154" y1="459.9" x1="153.5" class="st12"></line>
	<line y2="480.9" x2="155.8" y1="481.9" x1="155.3" class="st12"></line>
	<line y2="464.7" x2="154.4" y1="463.7" x1="154" class="st12"></line>
	<line y2="476.9" x2="155.4" y1="477.8" x1="155.2" class="st12"></line>
	<line y2="459.7" x2="154.4" y1="458.9" x1="153.8" class="st12"></line>
	<line y2="481.9" x2="156" y1="482.6" x1="155.6" class="st12"></line>
	<line y2="480.7" x2="155.7" y1="480.6" x1="155.6" class="st12"></line>
	<line y2="479.7" x2="156" y1="480.6" x1="155.6" class="st12"></line>
	<line y2="480.9" x2="155.8" y1="480.6" x1="155.6" class="st12"></line>
	<line y2="480.7" x2="155.7" y1="480.7" x1="155.7" class="st12"></line>
	<line y2="465.7" x2="154.8" y1="464.7" x1="154.4" class="st12"></line>
	<line y2="475.8" x2="155.6" y1="476.9" x1="155.4" class="st12"></line>
	<line y2="479.7" x2="156.1" y1="480.7" x1="155.7" class="st12"></line>
	<line y2="480.9" x2="155.8" y1="480.9" x1="155.8" class="st12"></line>
	<line y2="461.5" x2="154.8" y1="460.4" x1="154.2" class="st12"></line>
	<line y2="481.2" x2="156.4" y1="481.9" x1="156" class="st12"></line>
	<line y2="466.7" x2="155.1" y1="465.7" x1="154.8" class="st12"></line>
	<line y2="474.7" x2="155.8" y1="475.8" x1="155.6" class="st12"></line>
	<line y2="460.6" x2="155" y1="459.7" x1="154.4" class="st12"></line>
	<line y2="461.9" x2="154.6" y1="461.9" x1="154.6" class="st12"></line>
	<line y2="462.9" x2="155.1" y1="461.9" x1="154.6" class="st12"></line>
	<line y2="461.5" x2="154.8" y1="461.9" x1="154.6" class="st12"></line>
	<line y2="478.6" x2="156.3" y1="479.7" x1="156" class="st12"></line>
	<line y2="461.8" x2="154.7" y1="461.9" x1="154.6" class="st12"></line>
	<line y2="462.8" x2="155.2" y1="461.8" x1="154.7" class="st12"></line>
	<line y2="478.7" x2="156.4" y1="479.7" x1="156.1" class="st12"></line>
	<line y2="467.9" x2="155.4" y1="466.7" x1="155.1" class="st12"></line>
	<line y2="473.6" x2="155.9" y1="474.7" x1="155.8" class="st12"></line>
	<line y2="461.5" x2="154.9" y1="461.5" x1="154.8" class="st12"></line>
	<line y2="480.5" x2="156.7" y1="481.2" x1="156.4" class="st12"></line>
	<line y2="469" x2="155.6" y1="467.9" x1="155.4" class="st12"></line>
	<line y2="472.4" x2="155.9" y1="473.6" x1="155.9" class="st12"></line>
	<line y2="464" x2="155.5" y1="462.9" x1="155.1" class="st12"></line>
	<line y2="477.5" x2="156.6" y1="478.6" x1="156.3" class="st12"></line>
	<line y2="470.2" x2="155.7" y1="469" x1="155.6" class="st12"></line>
	<line y2="471.3" x2="155.8" y1="472.4" x1="155.9" class="st12"></line>
	<line y2="471.3" x2="155.8" y1="470.2" x1="155.7" class="st12"></line>
	<line y2="463.9" x2="155.6" y1="462.8" x1="155.2" class="st12"></line>
	<line y2="477.6" x2="156.7" y1="478.7" x1="156.4" class="st12"></line>
	<line y2="461.7" x2="155.6" y1="460.6" x1="155" class="st12"></line>
	<line y2="479.7" x2="157" y1="480.5" x1="156.7" class="st12"></line>
	<line y2="465.1" x2="155.9" y1="464" x1="155.5" class="st12"></line>
	<line y2="476.3" x2="156.8" y1="477.5" x1="156.6" class="st12"></line>
	<line y2="465.1" x2="156" y1="463.9" x1="155.6" class="st12"></line>
	<line y2="476.4" x2="156.9" y1="477.6" x1="156.7" class="st12"></line>
	<line y2="478.9" x2="157.3" y1="479.7" x1="157" class="st12"></line>
	<line y2="466.3" x2="156.2" y1="465.1" x1="155.9" class="st12"></line>
	<line y2="475.1" x2="156.9" y1="476.3" x1="156.8" class="st12"></line>
	<line y2="462.5" x2="156" y1="461.7" x1="155.6" class="st12"></line>
	<line y2="466.2" x2="156.4" y1="465.1" x1="156" class="st12"></line>
	<line y2="475.2" x2="157.1" y1="476.4" x1="156.9" class="st12"></line>
	<line y2="467.6" x2="156.5" y1="466.3" x1="156.2" class="st12"></line>
	<line y2="473.9" x2="157" y1="475.1" x1="156.9" class="st12"></line>
	<line y2="478" x2="157.5" y1="478.9" x1="157.3" class="st12"></line>
	<line y2="463.3" x2="156.4" y1="462.5" x1="156" class="st12"></line>
	<line y2="467.5" x2="156.6" y1="466.2" x1="156.4" class="st12"></line>
	<line y2="473.9" x2="157.1" y1="475.2" x1="157.1" class="st12"></line>
	<line y2="468.8" x2="156.7" y1="467.6" x1="156.5" class="st12"></line>
	<line y2="472.6" x2="157" y1="473.9" x1="157" class="st12"></line>
	<line y2="470.1" x2="156.9" y1="468.8" x1="156.7" class="st12"></line>
	<line y2="471.3" x2="157" y1="472.6" x1="157" class="st12"></line>
	<line y2="468.8" x2="156.9" y1="467.5" x1="156.6" class="st12"></line>
	<line y2="472.6" x2="157.2" y1="473.9" x1="157.1" class="st12"></line>
	<line y2="471.3" x2="157" y1="470.1" x1="156.9" class="st12"></line>
	<line y2="477.1" x2="157.7" y1="478" x1="157.5" class="st12"></line>
	<line y2="464.2" x2="156.7" y1="463.3" x1="156.4" class="st12"></line>
	<line y2="470.1" x2="157" y1="468.8" x1="156.9" class="st12"></line>
	<line y2="471.3" x2="157.1" y1="472.6" x1="157.2" class="st12"></line>
	<line y2="471.3" x2="157.1" y1="470.1" x1="157" class="st12"></line>
	<line y2="476.2" x2="157.8" y1="477.1" x1="157.7" class="st12"></line>
	<line y2="465.1" x2="157" y1="464.2" x1="156.7" class="st12"></line>
	<line y2="475.2" x2="158" y1="476.2" x1="157.8" class="st12"></line>
	<line y2="466.1" x2="157.3" y1="465.1" x1="157" class="st12"></line>
	<line y2="474.2" x2="158" y1="475.2" x1="158" class="st12"></line>
	<line y2="467.1" x2="157.5" y1="466.1" x1="157.3" class="st12"></line>
	<line y2="473.2" x2="158.1" y1="474.2" x1="158" class="st12"></line>
	<line y2="468.1" x2="157.7" y1="467.1" x1="157.5" class="st12"></line>
	<line y2="472.2" x2="158.1" y1="473.2" x1="158.1" class="st12"></line>
	<line y2="469.1" x2="157.9" y1="468.1" x1="157.7" class="st12"></line>
	<line y2="471.2" x2="158.1" y1="472.2" x1="158.1" class="st12"></line>
	<line y2="470.1" x2="158" y1="469.1" x1="157.9" class="st12"></line>
	<line y2="470.1" x2="158" y1="471.2" x1="158.1" class="st12"></line>
	<line y2="471.2" x2="158.1" y1="469.8" x1="157.9" class="st13"></line>
	<line y2="471.2" x2="158.1" y1="472.6" x1="158.1" class="st13"></line>
	<line y2="469.8" x2="157.9" y1="468.5" x1="157.8" class="st13"></line>
	<line y2="472.6" x2="158.1" y1="474" x1="158.1" class="st13"></line>
	<line y2="468.5" x2="157.8" y1="467.1" x1="157.5" class="st13"></line>
	<line y2="474" x2="158.1" y1="475.3" x1="158" class="st13"></line>
	<line y2="467.1" x2="157.5" y1="465.8" x1="157.2" class="st13"></line>
	<line y2="475.3" x2="158" y1="476.6" x1="157.8" class="st13"></line>
	<line y2="465.8" x2="157.2" y1="464.5" x1="156.9" class="st13"></line>
	<line y2="476.6" x2="157.8" y1="477.8" x1="157.6" class="st13"></line>
	<line y2="464.5" x2="156.9" y1="463.3" x1="156.4" class="st13"></line>
	<line y2="477.8" x2="157.6" y1="479" x1="157.3" class="st13"></line>
	<line y2="463.3" x2="156.4" y1="462.2" x1="155.9" class="st13"></line>
	<line y2="479" x2="157.3" y1="480.1" x1="156.9" class="st13"></line>
	<line y2="462.2" x2="155.9" y1="461.2" x1="155.4" class="st13"></line>
	<line y2="480.1" x2="156.9" y1="480.5" x1="156.7" class="st13"></line>
	<line y2="471.3" x2="155.8" y1="470.2" x1="155.7" class="st13"></line>
	<line y2="471.3" x2="155.8" y1="472.4" x1="155.8" class="st13"></line>
	<line y2="470.2" x2="155.7" y1="469" x1="155.6" class="st13"></line>
	<line y2="480.5" x2="156.7" y1="481.1" x1="156.5" class="st13"></line>
	<line y2="461.2" x2="155.4" y1="460.2" x1="154.8" class="st13"></line>
	<line y2="472.4" x2="155.8" y1="473.6" x1="155.8" class="st13"></line>
	<line y2="469" x2="155.6" y1="467.9" x1="155.3" class="st13"></line>
	<line y2="473.6" x2="155.8" y1="474.7" x1="155.7" class="st13"></line>
	<line y2="461.5" x2="154.9" y1="461.8" x1="154.7" class="st13"></line>
	<line y2="467.9" x2="155.3" y1="466.8" x1="155.1" class="st13"></line>
	<line y2="460.2" x2="154.8" y1="459.7" x1="154.4" class="st13"></line>
	<line y2="474.7" x2="155.7" y1="475.7" x1="155.6" class="st13"></line>
	<line y2="466.8" x2="155.1" y1="465.8" x1="154.8" class="st13"></line>
	<line y2="481.1" x2="156.5" y1="481.9" x1="156" class="st13"></line>
	<line y2="481.9" x2="156" y1="482" x1="156" class="st13"></line>
	<line y2="461.5" x2="154.9" y1="460.4" x1="154.3" class="st13"></line>
	<line y2="459.7" x2="154.4" y1="459.4" x1="154.2" class="st13"></line>
	<line y2="460.4" x2="154.3" y1="460.4" x1="154.2" class="st13"></line>
	<line y2="480.9" x2="155.8" y1="480.7" x1="155.7" class="st13"></line>
	<line y2="475.7" x2="155.6" y1="476.8" x1="155.4" class="st13"></line>
	<line y2="465.8" x2="154.8" y1="464.7" x1="154.4" class="st13"></line>
	<line y2="460.4" x2="154.2" y1="460.8" x1="154" class="st13"></line>
	<line y2="482" x2="156" y1="482.6" x1="155.6" class="st13"></line>
	<line y2="459.4" x2="154.2" y1="458.9" x1="153.8" class="st13"></line>
	<line y2="476.8" x2="155.4" y1="477.8" x1="155.1" class="st13"></line>
	<line y2="464.7" x2="154.4" y1="463.8" x1="154" class="st13"></line>
	<line y2="482.6" x2="155.6" y1="482.8" x1="155.4" class="st13"></line>
	<line y2="480.9" x2="155.8" y1="481.9" x1="155.3" class="st13"></line>
	<line y2="458.9" x2="153.8" y1="458.6" x1="153.5" class="st13"></line>
	<line y2="481.9" x2="155.3" y1="481.9" x1="155.3" class="st13"></line>
	<line y2="481.9" x2="155.3" y1="481.7" x1="155.1" class="st13"></line>
	<line y2="482.8" x2="155.4" y1="483.1" x1="155.2" class="st13"></line>
	<line y2="477.8" x2="155.1" y1="478.7" x1="154.8" class="st13"></line>
	<line y2="463.8" x2="154" y1="463" x1="153.5" class="st13"></line>
	<line y2="458.6" x2="153.5" y1="458.2" x1="153.1" class="st13"></line>
	<line y2="458.2" x2="153.1" y1="458" x1="152.8" class="st13"></line>
	<line y2="478.7" x2="154.8" y1="479.5" x1="154.4" class="st13"></line>
	<line y2="483.1" x2="155.2" y1="483.6" x1="154.8" class="st13"></line>
	<line y2="463" x2="153.5" y1="462.2" x1="153.1" class="st13"></line>
	<line y2="458" x2="152.8" y1="457.6" x1="152.3" class="st13"></line>
	<line y2="479.5" x2="154.4" y1="480.2" x1="154" class="st13"></line>
	<line y2="483.6" x2="154.8" y1="484" x1="154.3" class="st13"></line>
	<line y2="462.2" x2="153.1" y1="461.4" x1="152.6" class="st13"></line>
	<line y2="457.6" x2="152.3" y1="457.5" x1="152.1" class="st13"></line>
	<line y2="480.2" x2="154" y1="480.9" x1="153.6" class="st13"></line>
	<line y2="480.9" x2="153.6" y1="480.9" x1="153.6" class="st13"></line>
	<line y2="484" x2="154.3" y1="484.3" x1="153.8" class="st13"></line>
	<line y2="461.4" x2="152.6" y1="460.8" x1="152" class="st13"></line>
	<line y2="457.5" x2="152.1" y1="457.2" x1="151.6" class="st13"></line>
	<line y2="480.9" x2="153.6" y1="481.5" x1="153.1" class="st13"></line>
	<line y2="460.8" x2="152" y1="460.4" x1="151.4" class="st13"></line>
	<line y2="484.3" x2="153.8" y1="484.6" x1="153.3" class="st13"></line>
	<line y2="460.4" x2="151.4" y1="460.3" x1="151.4" class="st13"></line>
	<line y2="457.2" x2="151.6" y1="456.9" x1="150.8" class="st13"></line>
	<line y2="481.5" x2="153.1" y1="481.9" x1="152.6" class="st13"></line>
	<line y2="484.6" x2="153.3" y1="484.8" x1="152.8" class="st13"></line>
	<line y2="460.4" x2="151.4" y1="459.9" x1="150.9" class="st13"></line>
	<line y2="481.9" x2="152.6" y1="482.3" x1="152.1" class="st13"></line>
	<line y2="484.8" x2="152.8" y1="485" x1="152.3" class="st13"></line>
	<line y2="456.9" x2="150.8" y1="456.8" x1="150.1" class="st13"></line>
	<line y2="459.9" x2="150.9" y1="459.6" x1="150.3" class="st13"></line>
	<line y2="482.3" x2="152.1" y1="482.5" x1="151.5" class="st13"></line>
	<line y2="459.6" x2="150.3" y1="459.4" x1="149.7" class="st13"></line>
	<line y2="456.8" x2="150.1" y1="456.7" x1="149.3" class="st13"></line>
	<line y2="482.6" x2="151.3" y1="482.6" x1="151.3" class="st13"></line>
	<line y2="485" x2="152.3" y1="485.2" x1="151.1" class="st13"></line>
	<line y2="482.5" x2="151.5" y1="482.6" x1="150.9" class="st13"></line>
	<line y2="459.4" x2="149.7" y1="459.3" x1="149.1" class="st13"></line>
	<line y2="482.6" x2="151.3" y1="482.5" x1="150.6" class="st13"></line>
	<line y2="459.3" x2="149" y1="459.4" x1="148.8" class="st13"></line>
	<line y2="485.2" x2="151.1" y1="485.2" x1="150.5" class="st13"></line>
	<line y2="459.3" x2="149.1" y1="459.4" x1="148.5" class="st13"></line>
	<line y2="456.7" x2="149.3" y1="456.9" x1="148.3" class="st13"></line>
	<line y2="482.5" x2="150.6" y1="482.3" x1="150" class="st13"></line>
	<line y2="459.4" x2="148.8" y1="459.6" x1="148.3" class="st13"></line>
	<line y2="485.2" x2="150.5" y1="485.1" x1="149.8" class="st13"></line>
	<line y2="456.9" x2="148.3" y1="457.1" x1="147.6" class="st13"></line>
	<line y2="482.3" x2="150" y1="482" x1="149.5" class="st13"></line>
	<line y2="459.6" x2="148.3" y1="460" x1="147.7" class="st13"></line>
	<line y2="482" x2="149.5" y1="481.6" x1="148.9" class="st13"></line>
	<line y2="485.1" x2="149.8" y1="484.8" x1="149.1" class="st13"></line>
	<line y2="457.1" x2="147.6" y1="457.3" x1="146.9" class="st13"></line>
	<line y2="460" x2="147.7" y1="460.5" x1="147.2" class="st13"></line>
	<line y2="481.6" x2="148.9" y1="481.1" x1="148.3" class="st13"></line>
	<line y2="460.5" x2="147.2" y1="461" x1="146.7" class="st13"></line>
	<line y2="461" x2="146.7" y1="461" x1="146.7" class="st13"></line>
	<line y2="484.8" x2="149.1" y1="484.5" x1="148.4" class="st13"></line>
	<line y2="457.3" x2="146.9" y1="457.7" x1="146.3" class="st13"></line>
	<line y2="481.1" x2="148.3" y1="480.5" x1="147.8" class="st13"></line>
	<line y2="461" x2="146.7" y1="461.7" x1="146.3" class="st13"></line>
	<line y2="484.5" x2="148.4" y1="484.1" x1="147.8" class="st13"></line>
	<line y2="457.7" x2="146.3" y1="458.2" x1="145.7" class="st13"></line>
	<line y2="480.5" x2="147.8" y1="479.8" x1="147.3" class="st13"></line>
	<line y2="461.7" x2="146.3" y1="462.4" x1="145.9" class="st13"></line>
	<line y2="479.8" x2="147.3" y1="479" x1="146.8" class="st13"></line>
	<line y2="484.1" x2="147.8" y1="483.6" x1="147.1" class="st13"></line>
	<line y2="462.4" x2="145.9" y1="463.3" x1="145.5" class="st13"></line>
	<line y2="458.2" x2="145.7" y1="458.8" x1="145.2" class="st13"></line>
	<line y2="483.6" x2="147.1" y1="483.5" x1="147.1" class="st13"></line>
	<line y2="479" x2="146.8" y1="478.1" x1="146.3" class="st13"></line>
	<line y2="463.3" x2="145.5" y1="464.1" x1="145.2" class="st13"></line>
	<line y2="458.8" x2="145.2" y1="459.5" x1="144.7" class="st13"></line>
	<line y2="483.5" x2="147.1" y1="482.9" x1="146.4" class="st13"></line>
	<line y2="459.5" x2="144.7" y1="459.5" x1="144.6" class="st13"></line>
	<line y2="478.1" x2="146.3" y1="477.2" x1="145.9" class="st13"></line>
	<line y2="464.1" x2="145.2" y1="465.1" x1="145" class="st13"></line>
	<line y2="477.2" x2="145.9" y1="476.2" x1="145.6" class="st13"></line>
	<line y2="465.1" x2="145" y1="466.2" x1="144.8" class="st13"></line>
	<line y2="459.5" x2="144.6" y1="460.3" x1="144.2" class="st13"></line>
	<line y2="482.9" x2="146.4" y1="482.1" x1="145.8" class="st13"></line>
	<line y2="460.3" x2="144.2" y1="460.3" x1="144.1" class="st13"></line>
	<line y2="476.2" x2="145.6" y1="475.1" x1="145.2" class="st13"></line>
	<line y2="466.2" x2="144.8" y1="467.2" x1="144.6" class="st13"></line>
	<line y2="460.3" x2="144.2" y1="459.9" x1="144" class="st13"></line>
	<line y2="459.9" x2="144" y1="459.9" x1="143.9" class="st13"></line>
	<line y2="475.1" x2="145.2" y1="474" x1="145" class="st13"></line>
	<line y2="467.2" x2="144.6" y1="468.3" x1="144.5" class="st13"></line>
	<line y2="474" x2="145" y1="472.9" x1="144.8" class="st13"></line>
	<line y2="468.3" x2="144.5" y1="469.5" x1="144.5" class="st13"></line>
	<line y2="472.9" x2="144.8" y1="471.7" x1="144.6" class="st13"></line>
	<line y2="471.7" x2="144.6" y1="470.6" x1="144.5" class="st13"></line>
	<line y2="469.5" x2="144.5" y1="470.6" x1="144.5" class="st13"></line>
	<line y2="482.1" x2="145.8" y1="481.3" x1="145.3" class="st13"></line>
	<line y2="481.3" x2="145.3" y1="481.3" x1="145.3" class="st13"></line>
	<line y2="481.3" x2="145.3" y1="481.5" x1="145.2" class="st13"></line>
	<line y2="461.4" x2="143.7" y1="461.4" x1="143.7" class="st13"></line>
	<line y2="481.5" x2="145.2" y1="481.5" x1="145.2" class="st13"></line>
	<line y2="459.9" x2="143.9" y1="461" x1="143.4" class="st13"></line>
	<line y2="461.4" x2="143.7" y1="461" x1="143.4" class="st13"></line>
	<line y2="480.1" x2="144.7" y1="480.2" x1="144.7" class="st13"></line>
	<line y2="461.4" x2="143.7" y1="462.3" x1="143.3" class="st13"></line>
	<line y2="480.2" x2="144.7" y1="480.4" x1="144.6" class="st13"></line>
	<line y2="481.5" x2="145.2" y1="480.4" x1="144.6" class="st13"></line>
	<line y2="480.2" x2="144.7" y1="479.2" x1="144.2" class="st13"></line>
	<line y2="462.3" x2="143.3" y1="463.4" x1="142.9" class="st13"></line>
	<line y2="479.2" x2="144.2" y1="478.1" x1="143.7" class="st13"></line>
	<line y2="463.4" x2="142.9" y1="464.5" x1="142.7" class="st13"></line>
	<line y2="478.1" x2="143.7" y1="477" x1="143.4" class="st13"></line>
	<line y2="464.5" x2="142.7" y1="465.7" x1="142.5" class="st13"></line>
	<line y2="477" x2="143.4" y1="475.8" x1="143" class="st13"></line>
	<line y2="465.7" x2="142.5" y1="466.9" x1="142.3" class="st13"></line>
	<line y2="475.8" x2="143" y1="474.5" x1="142.7" class="st13"></line>
	<line y2="466.9" x2="142.3" y1="468.1" x1="142.3" class="st13"></line>
	<line y2="474.5" x2="142.7" y1="473.3" x1="142.5" class="st13"></line>
	<line y2="468.1" x2="142.3" y1="469.4" x1="142.2" class="st13"></line>
	<line y2="473.3" x2="142.5" y1="472" x1="142.4" class="st13"></line>
	<line y2="469.4" x2="142.2" y1="470.7" x1="142.3" class="st13"></line>
	<line y2="472" x2="142.4" y1="470.7" x1="142.3" class="st13"></line>
	<path d="M151.9,459.9" class="st13"></path>
</g>
<g id="ID_1712">
	<line y2="346.8" x2="389.2" y1="346" x1="390.7" class="st14"></line>
	<line y2="343.6" x2="396.6" y1="343.4" x1="397" class="st14"></line>
	<path d="M383.7,328.2c-1.7,1.1-0.3,4.6,0.2,6.1c1.5,4.2,3.8,8.4,6.8,11.7c0.9,1,2.2,2.5,3.7,2.3" class="st14"></path>
	<path d="M394.8,348.1l-0.4,0.1c-1.7-0.1-3-1.6-3.9-2.8c-2.8-3.3-5-7.4-6.4-11.4c-0.4-1.3-1.9-5,0-5.9" class="st14"></path>
	<path d="M395,347.9l-0.3,0.2c-1.6,0-3-1.6-4-2.7c-2.8-3.2-4.9-7.2-6.4-11.2c-0.5-1.4-2-5.1-0.1-6.2" class="st14"></path>
	<path d="M387.3,340.8c-0.1,0-0.2,0.1-0.4,0.1" class="st14"></path>
	<path d="M388.1,332c-1.5,0.3-2.9,0.6-4.2,1" class="st14"></path>
	<path d="M388.7,327.9l-0.4,0.1c-1.3,0.7-0.5,3.1-0.2,4.2c1.1,3.8,3.1,7.4,5.7,10.3c0.7,0.8,2.8,3.3,3.8,1.8" class="st14"></path>
	<path d="M396.8,343.6c1.1-1,0.1-3.4-0.2-4.5c-1.1-2.9-2.7-5.8-4.7-8.1c-0.7-0.8-1.8-2.2-3.1-2" class="st14"></path>
	<path d="M396.8,343.6c-1.2,0.3-2.4-1.1-3.1-2c-2-2.4-3.6-5.2-4.7-8.1c-0.4-1.1-1.4-3.5-0.2-4.5" class="st15"></path>
	<path d="M397,339.5c-1.4-3.7-4.1-10.3-8.2-11.7c-3.3-0.1-1.7-0.2-4.6,0.2l-0.5,0.2l-1.4,0.8c-1.7,1.1-0.3,4.6,0.2,6.1
		c1.5,4.2,3.8,8.4,6.8,11.7c0.9,1,2.2,2.5,3.7,2.3l1.4-0.8l0.6-0.4c2-2.4,1.2-1.1,2.7-3.8C398.1,342.6,397.5,341,397,339.5z" class="st15"></path>
</g>
</svg>
