<svg xml:space="preserve" style="enable-background:new 0 0 1190.6 841.9;" viewBox="0 0 1190.6 841.9" y="0px" x="0px" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg" id="图层_1" version="1.1">
<style type="text/css">
	.st0{fill:none;stroke:#808080;stroke-width:2;stroke-linecap:round;stroke-miterlimit:10;}
	.st1{fill:none;stroke:#000000;stroke-width:2;stroke-linecap:round;stroke-miterlimit:10;}
	.st2{font-family:'ArialMT';}
	.st3{font-size:30px;}
	
		.st4{fill:none;stroke:#000000;stroke-width:2;stroke-linecap:round;stroke-miterlimit:10;stroke-dasharray:2.6773,2.6773,2.6773,2.6773,8.032,2.6773;}
	.st5{fill:none;stroke:#332C2B;stroke-width:2;stroke-miterlimit:10;}
</style>
<line y2="230.4" x2="965" y1="227.6" x1="967.2" class="st0"></line>
<polyline points="968.2,229.3 968.4,229.9 968.6,230.5" class="st0"></polyline>
<polyline points="965.2,226.2 964.5,225.8 963.9,225.5" class="st0"></polyline>
<line y2="227.3" x2="959.4" y1="224.7" x1="961.4" class="st0"></line>
<polyline points="960.2,225.3 959.7,225.6 959.3,225.9" class="st0"></polyline>
<polyline points="962.6,236.4 962.8,236.1 962.9,235.6 962.9,235.1 962.7,234.6 962.5,234.1 962.1,233.6 961.7,233.1 
	961.2,232.7 960.7,232.4 960.1,232.1 959.5,231.9 959,231.8 958.4,231.8 958,232 957.6,232.2 957.3,232.5" class="st0"></polyline>
<polyline points="962.1,237.1 962.4,237 962.9,236.8 963.2,236.4 963.4,236 963.5,235.5 963.5,234.9 963.3,234.4 
	963.1,233.8 962.7,233.2 962.2,232.7 961.6,232.2 961,231.8 960.3,231.5 959.7,231.3 959.1,231.2 958.4,231.2 957.9,231.4 
	957.5,231.6 957.1,232 956.9,232.4 956.8,232.9 956.8,233.1" class="st0"></polyline>
<polyline points="960.2,239.7 960.5,239.8 961.1,240 961.8,240.1 962.4,240.2 963,240.2 963.6,240.1 964.1,240 
	964.6,239.8 965.1,239.6 965.5,239.3 965.9,239 966.2,238.6 966.4,238.2 966.6,237.8 966.7,237.3 966.8,236.8 966.8,236.2 
	966.7,235.7 966.6,235.1 966.4,234.5 966.2,233.9 965.9,233.3 965.5,232.8 965.1,232.2 964.6,231.7 964.1,231.2 963.6,230.7 
	963,230.2 962.4,229.8 961.8,229.4 961.2,229.1 960.5,228.8 959.9,228.6 959.2,228.4 958.6,228.3 958,228.2 957.4,228.2 
	956.8,228.3 956.2,228.4 955.7,228.6 955.3,228.8 954.8,229.1 954.5,229.4 954.2,229.8 953.9,230.2 953.7,230.6 953.6,231.1 
	953.5,231.6 953.5,232.2 953.6,232.7 953.7,233.3 953.9,233.9 954.2,234.5 954.5,235 954.8,235.6 954.9,235.7" class="st0"></polyline>
<polyline points="950,253.2 950.2,252.8 950.2,252.4 950.2,251.9 950.1,251.3 949.8,250.8 949.5,250.3 949.1,249.9 
	948.6,249.4 948,249.1 947.5,248.8 946.9,248.7 946.3,248.6 945.8,248.6 945.3,248.7 944.9,248.9 944.6,249.3" class="st0"></polyline>
<polyline points="947.5,253.7 948,253.8 948.5,253.8 948.9,253.7 949.3,253.5 949.6,253.2 949.7,252.9 949.8,252.5 
	949.8,252 949.7,251.5 949.5,251.1 949.1,250.6 948.7,250.2 948.3,249.8 947.8,249.5 947.3,249.3 946.8,249.1 946.3,249 
	945.8,249.1 945.4,249.2 945,249.4 944.7,249.6 944.6,250 944.5,250.4 944.5,250.8 944.7,251.3 944.9,251.7" class="st0"></polyline>
<polyline points="957.3,232.5 944.6,249.3 944.4,249.6 944.3,250.1 944.4,250.6 944.5,251.1 944.8,251.6 944.9,251.7 
	945.2,252.2 945.6,252.6 946,253 946.5,253.3 947,253.6 947.5,253.7 947.7,253.8 948.3,253.9 948.8,253.8 949.3,253.7 949.7,253.5 
	950,253.2 962.6,236.4" class="st1"></polyline>
<polyline points="954.2,235 954.6,235.6 954.8,235.8" class="st1"></polyline>
<polyline points="961.3,240.2 962,240.3 962.7,240.4 963.3,240.4 964,240.3 964.5,240.2 965.1,240.1 965.2,240 
	965.7,239.8 966.2,239.5 966.6,239.1 966.7,239 967,238.6 967.3,238.1 967.5,237.7 967.6,237.5 967.7,237 967.8,236.4 967.8,235.8 
	967.7,235.2 967.7,235.1 967.6,234.5 967.4,233.9 967.1,233.2 966.8,232.6 966.4,232 965.9,231.4 965.5,230.8 964.9,230.3 
	964.3,229.7 963.7,229.3 963.1,228.8 962.4,228.4 961.8,228.1 961,227.8 960.4,227.5 959.7,227.4 959,227.2 958.3,227.2 
	957.7,227.2 957,227.2 956.9,227.3 956.3,227.4 955.8,227.5 955.3,227.8 954.8,228.1 954.7,228.2 954.3,228.5 954,228.9 
	953.7,229.4 953.6,229.5 953.4,230 953.2,230.5 953.2,231.1 953.2,231.3 953.2,231.8 953.2,232.4 953.4,233 953.6,233.7 
	953.8,234.3" class="st1"></polyline>
<polyline points="960.1,239.8 960.6,240 961.2,240.2" class="st1"></polyline>
<polyline points="967.6,234.9 969.2,232.8 969,232.1 968.8,231.3 968.6,230.6 968.4,229.9 968.2,229.2 967.8,228.6 
	967.5,228.1 967.2,227.6 966.6,227.1 965.9,226.6 965.2,226.2 964.5,225.8 963.8,225.5 963,225.2 962.2,224.9 961.4,224.7 
	961,224.8 960.6,225 960.2,225.3 959.7,225.6 959.2,225.9 958.7,226.3 958.2,226.7 957.6,227.1 957.5,227.2" class="st1"></polyline>
<polyline points="884.1,382.8 883.9,383.8 883.6,384.9" class="st0"></polyline>
<polyline points="882.9,386.5 882.5,387.2 882.1,387.9 881.7,388.5 881.2,388.9 880.7,389.3 880.3,389.5 879.8,389.6 
	879.4,389.6 879,389.5 878.6,389.2 878.3,388.8 878,388.3 877.7,387.8 877.5,387.1 877.4,386.3 877.3,385.5 877.3,384.6 
	877.3,383.6 877.5,382.7 877.6,381.7 877.8,380.8 878.1,379.8 878.4,379 878.8,378.1 879.2,377.4 879.6,376.7 880,376.2 
	880.5,375.7 881,375.3 881.4,375.1 881.9,375 882.3,375 882.7,375.1 883.1,375.4 883.4,375.8 883.7,376.3 884,376.9 884.2,377.5 
	884.3,378.3 884.4,379.2" class="st0"></polyline>
<polyline points="878.1,390.4 878.1,389.8 878,389.1 877.9,388.5 877.7,387.8 877.4,387 877.1,386.3 876.6,385.5 
	876.2,384.8 876.7,383.8 877.1,382.8 877.5,381.8 877.8,380.8 878,379.7 878.2,378.7 878.3,377.6 878.3,376.5" class="st0"></polyline>
<polyline points="879.8,388.1 880,388.1 880.3,388.1 880.6,388 880.9,387.8 881.1,387.6 881.4,387.3 881.7,387 
	882,386.6 882.2,386.2 882.4,385.8 882.7,385.3 882.9,384.8 883.1,384.3 883.2,383.7 883.4,383.2 883.5,382.6 883.6,382 
	883.7,381.4 883.7,380.9 883.7,380.3 883.7,379.8 883.6,379.3 883.6,378.8 883.5,378.4 883.3,378 883.2,377.6 883,377.3 882.9,377 
	882.6,376.8 882.4,376.6 882.2,376.5 881.9,376.5" class="st0"></polyline>
<polyline points="870.5,383.6 876.2,384.8 876.6,385.5 877.1,386.3 877.4,387 877.7,387.8 877.9,388.5 878,389.1 
	878.1,389.8 878.1,390.4" class="st0"></polyline>
<polyline points="881.4,376.5 881.6,376.8 881.8,377 882,377.3 882.1,377.7 882.2,378.1 882.4,378.6 882.4,379 
	882.5,379.5 882.5,380.1 882.5,380.6 882.4,381.2 882.4,381.8 882.3,382.3 882.2,382.9 882,383.5 881.8,384 881.6,384.5 
	881.4,385.1 881.2,385.5 881,386 880.7,386.4 880.5,386.8 880.2,387.1 879.9,387.4 879.6,387.6 879.3,387.7 879.1,387.8" class="st0"></polyline>
<polyline points="882.4,373.9 882.2,374.3 881.8,374.7 881.4,375 881,375.3 880.4,375.6 879.8,376 879.1,376.2 
	878.3,376.5 872.6,375.4" class="st0"></polyline>
<polyline points="876.7,372.8 876.5,373.1 876.1,373.5 875.7,373.8 875.3,374.2 874.7,374.5 874.1,374.8 873.4,375.1 
	872.6,375.4 872.6,376.4 872.5,377.5 872.4,378.6 872.1,379.6 871.8,380.7 871.4,381.7 871,382.7 870.5,383.6 871,384.4 
	871.4,385.1 871.8,385.9 872,386.6 872.3,387.3 872.4,388 872.4,388.7 872.4,389.3" class="st0"></polyline>
<polyline points="874.4,389.7 874.3,389.8 873.9,390.1 873.4,390.4 873,390.6 872.6,390.6 872.2,390.7 871.8,390.6 
	871.4,390.4 870.9,390.1 870.4,389.6 870.1,388.9 869.7,388.1 869.5,387.5 869.4,386.8 869.3,386.1 869.2,385.4 869.2,384.6 
	869.2,383.8 869.2,382.9 869.3,382 869.4,381.1 869.5,380.3 869.7,379.4 869.9,378.5 870.2,377.7 870.5,376.9 870.8,376.1 
	871.1,375.3 871.5,374.6 871.9,374 872.3,373.4 872.7,372.9 873.1,372.4 873.5,372 873.9,371.7 874.4,371.4 874.8,371.2 
	875.2,371.1 875.6,371.1 876,371.2 876.4,371.3 876.7,371.5 877.1,371.8 877.4,372.2 877.6,372.6 877.8,373" class="st0"></polyline>
<polyline points="852.8,372.7 852.4,373.1 852,373.7 851.6,374.4 851.3,375.1 851.1,376 850.9,376.8 850.9,377.7 
	850.9,378.5 850.9,379.2 851.1,379.8 851.3,380.4" class="st0"></polyline>
<polyline points="869.8,375.5 854,372.3 853.6,372.2 853.2,372.4 852.8,372.7 852.4,373 852,373.4 851.7,373.9 
	851.4,374.5 851.1,375.2 850.9,376 850.7,376.7 850.7,377.5 850.7,378.2 850.7,378.9 850.9,379.4 851.1,379.9 851.3,380.4 
	851.6,380.7 852,380.9 868,384.2" class="st1"></polyline>
<polyline points="868.1,383 868.1,382.1 868.2,381.1 868.4,380.2 868.6,379.2 868.8,378.3 869.1,377.4 869.4,376.6 
	869.8,375.6 870.2,374.8 870.6,374.1 871,373.4 871.4,372.8 871.9,372.2 872.3,371.8" class="st1"></polyline>
<polyline points="873,371.3 873.5,371 873.9,370.8 874.1,370.7 874.6,370.6 875,370.6 875.3,370.7 875.7,370.7 
	876.1,370.9 876.3,371 876.7,371.3 877.1,371.7" class="st1"></polyline>
<polyline points="877.2,371.8 877.5,372.3 877.8,372.8 877.8,373" class="st1"></polyline>
<polyline points="876.7,372.8 882.4,373.9 882.9,374.7 883.3,375.4 883.7,376.1 884,376.9 884.2,377.6 884.3,378.3 
	884.4,378.9 884.4,379.2 884.4,380.1 884.4,381 884.3,381.9 884.1,382.9 883.9,383.8 883.6,384.8 883.3,385.7 882.9,386.5 
	882.7,386.9 882.2,387.9 882,388.2 881.6,388.6 881.2,388.9 880.7,389.3 880.2,389.6 879.5,389.9 878.9,390.2 878.1,390.4 
	872.4,389.3" class="st1"></polyline>
<polyline points="869.2,389.3 869.6,389.8 869.9,390.1 870.1,390.3 870.5,390.6 870.9,390.8 871.1,390.8 871.5,390.9 
	872,390.9 872.2,390.9 872.7,390.8 873.1,390.6 873.3,390.5 873.8,390.2 874.3,389.8 874.4,389.7" class="st1"></polyline>
<polyline points="869.1,389.1 868.9,388.6 868.6,388 868.4,387.3 868.3,386.6 868.2,385.8 868.1,384.9 868,384" class="st1"></polyline>
<polyline points="881.9,376.5 881.7,376.5 881.4,376.5 881.1,376.6 880.9,376.8 880.6,377 880.3,377.3 880,377.6 
	879.7,378 879.5,378.4 879.3,378.8 879,379.3 878.8,379.8 878.6,380.4 878.5,380.9 878.3,381.5 878.2,382 878.1,382.6 878,383.2 
	878,383.7 878,384.3 878,384.8 878.1,385.3 878.1,385.8 878.2,386.2 878.4,386.6 878.5,387 878.7,387.3 878.8,387.6 879,387.8 
	879.3,388 879.5,388.1 879.8,388.1" class="st1"></polyline>
<polyline points="888.6,316.6 888.3,317.7 888,318.7" class="st0"></polyline>
<polyline points="887.4,320.3 887,321.1 886.6,321.7 886.2,322.3 885.7,322.8 885.2,323.1 884.8,323.3 884.3,323.4 
	883.9,323.4 883.4,323.3 883.1,323 882.7,322.7 882.4,322.2 882.2,321.6 882,320.9 881.8,320.1 881.8,319.3 881.8,318.4 
	881.8,317.5 881.9,316.5 882.1,315.6 882.3,314.6 882.6,313.7 882.9,312.8 883.2,312 883.6,311.2 884.1,310.6 884.5,310 885,309.5 
	885.4,309.2 885.9,308.9 886.4,308.8 886.8,308.8 887.2,309 887.6,309.2 887.9,309.6 888.2,310.1 888.4,310.7 888.6,311.4 
	888.8,312.2 888.8,313" class="st0"></polyline>
<polyline points="882.6,324.3 882.6,323.6 882.5,323 882.4,322.3 882.2,321.6 881.9,320.9 881.5,320.1 881.1,319.4 
	880.6,318.6 881.1,317.7 881.6,316.7 882,315.6 882.3,314.6 882.5,313.5 882.7,312.5 882.8,311.4 882.8,310.4" class="st0"></polyline>
<polyline points="884.2,322 884.5,322 884.8,321.9 885,321.8 885.3,321.6 885.6,321.4 885.9,321.2 886.2,320.8 
	886.4,320.5 886.7,320.1 886.9,319.6 887.1,319.2 887.3,318.6 887.5,318.1 887.7,317.5 887.8,317 887.9,316.4 888.1,315.8 
	888.1,315.3 888.2,314.7 888.2,314.2 888.1,313.6 888.1,313.1 888,312.6 887.9,312.2 887.8,311.8 887.7,311.4 887.5,311.1 
	887.3,310.8 887.1,310.6 886.9,310.5 886.6,310.3 886.4,310.3" class="st0"></polyline>
<polyline points="875,317.5 880.6,318.6 881.1,319.4 881.5,320.1 881.9,320.9 882.2,321.6 882.4,322.3 882.5,323 
	882.6,323.6 882.6,324.3" class="st0"></polyline>
<polyline points="885.9,310.3 886.1,310.6 886.3,310.8 886.5,311.2 886.6,311.5 886.7,312 886.8,312.4 886.9,312.9 
	886.9,313.4 886.9,313.9 886.9,314.4 886.9,315 886.8,315.6 886.7,316.1 886.6,316.7 886.5,317.3 886.3,317.8 886.1,318.4 
	885.9,318.9 885.7,319.4 885.4,319.8 885.2,320.2 884.9,320.6 884.7,320.9 884.4,321.2 884.1,321.4 883.8,321.6 883.5,321.7" class="st0"></polyline>
<polyline points="886.9,307.8 886.6,308.1 886.3,308.5 885.9,308.8 885.4,309.2 884.8,309.5 884.2,309.8 883.5,310.1 
	882.8,310.4 877.1,309.2" class="st0"></polyline>
<polyline points="881.2,306.6 880.9,307 880.6,307.3 880.2,307.7 879.7,308 879.2,308.3 878.6,308.6 877.8,308.9 
	877.1,309.2 877.1,310.3 877,311.3 876.9,312.4 876.6,313.5 876.3,314.5 875.9,315.5 875.5,316.5 875,317.5 875.4,318.2 875.9,319 
	876.2,319.7 876.5,320.4 876.7,321.1 876.9,321.8 876.9,322.5 876.9,323.1" class="st0"></polyline>
<polyline points="878.9,323.5 878.8,323.6 878.3,324 877.9,324.2 877.5,324.4 877.1,324.5 876.7,324.5 876.3,324.4 
	875.9,324.3 875.4,323.9 874.9,323.4 874.5,322.8 874.2,322 874,321.4 873.9,320.7 873.7,320 873.7,319.2 873.6,318.4 873.6,317.6 
	873.7,316.7 873.7,315.9 873.9,315 874,314.1 874.2,313.2 874.4,312.3 874.7,311.5 875,310.7 875.3,309.9 875.6,309.2 875.9,308.5 
	876.3,307.8 876.7,307.2 877.1,306.7 877.5,306.2 878,305.8 878.4,305.5 878.8,305.2 879.2,305.1 879.7,305 880.1,305 880.5,305 
	880.9,305.1 881.2,305.3 881.5,305.6 881.8,306 882.1,306.5 882.3,306.8" class="st0"></polyline>
<polyline points="857.2,306.5 856.8,306.9 856.4,307.5 856.1,308.2 855.8,309 855.6,309.8 855.4,310.6 855.3,311.5 
	855.3,312.3 855.4,313.1 855.6,313.7 855.8,314.2" class="st0"></polyline>
<polyline points="874.3,309.3 858.4,306.1 858.1,306.1 857.6,306.2 857.2,306.5 856.9,306.8 856.5,307.2 856.2,307.7 
	855.8,308.4 855.6,309 855.4,309.8 855.2,310.6 855.1,311.3 855.1,312 855.2,312.7 855.4,313.3 855.6,313.7 855.8,314.2 
	856.1,314.6 856.4,314.8 872.5,318" class="st1"></polyline>
<polyline points="872.5,316.8 872.6,315.9 872.7,315 872.9,314 873.1,313.1 873.3,312.2 873.6,311.2 873.9,310.4 
	873.9,310.3 874.2,309.5 874.6,308.6 875,307.9 875.5,307.2 875.9,306.6 876.3,306.1 876.8,305.6" class="st1"></polyline>
<polyline points="877.5,305.1 877.9,304.8 878.4,304.6 878.6,304.6 879.1,304.5 879.5,304.5 879.7,304.5 880.2,304.6 
	880.6,304.8 880.8,304.9 881.2,305.1 881.5,305.5" class="st1"></polyline>
<polyline points="881.6,305.7 882,306.1 882.3,306.7 882.3,306.8" class="st1"></polyline>
<polyline points="881.2,306.6 886.9,307.8 887.4,308.5 887.8,309.2 888.2,310 888.4,310.7 888.6,311.4 888.8,312.1 
	888.8,312.8 888.8,313 888.9,313.9 888.8,314.8 888.7,315.8 888.6,316.7 888.3,317.7 888.1,318.6 887.8,319.5 887.4,320.3 
	887.2,320.7 886.7,321.7 886.4,322 886.1,322.4 885.7,322.8 885.2,323.1 884.7,323.4 884,323.7 883.3,324 882.6,324.3 876.9,323.1" class="st1"></polyline>
<polyline points="873.7,323.1 874,323.6 874.4,324 874.5,324.1 874.9,324.4 875.4,324.6 875.6,324.7 876,324.7 
	876.4,324.7 876.7,324.7 877.1,324.6 877.6,324.4 877.8,324.3 878.3,324.1 878.7,323.7 878.9,323.5" class="st1"></polyline>
<polyline points="873.6,323 873.3,322.4 873.1,321.8 872.9,321.1 872.7,320.4 872.6,319.6 872.5,318.7 872.5,317.8" class="st1"></polyline>
<polyline points="886.4,310.3 886.1,310.3 885.9,310.3 885.6,310.5 885.3,310.6 885,310.8 884.8,311.1 884.5,311.4 
	884.2,311.8 884,312.2 883.7,312.7 883.5,313.1 883.3,313.7 883.1,314.2 882.9,314.7 882.8,315.3 882.7,315.9 882.6,316.4 
	882.5,317 882.5,317.6 882.5,318.1 882.5,318.6 882.5,319.2 882.6,319.6 882.7,320.1 882.8,320.5 882.9,320.9 883.1,321.2 
	883.3,321.4 883.5,321.6 883.7,321.8 884,321.9 884.2,322" class="st1"></polyline>
<polyline points="868.1,346.7 867.9,347.8 867.6,348.8" class="st0"></polyline>
<polyline points="866.9,350.4 866.5,351.2 866.1,351.8 865.7,352.4 865.2,352.9 864.7,353.2 864.3,353.5 863.8,353.6 
	863.4,353.5 863,353.4 862.6,353.1 862.3,352.8 861.9,352.3 861.7,351.7 861.5,351 861.4,350.2 861.3,349.4 861.3,348.5 
	861.3,347.6 861.4,346.6 861.6,345.7 861.8,344.7 862.1,343.8 862.4,342.9 862.7,342.1 863.2,341.3 863.6,340.7 864,340.1 
	864.5,339.6 864.9,339.3 865.4,339.1 865.9,338.9 866.3,338.9 866.7,339.1 867.1,339.3 867.4,339.7 867.7,340.2 868,340.8 
	868.2,341.5 868.3,342.3 868.4,343.1" class="st0"></polyline>
<polyline points="862.1,354.4 862.1,353.7 862,353.1 861.9,352.4 861.7,351.7 861.4,351 861,350.2 860.6,349.5 
	860.2,348.7 860.6,347.8 861.1,346.8 861.5,345.7 861.8,344.7 862,343.6 862.2,342.6 862.3,341.5 862.3,340.4" class="st0"></polyline>
<polyline points="863.8,352.1 864,352.1 864.3,352 864.6,351.9 864.9,351.8 865.1,351.5 865.4,351.3 865.7,350.9 
	865.9,350.6 866.2,350.2 866.4,349.7 866.7,349.3 866.8,348.7 867,348.2 867.2,347.6 867.4,347.1 867.5,346.5 867.6,345.9 
	867.6,345.4 867.7,344.8 867.7,344.3 867.7,343.7 867.6,343.2 867.6,342.7 867.5,342.3 867.3,341.9 867.2,341.5 867,341.2 
	866.8,341 866.6,340.7 866.4,340.6 866.2,340.4 865.9,340.4" class="st0"></polyline>
<polyline points="854.5,347.6 860.2,348.7 860.6,349.5 861,350.2 861.4,351 861.7,351.7 861.9,352.4 862,353.1 
	862.1,353.7 862.1,354.4" class="st0"></polyline>
<polyline points="865.4,340.4 865.6,340.7 865.8,341 866,341.3 866.1,341.6 866.3,342.1 866.3,342.5 866.4,343 
	866.5,343.5 866.5,344 866.5,344.6 866.4,345.1 866.3,345.7 866.3,346.3 866.1,346.8 866,347.4 865.8,348 865.6,348.5 865.4,349 
	865.2,349.5 865,349.9 864.7,350.3 864.4,350.7 864.2,351 863.9,351.3 863.6,351.5 863.4,351.7 863.1,351.8" class="st0"></polyline>
<polyline points="866.4,337.9 866.1,338.2 865.8,338.6 865.4,338.9 864.9,339.3 864.4,339.6 863.8,339.9 863.1,340.2 
	862.3,340.4 856.6,339.3" class="st0"></polyline>
<polyline points="860.8,336.7 860.5,337.1 860.1,337.4 859.7,337.8 859.3,338.1 858.7,338.4 858.1,338.7 857.4,339 
	856.6,339.3 856.6,340.4 856.5,341.4 856.4,342.5 856.1,343.6 855.8,344.6 855.4,345.6 855,346.6 854.5,347.6 854.9,348.3 
	855.4,349.1 855.7,349.8 856,350.5 856.2,351.2 856.4,351.9 856.4,352.6 856.4,353.2" class="st0"></polyline>
<polyline points="858.4,353.6 858.3,353.8 857.8,354.1 857.4,354.3 857,354.5 856.6,354.6 856.2,354.6 855.8,354.5 
	855.4,354.4 854.9,354 854.4,353.5 854,352.9 853.7,352.1 853.5,351.5 853.4,350.8 853.3,350.1 853.2,349.3 853.2,348.5 
	853.2,347.7 853.2,346.8 853.3,346 853.4,345.1 853.5,344.2 853.7,343.3 854,342.5 854.2,341.6 854.5,340.8 854.8,340 855.1,339.3 
	855.5,338.6 855.9,337.9 856.2,337.3 856.6,336.8 857.1,336.3 857.5,335.9 857.9,335.6 858.3,335.3 858.8,335.2 859.2,335.1 
	859.6,335.1 860,335.1 860.4,335.3 860.7,335.5 861,335.8 861.3,336.1 861.6,336.6 861.8,336.9" class="st0"></polyline>
<polyline points="836.7,336.6 836.3,337 836,337.6 835.6,338.3 835.3,339.1 835.1,339.9 834.9,340.8 834.8,341.6 
	834.8,342.4 834.9,343.2 835.1,343.8 835.3,344.3" class="st0"></polyline>
<polyline points="853.8,339.4 838,336.2 837.6,336.2 837.2,336.3 836.7,336.6 836.4,336.9 836,337.3 835.7,337.8 
	835.4,338.5 835.1,339.1 834.9,339.9 834.7,340.7 834.7,341.4 834.7,342.1 834.8,342.8 834.9,343.4 835.1,343.8 835.3,344.3 
	835.6,344.7 836,344.9 852.1,348.2" class="st1"></polyline>
<polyline points="852.1,347 852.1,346 852.2,345.1 852.4,344.1 852.6,343.2 852.8,342.3 853.1,341.3 853.4,340.5 
	853.4,340.4 853.8,339.6 854.1,338.7 854.5,338 855,337.3 855.4,336.7 855.9,336.2 856.3,335.7" class="st1"></polyline>
<polyline points="857,335.2 857.4,334.9 857.9,334.7 858.1,334.7 858.6,334.6 859,334.6 859.3,334.6 859.7,334.7 
	860.1,334.9 860.3,335 860.7,335.3 861,335.6" class="st1"></polyline>
<polyline points="861.2,335.8 861.5,336.2 861.8,336.8 861.8,336.9" class="st1"></polyline>
<polyline points="860.8,336.7 866.4,337.9 866.9,338.6 867.3,339.3 867.7,340.1 868,340.8 868.2,341.5 868.3,342.2 
	868.4,342.9 868.4,343.1 868.4,344 868.4,344.9 868.3,345.9 868.1,346.8 867.9,347.8 867.6,348.7 867.3,349.6 866.9,350.4 
	866.7,350.8 866.2,351.8 865.9,352.1 865.6,352.5 865.2,352.9 864.7,353.2 864.2,353.5 863.5,353.8 862.9,354.1 862.1,354.4 
	856.4,353.2" class="st1"></polyline>
<polyline points="853.2,353.2 853.6,353.7 853.9,354.1 854.1,354.2 854.5,354.5 854.9,354.7 855.1,354.8 855.5,354.8 
	856,354.8 856.2,354.8 856.6,354.7 857.1,354.5 857.3,354.4 857.8,354.2 858.3,353.8 858.4,353.6" class="st1"></polyline>
<polyline points="853.1,353.1 852.8,352.5 852.6,351.9 852.4,351.2 852.3,350.5 852.1,349.7 852.1,348.8 852,348" class="st1"></polyline>
<polyline points="865.9,340.4 865.7,340.4 865.4,340.4 865.1,340.6 864.8,340.7 864.6,341 864.3,341.2 864,341.5 
	863.7,341.9 863.5,342.3 863.2,342.8 863,343.2 862.8,343.8 862.6,344.3 862.5,344.8 862.3,345.4 862.2,346 862.1,346.5 862,347.1 
	862,347.7 862,348.2 862,348.7 862.1,349.3 862.1,349.7 862.2,350.2 862.3,350.6 862.5,351 862.7,351.3 862.8,351.6 863.1,351.8 
	863.3,351.9 863.5,352 863.8,352.1" class="st1"></polyline>
<line y2="452.3" x2="880.9" y1="450.3" x1="882.5" class="st0"></line>
<line y2="449.6" x2="880.4" y1="447.5" x1="882" class="st0"></line>
<line y2="432.5" x2="877.2" y1="430.5" x1="878.7" class="st0"></line>
<line y2="429.8" x2="876.6" y1="427.7" x1="878.2" class="st0"></line>
<line y2="427.8" x2="875" y1="425.8" x1="876.6" class="st0"></line>
<line y2="457.1" x2="872.3" y1="455" x1="873.8" class="st0"></line>
<polyline points="873,455.3 872.4,456.1 872.3,457.1 872.1,457.7" class="st0"></polyline>
<line y2="436.3" x2="862.8" y1="432.3" x1="865.9" class="st0"></line>
<polyline points="880.8,453.3 881,452.8 880.9,452.3 880.4,449.6 880.1,448.6 879.5,447.5 878.6,446.6 877.6,445.8 
	876.4,445.3 875.3,445 874.2,444.9 871.6,445.5 869.8,445.4 867.8,444.9 865.9,443.9 864.1,442.5 862.6,440.9 861.5,439.2 
	861,437.4 860.9,435.7 861.3,434.3" class="st0"></polyline>
<line y2="418.9" x2="856.9" y1="416.8" x1="858.5" class="st0"></line>
<line y2="412.6" x2="853.2" y1="403.5" x1="860" class="st0"></line>
<line y2="413.9" x2="850.9" y1="411.8" x1="852.4" class="st0"></line>
<polyline points="846.4,426.2 845.3,425.8 844.3,425.4 843.5,424.8 843,424.1 842.8,423.3" class="st0"></polyline>
<line y2="395.2" x2="840.1" y1="386" x1="847" class="st0"></line>
<polyline points="831.4,406.1 831.1,406.8 830.8,407.3 830.8,407.6 830.8,407.7" class="st0"></polyline>
<line y2="379" x2="830.1" y1="374.8" x1="833.3" class="st0"></line>
<line y2="384.6" x2="832.4" y1="379.2" x1="836.5" class="st0"></line>
<line y2="388" x2="831.7" y1="386" x1="833.3" class="st0"></line>
<line y2="384.9" x2="829.9" y1="382.8" x1="831.5" class="st0"></line>
<polyline points="830.4,299.9 831,300.2 831.4,300.9 831.7,301.9 831.8,303.1 831.7,304.5 831.4,305.9 831,307.2 
	830.4,308.3 829.7,309.1 829,309.5 828.4,309.4" class="st0"></polyline>
<polyline points="827.2,371.2 827.2,370.7 827.4,369.3 827.3,368.1 827,367 826.5,366.4 825.9,366.1" class="st0"></polyline>
<line y2="295" x2="825.7" y1="295.6" x1="828.7" class="st0"></line>
<polyline points="821.6,327.8 822.3,328.2 822.9,328.9 823.3,329.9 823.6,331.1 823.8,332.5 823.8,334.1 823.7,335.7 
	823.4,337.4 822.9,339 822.4,340.5 821.7,341.8 821,342.9 820.2,343.8 819.4,344.4 818.6,344.6 817.8,344.6" class="st0"></polyline>
<polyline points="820.3,400.8 820.3,400.8 820.4,400.5 820.6,399.9 821,399.2" class="st0"></polyline>
<polyline points="819.6,397.5 818.5,397.1 817.6,396.7 816.8,396.1 816.3,395.4 816,394.6" class="st0"></polyline>
<line y2="366.4" x2="825.4" y1="368.5" x1="823.8" class="st0"></line>
<polyline points="823.1,366.6 813.4,364.6 812.3,364.3 811.3,363.8 810.6,363.2 810,362.5 809.7,361.7" class="st0"></polyline>
<polyline points="809.9,330 810.5,330.3 810.9,331 811.3,332 811.3,333.2 811.3,334.6 810.9,336 810.5,337.4 
	809.9,338.4 809.2,339.2 808.5,339.6 807.9,339.5" class="st0"></polyline>
<line y2="356" x2="817.9" y1="359.2" x1="817" class="st0"></line>
<polyline points="807.5,355.8 811.2,359.6 819.7,361.4" class="st0"></polyline>
<polyline points="808.2,357.9 809.1,358.7 810.1,359.3 811.2,359.6 811.9,360.5 812.5,361.7 813,363 813.4,364.6 
	819.6,397.5 820.1,398.4 821,399.2 831.4,406.1 834.2,408 836.8,410.3 839.2,412.7 841.3,415.3 843.1,418 844.6,420.7 845.7,423.5 
	846.4,426.2 850.8,449.2" class="st0"></polyline>
<line y2="353.2" x2="811.1" y1="356.4" x1="810.3" class="st0"></line>
<line y2="352.8" x2="810.4" y1="353" x1="810.4" class="st0"></line>
<polyline points="810.6,353.1 810.4,352.8 806.7,348.9" class="st0"></polyline>
<line y2="442.8" x2="875.8" y1="435.4" x1="875.3" class="st0"></line>
<polyline points="804.6,354.1 805.4,354.9 806.4,355.4 807.5,355.8 810.3,356.4 812.2,356.9 814.1,357.6 815.8,358.4 
	817,359.2 819.7,361.4 820.7,362.4 821.6,363.5 822.4,365 823.1,366.6 829.9,384.9 830.7,386.5 831.7,388 850.9,413.9 852.1,415.3 
	853.6,416.7 855.2,417.9 856.9,418.9 875,427.8 875.6,428.2 876.1,428.7 876.4,429.2 876.6,429.8 877.2,432.5 877.2,433.5 
	876.9,434.3" class="st0"></polyline>
<polyline points="832.3,293.4 831.2,293.4 829.9,294.2 828.7,295.6 806.7,328.1 806,329.3 805.3,330.7 804.8,332.3 
	804.4,333.9 804.1,335.7 804,337.3 804,338.9 804.2,340.3 805.2,345.4 805.8,347.5 806.7,348.9 806.5,350.2 806.8,351.3 
	807.6,352.2" class="st0"></polyline>
<line y2="348.3" x2="803.7" y1="348.9" x1="806.7" class="st0"></line>
<line y2="327.4" x2="803.7" y1="328.1" x1="806.7" class="st0"></line>
<line y2="344.8" x2="802.2" y1="345.4" x1="805.2" class="st0"></line>
<line y2="339.7" x2="801.2" y1="340.3" x1="804.2" class="st0"></line>
<polyline points="863,419 860,403.5 859.4,401.2 858.5,398.8 857.2,396.4 855.6,394.1 853.8,391.8 851.7,389.7 
	849.4,387.8 847,386 836.5,379.2 835.4,378.3 834.4,377.2 833.7,376 833.3,374.8 828.4,349.4 828.2,347.9 828.2,346.3 828.2,344.6 
	828.4,342.9 834.5,302.1 834.7,299.5 834.6,297.2 834.1,295.4 833.3,294 832.3,293.4 829.3,292.8 828.1,292.8 826.9,293.6 
	825.7,295 803.7,327.4 803,328.7 802.3,330.1 801.8,331.7 801.4,333.3 801.1,335 801,336.7 801,338.3 801.2,339.7 802.2,344.8 
	802.8,346.8 803.7,348.3 803.4,349.6 803.3,350.8 803.5,352 803.9,353.1 804.6,354.1 808.2,357.9 809,358.9" class="st1"></polyline>
<polyline points="809.3,360 809.7,361.7 816,394.6 816.6,396.3 816.8,396.9 817.7,398.3 818.9,399.7 820.3,400.8 
	830.8,407.7 833.1,409.3 835.2,411.1 837.2,413.1 838.9,415.2 840.4,417.4 841.6,419.6 842.4,421.9" class="st1"></polyline>
<polyline points="842.2,421.3 842.8,423.3 847.1,445.7 847.4,446.9 848.3,448 849.8,448.7 850.8,449.2 851.7,450.1 
	852.1,451 852.4,452.8 852.7,453.5 853.2,454.2 854,454.7 854.8,455 870.6,458.2 871.2,458.2 871.8,458.1 872.1,457.7 873.7,455.6 
	873.8,455 873.9,454.6" class="st1"></polyline>
<polyline points="862.7,433 862.4,433.7 862.5,435.3 863.1,437.1 864.2,438.9 865.6,440.5 867.4,441.8 869.4,442.8 
	871.4,443.4 873.2,443.5 875.8,442.8 876.9,442.9 878,443.2 879.1,443.8 880.2,444.6 881,445.5 881.6,446.5 882,447.5 882.5,450.3 
	882.5,450.8 882.3,451.2 880.8,453.3 880.4,453.6 879.9,453.7 874.8,454.4 873.8,454.7 873,455.3" class="st1"></polyline>
<polyline points="807.6,352.2 808.7,352.7 811.1,353.2 813,353.7 814.9,354.4 816.6,355.2 817.9,356 820.5,358.2 
	821.7,359.4 822.8,360.8 823.8,362.6 824.7,364.5 831.5,382.8 832.3,384.4 833.3,386 852.4,411.8 853.7,413.3 855.2,414.6 
	856.8,415.8 858.5,416.8 876.6,425.8 877.1,426.1 877.6,426.6 878,427.2 878.2,427.7 878.7,430.5 878.8,431.4 878.5,432.3 
	876.9,434.3 876.4,435 875.6,435.4 874.6,435.5 873.5,435.4 872.3,435 869.3,433.2 867.3,432.5 865.4,432.3 863.7,432.5 
	862.3,433.2 861.3,434.3" class="st1"></polyline>
<polyline points="809.6,360.8 809.1,359.2 808.6,358.4" class="st1"></polyline>
<polyline points="807.9,339.5 807.3,339.1 807,338.3 806.7,337.2 806.7,335.8 807,334 807.6,332.3 808.3,331 
	809.2,330.2 809.9,330" class="st1"></polyline>
<polyline points="808.2,331.2 808.2,331.3 808.3,333 808.1,334.9 807.5,336.6 806.8,337.8" class="st1"></polyline>
<polyline points="817.8,344.6 817.2,344.2 816.6,343.5 816.1,342.5 815.8,341.3 815.7,339.9 815.6,338.4 815.8,336.7 
	816.1,335.1 816.5,333.5 817.1,332 817.8,330.6 818.5,329.5 819.3,328.6 820.1,328.1 820.9,327.8 821.6,327.8" class="st1"></polyline>
<polyline points="819.8,328.3 820,328.5 820.5,330 820.7,331.1 820.8,332.3 820.8,333.6 820.7,334.9 820.4,336.3 
	820.1,337.6 819.7,338.9 819.2,340.1 818.7,341.2 818.1,342.2 817.4,342.9 816.8,343.5 816.6,343.6" class="st1"></polyline>
<line y2="366.2" x2="825.3" y1="366.1" x1="825.9" class="st1"></line>
<polyline points="828.4,309.4 827.8,309 827.4,308.2 827.2,307 827.2,305.7 827.5,303.9 828,302.2 828.8,300.9 
	829.7,300.1 830.4,299.9" class="st1"></polyline>
<polyline points="828.7,301.1 828.7,301.2 828.8,302.9 828.6,304.8 828,306.5 827.3,307.7" class="st1"></polyline>
<polyline points="876.1,442.8 875.7,437.8 875.3,435.4" class="st1"></polyline>
<line y2="499.6" x2="192.2" y1="498.8" x1="193" class="st0"></line>
<line y2="446.2" x2="133.5" y1="435.2" x1="134" class="st0"></line>
<line y2="450.3" x2="125.9" y1="439.9" x1="126.3" class="st0"></line>
<line y2="450.5" x2="122" y1="442.9" x1="122.3" class="st0"></line>
<line y2="425.1" x2="113.2" y1="425.5" x1="114.8" class="st0"></line>
<polyline points="128.2,424 128.3,423.3 127.3,422.6 125.6,422 123.1,421.4 120.3,421 119.2,420.9 117.6,420.8 
	114.8,420.8 112.6,421.2 111.8,421.5" class="st0"></polyline>
<line y2="422.5" x2="110.8" y1="422.1" x1="111" class="st0"></line>
<polyline points="113.7,420.5 112.2,420.7 111,421.1 110.2,421.6 109.9,422.1 109.9,422.8 110.8,423.7 112.8,424.6 
	115.4,425.3 118.6,425.7 120.8,425.7 122.9,425.7 124.7,425.5 126.2,425.2 127.5,424.9 128.5,424.5 129.1,424 129.4,423.6 
	129.2,423.1 128.7,422.6 127.2,421.9 125.1,421.3 122.4,420.8" class="st0"></polyline>
<polyline points="115.6,425.1 117.9,425.4 120.4,425.6 122.8,425.5" class="st0"></polyline>
<polyline points="113.5,424.6 111.9,424 110.8,423.3 110.4,422.5 110.6,421.8 111.9,421.1 114.1,420.6 115.5,420.5 
	117.1,420.5 118.7,420.5 120.3,420.7 122.4,421 124.4,421.3 126.4,421.9 127.8,422.4 128.7,423.1 128.8,423.7 128.2,424.3 
	126.9,424.8" class="st0"></polyline>
<polyline points="111,423.1 111.1,422.5 112,421.9 113.5,421.5 115.7,421.2 117.9,421.3 120.2,421.5 122.6,421.8 
	124.8,422.2 126.5,422.7 127.7,423.3 128.1,423.7 128.2,424.1" class="st0"></polyline>
<polyline points="129.9,423.8 129.8,424.4 129.1,425.1 127.8,425.6 125.9,426 123.6,426.3 121.1,426.4 118.5,426.4 
	115.5,426 112.9,425.4 110.9,424.7 109.7,423.8 109.2,422.8" class="st0"></polyline>
<polyline points="130.1,429.8 130,430.4 129.2,431.1 128.1,431.5 126.8,431.9 125.1,432.1 123.2,432.4 120.4,432.5 
	118.4,432.4 114.8,432 111.8,431.2 110.5,430.7 109.2,429.9 108.6,429.2 108.5,428.6 108.7,428.1" class="st0"></polyline>
<polyline points="108.7,428.4 108.9,429 109.5,429.6 110.3,430.2 111.5,430.7 112.9,431.1 114.5,431.5 116.3,431.8 
	118.2,432 119.6,432 121.8,432 123.9,431.9 125.9,431.6 127.5,431.2 128.7,430.8 129.6,430.3 130,429.8" class="st0"></polyline>
<polyline points="108.8,427.8 108.6,427.9 108.1,428.6 108.2,429.4 109,430.2 110.3,431 112.2,431.7 114.4,432.2 
	116.9,432.6 119.6,432.7 121.9,432.7 124.2,432.5 126.2,432.3 127.9,431.9 129.2,431.4 130.1,430.9 130.5,430.4 130.4,429.8 
	130,429.5" class="st0"></polyline>
<line y2="557.1" x2="67.3" y1="557.1" x1="68.1" class="st0"></line>
<polyline points="190.7,504.1 192.2,499.6 191,490.4 189.3,481.8 187.3,473.7 184.9,466.2 182.2,459.4 179.1,453.2 
	175.6,447.7 171.9,442.9 167.9,439 163.6,435.9 159.2,433.6 154.5,432.2" class="st0"></polyline>
<polyline points="154.8,430.5 149.9,429.9 144.9,430.2 139.7,431.3 134.5,433.3 129.2,436.2 123.9,439.9 118.7,444.4 
	113.5,449.7 108.4,455.7 103.5,462.4 98.6,469.8 94,477.8 89.6,486.3 85.5,495.4 81.6,505 78.1,514.9 74.8,525.1 71.9,535.6 
	69.4,546.3 67.3,557.1 64.3,562.3" class="st0"></polyline>
<polyline points="109.1,424.1 106.9,424.6 101.7,426.6 96.4,429.5 91.1,433.2 85.9,437.7 80.7,443 75.6,449 70.5,455.7 
	65.7,463 61,471 56.5,479.6 52.2,488.6 48.2,498.1 44.5,508 41.1,518.2 38,528.7 35.2,539.3 32.8,550.1 33.8,556.1 64.3,562.3 
	65.1,562.4 68.1,557.1 70.2,546.5 72.7,535.9 75.5,525.6 78.7,515.5 82.2,505.7 86,496.3 90.2,487.3 94.5,478.8 99,470.9 
	103.8,463.7 108.7,457.1 113.7,451.1 118.8,445.9 124,441.5 129.2,437.8 134.4,435 139.6,433 144.7,431.9 149.7,431.6 154.5,432.2" class="st1"></polyline>
<polyline points="110.8,422.5 110.9,423 111.4,423.6 112.2,424.1 113.7,424.7" class="st1"></polyline>
<line y2="424.6" x2="113.5" y1="425.1" x1="115.6" class="st1"></line>
<polyline points="130,429.8 129.9,423.8 129.7,423.4 129.3,422.9 128.5,422.4 127.4,421.9 125.4,421.4 125.1,421.3 
	123.9,421.1 122.4,420.8 119.5,420.4 117.4,420.3 115.5,420.3 113.7,420.5 113.1,420.6 112.2,420.7 111.7,420.9 110.6,421.2 
	109.8,421.7 109.5,422.2 109.2,422.8 108.7,428.4" class="st1"></polyline>
<line y2="429.8" x2="130.1" y1="429.5" x1="130" class="st1"></line>
<polyline points="134.3,435.1 133.8,445.9 133.5,446.2 125.9,450.3 125.2,450.5 124.2,450.6 123.1,450.6 122,450.5 
	115.6,449.1" class="st1"></polyline>
<polyline points="136.4,434.2 138.2,436.1 141.8,440.8 145,446.2 147.9,452.4 150.4,459.2 152.6,466.6 154.4,474.6 
	155.7,483.2 156.7,492.3 159,497.7 190.7,504.1 191.5,503.4 193,498.8 191.8,489.5 190.1,480.8 188.1,472.6 185.7,465 182.9,458.1 
	179.7,451.8 176.3,446.2 172.5,441.4 168.4,437.4 164.1,434.2 159.5,431.9 154.8,430.5 129.9,425.4" class="st1"></polyline>
<polyline points="125.8,425.1 127.2,424.7 128.2,424" class="st1"></polyline>
<polyline points="122.8,425.5 125.1,425.2 126.9,424.8" class="st1"></polyline>
<polyline points="193.1,349.3 192.9,351.9 192.3,367.2 191.9,367.9" class="st0"></polyline>
<polyline points="190.4,367.9 191.5,366.5 192.2,349.7" class="st0"></polyline>
<polyline points="188.9,358.8 189.4,359.1 189.7,359.9 189.7,361 189.5,362.2 189.2,363.4 188.7,364.3 188.1,364.8 
	187.5,364.9" class="st0"></polyline>
<line y2="366.8" x2="193.1" y1="367.2" x1="192.3" class="st0"></line>
<line y2="369.8" x2="185.2" y1="366.5" x1="191.5" class="st0"></line>
<line y2="371.4" x2="184.4" y1="370.9" x1="185.2" class="st0"></line>
<line y2="356.1" x2="185" y1="356.7" x1="184.7" class="st0"></line>
<polyline points="184,372.1 184.4,371.4 185,356.1" class="st0"></polyline>
<line y2="378.2" x2="181.6" y1="372" x1="181.9" class="st0"></line>
<polyline points="184.4,332.9 179,334.6 175.1,333.7 174.6,333.6 173.8,333.4 172.8,333 172.5,332.6" class="st0"></polyline>
<line y2="334.6" x2="179" y1="335.7" x1="178.9" class="st0"></line>
<polyline points="174,332.9 174.4,332.6 174.9,332.5 175.6,332.5 176.1,332.6 176.6,332.7 177.7,332.9 180.2,333.5" class="st0"></polyline>
<polyline points="184.2,334 178.9,335.7 173.6,334.5 172.6,334.1 172.4,333.7" class="st0"></polyline>
<line y2="366.3" x2="166.5" y1="368.5" x1="177.2" class="st0"></line>
<line y2="324.9" x2="156.5" y1="324.4" x1="158.3" class="st0"></line>
<line y2="341.3" x2="158.4" y1="340.2" x1="158.4" class="st0"></line>
<line y2="339.7" x2="157.5" y1="339.4" x1="157.5" class="st0"></line>
<line y2="340.7" x2="153.9" y1="341.8" x1="153.8" class="st0"></line>
<line y2="339.9" x2="155.8" y1="340.8" x1="155.7" class="st0"></line>
<line y2="340" x2="156.9" y1="341" x1="156.8" class="st0"></line>
<line y2="338.9" x2="157.1" y1="339.6" x1="157" class="st0"></line>
<polyline points="155.8,324.4 156.5,324.9 156.7,325.7 153.7,338.1" class="st0"></polyline>
<polyline points="153.3,340.2 153.5,340.4 153.9,340.7 154.9,341 155.4,341.1 155.7,341.2 155.8,341.2 160.3,342.3 
	165.7,339.9" class="st0"></polyline>
<polyline points="159.6,341.6 158.4,341.3 156.8,341 156.8,341" class="st0"></polyline>
<polyline points="154.8,340.3 155.1,340 155.8,339.9 156.9,340 158.4,340.2 161.3,340.9" class="st0"></polyline>
<polyline points="156.8,337.9 157.1,338.9 157.5,339.4 158,339.8" class="st0"></polyline>
<line y2="339" x2="156.7" y1="339.6" x1="156.9" class="st0"></line>
<line y2="342.3" x2="160.3" y1="343.4" x1="160.2" class="st0"></line>
<polyline points="165.6,341 160.2,343.4 155.3,342.2 153.8,341.8 153.4,341.5 153.2,341.3" class="st0"></polyline>
<line y2="347.6" x2="140.9" y1="347" x1="141" class="st0"></line>
<line y2="318.6" x2="137.4" y1="318.6" x1="138.2" class="st0"></line>
<line y2="351.4" x2="143.3" y1="350.9" x1="143.3" class="st0"></line>
<polyline points="142,350.6 143.3,350.9 148.7,348" class="st0"></polyline>
<polyline points="140.9,347.6 141.9,351.1 143.3,351.4 148.7,348.5" class="st0"></polyline>
<polyline points="140.9,347.6 136.6,349.9 135.4,349.6" class="st0"></polyline>
<polyline points="148.7,348.5 143.3,351.4 141.9,351.1 142,350.6 141,347" class="st0"></polyline>
<polyline points="135.4,349.1 136.6,349.3 141,347" class="st0"></polyline>
<line y2="349.3" x2="136.6" y1="349.9" x1="136.6" class="st0"></line>
<line y2="346.8" x2="131.2" y1="347.6" x1="133.7" class="st0"></line>
<line y2="385.4" x2="129.6" y1="355.7" x1="185.8" class="st0"></line>
<line y2="348.3" x2="125.9" y1="348" x1="126.5" class="st0"></line>
<polyline points="129.8,382.7 129.6,385.4 129,400.7 128.7,401.4" class="st0"></polyline>
<polyline points="127.1,401.4 128.2,400 128.9,383.2" class="st0"></polyline>
<polyline points="125.6,392.2 126.1,392.6 126.4,393.4 126.4,394.5 126.3,395.7 125.9,396.9 125.4,397.8 124.8,398.3 
	124.3,398.4" class="st0"></polyline>
<line y2="400.3" x2="129.8" y1="400.7" x1="129" class="st0"></line>
<line y2="403.3" x2="122" y1="400" x1="128.2" class="st0"></line>
<line y2="404.8" x2="121.1" y1="404.4" x1="121.9" class="st0"></line>
<line y2="389.6" x2="121.7" y1="390.2" x1="121.5" class="st0"></line>
<polyline points="121.7,389.6 121.1,404.8 120.7,405.6" class="st0"></polyline>
<line y2="349.9" x2="118.6" y1="349.6" x1="119.3" class="st0"></line>
<line y2="352.6" x2="117.8" y1="352.3" x1="118.4" class="st0"></line>
<line y2="360.1" x2="127" y1="361.2" x1="127" class="st0"></line>
<polyline points="125.6,360.9 127,361.2 132.4,357.8" class="st0"></polyline>
<polyline points="125.7,359.8 127,360.1 132.5,356.7" class="st0"></polyline>
<line y2="357.1" x2="124.6" y1="356.2" x1="125.9" class="st0"></line>
<line y2="357.2" x2="122.7" y1="358.2" x1="122.7" class="st0"></line>
<line y2="358.6" x2="120.5" y1="359.7" x1="120.4" class="st0"></line>
<polyline points="127.9,358.4 122.7,357.2 120.5,358.6 119.1,358.3" class="st0"></polyline>
<polyline points="126.7,359.2 122.7,358.2 120.4,359.7 119.1,359.3" class="st0"></polyline>
<polyline points="123.4,352 125.9,348.3 126.4,347.1 126.6,346.4" class="st0"></polyline>
<line y2="355.2" x2="126" y1="356.8" x1="123.4" class="st0"></line>
<line y2="352" x2="123.4" y1="346.5" x1="123.6" class="st0"></line>
<polyline points="121.2,346.6 121,347.4 120.5,348.3 119.9,348.8 119.3,348.9" class="st0"></polyline>
<polyline points="118.7,347.2 118.6,349.9 118.4,351.4 117.8,352.6 115.3,356.3" class="st0"></polyline>
<line y2="342.7" x2="110" y1="343.1" x1="110.6" class="st0"></line>
<polyline points="114.8,393.7 115.1,393.1 122.6,389.2" class="st0"></polyline>
<polyline points="115.4,389.7 115.1,393.1 111.7,395.3 108.4,398.5 108.2,399" class="st0"></polyline>
<line y2="374.3" x2="107.4" y1="373.3" x1="107.4" class="st0"></line>
<polyline points="106.1,373 107.4,373.3 113,369.2" class="st0"></polyline>
<polyline points="113,370.2 107.4,374.3 106.1,374" class="st0"></polyline>
<line y2="368.2" x2="106.1" y1="369.4" x1="111" class="st0"></line>
<line y2="369.2" x2="106" y1="370.1" x1="109.9" class="st0"></line>
<polyline points="100.3,417.6 100,417.3 99.8,416.7 99.8,415.9 100.3,403.5" class="st0"></polyline>
<line y2="415.7" x2="98.7" y1="415.9" x1="99.8" class="st0"></line>
<polyline points="92.8,389.3 92.4,389.7 92.1,390.3 91.8,391 91.7,391.8 91.5,400.1 91.4,403.5" class="st0"></polyline>
<line y2="378.5" x2="88" y1="378.4" x1="88.7" class="st0"></line>
<line y2="400.5" x2="76.1" y1="401.6" x1="76.4" class="st0"></line>
<line y2="400.3" x2="73.5" y1="401" x1="73.8" class="st0"></line>
<line y2="380.8" x2="72.9" y1="380.7" x1="73.2" class="st0"></line>
<polyline points="169.2,332.4 170.7,326.2 171,325.6 171.3,325.3" class="st0"></polyline>
<line y2="333.4" x2="173.8" y1="334.5" x1="173.6" class="st0"></line>
<polyline points="174.7,326.1 174.3,326.3 174,326.9 172.7,331.4" class="st0"></polyline>
<line y2="333.4" x2="175.5" y1="332.5" x1="175.6" class="st0"></line>
<line y2="329.8" x2="178.9" y1="329.9" x1="178.1" class="st0"></line>
<line y2="332.9" x2="177.7" y1="333.9" x1="177.5" class="st0"></line>
<polyline points="179.1,329.5 179.1,329.4 178.9,328.9 178.2,328.4 177.2,327.9 175.7,327.3 174,326.9 170.7,326.2 
	168.8,325.8 166.8,325.4 164.7,325.2 162.7,325.1 160.9,325.1 159.2,325.2 157.8,325.4 156.7,325.7 145.3,329 134,333.2 
	122.5,338.1 110.9,343.9 99.6,350.3 88.2,357.5 76.9,365.4 65.5,374.1 64.6,374.9 64.1,375.7 64,376.6" class="st0"></polyline>
<polyline points="67,379.2 65.5,374.1 65.2,373.4 64.4,372.9" class="st0"></polyline>
<polyline points="68.7,379.9 72.9,380.8 75,381.2 77.3,381.3 79.7,381.3 81.9,381 84,380.6 85.8,380 87.4,379.2 
	88.7,378.4 99.9,369.5 111.2,361.4 122.5,354.2 133.8,347.7 145.1,342 156.4,337.2 167.7,333.1 178.9,329.8 179.8,329.4 
	180.3,329.1 180.4,328.6 180,328.1 179.3,327.6 178.1,327.1 176.5,326.6 174.7,326.1 171.3,325.3 169.2,324.9 167,324.5 
	164.7,324.2 162.5,324.1 160.4,324 158.6,324 157,324.2 155.8,324.4 144.5,327.8 133,331.9 121.5,336.9 110,342.7 98.6,349.1 
	87.3,356.3 75.8,364.2 64.4,372.9 63.6,373.8 63,374.8 62.9,375.8 63.2,376.8 64,377.8 65.2,378.6 66.8,379.3 68.7,379.9 69,379.8" class="st0"></polyline>
<polyline points="71.9,399.6 71.7,404.5 70.6,405.9 70.5,407.3 71.4,411.1" class="st0"></polyline>
<line y2="402.7" x2="73.3" y1="407.2" x1="95.4" class="st0"></line>
<line y2="400.2" x2="61.1" y1="399.9" x1="61.7" class="st0"></line>
<polyline points="61.9,400.3 61.1,400.2 61.2,397.2" class="st0"></polyline>
<line y2="402.5" x2="61.8" y1="404.5" x1="71.7" class="st0"></line>
<line y2="403.9" x2="60.7" y1="405.9" x1="70.6" class="st0"></line>
<line y2="405.3" x2="60.6" y1="407.3" x1="70.5" class="st0"></line>
<line y2="407.9" x2="55.9" y1="396.1" x1="56.4" class="st0"></line>
<polyline points="54.8,408.3 54.5,408 54.3,407.4 54.2,406.6 54.7,395.7" class="st0"></polyline>
<line y2="406.4" x2="53.2" y1="406.6" x1="54.2" class="st0"></line>
<polyline points="41.2,392.7 41,392.1 41.1,388.7 41.8,380.2 41.9,379.4 42.1,378.7 42.4,378.1 42.8,377.7" class="st0"></polyline>
<polyline points="192.9,351.9 207.6,344.2 208.5,343.5 209,342.8" class="st0"></polyline>
<polyline points="38.8,371.5 38,372.4 37.5,373.3 37.5,374.2 37.9,375.1 38.6,375.9 39.7,376.6 41.1,377.2 42.8,377.7 
	67.6,383.2 92.8,389.3 94.7,389.6 96.6,389.8 98.7,389.7 100.7,389.6 102.5,389.2 104.2,388.7 105.6,388 106.8,387.3 119.4,377.1 
	125.5,372.5 131.7,368.1 137.9,363.9 144.1,359.9 150.3,356.2 156.5,352.8 162.8,349.6 169,346.6 175.2,344 181.4,341.5 
	193.8,337.3 206.2,334.1 206.9,334.5 207.5,335.1 207.8,335.9 207.9,336.7 207.9,340.8 207.6,344.2 207.3,344.7" class="st0"></polyline>
<polyline points="152.4,319.5 152,319.4 150.2,319.1 148.2,318.8 146.2,318.5 144.2,318.4 142.4,318.3 140.7,318.3 
	139.3,318.4 138.2,318.6 126,321.8 113.7,326 107.5,328.4 101.3,331.1 95.1,334 88.9,337.2 82.7,340.7 76.5,344.3 70.2,348.3 
	64,352.4 57.7,356.8 51.4,361.4 45.1,366.3 38.8,371.5 38.1,371.5 37.4,371.8" class="st0"></polyline>
<polyline points="152,319.4 177,324.9 202,330.9 202.4,330.9 202.4,331" class="st0"></polyline>
<polyline points="206.2,334.1 207,333.9 207.4,333.6 207.4,333.2 207,332.7 206.2,332.2 205,331.7" class="st0"></polyline>
<polyline points="35.4,375.1 35.3,376.1 35.8,377.1 36.7,378.1 38,378.9 39.7,379.7 41.8,380.2 66.6,385.8 91.7,391.8 
	94,392.2 96.4,392.4 98.9,392.4 101.3,392.2 103.6,391.8 105.7,391.3 107.4,390.5 108.8,389.7 121.3,379.6 127.5,374.9 133.7,370.5 
	139.8,366.3 146.1,362.4 152.2,358.7 158.4,355.3 164.6,352.1 170.8,349.2 177,346.5 183.2,344 195.6,339.9 207.9,336.7 
	208.8,336.3 209.3,335.9 209.3,335.3" class="st0"></polyline>
<polyline points="209.3,339.3 208.8,340.1 207.9,340.8 115.4,389.7 112,391.9 108.6,394.9 107.2,396.1 105.5,397.3 
	103.5,398.4 101.2,399.3 98.8,400 96.3,400.4 93.8,400.5 91.5,400.1 66.9,394.4 41.1,388.7 39,388 37.3,387 36,385.7 35.2,384.2 
	34.8,382.6" class="st0"></polyline>
<polyline points="106.8,387.3 107.5,387.6 108.2,388.2 108.6,388.9 108.8,389.7 108.6,394.9 108.4,398.5 107,399.7 
	105.3,400.8 103.3,401.8 101.1,402.7 98.7,403.4 96.1,403.8 93.6,403.9 91.4,403.5 66.2,397.6 41,392.1 39,391.5 37.2,390.4 
	36,389.2 35.1,387.8 34.8,386.2" class="st0"></polyline>
<polyline points="202.8,331.1 202.4,330.9 183.6,326.4 152.4,319.5 150.5,319.1 148.1,318.7 145.1,318.4 143.8,318.3 
	141.8,318.2 140.2,318.2 139.3,318.3 138.1,318.4 137.4,318.6 127.3,321.1 126.8,321.3 119.4,323.6 114.2,325.4 106.5,328.5 
	99.2,331.7 88.5,336.9 82.5,340.2 72.9,345.9 66.7,349.9 57.4,356.3 51.2,360.9 41.9,368.2 37.4,371.8 36.3,373 35.6,374.1 
	35.4,374.8 35.4,375.1 34.9,381.1 34.8,382.6 34.8,386.2 34.9,386.9 35.1,387.7 35.3,388.3 35.3,388.4 36.5,390.1 36.7,390.4 
	38,391.4 39.2,392.1 40.5,392.6 41.2,392.7 77.8,400.9 91.5,404.1 93,404.4 94.6,404.5 97.1,404.3" class="st1"></polyline>
<polyline points="98.9,404 100.6,403.4 102.2,402.9 103.6,402.2 105.7,401 106.8,400.2 107.7,399.4 108.2,399 
	111,396.3 113.8,394.3 114.8,393.7 121.5,390.2" class="st1"></polyline>
<polyline points="123.5,396.8 123.7,396.4 124.1,395.3 124.2,394.1 124.2,393.4" class="st1"></polyline>
<polyline points="125.6,392.2 125.1,392.3 124.5,392.9 124,393.8 123.6,394.9 123.4,396.1 123.5,397.2 123.8,398 
	124.3,398.4" class="st1"></polyline>
<line y2="395.2" x2="123.5" y1="396" x1="123.8" class="st1"></line>
<line y2="407.2" x2="95.4" y1="404.4" x1="95.5" class="st1"></line>
<line y2="406.7" x2="95.4" y1="402.2" x1="73.3" class="st1"></line>
<polyline points="73.5,401 73.8,401 76.4,401.6 79.6,402.1 81.3,402.2 83,402.3 83.6,402.3" class="st1"></polyline>
<polyline points="73.6,399.9 72.6,410.4 71.4,411.1 61.6,409 55.9,407.9 55.2,408.2 54.8,408.3 53.8,408.1 53.4,407.8 
	53.2,407.2 53.2,406.4 53.6,395.5" class="st1"></polyline>
<line y2="416.7" x2="98.8" y1="411.1" x1="71.4" class="st1"></line>
<polyline points="99.2,403.9 98.7,415.7 98.8,416.5 99,417.1 99.3,417.4 100.3,417.6 100.8,417.5 102,416.9 
	102.7,402.6" class="st1"></polyline>
<polyline points="193.7,351.9 207.3,344.7 208.2,344.1 208.4,343.8 208.6,343.6 209,342.8 209.3,339.3 209.3,338.5 
	209.3,335.4 209.3,334.9 209,334.3 208.6,333.8 208.2,333.3 207.8,332.9 206.7,332.4 205,331.7 203.6,331.3 202,330.9" class="st1"></polyline>
<polyline points="178.7,359.8 178.6,364.3 178.7,365.8 179.2,367.2 181.3,371.8 183.3,372.2 184,372.1 184.8,371.7 
	185.2,370.9 185.8,355.7 186,353 193.1,349.3" class="st1"></polyline>
<polyline points="193.7,351.5 193.1,366.8 192.8,367.5 191.9,367.9 191.2,368.1 190.4,367.9 185.2,370.7" class="st1"></polyline>
<polyline points="184.2,372 184,374.8 183.9,375.7 183.6,376.5 183.3,377.1 182.8,377.5 181.6,378.2 154.5,372.6" class="st1"></polyline>
<polyline points="62,397.3 61.8,402.5 60.7,403.9 60.6,405.3 61.6,409.1" class="st1"></polyline>
<polyline points="61.9,399.9 61.7,399.9 61.8,397.3" class="st1"></polyline>
<polyline points="179.8,328.9 179.3,329.4 178.1,329.9 172.8,331.3 167.2,333.1 156.3,337 150.2,339.5 139.9,344.3 
	130.7,349.1 120.3,355.3 112.5,360.3 112.1,360.5 101.8,367.8 91.1,375.9 88,378.5 87.5,378.9 85.7,379.8 84.4,380.3 82.2,380.8 
	80,381.1 76.9,381.2 74.6,381 73.2,380.7 69,379.8 67.2,379.3 66.1,378.8 65,378.2 63.8,377" class="st1"></polyline>
<line y2="378" x2="64.8" y1="375.7" x1="64.1" class="st1"></line>
<polyline points="64,376.6 64.3,377.4 64.6,377.7" class="st1"></polyline>
<polyline points="131.2,346.8 126.2,346.3 121.2,346.6 116.1,347.8 110.8,349.8 108.9,350.8 104,353.7 99,357.3 
	94.2,361.7 89.3,366.7 84.6,372.4 80,378.7 78.4,381.1" class="st1"></polyline>
<line y2="347.7" x2="133.4" y1="346.7" x1="130" class="st1"></line>
<polyline points="135.4,349.6 135.4,349.1 140.8,346.2 142.2,346.5 143.2,350" class="st1"></polyline>
<polyline points="148.7,348.5 148.7,348 147.5,347.7 143.2,350" class="st1"></polyline>
<polyline points="127.2,346.4 127.1,346.8 126.5,348 124,351.7 115.3,356.3 113.3,355.9 112.6,355.4 112.4,354.6 
	112.6,349.1" class="st1"></polyline>
<polyline points="113,370.2 113,369.2 106.7,367.7 106.1,368.2 106,369.2" class="st1"></polyline>
<polyline points="111,369.4 106.1,373 106.1,374" class="st1"></polyline>
<polyline points="115.5,393.3 115.3,397.8 115.4,399.3 115.9,400.7 118,405.3 120,405.8 120.7,405.6 121.6,405.1 
	121.9,404.4 122.6,389.2 122.8,386.5 129.8,382.7" class="st1"></polyline>
<line y2="356.7" x2="184.7" y1="385.4" x1="130.4" class="st1"></line>
<polyline points="186.8,363.3 187,362.9 187.3,361.8 187.5,360.6 187.5,359.9" class="st1"></polyline>
<polyline points="188.9,358.8 188.3,358.8 187.8,359.4 187.2,360.3 186.9,361.4 186.7,362.6 186.8,363.7 187.1,364.5 
	187.5,364.9" class="st1"></polyline>
<line y2="361.7" x2="186.8" y1="362.6" x1="187.1" class="st1"></line>
<polyline points="130.5,385 129.8,400.3 129.5,401 128.7,401.4 127.9,401.6 127.1,401.4 121.9,404.2" class="st1"></polyline>
<polyline points="119.4,347 119.3,349.6 119,351 118.4,352.3 116,355.9" class="st1"></polyline>
<polyline points="119.1,359.3 119.1,358.3 124.6,354.8 126,355.2 125.9,356.2" class="st1"></polyline>
<polyline points="123.4,356.8 128.6,358 131.2,356.4 132.5,356.7 132.4,357.8" class="st1"></polyline>
<polyline points="125.6,360.9 125.7,359.8 127.9,358.4" class="st1"></polyline>
<polyline points="158,339.8 157.3,339.6 156.7,339.6 155.4,339.5 154.5,339.5 153.8,339.7 153.4,339.9 153.3,340.2 
	153.2,341.3" class="st1"></polyline>
<polyline points="161.3,340.9 159.5,341.7 156.4,341 155.9,340.8 155.2,340.6 154.8,340.3" class="st1"></polyline>
<line y2="339" x2="156.7" y1="337.9" x1="156.8" class="st1"></line>
<polyline points="156.8,337.9 158.5,338.3 158.7,339.1 158.9,339.6 159.2,339.9 159.7,340.1 160.2,340.2 160.5,340.3 
	161.9,340.6 164.3,339.6 165.7,339.9 165.6,341" class="st1"></polyline>
<line y2="366" x2="167.1" y1="368.1" x1="177.2" class="st1"></line>
<polyline points="177.2,368.5 177.3,364.3 172.3,363.2" class="st1"></polyline>
<polyline points="184.2,334 184.4,332.9 183,332.6 180.9,333.3 178.4,332.7 178,332.6 176.3,332.3 174.9,332.1 
	173.9,332.1 173.2,332.2 172.7,332.4 172.5,332.6 172.4,333.7" class="st1"></polyline>
<polyline points="174,332.9 174.6,333.2 175.5,333.4 178.3,334.1 180.2,333.5" class="st1"></polyline>
<polyline points="27.7,614.8 27.5,614.9 27.4,615.1" class="st0"></polyline>
<line y2="615.6" x2="26.7" y1="615.5" x1="26.9" class="st0"></line>
<line y2="614.4" x2="27.9" y1="614.6" x1="27.8" class="st0"></line>
<line y2="610.1" x2="27.7" y1="610.1" x1="27.6" class="st0"></line>
<line y2="612.3" x2="28.4" y1="612.5" x1="28.4" class="st0"></line>
<line y2="613.6" x2="28.1" y1="613.9" x1="28" class="st0"></line>
<polyline points="28.4,611.3 28.3,611.1 28.3,610.9" class="st0"></polyline>
<line y2="613.1" x2="28.3" y1="612.8" x1="28.3" class="st0"></line>
<polyline points="29.8,612.3 29.8,611.9 29.8,611.5 29.8,611.2 29.8,610.9 29.7,610.6 29.6,610.3 29.6,610 29.5,609.8 
	29.4,609.6 29.2,609.5 29.1,609.4 28.9,609.3 28.8,609.2 28.6,609.2 28.4,609.2 28.2,609.3 28,609.4 27.9,609.5" class="st0"></polyline>
<polyline points="29.8,610.9 29.8,611.2 29.8,611.5 29.8,611.9 29.8,612.3 29.8,612.6 29.7,613 29.7,613.4 29.6,613.7 
	29.5,614.1 29.4,614.4 29.2,614.8 29.1,615.1 29,615.4 28.8,615.7 28.6,615.9 28.4,616.2 28.3,616.4 28.1,616.5 27.9,616.6 
	27.7,616.7 27.5,616.8 27.4,616.8 27.2,616.8 27,616.7 26.9,616.6 26.7,616.5 26.6,616.4 26.5,616.2" class="st0"></polyline>
<line y2="615.6" x2="26.5" y1="615.6" x1="26.6" class="st0"></line>
<line y2="614.7" x2="22.5" y1="614.7" x1="22.4" class="st0"></line>
<polyline points="22.5,616.1 22.6,616.7 22.7,617.3" class="st0"></polyline>
<polyline points="21.9,606.8 22.3,606.5 22.6,606.3" class="st0"></polyline>
<line y2="615.6" x2="26.7" y1="615.6" x1="26.6" class="st0"></line>
<polyline points="26.9,615.5 27,615.5 27.1,615.4 27.3,615.3 27.4,615.1" class="st0"></polyline>
<line y2="614.8" x2="27.7" y1="614.6" x1="27.8" class="st0"></line>
<polyline points="28.4,612.3 28.4,612 28.4,611.7 28.4,611.5 28.4,611.3" class="st0"></polyline>
<line y2="612.8" x2="28.3" y1="612.5" x1="28.4" class="st0"></line>
<polyline points="28.3,613.1 28.2,613.3 28.1,613.6" class="st0"></polyline>
<polygon points="31.3,611 31.3,610.4 31.3,609.7 31.2,609.2 31.1,608.6 31,608.1 30.8,607.7 30.7,607.3 30.4,606.9 
	30.2,606.6 29.9,606.4 29.7,606.3 29.4,606.2 29.1,606.1 28.8,606.2 28.4,606.3 28.1,606.4 27.8,606.7 27.5,607 27.1,607.3 
	26.8,607.7 26.5,608.2 26.2,608.7 26,609.2 25.7,609.8 25.5,610.4 25.3,611.1 25.1,611.7 25,612.4 24.8,613 24.7,613.7 24.7,614.4 
	24.6,615 24.6,615.7 24.7,616.3 24.7,616.9 24.8,617.4 25,617.9 25.1,618.3 25.3,618.7 25.5,619.1 25.8,619.4 26,619.6 26.3,619.8 
	26.6,619.9 26.9,619.9 27.2,619.9 27.5,619.7 27.9,619.6 28.2,619.3 28.5,619.1 28.8,618.7 29.1,618.3 29.4,617.8 29.7,617.3 
	30,616.8 30.2,616.2 30.5,615.6 30.7,615 30.9,614.3 31,613.6 31.1,613 31.2,612.3 31.3,611.6" class="st0"></polygon>
<polyline points="27.9,614.4 28,614.1 28,613.9" class="st0"></polyline>
<polyline points="27.7,610.1 27.9,610.2 28,610.2 28,610.4 28.1,610.5 28.2,610.7 28.3,610.9" class="st0"></polyline>
<polyline points="23.9,608.6 24.2,608 24.5,607.5 24.8,607" class="st0"></polyline>
<line y2="608.2" x2="24.1" y1="608.3" x1="24" class="st0"></line>
<polyline points="22.5,616 22.4,615.6 22.4,615.1 22.3,614.6 22.4,613.8 22.4,613 22.6,612.2 22.7,611.3 23,610.6 
	23.3,609.8 23.6,609 23.9,608.2 24.1,607.9 24.3,607.8" class="st0"></polyline>
<polyline points="20.1,616.5 19.9,616.1 19.7,615.6" class="st0"></polyline>
<polyline points="22.4,614.7 22.3,614.6 19.5,614.1" class="st0"></polyline>
<line y2="605.7" x2="19.9" y1="605.7" x1="20.2" class="st0"></line>
<polyline points="21.1,607.7 23.9,608.2 24,608.3" class="st0"></polyline>
<polyline points="19.5,614.6 19.5,614.1 19.5,613.2 19.6,612.4 19.7,611.6 19.9,610.8 20.1,610 20.4,609.2 20.8,608.4" class="st0"></polyline>
<line y2="616.6" x2="17.7" y1="616.6" x1="17.9" class="st0"></line>
<polyline points="22.7,606.2 19.9,605.7 19.7,605.6 19.5,605.7 19.2,605.7 18.9,605.9 18.7,606.1 18.4,606.3 
	18.2,606.6 17.9,606.9 17.7,607.3 17.4,607.7 17.2,608.1 17,608.6 16.8,609.1 16.7,609.6 16.5,610.1 16.4,610.6 16.3,611.2 
	16.2,611.7 16.2,612.3 16.1,612.8 16.1,613.3 16.2,613.8 16.2,614.2 16.3,614.7 16.4,615.1 16.5,615.4 16.7,615.7 16.9,616 
	17.1,616.3 17.2,616.4 17.5,616.5 17.7,616.6 20.4,617.2" class="st1"></polyline>
<polyline points="23.1,618.7 21.1,618.3 20.7,617.8 20.4,617.2 20.1,616.6 19.9,616.1 19.7,615.6 19.6,615 19.5,614.6 
	19.5,614.4 19.5,613.7 19.5,613 19.6,612.2 19.7,611.5 19.9,610.8 20.1,610.1 20.3,609.4 20.6,608.7 20.8,608.4 21.1,607.7 
	21.3,607.4 21.6,607.1 21.9,606.8 22.3,606.5 22.7,606.2 23.2,606 23.7,605.8 24.3,605.5 25.8,605.8" class="st1"></polyline>
<polyline points="26.3,615.5 26.4,615.5 26.5,615.6" class="st1"></polyline>
<polyline points="26.5,616.2 26.4,616 26.3,615.7 26.2,615.4 26.2,615.1 26.1,614.8 26.1,614.5 26.1,614.1 26.1,613.8 
	26.2,613.4 26.2,613 26.3,612.7 26.4,612.3 26.5,611.9 26.6,611.6 26.7,611.2 26.9,610.9 27,610.6 27.2,610.3 27.3,610.1 
	27.5,609.9 27.7,609.7 27.9,609.5" class="st1"></polyline>
<polyline points="27.3,610.1 27.5,610 27.6,610.1" class="st1"></polyline>
<polygon points="31.5,610.1 31.5,610.8 31.4,611.5 31.4,612.2 31.3,612.9 31.1,613.7 31,614.4 30.8,615.1 30.5,615.8 
	30.3,616.5 30,617.1 29.7,617.7 29.4,618.2 29.1,618.7 29,618.8 28.7,619.2 28.3,619.6 28.2,619.7 27.9,620.1 27.5,620.3 
	27.3,620.4 27,620.6 26.8,620.6 26.5,620.8 26.3,620.8 25.9,620.8 25.8,620.8 25.4,620.8 25.2,620.7 24.9,620.6 24.7,620.6 
	24.4,620.4 24.3,620.3 24,620 23.9,619.9 23.6,619.6 23.5,619.4 23.3,619.1 23.1,618.6 22.9,618 22.7,617.4 22.6,616.8 22.5,616.2 
	22.5,616.1 22.5,615.5 22.5,614.8 22.5,614.1 22.6,613.4 22.7,612.7 22.8,611.9 23,611.2 23.2,610.5 23.4,609.8 23.6,609.2 
	23.9,608.6 23.9,608.5 24.3,607.9 24.6,607.4 24.9,606.8 25.2,606.4 25.3,606.3 25.7,605.9 26,605.6 26.5,605.3 26.9,605.1 
	27.1,605 27.4,604.9 27.6,604.8 28,604.8 28.1,604.8 28.5,604.8 28.6,604.9 29,605 29.2,605 29.5,605.2 29.6,605.3 29.9,605.6 
	30,605.7 30.3,606 30.4,606.1 30.6,606.5 30.9,607 30.9,607.1 31.1,607.6 31.2,608.1 31.3,608.2 31.3,608.8 31.4,609.4" class="st1"></polygon>
<polyline points="262.8,547.8 263.9,547.3 265.1,546" class="st0"></polyline>
<polyline points="266.9,543.5 268,540.1 267.8,535.6 266.1,531.4 263.2,528.2 259.4,526.4 258.2,526.3" class="st0"></polyline>
<polyline points="272.3,543.1 269.7,543.8 264.3,547.6 259.8,551.2" class="st0"></polyline>
<polyline points="271.9,535.2 271.8,533.6 271.6,533.2" class="st0"></polyline>
<polyline points="266.9,544.5 264.4,545.2 259,549 254.5,552.6" class="st0"></polyline>
<polyline points="263,531.4 263.2,538.4 264.4,545.2" class="st0"></polyline>
<polyline points="251.8,525.1 256.9,528.3 263,531.4 265.5,530.7" class="st0"></polyline>
<polyline points="269.7,543.8 268.6,537 268.4,530" class="st0"></polyline>
<polyline points="270.9,529.4 268.4,530 262.2,527 257.1,523.7" class="st0"></polyline>
<line y2="556.8" x2="162.2" y1="558.1" x1="163.1" class="st0"></line>
<polyline points="159.9,571.8 159.2,572.3 157.8,572" class="st0"></polyline>
<polyline points="164,558.7 163.7,557.3 162.5,555.7 160.9,555.5 159.2,556.6 157.6,558.9 156.4,562 155.7,565.5 
	155.7,568.9 156.3,571.5 157.5,573.1 159,573.4 160.7,572.3 161.6,571" class="st0"></polyline>
<line y2="559.8" x2="167" y1="558" x1="165" class="st0"></line>
<polyline points="160.4,574.1 157.3,574.8 155.2,571.6 155,565.7 156.5,559.4 159.4,554.9 162.5,554 164.7,557" class="st0"></polyline>
<line y2="541.9" x2="250.7" y1="542.4" x1="248.7" class="st0"></line>
<line y2="546.7" x2="253.2" y1="547.5" x1="250.9" class="st0"></line>
<line y2="546.7" x2="248.4" y1="546.3" x1="250" class="st0"></line>
<polyline points="257.3,539.7 256.4,544.1 253.5,546.9 252.9,547" class="st0"></polyline>
<polyline points="252.6,547.1 252.6,547.2 252.5,547.1" class="st0"></polyline>
<polyline points="253.7,546.8 255.3,546.3 257.3,544.1 258.4,541.1 258.2,537.8 255.4,533.3 250.8,531.4" class="st0"></polyline>
<line y2="531.9" x2="248.2" y1="531.8" x1="250.6" class="st0"></line>
<polyline points="254.8,543.4 255,538.8 252.8,534.7 249,532.4" class="st0"></polyline>
<line y2="531.5" x2="251.4" y1="531.2" x1="252.9" class="st0"></line>
<polyline points="259.3,537.9 258.1,534.8 255.8,532.4" class="st0"></polyline>
<polyline points="255.6,545.9 257,545.5 259.4,541.2" class="st0"></polyline>
<line y2="546.8" x2="252.4" y1="547.2" x1="251.1" class="st0"></line>
<polyline points="244.3,531.8 246.5,529.3 250.1,527.7 254.1,527.7 257.8,529.5 260.8,532.8 262.5,537 262.7,541.4 
	261.3,545.6 258.6,548.7 255,550.3 251,550.2 249,549.3" class="st0"></polyline>
<line y2="537" x2="247.1" y1="536.3" x1="249.5" class="st0"></line>
<polyline points="254,542.6 253.7,538.3 251.4,534.6 247.5,533.4" class="st0"></polyline>
<polyline points="247.5,532 247.6,532 248,531.9" class="st0"></polyline>
<line y2="532.8" x2="248.5" y1="534.6" x1="251.4" class="st0"></line>
<line y2="536.8" x2="251.5" y1="534.4" x1="249.5" class="st0"></line>
<polyline points="256.3,540.2 255.3,536.3 253.2,533.7 250.4,532.2 247.4,532.1 246.3,532.5" class="st0"></polyline>
<line y2="533.6" x2="244.9" y1="533.3" x1="246" class="st0"></line>
<line y2="561.9" x2="157" y1="562.2" x1="158.5" class="st0"></line>
<line y2="566.6" x2="156.2" y1="566.9" x1="157.7" class="st0"></line>
<polyline points="252.5,534.2 252.8,534.7 254.5,536.9 255,538.8 255.4,540.1" class="st0"></polyline>
<line y2="532.4" x2="249" y1="532.6" x1="246.5" class="st0"></line>
<polyline points="257.3,539.7 256.2,535.8 253.5,532.9 250.6,531.8" class="st0"></polyline>
<polyline points="259.4,541.8 259.3,537.9 259.3,537.2" class="st0"></polyline>
<line y2="546.8" x2="252.4" y1="543.4" x1="254.8" class="st0"></line>
<polyline points="256.3,540.2 255.5,544 253.2,546.7" class="st0"></polyline>
<line y2="537.8" x2="258.2" y1="535.3" x1="257.3" class="st0"></line>
<line y2="532.4" x2="255.8" y1="531.2" x1="252.9" class="st0"></line>
<line y2="534.4" x2="249.5" y1="533.7" x1="247.9" class="st0"></line>
<polyline points="251.4,545.3 251.5,545.2 252.7,542.4 252.7,539.5 251.5,536.8 248.8,534.3" class="st0"></polyline>
<polyline points="254,542.6 252.8,545.6 250.7,547.6 250.2,547.7" class="st0"></polyline>
<line y2="547.7" x2="250.2" y1="547.5" x1="250.8" class="st0"></line>
<polyline points="247.1,550.3 248.8,549 250.6,545.7 251.1,541.8 250.1,537.8 248,534.5 244.9,532.3 242.3,531.7" class="st0"></polyline>
<polyline points="244.9,554 247.5,549.2 248.2,543.5 246.9,537.9 243.8,533.1 239.3,529.9" class="st0"></polyline>
<polyline points="220.5,534.7 222.3,535.1 226.4,538.1 229.3,542.6 230.5,547.9 229.9,553.1 227.5,557.6 226.2,558.5" class="st0"></polyline>
<polyline points="223.1,534 224.9,534.4 229,537.4 231.9,541.9 233.1,547.2 232.5,552.5 230.1,556.9 228.9,557.9" class="st0"></polyline>
<polyline points="225.7,533.4 227.5,533.8 231.6,536.8 234.5,541.2 235.7,546.5 235.1,551.8 232.7,556.2 231.4,557.2" class="st0"></polyline>
<polyline points="218.3,532.7 223.2,531.6 228.3,532.7 232.8,535.9 235.9,540.7 237.2,546.4 236.5,552 233.9,556.8 
	229.8,560" class="st0"></polyline>
<polyline points="223.6,559.2 224.9,558.3 227.3,553.8 227.9,548.5 226.7,543.3 223.8,538.8 219.7,535.8 217.9,535.4" class="st0"></polyline>
<polyline points="221.1,559.9 222.3,558.9 224.7,554.5 225.3,549.2 224.1,543.9 221.2,539.5 217.1,536.5 215.3,536.1" class="st0"></polyline>
<polyline points="218.5,560.6 219.7,559.6 222.1,555.1 222.7,549.9 221.5,544.6 218.6,540.1 214.5,537.1 212.7,536.7" class="st0"></polyline>
<polyline points="215.8,561.2 217.1,560.3 219.5,555.8 220.1,550.5 218.9,545.3 216,540.8 211.9,537.8 210.1,537.4" class="st0"></polyline>
<polyline points="213.2,561.9 214.5,560.9 216.9,556.5 217.5,551.2 216.3,546 213.4,541.5 209.3,538.5 207.5,538.1" class="st0"></polyline>
<polyline points="210.7,562.6 211.9,561.6 214.3,557.1 214.9,551.9 213.7,546.6 210.8,542.2 206.7,539.1 204.9,538.8" class="st0"></polyline>
<polyline points="208,563.2 209.3,562.3 211.7,557.8 212.3,552.6 211.1,547.3 208.2,542.8 204.1,539.8 202.4,539.4" class="st0"></polyline>
<polyline points="205.4,563.9 206.7,563 209.1,558.5 209.7,553.2 208.5,548 205.6,543.5 201.5,540.5 199.7,540.1" class="st0"></polyline>
<polyline points="202.9,564.6 204.1,563.6 206.5,559.2 207.1,553.9 205.9,548.6 203,544.2 198.9,541.2 197.1,540.8" class="st0"></polyline>
<polyline points="200.3,565.2 201.5,564.3 203.9,559.8 204.5,554.6 203.3,549.3 200.4,544.8 196.3,541.8 194.6,541.4" class="st0"></polyline>
<polyline points="197.6,565.9 198.9,564.9 201.3,560.5 201.9,555.3 200.7,550 197.8,545.5 193.7,542.5 191.9,542.1" class="st0"></polyline>
<polyline points="195.1,566.6 196.3,565.6 198.7,561.2 199.3,555.9 198.1,550.6 195.2,546.2 191.1,543.2 189.3,542.8" class="st0"></polyline>
<polyline points="192.5,567.3 193.7,566.3 196.1,561.9 196.7,556.6 195.5,551.3 192.6,546.8 188.5,543.8 186.8,543.4" class="st0"></polyline>
<line y2="561" x2="180.4" y1="560.9" x1="181" class="st0"></line>
<line y2="555.9" x2="183.9" y1="556.1" x1="183.4" class="st0"></line>
<polyline points="180,557.3 180,556.7 179.6,556.3" class="st0"></polyline>
<line y2="554.8" x2="176.9" y1="555.1" x1="177" class="st0"></line>
<line y2="556.7" x2="180" y1="556.5" x1="180.8" class="st0"></line>
<line y2="564.2" x2="173.7" y1="561.3" x1="174.7" class="st0"></line>
<line y2="561.3" x2="174.7" y1="561.5" x1="174.7" class="st0"></line>
<polyline points="180.2,561.8 179.8,562.5 179.6,562.6" class="st0"></polyline>
<polyline points="175.2,565.3 175.2,565.3 177.5,564.7" class="st0"></polyline>
<polyline points="180.7,560.6 178.9,561.1 177.7,562.3" class="st0"></polyline>
<line y2="559.4" x2="183.6" y1="559.2" x1="184.1" class="st0"></line>
<polyline points="178.7,554.3 176.9,554.8 176.8,554.7" class="st0"></polyline>
<line y2="553.6" x2="181.7" y1="553.7" x1="181.4" class="st0"></line>
<polyline points="180.9,560.3 181.1,557.7 180.8,556.9" class="st0"></polyline>
<line y2="561.1" x2="178.9" y1="559.2" x1="178.1" class="st0"></line>
<polyline points="178.8,554.4 180.2,555.6 180.5,556.2" class="st0"></polyline>
<polyline points="177.2,553.8 177,553.6 175.6,553.6" class="st0"></polyline>
<polyline points="177.9,553.4 177,553.6 175.6,553.6" class="st0"></polyline>
<line y2="558" x2="165" y1="560.2" x1="164.8" class="st0"></line>
<polyline points="176,557.5 175.1,561.5 175.2,565.3" class="st0"></polyline>
<polyline points="169,566.4 171.7,566 173.7,564.2" class="st0"></polyline>
<line y2="567.3" x2="172.5" y1="565.3" x1="175.2" class="st0"></line>
<polyline points="171.6,565.6 173.7,562.9 173.7,559.2 171.8,556.1 168.6,554.9" class="st0"></polyline>
<polyline points="174.7,561.3 174.2,558.3 172.5,555.8 169.9,554.5 167.1,554.8" class="st0"></polyline>
<line y2="555.3" x2="164.9" y1="555.3" x1="165" class="st0"></line>
<line y2="555.3" x2="164.9" y1="555.3" x1="165" class="st0"></line>
<polyline points="166.4,566.2 168.5,564.5 169.4,562.8 168.9,561.1 167,559.8 165.4,557.7" class="st0"></polyline>
<polyline points="175.2,565.3 174.8,565.3 172.2,567.2 169.1,567.4 167.7,566.7" class="st0"></polyline>
<polyline points="175.6,557.5 174.7,561.5 174.8,565.3" class="st0"></polyline>
<line y2="553.8" x2="178.2" y1="553.1" x1="180.7" class="st0"></line>
<line y2="562.5" x2="179.8" y1="561.8" x1="182.5" class="st0"></line>
<line y2="560.6" x2="181" y1="560" x1="183.6" class="st0"></line>
<polyline points="177.7,553.1 179.1,551.4 183.4,551.4 186.6,554.9 186.9,559.8 184,563.2 179.7,563.2 179.6,563" class="st0"></polyline>
<polyline points="183.6,559.8 184.1,559.2 183.9,555.9 181.7,553.6 181.3,553.6" class="st0"></polyline>
<line y2="554.9" x2="182.9" y1="555.6" x1="180.2" class="st0"></line>
<line y2="557" x2="183.8" y1="557.7" x1="181.1" class="st0"></line>
<polyline points="165,555.3 167.5,553.4 170.6,553.2 173.6,554.7 175.6,557.5 176,557.5 176,557.5 178.3,556.9" class="st0"></polyline>
<polyline points="167.6,553.2 170.8,553 173.9,554.5 176,557.5" class="st0"></polyline>
<polyline points="173.8,566.9 177.9,569.9 182.7,571 187.3,569.9 191.1,567 193.5,562.5 194.2,557.3 192.9,552 
	190,547.5 185.9,544.5 181.2,543.4 176.6,544.5 172.7,547.4 170.3,551.9 170.2,552.6" class="st0"></polyline>
<polyline points="921.2,461.1 920.8,456.7 921.4,451 923.8,447.7" class="st0"></polyline>
<polyline points="921.4,451 915.6,447.1 910.8,442" class="st0"></polyline>
<polyline points="913.2,438.8 910.8,442 904.9,443.3 900,443.3" class="st0"></polyline>
<polyline points="924.1,453.5 925.4,450.9 925.2,447.5 923.5,443.9 920.5,440.6 916.7,438.2 912.7,437 909,437.1 
	906.3,438.7 906,439.3" class="st0"></polyline>
<line y2="428" x2="930.6" y1="424.6" x1="933.2" class="st0"></line>
<line y2="425.1" x2="925.8" y1="421.7" x1="928.4" class="st0"></line>
<polyline points="914.4,451.2 913,449.6 909.4,447.9 906.9,447.7" class="st0"></polyline>
<polyline points="909.1,451.5 910.1,452.4 911.9,453.4 913.3,455.6 913.8,455.9" class="st0"></polyline>
<line y2="461.8" x2="913.2" y1="459.2" x1="914.5" class="st0"></line>
<polyline points="910.7,448.5 912.3,449.7 914.5,451.2 915.1,452.4 916.5,454.8" class="st0"></polyline>
<polyline points="905.7,448.9 908.5,449.7 909.3,449.7" class="st0"></polyline>
<polyline points="913.7,455.8 913.6,455.6 912.1,453.4 909.9,451.6 908.3,451.2" class="st0"></polyline>
<polyline points="914.5,451.3 915.6,452.5 915.8,453.5" class="st0"></polyline>
<polyline points="915.7,457.9 915.3,456.1 915,454.8" class="st0"></polyline>
<polyline points="911.2,450.5 913.4,452.3 914.2,453.8" class="st0"></polyline>
<line y2="449.3" x2="908.6" y1="449.1" x1="906.7" class="st0"></line>
<polyline points="912.8,457.8 912.7,457.1 911.2,455 909,453.1 906.4,452 903.9,451.9 903.6,452" class="st0"></polyline>
<line y2="345.2" x2="996.9" y1="346.1" x1="996.2" class="st0"></line>
<line y2="344.9" x2="995" y1="343.3" x1="996.3" class="st0"></line>
<line y2="341.2" x2="994.2" y1="342.9" x1="992.9" class="st0"></line>
<line y2="341.8" x2="991" y1="340.2" x1="992.3" class="st0"></line>
<line y2="340.8" x2="989.1" y1="340" x1="989.7" class="st0"></line>
<line y2="318.6" x2="1012.1" y1="318.9" x1="1013.5" class="st0"></line>
<polyline points="1015.8,325.7 1015.7,325.8 1014.3,326.2" class="st0"></polyline>
<polyline points="1017.3,325 1017,325.5 1015.3,327.1 1013.7,327.3" class="st0"></polyline>
<polyline points="1015.8,328.3 1012.7,328.6 1012.1,328.4 1011.1,328.8" class="st0"></polyline>
<polyline points="1019.7,312.4 1019,310.5 1017.7,309.4" class="st0"></polyline>
<polyline points="1014.1,327.4 1012.6,326.6 1011.6,324.5 1011.3,321.5 1011.6,318 1012.5,314.6 1013.9,311.8 
	1015.6,309.9 1017.3,309.4" class="st0"></polyline>
<polyline points="1017.1,310.5 1018.3,311.2 1018.7,311.9" class="st0"></polyline>
<line y2="320.9" x2="1013.3" y1="320.7" x1="1011.9" class="st0"></line>
<polyline points="1018.7,308.2 1015.7,308.3 1012.7,312.2 1010.8,318.4 1010.5,320 1010.1,323.7" class="st0"></polyline>
<line y2="328.6" x2="1012.7" y1="328.7" x1="1011.6" class="st0"></line>
<polyline points="1004,317 1007.2,316.9 1010.8,318.4" class="st0"></polyline>
<line y2="320" x2="1010.5" y1="328.4" x1="1012.1" class="st0"></line>
<polyline points="1011.1,328.8 1010.2,329.4 1009.7,328.7 1009.7,326.7 1010.1,323.7 1008,321.9 1005.6,320.9 
	1003.4,320.9 1001.8,322" class="st0"></polyline>
<line y2="334.3" x2="991.1" y1="333" x1="992.9" class="st0"></line>
<polyline points="998.7,329.2 1000.3,329.4 1003.5,331.4 1005.2,334.3" class="st0"></polyline>
<polyline points="999,329.3 1001.9,330.6 1004.2,332.8" class="st0"></polyline>
<polyline points="998.6,334.2 1001.1,336.4 1001.9,336 1004,333.1 1004.1,333.1 1004.1,332.8" class="st0"></polyline>
<polyline points="1005.2,339.3 1005.2,335.5 1004,333.1" class="st0"></polyline>
<polyline points="1001.4,342.9 1002.2,342.3 1003,342.2" class="st0"></polyline>
<polyline points="998.2,329.1 1001.4,330.4 1004.1,332.8 1005.2,335.2 1005.3,339" class="st0"></polyline>
<polyline points="1004.1,333.1 1001.3,330.6 998,329.2 995,329.3" class="st0"></polyline>
<line y2="330.8" x2="993" y1="333.8" x1="990.8" class="st0"></line>
<polyline points="1001.9,336 999.1,333.6 995.8,332.2 992.8,332.3 990.8,333.8 991.1,334.3" class="st0"></polyline>
<line y2="334.3" x2="991.1" y1="335.2" x1="991.2" class="st0"></line>
<polyline points="992.9,333 995.6,333 998.6,334.2" class="st0"></polyline>
<line y2="336" x2="1001.9" y1="342.2" x1="1003" class="st0"></line>
<line y2="342.3" x2="1002.2" y1="336.4" x1="1001.1" class="st0"></line>
<polyline points="993.2,336.1 995.7,338.2 998.8,339.5" class="st0"></polyline>
<line y2="338.8" x2="993.4" y1="337.8" x1="994.2" class="st0"></line>
<line y2="340.5" x2="992.8" y1="339.8" x1="993.4" class="st0"></line>
<polyline points="990.6,339.7 993.4,339.8 996,341.8 997,344.4 996.8,344.8" class="st0"></polyline>
<line y2="340.4" x2="997.7" y1="341.4" x1="996.9" class="st0"></line>
<polyline points="996.9,346.8 998.3,344.9 999.1,343.9" class="st0"></polyline>
<polyline points="998.1,335.1 1000.6,337.2 998.8,339.5 999.1,342.5 1000,344.7" class="st0"></polyline>
<polyline points="988.8,337.9 990.7,337.4 993.2,336.1 994.9,333.8" class="st0"></polyline>
<polyline points="996.9,346.8 998.3,344.9 996.9,341.4 993.4,338.8 989.7,338.7" class="st0"></polyline>
<polyline points="999.6,351.6 996.9,347 992.7,343 987.7,340.2 982.6,339.1" class="st0"></polyline>
<polyline points="997,354.9 994.4,350.3 990.2,346.3 985.2,343.6 980.1,342.5" class="st0"></polyline>
<polyline points="994.5,358.3 991.8,353.7 987.7,349.7 982.6,346.9 977.5,345.8" class="st0"></polyline>
<polyline points="992,361.6 989.3,357 985.1,353 980.1,350.3 975,349.1" class="st0"></polyline>
<polyline points="989.4,365 986.8,360.4 982.6,356.4 977.6,353.6 972.5,352.5" class="st0"></polyline>
<polyline points="986.9,368.3 984.2,363.7 980.1,359.7 975,357 969.9,355.9" class="st0"></polyline>
<polyline points="984.4,371.7 981.7,367.1 977.5,363.1 972.5,360.3 967.4,359.2" class="st0"></polyline>
<polyline points="981.9,375 979.2,370.4 975,366.4 970,363.7 964.9,362.6" class="st0"></polyline>
<polyline points="979.3,378.4 976.6,373.8 972.5,369.8 967.5,367 962.3,365.9" class="st0"></polyline>
<polyline points="976.8,381.7 974.1,377.1 969.9,373.1 964.9,370.4 959.8,369.2" class="st0"></polyline>
<polyline points="974.3,385.1 971.6,380.5 967.4,376.5 962.4,373.7 957.3,372.6" class="st0"></polyline>
<polyline points="971.7,388.4 969.1,383.8 964.9,379.8 959.9,377.1 954.8,375.9" class="st0"></polyline>
<polyline points="969.2,391.7 966.5,387.2 962.4,383.2 957.3,380.4 952.2,379.3" class="st0"></polyline>
<polyline points="966.7,395.1 964,390.5 959.8,386.5 954.8,383.8 949.7,382.6" class="st0"></polyline>
<polyline points="964.1,398.4 961.5,393.8 957.3,389.9 952.3,387.1 947.2,386" class="st0"></polyline>
<polyline points="961.6,401.8 958.9,397.2 954.8,393.2 949.8,390.5 944.6,389.3" class="st0"></polyline>
<polyline points="997.6,360 997.8,359.9 998.9,356.4 998.2,352.2 995.7,347.9 991.8,344.2 987.2,341.7 982.4,340.6 
	978.3,341.2 975.9,343.1" class="st0"></polyline>
<polyline points="995.1,363.3 995.2,363.2 996.4,359.7 995.7,355.5 993.2,351.3 989.3,347.6 984.6,345 979.9,344 
	975.7,344.6 973.3,346.5" class="st0"></polyline>
<polyline points="992.6,366.7 992.7,366.6 993.8,363.1 993.1,358.9 990.6,354.6 986.8,350.9 982.1,348.3 977.3,347.3 
	973.2,348 970.8,349.8" class="st0"></polyline>
<polyline points="990,370 990.2,369.9 991.3,366.5 990.6,362.3 988.1,358 984.2,354.3 979.6,351.7 974.8,350.6 
	970.7,351.3 968.3,353.1" class="st0"></polyline>
<polyline points="987.5,373.4 987.6,373.3 988.8,369.8 988.1,365.6 985.6,361.3 981.7,357.6 977,355 972.3,354 
	968.1,354.6 965.7,356.5" class="st0"></polyline>
<polyline points="985,376.7 985.1,376.6 986.2,373.2 985.5,369 983,364.7 979.2,361 974.5,358.4 969.7,357.4 965.6,358 
	963.2,359.9" class="st0"></polyline>
<polyline points="982.4,380.1 982.6,380 983.7,376.5 983,372.3 980.5,368 976.6,364.3 972,361.8 967.2,360.7 
	963.1,361.3 960.7,363.2" class="st0"></polyline>
<polyline points="979.9,383.4 980,383.3 981.2,379.8 980.5,375.6 978,371.4 974.1,367.7 969.4,365.1 964.7,364.1 
	960.5,364.7 958.2,366.5" class="st0"></polyline>
<polyline points="977.4,386.8 977.5,386.7 978.6,383.2 977.9,379 975.4,374.7 971.6,371 966.9,368.4 962.1,367.4 
	958,368 955.6,369.9" class="st0"></polyline>
<polyline points="974.8,390.1 975,390 976.1,386.5 975.4,382.3 972.9,378.1 969,374.4 964.4,371.8 959.6,370.7 
	955.5,371.4 953.1,373.2" class="st0"></polyline>
<polyline points="972.3,393.4 972.4,393.4 973.6,389.9 972.9,385.7 970.4,381.4 966.5,377.7 961.8,375.1 957.1,374.1 
	953,374.7 950.6,376.6" class="st0"></polyline>
<polyline points="969.8,396.8 969.9,396.7 971.1,393.3 970.3,389.1 967.9,384.8 964,381.1 959.3,378.5 954.6,377.5 
	950.4,378.1 948,379.9" class="st0"></polyline>
<polyline points="967.3,400.2 967.4,400.1 968.5,396.6 967.8,392.4 965.3,388.1 961.5,384.4 956.8,381.8 952,380.8 
	947.9,381.4 945.5,383.3" class="st0"></polyline>
<polyline points="964.7,403.5 964.8,403.4 966,399.9 965.3,395.7 962.8,391.5 958.9,387.8 954.2,385.2 949.5,384.2 
	945.4,384.8 943,386.6" class="st0"></polyline>
<polyline points="959.1,405.2 956.4,400.6 952.2,396.6 947.2,393.8 942.1,392.7" class="st0"></polyline>
<polyline points="962.2,406.9 962.3,406.7 963.5,403.3 962.7,399.1 960.3,394.8 956.4,391.1 951.7,388.5 947,387.5 
	942.8,388.1 940.4,390" class="st0"></polyline>
<polyline points="959.7,410.2 959.8,410.1 960.9,406.6 960.2,402.4 957.7,398.2 953.9,394.5 949.2,391.9 944.4,390.8 
	940.3,391.5 937.9,393.3" class="st0"></polyline>
<line y2="428.1" x2="936" y1="431.5" x1="933.3" class="st0"></line>
<line y2="432.5" x2="937" y1="436" x1="934.4" class="st0"></line>
<polyline points="927.3,438.5 925.5,436 922.8,433.9" class="st0"></polyline>
<line y2="438.3" x2="930.1" y1="440.4" x1="929.5" class="st0"></line>
<line y2="438.1" x2="931" y1="439.3" x1="930.1" class="st0"></line>
<polyline points="918,430.2 921.3,429.9 926.1,432 929.4,435.8" class="st0"></polyline>
<polyline points="928.8,440.6 929,440.4 927.9,436.4 924.8,433.1 920.5,431.3 916.7,431.7 916.5,431.9" class="st0"></polyline>
<line y2="429.1" x2="918.4" y1="430.8" x1="916.8" class="st0"></line>
<line y2="422.5" x2="920.7" y1="425.9" x1="918" class="st0"></line>
<polyline points="925.2,418.1 927,416.7 929.7,416.3 932.7,416.9 935.7,418.6 938.2,421 939.8,423.8 940.3,426.5 
	939.6,428.7" class="st0"></polyline>
<line y2="421" x2="924.4" y1="424.4" x1="921.8" class="st0"></line>
<polyline points="938.5,430.2 938.7,430.1 940.7,428.5 941.5,426.1 941.1,423.1 939.3,420.1 936.6,417.5 933.3,415.7 
	929.9,414.9 927,415.4 925,416.9 924.1,419.4 924.1,419.4" class="st0"></polyline>
<polyline points="947.9,427.5 949.1,423.8 948.3,419.3 945.7,414.7 941.5,410.8 936.5,408 931.4,406.9 926.9,407.6 
	923.9,409.9" class="st0"></polyline>
<line y2="435.3" x2="929.3" y1="434.9" x1="929.3" class="st0"></line>
<line y2="429.6" x2="917.7" y1="427.6" x1="918.1" class="st0"></line>
<polyline points="916.9,427 918,425.9 921.8,424.4 923.7,424.3 925.8,425.1 930.6,428 932.4,429.6 933.3,431.5 
	934.4,436 934.3,437.7" class="st0"></polyline>
<polyline points="921.4,429.8 924.5,430.5 927.4,432.4 929.3,434.9 929.4,435.3" class="st0"></polyline>
<polyline points="928.2,436.5 928.1,436.1 925.6,433.2 922.6,431.5 922,431.5" class="st0"></polyline>
<polyline points="922.7,428.5 923.1,428.5 923.7,428.7" class="st0"></polyline>
<line y2="430.5" x2="923.7" y1="430.5" x1="924.5" class="st0"></line>
<line y2="430" x2="927.1" y1="429.1" x1="924.9" class="st0"></line>
<polyline points="918.4,431.1 920.5,431.3 922,431.5 924.8,433.1 925.5,433.3" class="st0"></polyline>
<polyline points="926.8,432.2 926.1,432 922.7,430" class="st0"></polyline>
<line y2="430.8" x2="916.8" y1="431.2" x1="916.7" class="st0"></line>
<line y2="431.2" x2="919.5" y1="431.3" x1="920.5" class="st0"></line>
<line y2="431.9" x2="916" y1="430.2" x1="918" class="st0"></line>
<polyline points="926.6,444 920.8,440.2 916,435.1" class="st0"></polyline>
<polyline points="926.9,437.3 925.5,436 923.6,434.1 922.8,433.9 919.7,432.8 919.3,432.5" class="st0"></polyline>
<polyline points="933.1,437.1 931.6,438.7 930.2,439.1" class="st0"></polyline>
<line y2="439.2" x2="927.5" y1="438.5" x1="927.3" class="st0"></line>
<polyline points="919.9,432.7 921.2,432.9 923.8,434 926.9,437.2" class="st0"></polyline>
<polyline points="905.2,436.4 910.1,436.4 916,435.1 918.4,431.9" class="st0"></polyline>
<polyline points="931,438.1 930.8,435.3 929.4,432.7 926.9,430.4 923.9,428.9 920.9,428.5 918.4,429.1" class="st0"></polyline>
<polyline points="929,440.8 926.6,444 926,449.8 926.4,454.2" class="st0"></polyline>
<line y2="438.3" x2="930.1" y1="435.8" x1="929.4" class="st0"></line>
<polyline points="933.5,434.5 933.2,434.7 932.2,434.9" class="st0"></polyline>
<polyline points="921.3,426.7 921.2,426 921.4,425.4" class="st0"></polyline>
<polyline points="936.7,434.8 937.5,432.2 937,429.1 935.1,425.9 932.2,423.2 928.8,421.3 925.2,420.5 922.2,420.9 
	920.1,422.6" class="st0"></polyline>
<line y2="530.4" x2="312.6" y1="530.5" x1="315.3" class="st0"></line>
<line y2="532.9" x2="312" y1="533" x1="314.7" class="st0"></line>
<polyline points="905,454.9 904.2,455.1 888.8,475.5" class="st0"></polyline>
<polyline points="910,461.2 910.8,462 911.3,462.7" class="st0"></polyline>
<line y2="459.2" x2="910.1" y1="459.2" x1="909.5" class="st0"></line>
<polyline points="910.8,462 910.5,462.8 895.1,483.2" class="st0"></polyline>
<polyline points="909.5,459.2 909.6,461.6 910.5,462.8 910.8,463.3" class="st0"></polyline>
<polyline points="899.8,455.4 899.2,456.1 883.8,476.5" class="st0"></polyline>
<polyline points="899.9,453.4 902.1,451 905.9,450.6 910.1,452.4 913.3,455.6 914.5,459.2" class="st0"></polyline>
<polyline points="913.9,460.5 915,459.7 915.3,456.1 912.5,452 908.5,449.7 904.4,449.2 901.5,451" class="st0"></polyline>
<polyline points="916.5,455.5 915.1,452.4 912.3,449.7 908.7,448 905.2,447.9 902.7,449.4" class="st0"></polyline>
<line y2="450.5" x2="911.2" y1="449.3" x1="908.6" class="st0"></line>
<line y2="446.4" x2="907.7" y1="447.4" x1="904.3" class="st0"></line>
<polyline points="916.4,454.6 916.5,453.9 913.5,449.4 908.3,447 904.2,448.1" class="st0"></polyline>
<line y2="457.8" x2="916.3" y1="458.9" x1="915.3" class="st0"></line>
<polyline points="900.4,452.6 900,451.6 899.8,448.2 901.1,445.5 903.8,444 907.5,443.8 911.5,445.1 915.3,447.5 
	918.3,450.8 920,454.4 920.2,457.8 918.8,460.5 916.1,462 912.7,462.2" class="st0"></polyline>
<polyline points="902.1,454.4 902.2,454.8 900.3,456.1 899.2,456.1 899.1,456" class="st0"></polyline>
<polyline points="909.6,461.6 910,461.2 910.1,459.2 909.9,457.2 908,456.6 906.1,456.4 905,454.9 903.9,453.6 
	902.1,454.4 900.5,455.6 899.8,455.4 899.3,455.6" class="st0"></polyline>
<polyline points="908,456.6 908.1,457.5 892.8,477.8" class="st0"></polyline>
<polyline points="886.8,475.2 902.2,454.8 903.8,454.2 904.2,455.1 905.7,456.9 908.1,457.5 909.6,457.9 909.5,459.2 
	894.1,479.5" class="st0"></polyline>
<polyline points="893.8,483.9 893.9,480.7 891.2,477.4 887.3,476 884.5,477.2" class="st0"></polyline>
<polyline points="887.5,491.9 887.6,488.7 885,485.3 881.1,483.8 878.3,485" class="st0"></polyline>
<polyline points="880.8,499.7 880.9,496.5 878.3,493.1 874.6,491.5 871.8,492.7" class="st0"></polyline>
<polyline points="873.8,507.3 873.9,504.1 871.4,500.6 867.7,499 865,500.1" class="st0"></polyline>
<polyline points="866.5,514.7 866.6,511.5 864.1,507.9 860.5,506.2 857.8,507.3" class="st0"></polyline>
<polyline points="894.5,484.6 895.1,483.2 894.1,479.5 892.8,477.8 888.8,475.5 886.8,475.2 883.8,476.5" class="st0"></polyline>
<line y2="477" x2="884.7" y1="477.2" x1="884.7" class="st0"></line>
<polyline points="860.2,511.6 864.1,507.9 871.4,500.6 878.3,493.1 885,485.3 891.2,477.4" class="st0"></polyline>
<polyline points="887.3,476 881.1,483.8 874.6,491.5 867.7,499 860.5,506.2 856.9,509.6" class="st0"></polyline>
<polyline points="271.2,531.2 271.8,531.9 272.3,533.5 272.8,535.2 272.9,536.7" class="st0"></polyline>
<polyline points="272.1,539.1 272.3,539 273.1,536.6 273,534.5 272.4,533.2 272.4,532.3 271.3,530.6 271.1,530.5" class="st0"></polyline>
<line y2="528.9" x2="270.2" y1="525" x1="285.1" class="st0"></line>
<polyline points="271.8,531.9 272.4,532.3 288.2,528.2" class="st0"></polyline>
<polyline points="272.8,535.2 273,534.5 288.8,530.4" class="st0"></polyline>
<polyline points="272.1,538.7 272.2,538.6 272.9,536.7 273.1,536.6" class="st0"></polyline>
<line y2="540.3" x2="272.2" y1="536.5" x1="286.8" class="st0"></line>
<polyline points="272.2,538.6 272.3,539 288.1,534.9" class="st0"></polyline>
<polyline points="291,524.2 294.3,526.5 295.2,530.8 293.2,534.5 289.5,535.4" class="st0"></polyline>
<polyline points="304.3,530.6 302.5,530.4 295.2,530.8 288.6,532.1" class="st0"></polyline>
<polyline points="857,525.2 858.1,522.8 857.1,519.2 854.4,515.9 850.9,514.2 848,514.7" class="st0"></polyline>
<polyline points="846.8,533.9 847.9,531.6 847,527.9 844.3,524.6 840.9,522.8 838.1,523.3" class="st0"></polyline>
<polyline points="836.2,542.4 837.3,540 836.4,536.3 833.8,532.9 830.5,531 827.8,531.5" class="st0"></polyline>
<polyline points="825.2,550.5 826.3,548.1 825.5,544.4 823,540.9 819.7,539 817,539.4" class="st0"></polyline>
<polyline points="813.9,558.3 815,555.9 814.3,552.2 811.8,548.6 808.6,546.7 806,547.1" class="st0"></polyline>
<polyline points="802.4,565.7 803.5,563.4 802.8,559.6 800.4,556 797.3,554 794.6,554.4" class="st0"></polyline>
<polyline points="790.5,572.9 791.6,570.6 791,566.8 788.6,563.1 785.6,561.1 783,561.5" class="st0"></polyline>
<polyline points="779,573.6 779.6,577.5 778.5,579.9" class="st0"></polyline>
<polyline points="776.7,570 773.7,567.9 771.1,568.3" class="st0"></polyline>
<polyline points="766.2,586.5 767.3,584.1 766.8,580.3 764.6,576.6 761.6,574.5 759,574.8" class="st0"></polyline>
<polyline points="753.8,592.9 754.9,590.5 754.4,586.6 752.3,582.9 749.4,580.8 746.8,581.1" class="st0"></polyline>
<polyline points="741.2,599 742.4,596.6 742,592.7 739.9,589 736.9,586.9 734.4,587.2" class="st0"></polyline>
<polyline points="728.6,604.9 729.8,602.5 729.4,598.6 727.4,594.8 724.5,592.7 721.9,593.1" class="st0"></polyline>
<polyline points="715.5,610.8 716.8,608.3 716.4,604.4 714.4,600.6 711.5,598.5 708.9,598.8" class="st0"></polyline>
<polyline points="702.4,616.4 703.7,613.9 703.4,610 701.4,606.2 698.5,604 695.9,604.4" class="st0"></polyline>
<polyline points="689.3,621.8 690.6,619.3 690.4,615.3 688.4,611.5 685.5,609.4 682.9,609.8" class="st0"></polyline>
<polyline points="676.3,627 677.7,624.5 677.4,620.5 675.5,616.7 672.6,614.6 669.9,614.9" class="st0"></polyline>
<polyline points="663.3,632 664.8,629.5 664.6,625.4 662.6,621.6 659.7,619.5 657,619.9" class="st0"></polyline>
<polyline points="650.5,636.8 652,634.3 651.8,630.2 649.9,626.4 647,624.3 644.2,624.7" class="st0"></polyline>
<polyline points="637.8,641.4 639.4,638.8 639.3,634.8 637.4,631 634.4,628.9 631.6,629.3" class="st0"></polyline>
<polyline points="625.4,645.9 627,643.3 627,639.2 625.1,635.4 622,633.3 619.2,633.8" class="st0"></polyline>
<polyline points="613.2,650.2 614.8,647.6 614.8,643.5 612.9,639.7 609.9,637.6 606.9,638.1" class="st0"></polyline>
<polyline points="601.3,654.3 603,651.7 603,647.6 601.1,643.8 598,641.7 595,642.3" class="st0"></polyline>
<polyline points="589.6,658.3 591.4,655.7 591.5,651.6 589.6,647.8 586.4,645.8 583.3,646.3" class="st0"></polyline>
<polyline points="564.1,666.9 567.8,665.5 569.2,661 567.4,656.1 563.5,653.6" class="st0"></polyline>
<polyline points="555.9,669.3 559.7,667.9 561.3,663.4 559.7,658.4 555.9,655.8" class="st0"></polyline>
<polyline points="548.2,657.4 551.9,660 553.3,665.1 551.6,669.6 547.8,671" class="st0"></polyline>
<polyline points="540.7,658.3 544.3,660.9 545.5,665.9 543.6,670.5 539.8,671.9" class="st0"></polyline>
<polyline points="533.2,658.5 536.7,661.1 537.8,666.1 535.7,670.7 531.8,672.1" class="st0"></polyline>
<polyline points="525.5,658 528.9,660.6 529.8,665.7 527.6,670.2 523.6,671.6" class="st0"></polyline>
<polyline points="517.8,656.9 521.2,659.5 521.9,664.5 519.5,669.1 515.5,670.4" class="st0"></polyline>
<polyline points="510.4,655.2 513.7,657.8 514.3,662.8 511.8,667.3 507.7,668.7" class="st0"></polyline>
<polyline points="503.1,653 506.4,655.6 506.8,660.6 504.2,665 500,666.4" class="st0"></polyline>
<polyline points="495.9,650.3 499.1,652.9 499.3,657.8 496.6,662.2 492.4,663.5" class="st0"></polyline>
<polyline points="488.7,647.2 491.8,649.7 492,654.6 489.2,658.9 484.9,660.3" class="st0"></polyline>
<polyline points="481.7,643.7 484.8,646.2 484.9,651 482,655.3 477.7,656.6" class="st0"></polyline>
<polyline points="474.8,639.9 477.9,642.3 477.9,647.1 474.9,651.4 470.6,652.7" class="st0"></polyline>
<polyline points="482,655.3 474.9,651.4 467.8,647.1" class="st0"></polyline>
<polyline points="467.9,635.7 471,638.1 470.9,642.9 467.8,647.1 463.5,648.4" class="st0"></polyline>
<polyline points="461.1,631.2 464.1,633.6 464,638.3 460.9,642.5 456.5,643.8" class="st0"></polyline>
<polyline points="567.4,656.1 559.7,658.4 551.9,660 544.3,660.9 536.7,661.1 528.9,660.6 521.2,659.5 513.7,657.8 
	506.4,655.6 499.1,652.9 491.8,649.7 484.8,646.2 477.9,642.3 471,638.1 464.1,633.6 457.1,628.7 450.2,623.5" class="st0"></polyline>
<polyline points="454.1,626.3 457.1,628.7 457,633.3 453.7,637.5 449.4,638.7" class="st0"></polyline>
<polyline points="447.2,621.1 450.2,623.5 450,628.2 446.7,632.3 442.3,633.5" class="st0"></polyline>
<polyline points="453.7,637.5 446.7,632.3 439.5,626.7" class="st0"></polyline>
<polyline points="440,615.5 443,618 442.8,622.6 439.5,626.7 435,627.8" class="st0"></polyline>
<line y2="610.9" x2="428.6" y1="606.4" x1="428.9" class="st0"></line>
<polyline points="435.9,612.2 435.7,616.8 432.3,620.9 427.9,622.1" class="st0"></polyline>
<polyline points="432.3,620.9 425.2,615 418.2,609" class="st0"></polyline>
<polyline points="425.2,615 420.8,616.1 417.8,613.7" class="st0"></polyline>
<polyline points="421.9,600.4 421.6,605 418.2,609 413.7,610.2 410.8,607.7" class="st0"></polyline>
<polyline points="414.7,594.2 414.4,598.7 411,602.8 406.5,603.9 403.5,601.5" class="st0"></polyline>
<polyline points="407.6,588 407.3,592.5 403.9,596.6 399.4,597.7 396.4,595.2" class="st0"></polyline>
<polyline points="400.7,582 400.4,586.5 397,590.6 392.5,591.7 389.5,589.2" class="st0"></polyline>
<polyline points="427.9,622.1 420.8,616.1 413.7,610.2 406.5,603.9 392.5,591.7 385.7,585.8" class="st0"></polyline>
<polyline points="397,590.6 390.2,584.7 383.5,578.9" class="st0"></polyline>
<polyline points="393.8,576 393.6,580.6 390.2,584.7 385.7,585.8 382.7,583.3" class="st0"></polyline>
<polyline points="387.1,570.2 386.8,574.9 383.5,578.9 378.9,580 375.9,577.5" class="st0"></polyline>
<polyline points="380.3,564.6 380.1,569.3 376.8,573.3 372.2,574.4" class="st0"></polyline>
<polyline points="346.7,555.2 351.2,554.1 354.4,549.9" class="st0"></polyline>
<polyline points="353,559.6 357.5,558.5 360.8,554.3" class="st0"></polyline>
<polyline points="370.6,556.8 373.7,559.3 373.6,564 370.3,568.1 365.8,569.2" class="st0"></polyline>
<polyline points="364,551.7 367.2,554.3 367.2,559 363.9,563.2 359.3,564.2" class="st0"></polyline>
<line y2="549.6" x2="360.8" y1="546.9" x1="357.5" class="st0"></line>
<line y2="545.1" x2="354.3" y1="542.4" x1="351" class="st0"></line>
<polyline points="344.6,538.3 347.9,541 348,545.9 344.9,550.1 340.4,551.2" class="st0"></polyline>
<polyline points="338.1,534.6 341.5,537.3 341.7,542.2 338.7,546.5 334.1,547.6" class="st0"></polyline>
<polyline points="331.6,531.2 335.1,534 335.4,539 332.4,543.3 327.9,544.4" class="st0"></polyline>
<polyline points="325.2,528.4 328.7,531.2 329.1,536.2 326.3,540.6 321.7,541.7" class="st0"></polyline>
<polyline points="318.8,526.1 322.4,528.9 322.9,534 320.1,538.4 315.6,539.4" class="st0"></polyline>
<polyline points="569.2,661 561.3,663.4 553.3,665.1 545.5,665.9 537.8,666.1 529.8,665.7 521.9,664.5 514.3,662.8 
	506.8,660.6 499.3,657.8 492,654.6 484.9,651 477.9,647.1 470.9,642.9 464,638.3 457,633.3 450,628.2 442.8,622.6 435.7,616.8 
	428.6,610.9 421.6,605 414.4,598.7 400.4,586.5 393.6,580.6 386.8,574.9 380.1,569.3 373.6,564 367.2,559 360.8,554.3 354.4,549.9 
	348,545.9 341.7,542.2 335.4,539 329.1,536.2 322.9,534 316.7,532.3 310.1,531.1" class="st0"></polyline>
<line y2="523.3" x2="312.4" y1="523.2" x1="309.7" class="st0"></line>
<line y2="525.1" x2="314" y1="524.9" x1="311.3" class="st0"></line>
<polyline points="309.4,537.8 314,536.7 316.7,532.3 316,527.2 314.1,525.7" class="st0"></polyline>
<line y2="537.1" x2="311.2" y1="536.9" x1="308.5" class="st0"></line>
<polyline points="298.5,523.8 301.7,526.1 302.5,530.4 300.4,534.1 296.7,535" class="st0"></polyline>
<polyline points="305.5,523.1 309.3,526 310.1,531.1 307.4,535.5 302.9,536.6" class="st0"></polyline>
<polyline points="306.4,537.6 308.5,536.9 312,532.9 312.6,530.4 311.3,524.9 309.7,523.2 304.9,521.8" class="st0"></polyline>
<polyline points="314.4,526.9 316,527.2 322.4,528.9 328.7,531.2 335.1,534 341.5,537.3 347.9,541 354.3,545.1 
	360.8,549.6 367.2,554.3 373.7,559.3 380.3,564.6" class="st0"></polyline>
<line y2="526.3" x2="311.1" y1="526" x1="309.3" class="st0"></line>
<line y2="522.9" x2="306.8" y1="523.2" x1="305.8" class="st0"></line>
<polyline points="287.7,527.8 294.3,526.5 301.7,526.1 303.6,526.3" class="st0"></polyline>
<line y2="523.8" x2="299.5" y1="523.7" x1="300.2" class="st0"></line>
<line y2="535.2" x2="298.4" y1="535.2" x1="298.3" class="st0"></line>
<polyline points="300.2,522.7 303.7,524.6 305.4,528.4 304.7,532.7 301.9,535.7 298.2,536.2" class="st0"></polyline>
<polyline points="304.9,537 302.9,536.6 298.2,536.2 295.8,535.1" class="st1"></polyline>
<polyline points="287.4,535.8 289.5,535.4 296.7,535 298.6,535.2" class="st1"></polyline>
<polyline points="300.2,523.7 303.1,525.4 304.5,528.7 303.8,532.3 301.4,534.8 298.4,535.2" class="st1"></polyline>
<polyline points="285.2,525.2 291,524.2 298.5,523.8 300.6,523.9" class="st1"></polyline>
<polyline points="302.4,522.9 302.7,522.5 304.9,521.8 307.6,521.9 312.4,523.3 314,525.1 315.3,530.5 314.7,533 
	311.2,537.1 309,537.7 306.4,537.6 302.9,536.6" class="st1"></polyline>
<polyline points="307.5,523.5 305.5,523.1 300.2,522.7 296.3,523.6 296.1,523.9" class="st1"></polyline>
<polyline points="306.8,522.9 310.6,525.8 310.7,526" class="st1"></polyline>
<polyline points="313.7,524.7 318.8,526.1 325.2,528.4 331.6,531.2 338.1,534.6 344.6,538.3 351,542.4 357.5,546.9 
	364,551.7 370.6,556.8 377.2,562.1 380.3,564.6 387.1,570.2 393.8,576 400.7,582 414.7,594.2 421.9,600.4 428.9,606.4 435.9,612.2" class="st1"></polyline>
<polyline points="435.3,611.7 440,615.5 447.2,621.1 454.1,626.3 461.1,631.2 467.9,635.7 474.8,639.9 481.7,643.7 
	488.7,647.2 495.9,650.3 503.1,653 510.4,655.2 517.8,656.9 525.5,658 533.2,658.5 540.7,658.3 548.2,657.4 555.9,655.8 
	563.5,653.6" class="st1"></polyline>
<line y2="653.2" x2="564.2" y1="653.8" x1="562.6" class="st1"></line>
<polyline points="372.2,574.4 365.8,569.2 359.3,564.2 353,559.6 346.7,555.2 340.4,551.2 334.1,547.6 327.9,544.4 
	321.7,541.7 315.6,539.4 309.4,537.8 309.1,537.7" class="st1"></polyline>
<polyline points="370.2,572.8 375.9,577.5 382.7,583.3 389.5,589.2 403.5,601.5 410.8,607.7 417.8,613.7 424.9,619.7 
	435,627.8" class="st1"></polyline>
<polyline points="569.6,665.1 564.1,666.9 555.9,669.3 547.8,671 539.8,671.9 531.8,672.1 523.6,671.6 515.5,670.4 
	507.7,668.7 500,666.4 492.4,663.5 484.9,660.3 477.7,656.6 470.6,652.7 463.5,648.4 456.5,643.8 449.4,638.7 442.3,633.5 
	435,627.8" class="st1"></polyline>
<polyline points="581.9,661 601.3,654.3 613.2,650.2 625.4,645.9 637.8,641.4 650.5,636.8 663.3,632 676.3,627 
	689.3,621.8 702.4,616.4 715.5,610.8 728.6,604.9 741.2,599 753.8,592.9 766.2,586.5 778.5,579.9 790.5,572.9 802.4,565.7 
	813.9,558.3 825.2,550.5 836.2,542.4 846.8,533.9 857,525.2 862.1,520.4 863.4,518 862.5,514.7 860.1,511.5 857,509.6 854.1,509.5 
	848,514.7 838.1,523.3 827.8,531.5 817,539.4 806,547.1 794.6,554.4 783,561.5 771.1,568.3 759,574.8 746.8,581.1 734.4,587.2 
	721.9,593.1 708.9,598.8 695.9,604.4 682.9,609.8 669.9,614.9 657,619.9 644.2,624.7 631.6,629.3 619.2,633.8 606.9,638.1 
	595,642.3 578,648.1" class="st1"></polyline>
<polyline points="884.5,477.2 878.3,485 871.8,492.7 865,500.1 857.8,507.3 855.4,509.5" class="st1"></polyline>
<polyline points="884.7,477 887.8,476 891.6,477.7 894.1,481.1 893.6,484.1" class="st1"></polyline>
<polyline points="892.6,485.4 894.5,484.6 910.8,463.3 911.3,462.7" class="st1"></polyline>
<polyline points="899.9,453.6 899.8,453.5 899.4,449 900,443.3 902.4,440.1 908.3,438.8 913.2,438.8 919,442.6 
	923.8,447.7 924.2,452.2 923.6,457.9 921.2,461.1 915.3,462.4 912.5,462.4" class="st1"></polyline>
<polyline points="910.7,448.5 914.5,451.2 916.5,454.8 916.5,455.5 916.3,457.8 916.3,458 915.2,459" class="st1"></polyline>
<polyline points="913,461.8 913.2,461.8 913.4,461.6 914.5,459.2 914.6,458.5 913.8,455.9 911.9,453.4 909.1,451.5 
	906.1,450.4 903.2,450.5 902.1,451" class="st1"></polyline>
<line y2="448.8" x2="903.2" y1="449.4" x1="902.7" class="st1"></line>
<polyline points="901,451.6 899.9,453.4 899.9,453.7" class="st1"></polyline>
<line y2="451" x2="901.5" y1="450.4" x1="901.9" class="st1"></line>
<polyline points="913.8,460.5 914.9,459.8 915,459.7 915.7,457.9 915,454.8 912.7,451.9 909.3,449.7 905.7,448.9" class="st1"></polyline>
<polyline points="910.1,464.1 911.4,463.5 913.3,461.6 913.2,458.4 911.1,455.1 907.5,452.7 903,451.9 899.9,453.8 
	899.3,455.6 899.1,456 883.8,476.5 883.2,477.9 883.4,478.6" class="st1"></polyline>
<polyline points="913.3,449.5 916.1,453.5 916,453.8" class="st1"></polyline>
<polyline points="893.8,483.9 887.5,491.9 880.8,499.7 873.8,507.3 866.5,514.7 863.3,517.7" class="st1"></polyline>
<polyline points="936.2,435.1 936.7,434.8 937.4,433.8 938.3,431.2 937.8,428.1 935.9,424.9 933,422.1 929.6,420.2 
	926,419.4 922.9,419.9 920.8,421.6 920.1,422.6 919.8,423.3" class="st1"></polyline>
<polyline points="920.6,427.7 920.3,426.6 920.4,425.7" class="st1"></polyline>
<line y2="425.3" x2="922.4" y1="428.5" x1="920" class="st1"></line>
<polyline points="930,439.4 931.1,438.2 931,435.1 929.5,432.5 927.1,430.2 924.1,428.7 921.1,428.3" class="st1"></polyline>
<polyline points="922.7,430 926.8,432.2 929.6,435.6" class="st1"></polyline>
<polyline points="933.4,435.5 931.7,436 931.4,436" class="st1"></polyline>
<line y2="440.4" x2="929.5" y1="439.1" x1="930.2" class="st1"></line>
<polyline points="918.4,431.1 922,431.5 925.5,433.3 928.1,436.2 929.2,439.3" class="st1"></polyline>
<line y2="433.6" x2="933.2" y1="436.5" x1="931" class="st1"></line>
<polyline points="933.1,437.1 933.5,434.7 932.7,431.9 930.9,429.2 928.2,427 925.1,425.6 922.1,425.2 919.6,425.9 
	918.1,427.6" class="st1"></polyline>
<polyline points="918.4,429.3 921.4,427.8 924.3,428.3 927.1,430" class="st1"></polyline>
<polyline points="919.3,432.5 923.6,434.1 926.9,437.3" class="st1"></polyline>
<polyline points="929.7,440.1 933.2,438.7 934.3,437.7 936.9,434.2 937,432.5 936,428.1 935,426.2 933.2,424.6 
	928.4,421.7 926.3,420.8 924.4,421 920.7,422.5 919.5,423.6 916.9,427 916.8,428.7 917.2,430.3" class="st1"></polyline>
<polyline points="918.7,429.8 918,430.2 916,431.8 915.9,431.9" class="st1"></polyline>
<polyline points="917.8,429.5 916.8,430.8 916.7,431.2" class="st1"></polyline>
<polyline points="938,432 942,431.4 944.8,430 947.9,427.5 958.6,413.4 959.9,409.6 959.1,405.2 958.7,404.4 
	956.3,400.1 952.4,396.5 947.7,393.9 942.9,392.8 942.1,392.7 937.7,393.4 934.6,395.7 923.9,409.9 922.6,413.7 922,416.7 
	922.6,420.2" class="st1"></polyline>
<line y2="418.1" x2="925.2" y1="419.8" x1="923.9" class="st1"></line>
<line y2="428.7" x2="939.6" y1="430.5" x1="938.2" class="st1"></line>
<polyline points="959.2,411.5 961.1,410 962.4,406.3 961.6,401.8 961.3,401.1 958.8,396.8 954.9,393.1 950.2,390.5 
	945.5,389.5 944.6,389.3 940.2,390 937.1,392.4 936.5,394.3" class="st1"></polyline>
<polyline points="961.8,408.2 963.7,406.7 964.9,402.9 964.1,398.4 963.8,397.7 961.3,393.4 957.4,389.7 952.8,387.2 
	948,386.1 947.2,386 942.7,386.7 939.7,389.1 939,390.9" class="st1"></polyline>
<polyline points="964.3,404.8 966.2,403.3 967.4,399.6 966.7,395.1 966.3,394.4 963.8,390.1 960,386.4 955.3,383.8 
	950.5,382.8 949.7,382.6 945.3,383.3 942.2,385.7 941.6,387.6" class="st1"></polyline>
<polyline points="966.8,401.5 968.7,400 970,396.3 969.2,391.7 968.8,391 966.4,386.8 962.5,383 957.8,380.5 
	953.1,379.4 952.2,379.3 947.8,380 944.7,382.4 944.1,384.2" class="st1"></polyline>
<polyline points="969.3,398.1 971.2,396.6 972.5,392.9 971.7,388.4 971.4,387.7 968.9,383.4 965,379.7 960.3,377.1 
	955.6,376.1 954.8,375.9 950.3,376.6 947.2,379 946.6,380.9" class="st1"></polyline>
<polyline points="971.9,394.8 973.8,393.3 975,389.6 974.3,385.1 973.9,384.3 971.4,380.1 967.6,376.4 962.9,373.8 
	958.1,372.7 957.3,372.6 952.9,373.3 949.8,375.6 949.2,377.5" class="st1"></polyline>
<polyline points="974.4,391.4 976.3,389.9 977.5,386.2 976.8,381.7 976.4,381 974,376.7 970.1,373 965.4,370.4 
	960.6,369.4 959.8,369.2 955.4,369.9 952.3,372.3 951.7,374.2" class="st1"></polyline>
<polyline points="976.9,388.1 978.8,386.6 980.1,382.8 979.3,378.4 979,377.6 976.5,373.4 972.6,369.6 967.9,367.1 
	963.2,366 962.3,365.9 957.9,366.6 954.8,369 954.2,370.8" class="st1"></polyline>
<polyline points="979.5,384.7 981.4,383.2 982.6,379.5 981.9,375 981.5,374.3 979,370 975.1,366.3 970.5,363.7 
	965.7,362.7 964.9,362.6 960.4,363.2 957.4,365.6 956.8,367.5" class="st1"></polyline>
<polyline points="982,381.4 983.9,379.9 985.1,376.2 984.4,371.7 984,370.9 981.6,366.7 977.7,362.9 973,360.4 
	968.2,359.3 967.4,359.2 963,359.9 959.9,362.3 959.3,364.1" class="st1"></polyline>
<polyline points="984.5,378 986.4,376.5 987.7,372.8 986.9,368.3 986.6,367.6 984.1,363.3 980.2,359.6 975.5,357 
	970.8,356 969.9,355.9 965.5,356.5 962.4,358.9 961.8,360.8" class="st1"></polyline>
<polyline points="987.1,374.7 989,373.2 990.2,369.5 989.4,365 989.1,364.2 986.6,359.9 982.7,356.3 978.1,353.7 
	973.3,352.6 972.5,352.5 968,353.2 965,355.6 964.3,357.4" class="st1"></polyline>
<polyline points="989.6,371.3 991.5,369.8 992.7,366.1 992,361.6 991.6,360.9 989.1,356.6 985.3,352.9 980.6,350.3 
	975.8,349.3 975,349.1 970.6,349.8 967.5,352.2 966.9,354.1" class="st1"></polyline>
<polyline points="992.1,368 994,366.5 995.3,362.7 994.5,358.3 994.2,357.5 991.7,353.3 987.8,349.6 983.1,347 
	978.4,345.9 977.5,345.8 973.1,346.5 970,348.9 969.4,350.7" class="st1"></polyline>
<polyline points="994.7,364.6 996.6,363.1 997.8,359.4 997,354.9 996.7,354.2 994.2,349.9 990.3,346.2 985.6,343.6 
	980.9,342.6 980.1,342.5 975.6,343.1 972.6,345.5 971.9,347.4" class="st1"></polyline>
<polyline points="997.2,361.3 999.1,359.8 1000.3,356.1 999.6,351.6 999.2,350.8 996.7,346.6 992.9,342.9 988.2,340.3 
	983.4,339.2 982.6,339.1 978.2,339.8 975.1,342.2 974.5,344" class="st1"></polyline>
<polyline points="996.9,346.8 997.4,346.2 999.1,343.9 997.7,340.4 994.2,337.8 990.5,337.6 989.7,338.7 988.5,340.4" class="st1"></polyline>
<line y2="340" x2="990.3" y1="339.7" x1="990.6" class="st1"></line>
<polyline points="997.5,346 1000,344.7 1001.8,342.4 1001.5,339.4 1000.6,337.2 998.9,335.7 998.1,335.1 994.9,333.8 
	993.1,334.2 990.6,335.5 988.8,337.9 989,339.6" class="st1"></polyline>
<polyline points="996.6,346.4 996.9,345.2 996.3,343.3 994.2,341.2 992.3,340.2 989.7,340 988.8,340.6" class="st1"></polyline>
<polyline points="1004.2,332.8 1005.2,335.2 1005.3,335.5 1005.3,339 1005.3,339.3 1005.2,339.3 1003,342.2 1001,343.7 
	1000.8,343.7" class="st1"></polyline>
<line y2="335.5" x2="1005.3" y1="334.3" x1="1005.2" class="st1"></line>
<line y2="336.4" x2="1005.3" y1="328.8" x1="1011.1" class="st1"></line>
<polyline points="1017.7,309.4 1016,309.7 1014.3,311.2 1012.8,313.9 1011.8,317.2 1011.3,320.7 1011.5,323.9 
	1012.4,326.2 1013.7,327.3 1014.1,327.4 1015.7,326.8 1017.4,325 1017.5,324.9" class="st1"></polyline>
<polyline points="1011.1,328.9 1012.8,329 1015.8,328.3 1018.8,324.2 1019,323.6" class="st1"></polyline>
<polygon points="1016.2,325.9 1013.9,324.7 1013.2,319.9 1014.7,314.4 1017.4,311.3 1019.7,312.5 1020.5,314.5 
	1021.2,318.8 1019.9,322.8" class="st1"></polygon>
<polyline points="1014.3,326.2 1013,325.5 1012.2,323.7 1011.8,321.1 1012.1,318.1 1012.9,315.1 1014.1,312.6 
	1015.6,311 1017.1,310.5" class="st1"></polyline>
<polyline points="1017.3,309.4 1018.7,310.2 1019.7,312.2 1019.7,312.5" class="st1"></polyline>
<polyline points="996.5,329.2 1001.8,322 1003.7,318.6 1004,317 1005.9,310.8 1008.9,306.9 1011.8,306.3 1014.8,306.5 
	1017.2,307.4 1018.7,308.2 1020.6,311.9 1020.6,314.8" class="st1"></polyline>
<polyline points="991.1,335.3 990.8,333.8 993,330.8 995,329.3 995.3,329.2 998.2,329.1 999,329.3" class="st1"></polyline>
<line y2="329.1" x2="1010.8" y1="328.4" x1="1012.1" class="st1"></line>
<polyline points="1005.6,311.8 1004.6,312.6 1003.3,316.7 1003.6,318.7" class="st1"></polyline>
<line y2="321" x2="1011.8" y1="321.3" x1="1013.4" class="st1"></line>
<line y2="314.5" x2="1013.2" y1="314.8" x1="1014.6" class="st1"></line>
<polyline points="924,454.8 926.4,454.2 928.8,451 929.4,445.3 929,440.8 924.2,435.7 918.4,431.9 913.5,431.9 
	907.6,433.2 905.2,436.4 904.9,439.5" class="st1"></polyline>
<polyline points="173.4,567 173.7,567.5 178.1,570.7 183.2,571.8 188.2,570.7 192.3,567.6 194.9,562.8 195.6,557.1 
	194.3,551.5 191.2,546.7 186.7,543.4 181.7,542.3 176.7,543.4 172.6,546.6 170,551.3 169.8,552.7" class="st1"></polyline>
<line y2="554.8" x2="167.1" y1="555.4" x1="166.4" class="st1"></line>
<line y2="554.9" x2="168.6" y1="556" x1="164" class="st1"></line>
<line y2="557.3" x2="164.8" y1="557.7" x1="165.4" class="st1"></line>
<polygon points="161.9,557.3 164.2,558.8 165,560.6 165.6,564.9 164.1,569 160.3,572.1 158,570.5 157.6,565.6 
	159.2,560.1" class="st1"></polygon>
<polyline points="163.4,569.5 163.3,569.8 160.4,574.1 156.8,575 155.4,574.9 153.4,574.6 152.1,574.2 151.3,573.9 
	150.5,573.4 149.5,572 148.4,570.2 148.2,564.3 149.7,558 152.6,553.5 153.5,553.2 155.7,552.6 156.4,552.5 157.8,552.6 
	159.7,552.9 161.1,553.2 161.8,553.6 162.5,554 163.6,555.5 164.7,557 165,558" class="st1"></polyline>
<polyline points="167.6,566.7 169.3,567.5 172.5,567.3 174.8,566.7 177.5,564.7 178.3,556.9 176.2,553.9 173.1,552.4 
	169.9,552.7 167.6,553.2 164.9,555.3 164.8,555.8" class="st1"></polyline>
<polyline points="157.8,572 156.7,570.6 156.2,568.3 156.2,565.4 156.9,562.3 157.9,559.6 159.3,557.6 160.8,556.6 
	162.2,556.8" class="st1"></polyline>
<polyline points="161.6,571 160.7,572.3 159,573.4 157.5,573.1 156.3,571.5 155.7,568.9 155.7,565.5 156.4,562 
	157.6,558.9 159.2,556.6 160.9,555.5 162.5,555.7 163.7,557.3 164,558.7" class="st1"></polyline>
<line y2="566.2" x2="166.4" y1="568.1" x1="164.4" class="st1"></line>
<line y2="566.4" x2="168.8" y1="566.4" x1="169" class="st1"></line>
<line y2="565.6" x2="171.6" y1="567.4" x1="165.1" class="st1"></line>
<polyline points="176.4,553.4 178.7,552.8 180.7,553.1 182.9,554.9 183.8,557 183.6,560 182.5,561.8 180.1,562.9 
	179.1,563.1" class="st1"></polyline>
<polyline points="176.5,565.4 176.8,565.3 177.4,564.7" class="st1"></polyline>
<polyline points="177.5,564.6 179.1,562.9 180.7,560.6 180,557.4 178.7,554.3 176.2,553.4 174.3,553" class="st1"></polyline>
<polyline points="176.2,553.4 177.9,553.4 178.7,554.3" class="st1"></polyline>
<polyline points="178,564 178.4,563.9 181,560.9 180.8,556.5 178.8,554.4" class="st1"></polyline>
<line y2="567.4" x2="157.8" y1="567.1" x1="156.2" class="st1"></line>
<polyline points="188.4,570.6 190.8,570.1 194.9,566.9 197.5,562.1 198.2,556.4 196.9,550.8 193.8,546 189.3,542.7 
	184.2,541.6 179.3,542.7 179.1,542.8" class="st1"></polyline>
<polyline points="191,569.9 193.4,569.4 197.5,566.2 200.1,561.4 200.8,555.8 199.5,550.1 196.4,545.3 191.9,542.1 
	186.8,540.9 181.9,542 181.7,542.2" class="st1"></polyline>
<polyline points="193.6,569.3 196,568.7 200.1,565.5 202.7,560.8 203.4,555.1 202.1,549.4 199,544.6 194.5,541.4 
	189.5,540.3 184.5,541.4 184.3,541.5" class="st1"></polyline>
<polyline points="196.2,568.6 198.6,568.1 202.7,564.9 205.3,560.1 206,554.4 204.7,548.8 201.6,544 197.1,540.7 
	192,539.6 187.1,540.7 186.9,540.9" class="st1"></polyline>
<polyline points="198.8,567.9 201.2,567.4 205.3,564.2 207.9,559.4 208.6,553.8 207.3,548.1 204.2,543.3 199.7,540.1 
	194.6,538.9 189.7,540 189.5,540.2" class="st1"></polyline>
<polyline points="201.4,567.3 203.8,566.7 207.9,563.5 210.5,558.7 211.2,553.1 209.9,547.4 206.8,542.6 202.3,539.4 
	197.2,538.3 192.3,539.4 192.1,539.5" class="st1"></polyline>
<polyline points="204,566.6 206.4,566.1 210.5,562.9 213.1,558.1 213.8,552.4 212.5,546.8 209.4,542 204.9,538.7 
	199.8,537.6 194.9,538.7 194.7,538.8" class="st1"></polyline>
<polyline points="206.6,565.9 209,565.4 213.1,562.2 215.7,557.4 216.4,551.8 215.1,546.1 212,541.3 207.5,538.1 
	202.4,536.9 197.5,538 197.3,538.2" class="st1"></polyline>
<polyline points="209.2,565.3 211.6,564.7 215.7,561.5 218.3,556.8 219,551.1 217.7,545.4 214.6,540.6 210.1,537.4 
	205,536.3 200.1,537.4 199.9,537.5" class="st1"></polyline>
<polyline points="211.8,564.6 214.2,564 218.3,560.8 220.9,556.1 221.6,550.4 220.3,544.8 217.2,539.9 212.7,536.7 
	207.7,535.6 202.7,536.7 202.5,536.8" class="st1"></polyline>
<polyline points="214.3,563.9 216.8,563.4 220.9,560.2 223.5,555.4 224.2,549.8 222.9,544.1 219.8,539.3 215.3,536.1 
	210.2,534.9 205.3,536 205.1,536.1" class="st1"></polyline>
<polyline points="216.9,563.2 219.4,562.7 223.5,559.5 226.1,554.7 226.8,549.1 225.5,543.4 222.4,538.6 217.9,535.4 
	212.8,534.2 207.9,535.4 207.7,535.5" class="st1"></polyline>
<polyline points="219.6,562.6 222,562 226.1,558.9 228.7,554.1 229.4,548.4 228.1,542.7 225,537.9 220.5,534.7 
	215.4,533.6 210.5,534.7 210.3,534.8" class="st1"></polyline>
<polyline points="222.2,561.9 224.6,561.3 228.7,558.2 231.3,553.4 232,547.7 230.7,542.1 227.6,537.3 223.1,534 
	218,532.9 213.1,534 212.9,534.1" class="st1"></polyline>
<polyline points="224.7,561.2 227.2,560.7 231.3,557.5 233.9,552.7 234.6,547.1 233.3,541.4 230.2,536.6 225.7,533.4 
	220.6,532.2 215.7,533.3 215.5,533.5" class="st1"></polyline>
<polyline points="227.4,560.6 229.8,560 240.8,557.2 244.9,554 245.9,552.5 248.2,548.2 248.9,543 247.7,537.9 
	244.9,533.6 240.9,530.7 239.3,529.9 234.2,528.7 229.3,529.8 218.3,532.7 218.1,532.8" class="st1"></polyline>
<polyline points="246.7,551 249.6,548.8 251.4,545.5 251.8,541.6 251,537.6 248.8,534.3 245.7,532.1 242.2,531.3 
	241.8,531.4" class="st1"></polyline>
<polyline points="243.1,531.5 246.3,528.9 251.8,525.1 254.3,524.4 260.4,527.4 265.5,530.7 266.7,537.5 266.9,544.5 
	262.5,548.1 257,552 254.5,552.6 248.5,549.6" class="st1"></polyline>
<line y2="547.1" x2="252.1" y1="547.4" x1="250.9" class="st1"></line>
<polyline points="250.8,547.5 252.9,547 253.2,546.7 255.7,544" class="st1"></polyline>
<polyline points="257.1,545.4 259.4,541.8 259.3,537.2" class="st1"></polyline>
<polyline points="253.5,546.9 254.9,546.5 255.3,546.3 257.1,544.6 258.4,541.7 258.4,538.4 257.3,535.3" class="st1"></polyline>
<polyline points="250.8,531.4 251,531.4 254.6,532.5" class="st1"></polyline>
<polyline points="253.7,532.9 256.4,535.8 257.5,539.7 257.1,542.9 256.4,544.1 255.5,545.5 253.5,546.9 253.1,547.1 
	252.2,547.2" class="st1"></polyline>
<polyline points="250.4,546.2 251.3,544.1 251.1,541.8" class="st1"></polyline>
<polyline points="246.6,532.7 248.5,532.8 249,532.9 251.4,534.6 252.1,535.1 254,538.7 254.2,542.6 253,545.5 
	250.8,547.5 250.2,547.7" class="st1"></polyline>
<polyline points="249.5,536.3 248.3,534.3 246.4,533.2" class="st1"></polyline>
<polyline points="253.9,534.2 251.2,532.4 250.4,532.2 248.2,531.9 247.4,532.1 246.3,532.5" class="st1"></polyline>
<polyline points="255,543.3 255.4,540.1 254.5,536.9 252.5,534.2 249.8,532.5 249,532.4" class="st1"></polyline>
<line y2="531.2" x2="253" y1="531.5" x1="251.3" class="st1"></line>
<line y2="532" x2="247.6" y1="531.6" x1="249.6" class="st1"></line>
<polyline points="148.3,567 148.2,566.8 147.6,562.5 149.1,558.5 149.8,557.9" class="st1"></polyline>
<line y2="560.5" x2="157.6" y1="560.8" x1="159" class="st1"></line>
<polyline points="258.8,550.7 259.8,551.2 262.4,550.6 267.8,546.7 272.3,543.1 272.1,536.1 270.9,529.4 265.8,526.1 
	259.6,523 257.1,523.7 255.4,524.9" class="st1"></polyline>
<polyline points="272.2,540.5 282.9,537.8 286.8,536.5 288.1,534.9 288.8,530.4 288.2,528.2 285.1,525 283.1,524.5 
	269,528.1" class="st1"></polyline>
<polyline points="1051.3,322.8 1051.4,322.8 1051.6,322.9" class="st0"></polyline>
<line y2="323.1" x2="1051.8" y1="323" x1="1051.6" class="st0"></line>
<line y2="324.4" x2="1052.1" y1="324.7" x1="1052.1" class="st0"></line>
<line y2="328.1" x2="1050.9" y1="328.2" x1="1050.7" class="st0"></line>
<polyline points="1051,328 1051.1,327.8 1051.2,327.7" class="st0"></polyline>
<line y2="325.8" x2="1052" y1="326" x1="1052" class="st0"></line>
<line y2="327.5" x2="1051.4" y1="327.3" x1="1051.5" class="st0"></line>
<polyline points="1051.6,322.2 1051.8,322.1 1051.9,322 1052.1,322 1052.3,321.9 1052.5,321.9 1052.6,322 1052.8,322.1 
	1052.9,322.2 1053,322.4 1053.1,322.5 1053.3,322.8 1053.3,323 1053.4,323.3 1053.5,323.5 1053.5,323.9 1053.5,324.2 1053.5,324.6 
	1053.5,324.9 1053.5,325.3 1053.5,325.7 1053.4,326 1053.3,326.4 1053.2,326.8 1053.1,327.1 1053,327.5 1052.8,327.8 1052.7,328.1 
	1052.5,328.4 1052.3,328.6 1052.2,328.8 1052,329 1051.8,329.2 1051.6,329.4 1051.5,329.4 1051.3,329.5 1051.1,329.5 1050.9,329.5 
	1050.8,329.5 1050.6,329.4 1050.5,329.3 1050.3,329.1 1050.2,328.9" class="st0"></polyline>
<polyline points="1047.2,330.5 1046.9,330.5 1046.7,330.3 1046.5,330.2 1046.3,330 1046.1,329.7 1046,329.4 1045.9,329 
	1045.8,328.6 1045.7,328.2 1045.6,327.7 1045.6,327.2 1045.6,326.7 1045.6,326.2 1045.7,325.7 1045.7,325.1 1045.8,324.6 
	1045.9,324.1 1046.1,323.5 1046.3,323 1046.4,322.5 1046.6,322.1 1046.8,321.6 1047.1,321.2 1047.3,320.9 1047.6,320.5 
	1047.8,320.2 1048.1,320 1048.4,319.8 1048.6,319.7 1048.9,319.6 1049.1,319.5 1049.4,319.5" class="st0"></polyline>
<polyline points="1052.1,324.2 1052.1,324 1052,323.7 1052,323.5" class="st0"></polyline>
<polyline points="1052.8,320.2 1052.5,320.2 1052.3,320.3 1052,320.3 1051.8,320.5 1051.5,320.7 1051.2,320.9 
	1051,321.2 1050.7,321.5 1050.5,321.9 1050.3,322.3 1050.1,322.8 1049.9,323.2 1049.7,323.7 1049.5,324.2 1049.4,324.8 
	1049.3,325.3 1049.1,325.8 1049.1,326.4 1049,326.9 1049,327.4 1049,327.9 1049.1,328.4 1049.1,328.9 1049.2,329.3 1049.3,329.7 
	1049.4,330.1 1049.6,330.4 1049.7,330.6 1049.9,330.9 1050.1,331 1050.4,331.1 1050.6,331.2" class="st0"></polyline>
<polyline points="1043.8,319.4 1043.9,319.4 1046.7,320 1047.3,319.9 1047.8,319.8 1048.3,319.6 1048.7,319.5 
	1049.1,319.4 1049.4,319.2 1049.6,319 1049.8,318.8" class="st0"></polyline>
<polyline points="1044.7,326.1 1045.1,325.4 1045.5,324.7 1045.9,323.9 1046.1,323.1 1046.4,322.4 1046.5,321.6 
	1046.6,320.8 1046.7,320" class="st0"></polyline>
<polyline points="1045.8,331.1 1045.9,330.5 1045.9,329.9 1045.8,329.3 1045.7,328.7 1045.5,328.1 1045.3,327.4 
	1045,326.8 1044.7,326.1 1041.9,325.6 1041.8,325.5" class="st0"></polyline>
<polyline points="1041.8,325.5 1041.7,325.5 1041.5,325.5 1041.4,325.5" class="st0"></polyline>
<polyline points="1043.5,319.1 1043.6,319.2 1043.7,319.3 1043.8,319.4" class="st0"></polyline>
<line y2="318" x2="1046.8" y1="317.9" x1="1046.8" class="st0"></line>
<line y2="318.2" x2="1046.9" y1="317.9" x1="1046.8" class="st0"></line>
<polyline points="1051.8,323.1 1051.8,323.2 1051.9,323.4 1052,323.5" class="st0"></polyline>
<line y2="324.2" x2="1052.1" y1="324.4" x1="1052.1" class="st0"></line>
<line y2="327.7" x2="1051.2" y1="327.5" x1="1051.4" class="st0"></line>
<line y2="328" x2="1051" y1="328.1" x1="1050.9" class="st0"></line>
<polyline points="1050.7,328.2 1050.6,328.3 1050.5,328.3 1050.3,328.3 1050.2,328.3" class="st0"></polyline>
<polyline points="1052.1,324.7 1052.1,325 1052.1,325.2 1052,325.5 1052,325.8" class="st0"></polyline>
<polyline points="1052,326 1051.9,326.3 1051.8,326.6 1051.7,326.8 1051.6,327 1051.5,327.3" class="st0"></polyline>
<line y2="323" x2="1051.6" y1="322.9" x1="1051.6" class="st0"></line>
<polyline points="1047.6,330.6 1047.5,330.7 1047.2,330.7 1046.8,330.5 1046.5,330.3 1046.3,330.1 1046.1,329.7 
	1045.9,329.2 1045.7,328.7 1045.6,328.1 1045.5,327.5 1045.5,326.8 1045.6,326.1 1045.7,325.3 1045.8,324.6 1045.9,323.9 
	1046.1,323.1 1046.4,322.5 1046.7,321.8 1047,321.3 1047.3,320.7 1047.6,320.3 1048,319.9 1048.4,319.7 1048.7,319.5 1049.1,319.4 
	1049.4,319.4 1049.7,319.5 1049.9,319.7" class="st0"></polyline>
<polyline points="1042.6,330.7 1042.6,330.1 1042.6,329.5 1042.5,328.8 1042.4,328.2 1042.2,327.5 1042,326.9 
	1041.7,326.2 1041.4,325.5 1041.8,324.8 1042.2,324 1042.6,323.2 1042.9,322.4 1043.1,321.6 1043.3,320.8 1043.4,319.9 
	1043.5,319.1 1044.1,319 1044.6,318.9 1045.1,318.8 1045.5,318.6 1045.9,318.4 1046.3,318.3 1046.5,318.1 1046.8,317.9" class="st0"></polyline>
<polyline points="1047,318.2 1046.8,318.4 1046.5,318.6 1046.2,318.8 1045.8,318.9 1045.4,319 1044.9,319.2 
	1044.5,319.3 1043.9,319.4 1043.8,320.2 1043.7,321 1043.5,321.8 1043.3,322.6 1043,323.3 1042.7,324.1 1042.3,324.8 1041.9,325.6 
	1042.2,326.2 1042.5,326.8 1042.7,327.5 1042.9,328.1 1043,328.7 1043.1,329.3 1043.1,329.9 1043.1,330.5" class="st0"></polyline>
<polyline points="1042.6,330.7 1042.7,330.6 1042.8,330.5 1042.9,330.5" class="st0"></polyline>
<polyline points="1042.6,330.7 1043.2,330.6 1043.3,330.5" class="st0"></polyline>
<polyline points="1047.4,318.3 1047.3,318.1 1047,317.7 1046.8,317.4 1046.5,317.2 1046.2,317 1045.9,316.9 
	1045.6,316.9 1045.3,317 1044.9,317.1 1044.6,317.3 1044.2,317.5 1043.9,317.8 1043.5,318.2 1043.2,318.7 1042.9,319.2 
	1042.6,319.7 1042.3,320.3 1042,320.9 1041.8,321.6 1041.5,322.2 1041.3,323 1041.2,323.7 1041.1,324.4 1041,325.1 1040.9,325.8 
	1040.9,326.5 1040.9,327.2 1041,327.8 1041,328.5 1041.1,329 1041.3,329.6 1041.4,330 1041.6,330.4 1041.9,330.8 1042.1,331.1 
	1042.4,331.3 1042.7,331.5 1043,331.6 1043.3,331.6 1043.7,331.5 1044,331.4 1044.4,331.3 1044.7,331 1044.8,330.9" class="st0"></polyline>
<polyline points="1043.5,316.3 1043.1,316.5 1043,316.6 1042.6,316.9 1042.5,317 1042.1,317.3 1041.8,317.7 
	1041.5,318.1 1041.4,318.2 1041.1,318.8 1040.8,319.3 1040.5,319.9 1040.2,320.5 1039.9,321.2 1039.7,321.9 1039.5,322.6 
	1039.4,323.3 1039.3,324 1039.1,324.8 1039.1,325.5 1039.1,326.2 1039.1,326.9 1039.1,327.5 1039.2,328.1 1039.3,328.8 
	1039.5,329.4 1039.6,329.9 1039.7,330 1039.9,330.4 1040.2,330.8 1040.2,330.9 1040.5,331.3 1040.6,331.4 1041,331.6 1041.1,331.7 
	1041.4,331.9 1041.6,331.9 1041.9,332 1042.1,332.1 1042.4,332.1 1042.6,332.1 1043,332 1043.1,332 1043.5,331.9 1043.7,331.8 
	1044,331.6 1044.2,331.5 1044.5,331.2 1044.9,330.9" class="st1"></polyline>
<polyline points="1047.2,330.5 1050.6,331.2 1050.8,331.3 1051.1,331.2 1051.4,331.1 1051.6,331 1051.9,330.8 
	1052.1,330.5 1052.4,330.3 1052.7,329.9 1052.9,329.6 1053.1,329.2 1053.3,328.7 1053.5,328.3 1053.7,327.7 1053.9,327.2 
	1054,326.7 1054.1,326.2 1054.2,325.6 1054.3,325.1 1054.4,324.6 1054.4,324 1054.4,323.5 1054.3,323 1054.3,322.6 1054.2,322.2 
	1054.1,321.8 1054,321.4 1053.8,321.1 1053.6,320.8 1053.5,320.6 1053.3,320.4 1053,320.3 1052.8,320.2 1049.4,319.5" class="st1"></polyline>
<polyline points="1051.1,322.8 1051.2,322.8 1051.3,322.8" class="st1"></polyline>
<polyline points="1046.8,318 1046.8,318.1 1046.9,318.2 1047,318.2 1049.8,318.8 1050.1,319.5 1050.3,319.7" class="st1"></polyline>
<polyline points="1050.2,328.9 1050.1,328.7 1050.1,328.5 1050,328.2 1049.9,327.9 1049.9,327.6 1049.9,327.3 
	1049.9,326.9 1049.9,326.6 1049.9,326.2 1049.9,325.8 1050,325.4 1050.1,325 1050.2,324.7 1050.3,324.3 1050.4,324 1050.6,323.7 
	1050.7,323.4 1050.9,323.1 1051,322.8 1051.2,322.6 1051.4,322.4 1051.6,322.2" class="st1"></polyline>
<polyline points="1043.9,316.2 1044,316.1 1044.4,316.1 1044.6,316.1 1044.7,316.1 1045.1,316.1 1045.3,316.1 
	1045.6,316.2 1045.7,316.3 1046.1,316.5 1046.2,316.6 1046.5,316.8 1046.6,316.9 1046.9,317.3 1047.1,317.7 1047.2,317.8 
	1047.4,318.2 1047.5,318.3" class="st1"></polyline>
<polyline points="1042.9,330.5 1043.1,330.5 1045.8,331.1 1046.4,331 1046.9,330.9 1047.4,330.7 1047.7,330.6" class="st1"></polyline>
<polyline points="1050,328.2 1050.1,328.3 1050.2,328.3" class="st1"></polyline>
<polyline points="947.9,258.8 947.9,259.1 947.8,259.4 947.7,259.7" class="st0"></polyline>
<line y2="258.3" x2="945.2" y1="258.4" x1="945.4" class="st0"></line>
<line y2="258.5" x2="943.9" y1="257.8" x1="943.8" class="st0"></line>
<line y2="265.2" x2="946.7" y1="263.8" x1="939.6" class="st0"></line>
<line y2="262.7" x2="946.4" y1="261.5" x1="940.3" class="st0"></line>
<polyline points="944.9,258.8 944.7,258.7 943.4,258.5" class="st0"></polyline>
<polyline points="946,260.4 945.9,260.1 946,259.3 945.9,259.1" class="st0"></polyline>
<line y2="262" x2="946.8" y1="260.8" x1="940.9" class="st0"></line>
<line y2="262.3" x2="940.2" y1="263.7" x1="946.8" class="st0"></line>
<line y2="259.3" x2="941.8" y1="260.1" x1="945.9" class="st0"></line>
<line y2="260.2" x2="941" y1="261.3" x1="946.2" class="st0"></line>
<polyline points="945.3,259.3 945.4,258.4 945.3,258.3" class="st0"></polyline>
<line y2="259.3" x2="946" y1="259.2" x1="945.8" class="st0"></line>
<polyline points="944.7,258.7 944.7,257.9 944.5,257.8" class="st0"></polyline>
<line y2="264.4" x2="946.4" y1="263" x1="940" class="st0"></line>
<polyline points="946.4,260.2 946.5,260.5 946.2,261.3 946.3,261.7" class="st0"></polyline>
<line y2="260.4" x2="946.1" y1="260.5" x1="946.5" class="st0"></line>
<line y2="263.4" x2="946.8" y1="262" x1="940.2" class="st0"></line>
<polyline points="945.5,259.5 945.3,259.3 942.6,258.7" class="st0"></polyline>
<line y2="258.9" x2="942" y1="259.4" x1="942.3" class="st0"></line>
<line y2="260.1" x2="941.1" y1="260.3" x1="941.5" class="st0"></line>
<line y2="267.1" x2="946.4" y1="265.6" x1="939.2" class="st0"></line>
<line y2="266" x2="939.3" y1="267.4" x1="946.3" class="st0"></line>
<line y2="266.4" x2="939.2" y1="267.8" x1="945.9" class="st0"></line>
<polyline points="942.6,274.2 942.7,274.1 943,273.2 943.2,273" class="st0"></polyline>
<line y2="274.5" x2="941.7" y1="274.5" x1="941.8" class="st0"></line>
<line y2="274.1" x2="942.5" y1="274.1" x1="942.7" class="st0"></line>
<line y2="266.5" x2="946.2" y1="265.1" x1="939.1" class="st0"></line>
<polyline points="946.6,257.6 946.6,257.6 946.7,257.8 946.7,258 946.7,258.2 946.6,258.4 946.5,258.6 946.4,258.7 
	946.3,258.7" class="st0"></polyline>
<line y2="258.8" x2="943.1" y1="258.2" x1="942.9" class="st0"></line>
<polyline points="946.4,264.8 946.4,264.4 946.8,263.7 946.8,263.4 946.4,263.2 940.2,261.9" class="st0"></polyline>
<line y2="268.2" x2="945.8" y1="266.8" x1="938.8" class="st0"></line>
<line y2="268.4" x2="941.7" y1="269.2" x1="945.8" class="st0"></line>
<polyline points="939.6,263.5 946.4,264.8 946.7,265.2 946.7,265.5 946.2,266.1 946.2,266.5 946.4,267.1 946.3,267.4 
	945.9,267.8 945.8,268.2 945.9,268.9 945.8,269.2 945.4,269.4 940.6,268.4" class="st0"></polyline>
<line y2="269.9" x2="941.8" y1="270.6" x1="945.3" class="st0"></line>
<line y2="268.9" x2="940.8" y1="269.8" x1="945.2" class="st0"></line>
<polyline points="950.6,273.3 950.4,273.4 950.2,273.4 944,272.8 943.5,273.5" class="st0"></polyline>
<polyline points="942.8,272.2 943,272.2 943.3,272.3 943.3,272.4" class="st0"></polyline>
<line y2="268.9" x2="945.9" y1="268" x1="941.6" class="st0"></line>
<line y2="265.5" x2="946.7" y1="264.1" x1="939.7" class="st0"></line>
<polyline points="946.7,261.7 946.8,262 946.4,262.7 946.4,263.2" class="st0"></polyline>
<line y2="266.1" x2="946.2" y1="264.7" x1="939.5" class="st0"></line>
<polyline points="944.7,271.7 945.3,270.6 945.2,269.8 945.4,269.4" class="st0"></polyline>
<polyline points="942.1,273.7 941.8,274.5 941.7,274.6" class="st0"></polyline>
<line y2="274.5" x2="941" y1="273.8" x1="941.3" class="st0"></line>
<polyline points="941.5,273.8 941.3,273.8 940.8,273.7" class="st0"></polyline>
<line y2="274.1" x2="940.2" y1="273.5" x1="940.6" class="st0"></line>
<polyline points="942.4,273.6 942.1,273.7 940.1,273.3" class="st0"></polyline>
<line y2="272.5" x2="939.6" y1="273.2" x1="943" class="st0"></line>
<line y2="273.3" x2="939.6" y1="272.9" x1="940" class="st0"></line>
<polyline points="940.4,271.6 939.8,271.6 939.1,271.4" class="st0"></polyline>
<line y2="272.2" x2="939" y1="271.9" x1="939.5" class="st0"></line>
<line y2="270.7" x2="938.8" y1="270.7" x1="939.2" class="st0"></line>
<polyline points="938.9,299.3 938.6,299.2 938.3,299 938.3,298.7" class="st0"></polyline>
<polyline points="929.7,279.1 929.5,279.4 929.4,279.9 929.5,280.3 929.6,280.8 929.9,281.3 930.2,281.8 930.6,282.2 
	931.1,282.6 931.6,283 932.2,283.2 932.7,283.4 933.2,283.4 933.7,283.4 934.2,283.2 934.5,283 934.8,282.7" class="st0"></polyline>
<polyline points="940.3,286 940.1,286.3 939.8,286.6 939.4,286.8 939,287 938.6,287.1 938.2,287.2 937.7,287.2 
	937.3,287.2 929.3,285.5 928.9,285.4 928.6,285.3 928.3,285 928.1,284.8 928,284.5" class="st0"></polyline>
<line y2="287.9" x2="930" y1="287.6" x1="929.4" class="st0"></line>
<polyline points="940.3,286 940.1,286.2 939.8,286.5 939.4,286.7 939,286.8 938.6,286.9 938.1,287 937.7,287 
	937.3,286.9 929.2,285.3 928.8,285.2 928.5,285 928.3,284.8 928.1,284.6 928,284.3" class="st0"></polyline>
<polyline points="940.4,271.6 940.9,271.7 941.3,271.8 941.8,271.9 942.2,272 942.5,272.1 942.8,272.2" class="st0"></polyline>
<line y2="272.8" x2="944" y1="272.2" x1="940.9" class="st0"></line>
<polyline points="937.8,272.7 937.5,273 937.2,273.2 936.9,273.4 936.5,273.6 936,273.7 935.6,273.7 935.2,273.7 
	934.7,273.7 926.7,272 926.3,271.9 926,271.8 925.8,271.6 925.6,271.4 925.5,271.1" class="st0"></polyline>
<line y2="315.2" x2="986" y1="315.1" x1="986.2" class="st0"></line>
<line y2="310.5" x2="984.8" y1="310.1" x1="985" class="st0"></line>
<line y2="315.1" x2="986.2" y1="314.9" x1="986.5" class="st0"></line>
<polyline points="986,315.2 985.7,315.2 985.5,315 985.3,314.8 985.1,314.5 985,314.1 985,313.6 985,313.1 985,312.5 
	985.1,312 985.3,311.4 985.5,311 985.7,310.5 985.9,310.1 986.2,309.8 986.5,309.7 986.7,309.6 987,309.6 987.2,309.7 987.4,309.9" class="st0"></polyline>
<polyline points="985,310.1 985.3,309.7 985.6,309.3 985.8,309.1 986.1,308.9 986.4,308.9 986.6,308.9" class="st0"></polyline>
<polyline points="985.1,315.6 984.8,315.4 984.5,315.1 984.4,314.7 984.3,314.3 984.2,313.8 984.2,313.3 984.2,312.7 
	984.3,312.2 984.4,311.6 984.6,311 984.8,310.5" class="st0"></polyline>
<polyline points="964.7,311.4 964.4,311.4 964.1,311.2 963.9,310.9 963.7,310.5 963.6,309.9 963.6,309.4 963.6,308.7 
	963.7,308.1 963.8,307.4 964,306.8 964.2,306.2 964.5,305.7 964.8,305.3 965.1,305 965.4,304.8 965.7,304.7" class="st0"></polyline>
<polyline points="965.6,313.6 965,314.1 964.4,314.2 963.9,314.2 963.3,313.9 962.9,313.4 962.6,312.7 962.3,311.8 
	962.2,310.8 962.2,309.6 962.3,308.4 962.5,307.2 962.9,306 963.3,304.9 963.8,304 964.3,303.1 964.9,302.5 965.5,302.1 
	966.1,301.9 966.6,301.9 967.1,302.2 967.5,302.7" class="st0"></polyline>
<polyline points="966.2,301.3 965.6,301.2 965,301.4 964.4,301.9 963.7,302.6 963.1,303.5 962.6,304.6 962.1,305.7 
	961.8,307 961.6,308.4 961.4,309.7 961.4,310.9 961.6,312 961.8,313 962.2,313.8 962.7,314.3 963.2,314.6" class="st0"></polyline>
<polyline points="946.6,312.5 946,312.3 945.5,311.8 945.1,311.2 944.7,310.3 937.3,287.2 937.3,286.9 934.7,273.7 
	934.6,272.7 934.5,271.5 934.4,270.4 934.5,269.2 934.5,267.9 934.7,266.7 934.9,265.4 935.1,264.1 935.4,262.9 935.8,261.6 
	936.2,260.5 936.6,259.3 937.1,258.3 937.6,257.3 938.2,256.3 938.8,255.5 939.4,254.8 940,254.2 940.6,253.7 941.2,253.3 
	941.8,253 942.4,252.9 943,252.8 943.6,252.9" class="st0"></polyline>
<line y2="305.6" x2="940.3" y1="305.6" x1="940.4" class="st0"></line>
<polyline points="935,251.2 934.4,251.2 933.8,251.3 933.2,251.6 932.6,252 931.9,252.5 931.3,253.1 930.7,253.9 
	930.1,254.7 929.6,255.6 929.1,256.6 928.6,257.7 928.1,258.8 927.7,260 927.4,261.2 927.1,262.5 926.8,263.7 926.6,265 
	926.5,266.3 926.4,267.5 926.4,268.7 926.4,269.9 926.5,271 926.7,272 929.2,285.3 929.3,285.5 930,287.9 931.6,289.2 933.1,290.6 
	934.4,292 935.6,293.4 936.7,294.9 937.6,296.4 938.3,297.9 938.9,299.3 942.2,309.8" class="st0"></polyline>
<polyline points="940.8,306.9 941.2,307.9 941.7,308.9 942.2,309.8" class="st0"></polyline>
<polyline points="947.4,309.4 947.2,309.7 946.8,309.9 946.4,310.1 946,310.3 945.5,310.3 945.1,310.3 944.7,310.3 
	942.2,309.8 941.5,308.9 940.9,307.9 940.5,306.8 940.3,305.6 940.3,305.3" class="st0"></polyline>
<polyline points="950.1,272.2 947.7,259.7 947.5,258.8 947.3,258.1 947,257.5 946.7,256.9 946.3,256.4 945.9,256.1 
	945.5,255.7 945.1,255.6 944.6,255.5 944.1,255.5 943.6,255.6 943.1,255.9 942.6,256.2 942.1,256.6 941.6,257.1 941.1,257.7 
	940.6,258.4 940.2,259.1 939.8,260 939.4,260.9 939,261.8 938.7,262.8 938.3,263.8 938.1,264.8 937.9,265.9 937.7,266.9 937.6,268 
	937.5,269 937.5,270 937.6,270.9 937.7,271.9 937.8,272.7 940.3,286 947.2,307.4" class="st0"></polyline>
<line y2="298.5" x2="952.5" y1="273.4" x1="950.2" class="st0"></line>
<polyline points="948.1,310.9 947.8,310.1 947.5,309.2 947.4,308 947.4,306.8 947.5,305.5 947.7,304.2 948.1,302.9 
	948.5,301.7 949.1,300.6 949.6,299.7 950.3,299" class="st0"></polyline>
<polyline points="939.6,302.9 939.5,303.5 939.4,304.4 939.4,305.2 939.5,305.9 939.7,306.6 939.8,306.8" class="st1"></polyline>
<polyline points="938.1,298.3 938.3,298.7 940.8,306.9" class="st1"></polyline>
<polyline points="949.4,311.8 949.1,312 948.5,312.3 948.1,312.4 947.7,312.5 947,312.5 946.6,312.5 941.8,311.5 
	941.3,311.2 940.8,310.7 940.4,310.1 940.1,309.2 939.9,308.2 939.8,307.2 939.8,306 939.8,304.7 939.9,304" class="st1"></polyline>
<polyline points="926.7,259 926.4,260.1 926.1,261.2 925.8,262.3 925.6,263.4 925.4,264.5 925.3,265.7 925.2,266.8 
	925.2,266.9 925.2,268 925.2,269.1 925.3,270.1 925.5,271.1 928,284.3 928,284.5 928.8,286.9 928.9,287.1 929.1,287.4 929.4,287.6 
	930.6,288.6 932.4,290.2 933.4,291.2 934.8,292.8 936.1,294.5 936.8,295.6 937.5,296.8 938.1,298.4" class="st1"></polyline>
<polyline points="927.2,257.8 927.7,256.8 928.2,255.9 928.7,255.1 929.2,254.3 929.7,253.6 930,253.4 930.5,252.8 
	931.1,252.3 931.4,252.1 932,251.8 932.6,251.5 933,251.3 933.6,251.2 934,251.1 934.6,251.1 935,251.2 935.5,251.3 943.6,252.9 
	944,253 944.5,253.3 944.8,253.5 945.3,253.8 945.6,254.1 946.1,254.5 946.5,255.1 946.7,255.4 947,256.1 947.4,256.8 947.5,257.1 
	947.7,257.9 947.9,258.8 950.5,272.2 950.4,272.2 950.1,272.2 944.7,271.7 941.5,271" class="st1"></polyline>
<polyline points="939.6,272.3 943.2,273 943.5,273.5" class="st1"></polyline>
<polyline points="940.8,273.7 940.8,274.5 941,274.5" class="st1"></polyline>
<polyline points="940.2,274.1 940.1,274 940.2,273.1 940,272.9 939.5,272.8" class="st1"></polyline>
<polyline points="941.5,271 941.7,270.5 941.8,269.9 941.4,269.4 940.8,268.9 940.6,268.4" class="st1"></polyline>
<polyline points="941.1,260.1 941,260.3 940.9,261.2 940.7,261.5 940.3,261.5 940.2,261.8 940.3,262.5 940.1,263 
	939.6,263.1 939.6,263.5 939.7,264.1 939.6,264.6 939.1,265 939.1,265.3 939.3,265.8 939.2,266.3 938.8,266.8 938.8,267.2 
	939.1,267.5 939,268 938.7,268.7 938.7,269 939,269.1 939,269.6 938.7,270.4 938.8,270.7" class="st1"></polyline>
<polyline points="940.2,273.1 942.4,273.6 942.6,274.2" class="st1"></polyline>
<polyline points="952.9,298.5 950.6,273.3 950.5,273.3 950.4,273.3 950.1,273.2 949.8,273.1 949.4,273.1 940.4,271.2 
	940,271.1 939.5,271 939.2,271" class="st1"></polyline>
<polyline points="941.7,268.4 941.6,268 940.7,267.5 939.8,267.3 938.9,267.2 938.8,267.2" class="st1"></polyline>
<polyline points="941.7,268.4 941.2,268.4 940.6,268.4" class="st1"></polyline>
<polyline points="941.6,270.7 941,270.5 940.1,270.4 939.1,270.3 938.8,270.2" class="st1"></polyline>
<polyline points="939,272.2 939,271.9 939.2,271 939.2,270.7 938.7,270.6" class="st1"></polyline>
<polyline points="941.7,274.6 941.5,273.8 940.8,273.7 940.6,273.5 940.1,273.4" class="st1"></polyline>
<polyline points="939,271.8 939.5,271.9 939.6,272.2 939.4,273.1 939.6,273.3" class="st1"></polyline>
<polyline points="943.3,272.4 943,272.4 942.5,272.4 941.8,272.3 940.9,272.2 940.6,272.5" class="st1"></polyline>
<polyline points="943.4,258.5 943.9,258.5 944.1,258.6 944.5,257.8" class="st1"></polyline>
<line y2="257.6" x2="946.6" y1="257.6" x1="946.4" class="st1"></line>
<polyline points="946.3,258.7 946.2,258.6 946.2,258.5 946.2,258.3 946.2,258.1 946.3,257.8 946.4,257.7 946.4,257.6 
	946.6,257.6" class="st1"></polyline>
<polyline points="942.6,258.9 945.5,259.5 945.9,259.1" class="st1"></polyline>
<polyline points="941.8,259.3 942.3,259.4 942.5,259.2 942.7,258.3 942.9,258.2" class="st1"></polyline>
<polyline points="942,258.9 941.8,259.1 941.7,260 941.5,260.3 941,260.2" class="st1"></polyline>
<polyline points="940.9,260.6 946.3,261.7 946.7,261.7" class="st1"></polyline>
<polyline points="943.4,258.5 944.9,258.8 945.3,258.3" class="st1"></polyline>
<polyline points="942.6,258.7 943.1,258.8 943.4,258.7 943.6,257.8 943.8,257.8" class="st1"></polyline>
<polyline points="946.4,260.2 946,260.4 941.8,259.6" class="st1"></polyline>
<polyline points="968.2,305.2 968.1,304.3 967.8,303.4 967.5,302.7 967.2,302.1 966.8,301.5 966.2,301.3 952.1,298.4 
	951.5,298.3 950.9,298.5 950.3,299 949.8,299.4 949.2,300 948.7,300.9 948.2,301.8 947.8,303 947.5,304.1 947.2,305.3 947.1,306.5 
	947.2,307.7 947.3,308.7 947.5,309.6 947.8,310.3 948.1,310.9 948.6,311.5 949.1,311.8 963.2,314.6 963.8,314.7 964.4,314.5 
	965.1,314 965.6,313.6 966.1,313 966.7,312.2 966.8,311.9" class="st1"></polyline>
<polyline points="965.7,304.7 986.6,308.9 986.9,309.1 987.1,309.3 987.2,309.6 987.4,309.9 987.5,310.3 987.6,310.7 
	987.7,311.1 987.7,311.6 987.7,312.2 987.5,312.7 987.4,313.3 987.2,313.8 987,314.2 986.8,314.6 986.5,314.9 986,315.4 
	985.7,315.5 985.4,315.6 985.1,315.6 964.7,311.4" class="st1"></polyline>
<polyline points="934.8,282.7 935,282.4 935.1,281.9 935,281.5 934.9,281 934.6,280.5 934.3,280 933.9,279.6 
	933.4,279.2 932.9,278.8 932.3,278.6 931.8,278.4 931.3,278.4 930.7,278.4 930.3,278.5 929.9,278.8 929.7,279.1" class="st1"></polyline>
<line y2="672" x2="584.1" y1="670.9" x1="584.1" class="st0"></line>
<line y2="674.7" x2="584" y1="673.6" x1="584" class="st0"></line>
<polyline points="590.8,668.4 590.8,668.2 590.7,668 590.4,667.8 590,667.6 589.4,667.4 588.8,667.2 588.1,667.1 
	587.4,667 586.7,667 586,667 585.3,667.1 584.7,667.2 584.2,667.4 583.8,667.5 583.6,667.7 583.4,667.9" class="st0"></polyline>
<polyline points="570.7,663.6 570.7,663.7 570.6,664.3 570.5,664.8 570.5,665.3 570.6,665.8 570.8,666.3 571.1,666.7 
	571.4,667.1 571.8,667.4 572.2,667.6 584.1,670.9 585.4,671 586.8,670.9 588,670.9 589.3,670.8 590.4,670.6 591.5,670.5 
	592.5,670.2 593.4,669.9 594.2,669.6 594.8,669.3 595.3,668.9 595.6,668.6 595.8,668.2 595.9,667.8" class="st0"></polyline>
<polyline points="595.7,670.5 595.7,670.9 595.5,671.3 595.2,671.7 594.7,672 594,672.3 593.3,672.7 592.4,672.9 
	591.4,673.2 590.3,673.3 589.1,673.5 587.9,673.6 586.6,673.7 585.3,673.7 584,673.6 568.8,669.3" class="st0"></polyline>
<polyline points="568.6,671 568.4,670.9 568.4,670.8 568.4,670.6 568.4,669.5 568.4,669.3 568.5,669 568.6,668.9 
	568.8,668.8 571,668" class="st0"></polyline>
<polyline points="563.2,669.5 563.1,669.4 563,669.2 563,669" class="st0"></polyline>
<polyline points="560.7,667.9 560.9,668 561.4,668.4 561.9,668.6 562.4,668.9 563,669 568.4,670.6" class="st0"></polyline>
<polyline points="561.9,667.5 562.1,667.6 563,668 568.4,669.5" class="st0"></polyline>
<polyline points="569.5,663.2 569.6,662 569.6,660.8 569.4,659.7 569.1,658.5 568.7,657.4 568.1,656.3 567.4,655.3 
	566.6,654.5 565.8,653.8 564.9,653.2 564,652.8 563,652.6 562.1,652.5 561.2,652.6 560.3,652.9 559.5,653.4 558.8,654 558.2,654.8 
	558,655.2" class="st0"></polyline>
<line y2="647.1" x2="571.9" y1="647.3" x1="571.4" class="st0"></line>
<polyline points="573.5,646.8 574.1,646.8 574.7,646.8 575.2,646.9 575.8,647.1 576.4,647.3 577,647.6 577.5,647.9 
	578.1,648.3 578.6,648.7 579.1,649.2 579.6,649.6 580,650.2 580.5,650.7 580.9,651.4 581.2,652 581.5,652.6 581.8,653.3 582.1,654 
	582.3,654.7 582.5,655.5 582.6,656.2 582.7,656.9 582.7,657.6 582.7,658.3 582.7,659 582.6,659.7" class="st0"></polyline>
<line y2="660.4" x2="581.9" y1="664.3" x1="570.6" class="st0"></line>
<line y2="667.6" x2="572.2" y1="663.6" x1="583.6" class="st0"></line>
<polyline points="563.1,667.2 563.4,667.3 568.8,668.8" class="st0"></polyline>
<polyline points="569.6,665.1 563.4,667.3 563.3,667.4 563.1,667.5 563.1,667.7 563,668" class="st0"></polyline>
<polyline points="571.2,663.6 571.3,663 571.3,662.3 571.3,661.5 571.3,660.8 571.2,660.1 571.1,659.4 570.9,658.7 
	570.7,658 570.4,657.3 570.1,656.6 569.8,656 569.5,655.3 569.1,654.7 568.6,654.2 568.2,653.6 567.7,653.1 567.2,652.6 
	566.7,652.2 566.1,651.9 565.6,651.5 565,651.3 564.4,651 563.9,650.9 563.3,650.7 562.7,650.7 562.2,650.7 561.6,650.7 561,650.9 
	560.5,651" class="st0"></polyline>
<polyline points="559.1,654.9 559.5,654.3 560.1,653.8 560.8,653.3 561.7,653" class="st0"></polyline>
<polyline points="570.4,663.6 570.5,662.9 570.5,662.3 570.5,661.6 570.5,660.9 570.4,660.2 570.3,659.6 570.1,658.9 
	569.9,658.2 569.7,657.6 569.4,657 569.1,656.3 568.8,655.7 568.4,655.2 568,654.6 567.6,654.1 567.1,653.6 566.6,653.2 
	566.1,652.8 565.6,652.5 565.1,652.2 564.6,651.9 564.1,651.7 563.5,651.5 562.9,651.5 562.4,651.4 561.9,651.4 561.4,651.4 
	560.8,651.5 560.3,651.7 559.9,651.9 559.4,652.1 558.9,652.4 558.5,652.8 558.1,653.1 557.8,653.6 557.4,654 557.2,654.5 
	556.9,655.1 556.7,655.6" class="st0"></polyline>
<polyline points="578.2,648.3 577.7,647.9 577.1,647.6 576.6,647.3 576,647.1 575.4,646.9 574.8,646.8 574.3,646.8 
	573.7,646.7 573.5,646.8 573,646.8 572.4,646.9 571.9,647.1 560.5,651 560,651.2 559.5,651.5 559,651.8 558.9,651.9 558.5,652.3 
	558.1,652.6 557.7,653.1 557.3,653.6 557,654.1 556.7,654.7 556.5,655.3 556.4,655.7" class="st1"></polyline>
<polyline points="578.8,648.7 579.3,649.2 579.8,649.7 580.2,650.2 580.6,650.7 581,651.4 581.4,652 581.7,652.6 
	582,653.3 582.2,654 582.4,654.7 582.6,655.4 582.7,656.1 582.8,656.8 582.8,657.5 582.8,658.2 582.8,658.9 582.7,659.5 
	582.7,659.6 582.6,659.7 571.2,663.6 571,663.7 570.8,663.7 570.6,663.6 570.4,663.6 569.5,663.2 569.4,663.1 569.3,663 
	569.4,661.9 569.4,660.8 569.2,659.7 568.9,658.5 568.5,657.5 568,656.5 567.3,655.5 566.6,654.7 565.8,654.1 565,653.6 
	564.1,653.2 563.3,653 562.4,652.9 561.7,653" class="st1"></polyline>
<polyline points="569.8,663.3 569.7,663.8 569.6,664.5 569.6,665.3 569.8,666.1 570.1,666.8 570.5,667.4 571,668 
	571.5,668.4 572.1,668.6 584.1,672 585.4,672 586.7,672 588,672 589.2,671.9 590.4,671.7 591.5,671.5 592.5,671.3 593.3,671 
	594.1,670.7 594.8,670.4 595.2,670 595.6,669.7 595.8,669.3 595.8,668.9 595.9,667.8 595.8,667.4 595.5,667 583.6,663.6 
	583.2,663.4 582.8,663.1 582.4,662.8 582.2,662.3 582,661.9 581.9,661.4 581.9,660.8 581.9,660.4 582.1,659.9" class="st1"></polyline>
<polyline points="569.6,670.7 568.7,671 568.6,671 563.2,669.5 562.6,669.3 562,669 561.5,668.7 560.9,668.4 560.4,668 
	560.3,668" class="st1"></polyline>
<polyline points="571.5,668.4 568.8,669.3 568.7,670.4 584,674.7 585.3,674.8 586.6,674.8 587.9,674.7 589.1,674.6 
	590.3,674.4 591.3,674.2 592.3,674 593.2,673.7 594,673.5 594.6,673.1 595.1,672.7 595.5,672.4 595.7,672 595.7,671.6 595.7,670.5 
	595.7,670.1 595.5,669.8" class="st1"></polyline>
<polyline points="590.8,668.4 590.7,668.6 590.4,668.8 590,669 589.5,669.1 588.9,669.2 588.3,669.3 587.5,669.3 
	586.8,669.3 586.1,669.2 585.4,669.1 584.8,669 584.3,668.8 583.9,668.6 583.6,668.4 583.4,668.2 583.4,667.9" class="st1"></polyline>
<polyline points="590.4,668.9 589.9,668.6 589.4,668.5 588.8,668.3 588.1,668.2 587.4,668.1 586.6,668.1 585.9,668.1 
	585.3,668.2 584.7,668.3 584.1,668.4 583.8,668.6" class="st1"></polyline>
<polyline points="586.8,672 587.4,672 588.1,672 588.8,672 589.4,671.9 589.5,671.8" class="st1"></polyline>
<polyline points="124,677.1 124.6,677 125.1,677" class="st0"></polyline>
<polyline points="118.6,684.2 119,683.1 119.5,682.1" class="st0"></polyline>
<line y2="680.3" x2="120.5" y1="679.5" x1="121.1" class="st0"></line>
<polyline points="121.6,678.8 122.2,678.2 122.8,677.7" class="st0"></polyline>
<polyline points="126.6,682 126.3,681.5 126,681.1" class="st0"></polyline>
<line y2="685.4" x2="127.3" y1="684.6" x1="127.2" class="st0"></line>
<line y2="687" x2="127.3" y1="686.2" x1="127.3" class="st0"></line>
<polyline points="127.2,687.9 127.1,688.8 127,689.7" class="st0"></polyline>
<line y2="691.5" x2="126.6" y1="692.3" x1="126.4" class="st0"></line>
<polyline points="126.1,693.1 125.8,693.9 125.4,694.7 125.1,695.4 124.7,696 124.3,696.6" class="st0"></polyline>
<polyline points="123.8,697.1 123.4,697.5 123,697.9" class="st0"></polyline>
<polyline points="122.6,698.1 122.1,698.3 121.7,698.4 121.3,698.4" class="st0"></polyline>
<polyline points="118.7,700.6 118.3,700.1 118,699.4" class="st0"></polyline>
<line y2="697.1" x2="123.8" y1="696.6" x1="124.3" class="st0"></line>
<polyline points="118.6,684.2 118.2,685.3 117.9,686.5 117.6,687.7 117.3,688.9" class="st0"></polyline>
<polyline points="124.9,680.4 125.3,680.5 125.6,680.8 126,681.1" class="st0"></polyline>
<polyline points="124,677.1 123.4,677.4 122.8,677.7" class="st0"></polyline>
<polyline points="119.5,682.1 120,681.1 120.5,680.3" class="st0"></polyline>
<line y2="679.5" x2="121.1" y1="678.8" x1="121.6" class="st0"></line>
<line y2="677.1" x2="125.7" y1="677" x1="125.1" class="st0"></line>
<polyline points="124.1,700.1 123.5,700.6 122.9,700.9 122.4,701.1 121.8,701.3 121.3,701.3 120.8,701.2 120.3,701 
	119.8,700.6 119.4,700.2 119,699.7 118.7,699.1 118.4,698.3 118.1,697.5 117.9,696.6 117.8,695.7 117.7,694.7 117.7,693.6 
	117.7,692.5 117.8,691.3 117.9,690.2 118.1,689 118.3,687.9 118.6,686.7 118.9,685.6 119.3,684.5 119.7,683.5 120.1,682.5 
	120.6,681.6 121.1,680.8 121.7,680.1 122.2,679.4 122.8,678.8 123.3,678.4 123.9,678 124.5,677.8 125,677.7 125.5,677.7 126,677.7 
	126.6,677.9 127,678.3 127.4,678.7 127.8,679.2 128.1,679.9" class="st0"></polyline>
<polyline points="127.2,684.6 127.1,683.9 127,683.2 126.8,682.6 126.6,682" class="st0"></polyline>
<polyline points="126.6,691.5 126.8,690.6 127,689.7" class="st0"></polyline>
<line y2="686.2" x2="127.3" y1="685.4" x1="127.3" class="st0"></line>
<line y2="687" x2="127.3" y1="687.9" x1="127.2" class="st0"></line>
<polyline points="119.6,697.3 119.8,697.8 120.1,698.2 120.5,698.6 120.9,698.8 121.3,699 121.7,699.1 122.1,699.1 
	122.6,699 123,698.8 123.5,698.5 123.9,698.1 124.4,697.7 124.9,697.1 125.3,696.5 125.7,695.8 126.1,695.1 126.4,694.3 
	126.8,693.5 127.1,692.6 127.3,691.7 127.6,690.7 127.8,689.8 127.9,688.8 128,687.9 128.1,687 128.1,686.1 128.1,685.2 128,684.4 
	127.9,683.6 127.7,682.9 127.5,682.2 127.3,681.6 127,681.1 126.7,680.7 126.3,680.3 126,680.1 125.6,679.9 125.1,679.8 
	124.7,679.8 124.3,679.9 123.8,680.1 123.3,680.4 122.9,680.8" class="st0"></polyline>
<polyline points="118.7,700.6 119.2,701.1 119.6,701.4 120.1,701.6" class="st0"></polyline>
<line y2="697.9" x2="123" y1="698.1" x1="122.6" class="st0"></line>
<line y2="692.3" x2="126.4" y1="693.1" x1="126.1" class="st0"></line>
<line y2="698.3" x2="120.9" y1="698.4" x1="121.3" class="st0"></line>
<polyline points="118,699.4 117.7,698.6 117.4,697.8 117.2,696.9 117,695.8" class="st0"></polyline>
<polyline points="117.3,688.9 117.1,690.1 117,691.3 116.9,692.5 116.9,693.7 116.9,694.8 117,695.8" class="st0"></polyline>
<line y2="673.5" x2="99.1" y1="674.1" x1="98.5" class="st0"></line>
<polyline points="96.4,677.4 95.9,678.4 95.5,679.5" class="st0"></polyline>
<polyline points="96.4,677.4 96.9,676.4 97.4,675.6 98,674.8 98.5,674.1" class="st0"></polyline>
<polyline points="95.5,679.5 95.1,680.6 94.7,681.8 94.4,683 94.2,684.2" class="st0"></polyline>
<polyline points="94.8,694.7 94.5,693.9 94.2,693.1 94,692.1 93.9,691.1" class="st0"></polyline>
<polyline points="93.9,691.1 93.8,690.1 93.8,688.9 93.8,687.8 93.9,686.6 94,685.4 94.2,684.2" class="st0"></polyline>
<polyline points="115.3,675 125.7,677.1 126.2,677.3 126.7,677.7 127.1,678.1 127.5,678.6 127.9,679.3 128.1,679.9 
	128.5,680.6 128.7,681.4 128.9,682.3 129,683.2 129.1,684.3 129.2,685.3 129.1,686.4 129.1,687.6 128.9,688.7 128.8,689.9 
	128.5,691 128.3,692.2 127.9,693.3 127.5,694.4 127.1,695.4 126.7,696.4 126.2,697.3 125.7,698.1 125.2,698.9 124.6,699.5 
	124.1,700.1 123.6,700.5 123,701 122.4,701.3 121.8,701.6 121.3,701.7 120.7,701.7 120.1,701.6 97,696.9 96.5,696.7 96,696.3 
	95.6,695.9 95.2,695.3 94.8,694.7 94.5,694.1 94.2,693.4 94,692.6 93.8,691.7 93.6,690.7 93.6,689.7 93.5,688.6 93.6,687.5 
	93.6,686.4 93.8,685.2 93.9,684.1 94.2,682.9 94.5,681.8 94.8,680.7 95.1,679.6 95.6,678.6 96,677.6 96.5,676.7 97,675.9 
	97.5,675.1 98.1,674.4 98.6,673.9 99.1,673.5 99.5,673.1" class="st1"></polyline>
<polyline points="119.6,697.3 119.3,696.7 119.1,696 119,695.3 118.8,694.5 118.8,693.7 118.7,692.8 118.8,691.9 
	118.8,691 118.9,690 119.1,689.1 119.3,688.2 119.5,687.2 119.7,686.3 120.1,685.4 120.4,684.6 120.8,683.8 121.2,683.1 
	121.6,682.4 122,681.8 122.4,681.3 122.9,680.8" class="st1"></polyline>
<polyline points="122.8,680.9 122.8,680.9 123.3,680.6 123.7,680.4 124.1,680.3 124.5,680.3 124.9,680.4" class="st1"></polyline>
<polyline points="119.5,697.1 119.6,697.2 119.8,697.6 120.2,697.9 120.5,698.2 120.9,698.3" class="st1"></polyline>
<polyline points="115.7,635.4 115.2,635.8 114.7,636 114.3,635.9 113.9,635.7 113.5,635.3 113.2,634.7 113,634 
	112.9,633.1 112.9,632.2 113,631.2 113.2,630.2 113.5,629.2 113.8,628.3 114.2,627.5 114.6,626.9 115.1,626.3 115.6,626 
	116.1,625.8 116.5,625.9 116.9,626.1 117.3,626.5" class="st0"></polyline>
<polyline points="113.6,636.3 113.2,636.1 112.8,635.6 112.5,635 112.3,634.2 112.2,633.3 112.2,632.2 112.3,631.1 
	112.5,630 112.7,629 113.1,628 113.6,627.1 114.1,626.3 114.6,625.7 115.1,625.3 115.6,625.2 116.1,625.2" class="st0"></polyline>
<line y2="630.5" x2="81.3" y1="630.8" x1="81.5" class="st0"></line>
<polyline points="81.6,631 81.4,630.5 81.2,630 81.1,629.4 81,628.8" class="st0"></polyline>
<line y2="622.8" x2="81.5" y1="623.5" x1="81.3" class="st0"></line>
<line y2="617.5" x2="84.3" y1="617.9" x1="83.9" class="st0"></line>
<polyline points="82,621.3 82.2,620.6 82.5,620" class="st0"></polyline>
<polyline points="81,628.8 80.9,628.1 80.9,627.4 80.9,626.6 80.9,625.9 81,625.1 81.1,624.3" class="st0"></polyline>
<polyline points="64.1,622.9 64,622.3 64,621.6 64,620.8" class="st0"></polyline>
<polyline points="63.9,622 63.9,621.4 63.9,620.9 64,620.4 64,619.9 64.2,619.4" class="st0"></polyline>
<line y2="617.9" x2="83.8" y1="617.6" x1="84.1" class="st0"></line>
<polyline points="83.9,617.9 83.6,618.3 83.2,618.8 82.9,619.4 82.5,620" class="st0"></polyline>
<polyline points="77,624.5 77,624.2 77,623.4 77.1,622.6 77.4,621.8 77.6,621.1" class="st0"></polyline>
<polyline points="76,624.4 76,623.9 76,623.4 76,622.9 76.1,622.4 76.3,621.9 76.4,621.5 76.6,621.1 76.7,620.7" class="st0"></polyline>
<polyline points="76.6,621 76.4,621.4 76.3,621.8 76.1,622.2 76,622.7 76,623.2 76,623.7 76,624.1" class="st0"></polyline>
<polyline points="75.7,620.6 75.4,621.2 75.2,622 75,622.9 75,623.8 75,624.6" class="st0"></polyline>
<polyline points="73.6,620.3 73.4,620.9 73.2,621.6 73,622.3 72.9,623 72.9,623.8" class="st0"></polyline>
<polyline points="77.1,619.6 76.8,619.6 76.5,619.7 76.2,620.1 75.9,620.5 75.6,621 75.4,621.7 75.3,622.2 75.2,622.8 
	75.1,623.3 75.1,623.9 75.1,624.4 75.2,625 75.4,625.4 75.5,625.8 75.8,626.2 76.2,626.4" class="st0"></polyline>
<polyline points="76.2,625.6 76.2,625.6 76,625.4 75.9,625.1 75.8,624.8 75.7,624.4 75.7,624 75.7,623.7 75.7,623.2 
	75.8,622.7 75.8,622.2 76,621.8 76.1,621.4 76.3,621 76.5,620.7 76.7,620.4 76.9,620.2 77.1,620.2" class="st0"></polyline>
<polyline points="73.5,620.6 73.2,621.2 73.1,621.9 72.9,622.6 72.9,623.3" class="st0"></polyline>
<polyline points="71.2,624.6 70.9,624.2 70.7,623.7 70.7,623 70.7,622.3 70.7,621.6 70.8,621.1 71,620.7 71.1,620.3 
	71.3,619.9 71.5,619.6 71.7,619.4 71.9,619.2 72.1,619.1" class="st0"></polyline>
<polyline points="69,617.9 68.7,618 68.4,618.2 68.1,618.5 67.8,619 67.5,619.5 67.3,620.2 67.2,620.9 67.1,621.4 
	67.1,621.9 67.1,622.4 67.1,622.8 67.2,623.3 67.3,623.7 67.4,624 67.6,624.3 67.8,624.5 68,624.7 68.2,624.8" class="st0"></polyline>
<polyline points="68.1,617.7 67.8,617.7 67.4,617.9 67,618.3 66.7,618.8 66.5,619.4 66.3,620.1 66.1,620.8 66.1,621.5 
	66.1,622.2 66.1,622.9 66.3,623.5 66.4,623.8 66.6,624.1 66.9,624.4 67.1,624.5 67.4,624.6" class="st0"></polyline>
<polyline points="65,622.5 64.9,621.7 65,620.8 65.1,620 65.4,619.2 65.7,618.5" class="st0"></polyline>
<polyline points="64.9,621.8 64.9,621.4 64.9,620.9 65,620.4 65.1,619.9 65.2,619.5 65.4,619" class="st0"></polyline>
<polyline points="70.1,618.7 70,618.7 69.8,618.9 69.6,619.1 69.4,619.3 69.2,619.6 69,620 68.9,620.4 68.8,621 
	68.7,621.6 68.6,622.2 68.7,622.7 68.7,623.3 68.9,623.7 69.1,624.1 69.2,624.2" class="st0"></polyline>
<polyline points="71.5,620.1 71.3,620.6 71.1,621.1 71,621.6 71,622 70.9,622.4 70.9,622.8" class="st0"></polyline>
<polyline points="71.7,619.7 71.5,620 71.4,620.4 71.2,620.9 71.1,621.4 71,621.9 71,622.4 70.9,622.9 70.9,623.4" class="st0"></polyline>
<polyline points="67.9,622.3 67.9,621.7 68,621.1 68.1,620.5 68.3,620 68.5,619.5" class="st0"></polyline>
<polyline points="72.2,618.5 71.9,618.5 71.6,618.7 71.2,618.9 70.9,619.4 70.6,620.1 70.3,620.9 70.1,621.7 
	70.1,622.6 70.1,623.4 70.3,624.1 70.5,624.7 70.8,625.2 71.2,625.4" class="st0"></polyline>
<polyline points="75,624 74.9,623.7 74.9,623.3 75,622.8 75,622.4 75.1,622 75.2,621.6 75.4,621.2 75.5,620.9" class="st0"></polyline>
<polyline points="68.2,624 67.9,623.7 67.8,623.2 67.7,622.7 67.6,622.2 67.6,621.6 67.7,621 67.8,620.4 68,619.9 
	68.2,619.5 68.4,619.1 68.6,618.9 68.8,618.7 69,618.6 69.1,618.5" class="st0"></polyline>
<polyline points="71.9,623.2 71.9,622.5 72,621.7 72.2,621 72.4,620.4" class="st0"></polyline>
<polyline points="76.1,620 76,620 75.8,620.2 75.5,620.4 75.2,620.8 75,621.3 74.9,621.9 74.8,622.4 74.7,623.1 
	74.7,623.5 74.7,624 74.8,624.4 74.8,624.8 75,625.1 75.2,625.4 75.2,625.4" class="st0"></polyline>
<line y2="623.5" x2="81.3" y1="624.3" x1="81.1" class="st0"></line>
<polyline points="81.5,622.8 81.7,622 82,621.3" class="st0"></polyline>
<polyline points="77.2,625.8 77.1,625.7 77,625.5 76.9,625.2 76.8,624.9 76.7,624.6 76.7,624.2 76.7,623.8 76.7,623.3 
	76.7,622.9 76.8,622.5 76.9,622.1 77.1,621.8 77.2,621.4 77.3,621.1 77.5,620.8 77.8,620.6 78,620.4 78.1,620.4" class="st0"></polyline>
<polyline points="77.3,626.6 77.1,626.5 76.9,626.4 76.7,626.2 76.5,625.9 76.4,625.6 76.2,625.2 76.2,624.8 
	76.1,624.3 76.1,623.8 76.2,623.3 76.2,622.8 76.3,622.3 76.5,621.8 76.6,621.3 76.9,620.8 77.1,620.4 77.3,620.1 77.6,619.9 
	77.8,619.8 78.1,619.7" class="st0"></polyline>
<polyline points="74.6,620.5 74.4,621 74.3,621.4 74.1,621.9 74.1,622.4 74,622.9 73.9,623.4 74,623.9" class="st0"></polyline>
<polyline points="74.2,625.2 74.1,625.1 73.9,624.7 73.8,624.2 73.7,623.8 73.7,623.4 73.7,622.9 73.7,622.4 73.8,622 
	73.9,621.5 74.1,621.1 74.2,620.7 74.5,620.3 74.7,620 75,619.8 75.1,619.8" class="st0"></polyline>
<polyline points="73.9,623.2 74,622.5 74.1,621.8 74.3,621.1 74.6,620.6" class="st0"></polyline>
<line y2="626.5" x2="77" y1="626.6" x1="77.2" class="st0"></line>
<polyline points="75,619.1 74.7,619.2 74.3,619.5 74.1,619.9 73.8,620.3 73.5,620.9 73.3,621.6 73.2,622.3 73.1,623 
	73.1,623.7 73.1,624.2 73.3,624.7 73.4,625.1 73.6,625.5 73.8,625.7 74.1,625.9 74.3,626" class="st0"></polyline>
<polyline points="77,624.4 76.9,623.8 77,623.4 77,622.9 77.1,622.5 77.2,622.1 77.3,621.8 77.5,621.4" class="st0"></polyline>
<polyline points="70.7,619.5 70.4,620.2 70.1,621 70,621.9 69.9,622.7 70,623.5" class="st0"></polyline>
<polyline points="74.1,619.6 74,619.6 73.8,619.7 73.5,620 73.3,620.4 73.1,620.8 72.9,621.4 72.8,621.9 72.7,622.5 
	72.6,623.2 72.7,623.7 72.8,624.3 73,624.8 73.2,625" class="st0"></polyline>
<polyline points="66.2,623.6 66.1,623.5 65.9,623.1 65.7,622.8 65.7,622.5 65.6,622.1 65.6,621.7 65.6,621.3 
	65.7,620.8 65.7,620.4 65.8,620 65.9,619.7 66.1,619.3 66.2,619 66.4,618.7 66.5,618.5 66.7,618.3 66.9,618.2 67.1,618.1" class="st0"></polyline>
<polyline points="69.9,622.9 69.9,622.4 69.9,622 70,621.5 70.1,620.8 70.4,620.2" class="st0"></polyline>
<polyline points="66.3,624.3 65.9,624.2 65.7,624 65.4,623.6 65.2,623.1 65.1,622.5 65,621.8 65.1,621.3 65.1,620.8 
	65.2,620.3 65.3,619.9 65.4,619.4 65.6,618.9 65.8,618.5 66,618.2 66.2,617.9 66.4,617.7 66.6,617.6 66.9,617.5 67.1,617.5" class="st0"></polyline>
<polyline points="67.7,618.8 67.5,619.4 67.2,620 67.1,620.7 66.9,621.4 66.9,622.1 66.9,622.8" class="st0"></polyline>
<polyline points="65.4,617.7 65.2,617.8 65,618.1 64.8,618.4 64.6,618.7 64.5,619.1 64.3,619.6 64.2,620 64,620.8" class="st0"></polyline>
<polyline points="65.9,621.8 65.9,621.2 66,620.6 66.1,620.1 66.2,619.6 66.4,619.2 66.6,618.9" class="st0"></polyline>
<polyline points="65.9,622 65.9,621.3 66,620.6 66.1,620.1 66.3,619.7 66.4,619.2 66.6,618.8" class="st0"></polyline>
<polyline points="70.1,618.1 69.9,618.1 69.6,618.2 69.4,618.4 69.2,618.6 68.8,619.2 68.5,619.9 68.3,620.7 
	68.1,621.6 68.1,622.4 68.1,623.2 68.3,623.9 68.5,624.4 68.8,624.8 69.2,624.9" class="st0"></polyline>
<polyline points="67.4,619.4 67.3,619.7 67.2,620.1 67.1,620.5 67,620.9 66.9,621.3 66.9,621.7 66.9,622.1" class="st0"></polyline>
<polyline points="71.1,618.9 70.7,619.1 70.4,619.5 70.2,619.9 70,620.3 69.8,620.9 69.7,621.5 69.6,622.1 69.6,622.7 
	69.7,623.2 69.8,623.7 69.9,624 70.1,624.2 70.2,624.4" class="st0"></polyline>
<polyline points="70.2,625.2 70,625.1 69.7,624.9 69.5,624.7 69.4,624.4 69.3,624 69.2,623.6 69.1,623.2 69.1,622.7 
	69.1,622.2 69.1,621.7 69.2,621.2 69.3,620.7 69.4,620.2 69.6,619.8 69.8,619.4 70,619.1 70.2,618.8 70.4,618.6 70.6,618.4 
	70.9,618.3 71.1,618.3" class="st0"></polyline>
<polyline points="65.2,623.4 65,623.1 64.8,622.6 64.6,622 64.6,621.3 64.6,620.6 64.8,619.9 65,619.3 65.2,618.9 
	65.4,618.5 65.6,618.2 65.9,618 66,617.9" class="st0"></polyline>
<polyline points="68.9,622.3 68.9,621.7 69,621.1 69.2,620.6 69.3,620" class="st0"></polyline>
<line y2="617.7" x2="67.9" y1="617.7" x1="68" class="st0"></line>
<polyline points="68.9,622.8 68.9,622.3 69,621.8 69,621.3 69.1,620.8 69.2,620.4 69.4,619.9 69.6,619.5" class="st0"></polyline>
<polyline points="73.1,619.4 72.9,619.4 72.8,619.5 72.6,619.7 72.4,619.9 72.2,620.2 72.1,620.6 72,620.9 71.8,621.3 
	71.8,621.7 71.7,622.1 71.6,622.5 71.6,623 71.7,623.4 71.7,623.7 71.8,624.1 71.9,624.4 72,624.6 72.2,624.8" class="st0"></polyline>
<polyline points="72.3,625.6 72,625.5 71.8,625.4 71.6,625.2 71.4,624.9 71.3,624.5 71.2,624.1 71.1,623.7 71.1,623.3 
	71.1,622.7 71.1,622.3 71.2,621.8 71.3,621.3 71.4,620.7 71.6,620.2 71.8,619.8 72.1,619.4 72.3,619.1 72.6,618.9 72.8,618.7 
	73,618.7" class="st0"></polyline>
<polyline points="72.7,619.9 72.5,620.4 72.2,621.1 72.1,621.8 72,622.5 71.9,623.2 72,623.8" class="st0"></polyline>
<line y2="619.3" x2="76.1" y1="619.3" x1="75.9" class="st0"></line>
<polyline points="75.5,626.2 75.1,626.1 74.8,625.9 74.5,625.6 74.3,625.2 74.2,624.6 74.1,624 74.1,623.3 74.1,622.7 
	74.2,622.3 74.3,621.8 74.5,621.3 74.6,620.8 74.8,620.4 75,620.1 75.2,619.8 75.4,619.6 75.6,619.4 75.9,619.3 76.1,619.3" class="st0"></polyline>
<line y2="625.5" x2="72.2" y1="625.5" x1="72" class="st0"></line>
<polyline points="74.3,619 74,618.9 73.6,619.1 73.2,619.4 72.9,619.9 72.6,620.4 72.4,621.1 72.2,621.8 72.1,622.5 
	72.1,623.2 72.1,623.9 72.2,624.5 72.4,625 72.7,625.5 73.1,625.7 73.5,625.8" class="st0"></polyline>
<line y2="618.3" x2="71.1" y1="618.3" x1="70.9" class="st0"></line>
<polyline points="67.9,622.7 67.9,622.2 67.9,621.7 68,621.2 68.1,620.7 68.2,620.2 68.4,619.7 68.6,619.2" class="st0"></polyline>
<polyline points="64.2,620 64.1,620.9 64,621.8 64.1,622.5 64.3,623.2 64.6,623.7 64.9,624 65.3,624.1" class="st0"></polyline>
<line y2="623.2" x2="64.2" y1="623.1" x1="64.1" class="st0"></line>
<line y2="624.9" x2="69.2" y1="624.9" x1="68.9" class="st0"></line>
<polyline points="68,618.3 67.9,618.4 67.6,618.6 67.4,618.9 67.1,619.3 67,619.7 66.8,620.2 66.7,620.6 66.7,621.1 
	66.6,621.6 66.6,622 66.7,622.5 66.7,622.9 66.9,623.4 67.2,623.8" class="st0"></polyline>
<polyline points="64.1,619.5 64.1,619.7 63.9,620.6 63.9,621.4" class="st0"></polyline>
<polyline points="64.2,623.2 64.1,623.1 63.9,622.8 63.8,622.4 63.7,621.9 63.7,621.3 63.8,620.7 63.9,620.1 
	64.1,619.5 64.3,619 64.6,618.4 65,618 65.4,617.7 65.7,617.5 65.9,617.4 66.1,617.5 66.3,617.5 66.3,617.6" class="st1"></polyline>
<polyline points="69.3,620 69.6,619.5 69.8,619.1 70,618.8 70.2,618.6 70.4,618.4 70.6,618.3 70.9,618.3 71.1,618.3 
	71.2,618.4 71.4,618.5 71.5,618.6" class="st1"></polyline>
<polyline points="74.6,620.6 74.6,620.5 74.8,620.2 75,619.9 75.2,619.6 75.4,619.5 75.6,619.3 75.9,619.3 76.1,619.3 
	76.3,619.4 76.4,619.5 76.5,619.6" class="st1"></polyline>
<polyline points="73.5,620.6 73.6,620.3 73.9,619.8 74.2,619.4 74.5,619.2 74.8,619.1 75,619.1 75.4,619.3 75.5,619.4" class="st1"></polyline>
<polyline points="77.5,621.4 77.6,621.1 78,620.6 78.3,620.2 78.7,620 79,619.9 82,620.6" class="st1"></polyline>
<polyline points="77,624.5 77.1,625.3 77.3,625.9 77.5,626.4 77.9,626.7 80.7,627.3" class="st1"></polyline>
<polyline points="76,624.1 76,624.4 76,624.9 76.1,625.3 76.2,625.6 76.4,626 76.5,626.2 76.8,626.4 77,626.5 
	77.3,626.6 77.6,626.6 77.7,626.5" class="st1"></polyline>
<polyline points="75.2,626.2 75.5,626.2 75.7,626.1" class="st1"></polyline>
<polyline points="73.9,623.2 74,623.9 74,624.3 74.1,624.8 74.2,625.2 74.3,625.5 74.5,625.7 74.7,625.9 74.9,626.1" class="st1"></polyline>
<polyline points="72.9,623.3 72.9,623.8 73.1,624.6 73.3,625.2 73.6,625.7 73.8,625.8 74,625.9 74.3,626 74.6,626 
	74.7,625.9" class="st1"></polyline>
<polyline points="76.7,626.3 76.7,626.4 76.2,626.4 76.2,626.4 75.8,626.2 75.4,625.8 75.2,625.3 75,624.6 75,624" class="st1"></polyline>
<polyline points="76.7,620.7 77.1,620.2 77.5,619.8 77.9,619.7 78.1,619.7 78.3,619.9 78.5,620.1" class="st1"></polyline>
<polyline points="75.5,620.9 75.7,620.6 76.1,620 76.4,619.7 76.7,619.5 77,619.5 77.1,619.6 77.4,619.7 77.5,619.8" class="st1"></polyline>
<polyline points="74.5,619.2 74.5,619.2 74.3,619 74,618.9 73.8,618.9 73.5,619 73.3,619.2 73,619.4 72.7,619.9 
	72.4,620.4" class="st1"></polyline>
<polyline points="69.5,618.2 69.4,618.2 69.3,618 69,617.9 69,617.9 68.7,617.9 68.5,618 68.2,618.1 68,618.4 
	67.7,618.8 67.4,619.4" class="st1"></polyline>
<polyline points="66.7,624.3 66.3,624.3 65.9,624.3 65.7,624.1 65.5,623.9 65.3,623.6 65.1,623.2 65,622.5 64.9,621.8" class="st1"></polyline>
<polyline points="65.4,619 65.7,618.5 66,618 66.4,617.6 66.7,617.5 67,617.5 67.1,617.5 67.3,617.6 67.4,617.7 
	67.5,617.8" class="st1"></polyline>
<polyline points="72.5,618.8 72.4,618.7 72.2,618.5 72,618.5 71.7,618.5 71.4,618.6 71.1,619 70.7,619.5 70.4,620.2" class="st1"></polyline>
<polyline points="72.7,625.5 72.5,625.6 72.3,625.6 72,625.5 71.7,625.4 71.5,625.2 71.4,624.9 71.2,624.6 71.1,624.2 
	71,623.8 70.9,623.4 70.9,622.8" class="st1"></polyline>
<line y2="624.6" x2="67.4" y1="624.5" x1="67.7" class="st1"></line>
<polyline points="66.9,622.1 66.9,622.8 67.1,623.4 67.3,624 67.6,624.5 68,624.7 68.2,624.8 68.5,624.8 68.7,624.7" class="st1"></polyline>
<polyline points="73,625.7 72.6,625.5 72.3,625.1 72.1,624.5 72,623.8 71.9,623.2" class="st1"></polyline>
<polyline points="71.7,625.3 71.6,625.4 71.2,625.4 71.1,625.3 70.7,625.2 70.4,624.8 70.1,624.2 70,623.5 69.9,622.9" class="st1"></polyline>
<polyline points="67.1,624.5 66.8,624.4 66.5,624.2 66.3,623.8 66.1,623.3 65.9,622.7 65.9,621.8" class="st1"></polyline>
<polyline points="64.1,619.7 64.2,619.4 64.3,619" class="st1"></polyline>
<polyline points="66.4,619.2 66.6,618.8 66.8,618.5 67,618.2 67.2,618 67.5,617.8 67.6,617.7 67.9,617.7 68.1,617.7 
	68.4,617.9 68.5,618" class="st1"></polyline>
<polyline points="73.5,619 73.3,618.8 73,618.7 72.8,618.7 72.5,618.8 72.1,619.1 71.7,619.7" class="st1"></polyline>
<polyline points="70.7,625.1 70.5,625.2 70.2,625.2 70.1,625.1 69.9,625.1 69.7,624.9 69.5,624.7 69.3,624.4 
	69.2,624.1 69,623.7 69,623.3 68.9,622.8 68.9,622.3" class="st1"></polyline>
<polyline points="65.6,624.1 65.3,624.1 65.1,624.1 64.8,624 64.6,623.9 64.4,623.6 64.2,623.3 64.1,622.9 64,622.5 
	63.9,622 63.9,621.4" class="st1"></polyline>
<polyline points="69.7,624.9 69.5,625 69.2,624.9 68.9,624.9 68.7,624.7 68.5,624.5 68.3,624.2 68.2,623.9 68,623.5 
	68,623.1 67.9,622.7 67.9,622.3" class="st1"></polyline>
<polyline points="68.5,619.5 68.6,619.2 68.9,618.7 69.2,618.3 69.5,618.2 69.9,618.1 70.1,618.1 70.3,618.2 
	70.5,618.4" class="st1"></polyline>
<line y2="625.8" x2="73.5" y1="625.7" x1="73.7" class="st1"></line>
<polyline points="99.4,635.8 83,632.4 82.6,632.3 82.3,632.1 82,631.8 81.8,631.4 81.6,631 81.3,630.5 81.1,630 
	80.9,629.5 80.8,629 80.7,628.4 80.7,627.7 80.7,627.1 80.7,626.4 80.7,625.7 80.8,625 80.9,624.2 81.1,623.5 81.2,622.8 
	81.4,622.1 81.7,621.5 81.9,620.8 82.2,620.2 82.5,619.7 82.8,619.1 83.1,618.7 83.5,618.3 83.8,617.9 84.3,617.5 84.7,617.2 
	85,617 85.4,616.8 85.8,616.7 86.1,616.7 86.5,616.8 100.7,619.7" class="st1"></polyline>
<polyline points="113.3,624.6 116.1,625.2 116.6,625.5 117,625.9 117.3,626.5 117.5,627.1 117.7,627.8 117.9,628.7 
	117.9,629.6 117.8,630.6 117.6,631.6 117.3,632.5 117,633.4 116.6,634.3 116.1,634.9 115.7,635.4 115.2,635.8 114.6,636.2 
	114.1,636.4 113.6,636.3 110.9,635.8" class="st1"></polyline>
<line y2="670.3" x2="151.8" y1="670.3" x1="153.3" class="st0"></line>
<polyline points="139.5,730.7 139.1,730.6 137.8,729.6 137.3,729.4" class="st0"></polyline>
<polyline points="136.5,691.6 136.8,692.4 137.3,692.9 137.9,692.8 138.5,692.2 139.1,691.2 139.5,690 139.6,688.7 
	139.6,687.5 139.3,686.6 138.8,686.2 138.2,686.3 137.5,686.9" class="st0"></polyline>
<polygon points="137.4,693.3 138,693.2 138.7,692.6 139.4,691.5 139.8,690.1 140,688.6 139.9,687.3 139.6,686.3 
	139,685.8 138.3,685.9 137.6,686.6 137,687.7 136.6,689.1 136.4,690.5 136.4,691.9 136.8,692.8" class="st0"></polygon>
<line y2="729.4" x2="137.1" y1="729.6" x1="137.8" class="st0"></line>
<line y2="730.1" x2="136.2" y1="730.6" x1="139.1" class="st0"></line>
<line y2="654.8" x2="158.4" y1="651.6" x1="158.4" class="st0"></line>
<line y2="665.7" x2="140.8" y1="669" x1="140.8" class="st0"></line>
<polyline points="139.5,669.3 139.3,669.6 138.8,671 138.7,672.5 138.7,673.8 139.1,674.8 139.6,675.3 140.3,675.2 
	141,674.6 141.7,673.4 142.1,672 142.3,670.6 142.2,669.3 141.9,668.3 141.3,667.8 141,667.8" class="st0"></polyline>
<polyline points="141,668.2 141.5,668.6 141.9,669.5 141.9,670.6 141.7,672 141.3,673.2 140.8,674.2 140.2,674.8 
	139.6,674.8 139.1,674.4 138.7,673.5" class="st0"></polyline>
<line y2="666.8" x2="141.2" y1="663.6" x1="141.2" class="st0"></line>
<polyline points="135.7,664.7 136.8,664.3 138,663.6 140.9,664.1" class="st0"></polyline>
<polyline points="157,650.4 138,663.6 136.1,663.6 134.9,664.2" class="st0"></polyline>
<polyline points="132.6,707.8 132.9,708.7 133.4,709.1 134,709 134.6,708.4 135.2,707.5 135.6,706.2 135.7,704.9 
	135.7,703.7 135.4,702.9 134.9,702.5 134.3,702.5 133.6,703.1" class="st0"></polyline>
<polygon points="133.4,709.5 134.1,709.5 134.8,708.8 135.5,707.7 135.9,706.3 136.1,704.8 136,703.5 135.7,702.5 
	135.1,702.1 134.4,702.1 133.7,702.8 133.1,703.9 132.6,705.3 132.4,706.8 132.5,708.1 132.9,709.1" class="st0"></polygon>
<line y2="574" x2="129.7" y1="572.9" x1="131.3" class="st0"></line>
<polyline points="158.7,651.3 158.4,651.6 141.2,663.6 140.9,664" class="st0"></polyline>
<polyline points="138.6,666 140.8,665.7 141,665.5" class="st0"></polyline>
<polyline points="129.6,573.3 129.7,574 129.8,637.5 129.7,640.5 129.4,648.5 129.3,650.9 129.4,653.4 129.6,655.7 
	129.9,657.9 130.3,659.9 130.8,661.8 131.5,663.5 132.2,665 133,666.3 134,667.4 134.9,668.2 136,668.9 137.1,669.3" class="st0"></polyline>
<polyline points="129.4,751.6 129.2,751.3 128.2,749.5 127.7,749" class="st0"></polyline>
<polyline points="127.1,722.9 127.4,723.8 127.9,724.2 128.5,724.2 129.2,723.6 129.7,722.6 130.1,721.4 130.3,720.1 
	130.2,718.9 129.9,718 129.4,717.6 128.8,717.7 128.2,718.2" class="st0"></polyline>
<polygon points="128,724.7 128.7,724.6 129.4,723.9 130,722.8 130.5,721.4 130.7,720 130.6,718.7 130.2,717.7 
	129.7,717.2 129,717.3 128.3,717.9 127.7,719 127.2,720.4 127,721.9 127.1,723.2 127.4,724.2" class="st0"></polygon>
<line y2="703.5" x2="126.7" y1="703.1" x1="127.2" class="st0"></line>
<polyline points="127.5,697 127,697.2 126.6,697.5 126.2,698.1" class="st0"></polyline>
<line y2="749.2" x2="126.6" y1="749.5" x1="128.2" class="st0"></line>
<line y2="750.7" x2="126.2" y1="751.3" x1="129.2" class="st0"></line>
<line y2="698.9" x2="125.8" y1="698.2" x1="126.1" class="st0"></line>
<polyline points="127.5,697 127.9,697.3 128.2,697.8 128.4,698.6 128.4,699.5 128.3,700.5 128,701.5 127.7,702.4 
	127.2,703.1 126.8,703.4" class="st0"></polyline>
<polyline points="127.4,699.2 127.3,700 127.1,700.8 126.8,701.6" class="st0"></polyline>
<polyline points="127.4,698.7 127.4,699.1 127.2,700.2 126.9,701.3 126.5,702.1" class="st0"></polyline>
<polyline points="127.5,697 127.8,697.3 128.1,697.8 128.2,698.5 128.2,699.4 128,700.4 127.7,701.3 127.3,702.2 
	126.8,702.9 126.1,703.4" class="st0"></polyline>
<polyline points="126.2,698.3 126.2,698.4 126.1,699.3 125.9,700.2" class="st0"></polyline>
<polyline points="127.2,697.4 127.5,697.7 127.7,698.1 127.7,698.8 127.7,699.6 127.4,700.8 126.9,701.9 126.3,702.7 
	125.8,703.1" class="st0"></polyline>
<polyline points="126.8,697.5 126.9,698.5 126.8,699.8 126.4,701.2 125.9,702.2 125.6,702.6" class="st0"></polyline>
<polyline points="126.4,697.9 126.5,698.4 126.4,699.5 126.1,700.7 125.7,701.6 125.4,702.1" class="st0"></polyline>
<polyline points="124.6,676.9 124.5,676.6 123.7,675.8" class="st0"></polyline>
<polyline points="129.8,637.5 124.7,636.5 123.9,636.4 123,636.4 122.2,636.6 121.6,636.8" class="st0"></polyline>
<polyline points="129.7,640.5 124.7,639.5 123.8,639.4 123,639.4 122.2,639.4 121.6,639.6" class="st0"></polyline>
<polyline points="129.4,648.5 124.3,647.4 123.5,647.3 122.6,647.3 121.8,647.4 121.3,647.6" class="st0"></polyline>
<polyline points="124.7,575.9 124.7,636.5 124.7,639.5 124.3,647.4 124.3,650.2 124.4,652.9 124.7,655.4 125.1,657.8 
	125.6,660 126.2,661.9 127,663.7 127.9,665.1 128.9,666.4 130.1,667.3 131.3,668 132.5,668.3" class="st0"></polyline>
<polyline points="121.5,577.6 121.6,636.8 121.6,639.6 121.3,647.6 121.2,650.6 121.3,653.5 121.6,656.2 122,658.8 
	122.6,661.1 123.3,663.3 124.1,665.1 125.1,666.7 126.2,668.1 127.4,669.1 128.7,669.8 130.1,670.2 131.5,670.2 133,669.9 
	134.5,669.3 135.3,668.9" class="st0"></polyline>
<line y2="707.5" x2="114.9" y1="708.1" x1="117.9" class="st0"></line>
<polyline points="120.5,701.7 120.5,702 119.2,705.1 117.9,708.1 117.1,709.6 116.1,710.6 115.1,711.1 114.2,710.9" class="st0"></polyline>
<line y2="610.1" x2="114.1" y1="610.8" x1="117.1" class="st0"></line>
<line y2="735.5" x2="120" y1="733.6" x1="121.6" class="st0"></line>
<line y2="731.9" x2="121.6" y1="730" x1="123.2" class="st0"></line>
<polyline points="122,737.7 122.4,737 122.8,735.7 122.9,734.4 122.9,733.2 122.6,732.4 122.4,732.2" class="st0"></polyline>
<line y2="736.4" x2="119.9" y1="734.5" x1="121.5" class="st0"></line>
<line y2="732.8" x2="121.5" y1="730.9" x1="123.1" class="st0"></line>
<polyline points="122,738.3 122.7,737.2 123.1,735.8 123.3,734.3 123.2,733 122.9,732 122.6,731.8" class="st0"></polyline>
<polyline points="121.6,732.4 116.7,731.4 115,730.8 113.9,729.8" class="st0"></polyline>
<line y2="624.6" x2="113.7" y1="624.7" x1="113.8" class="st0"></line>
<line y2="636" x2="111.1" y1="635.8" x1="112.2" class="st0"></line>
<line y2="636" x2="111.1" y1="635.8" x1="112.2" class="st0"></line>
<polyline points="117.2,606.9 117.1,610.8 116.8,612.9 116.1,615 115.2,616.7 114.1,617.6 111.6,618.9 110.6,619.1" class="st0"></polyline>
<line y2="617" x2="111.1" y1="617.6" x1="114.1" class="st0"></line>
<line y2="618.7" x2="110.6" y1="618.9" x1="111.6" class="st0"></line>
<polyline points="110.1,577.1 107.9,578.3 107.6,578.6" class="st0"></polyline>
<line y2="675" x2="116.7" y1="675.4" x1="117.5" class="st0"></line>
<polyline points="117.5,671.6 116,671.5 114.5,672 111.2,673.7 110.4,674 109.6,673.9" class="st0"></polyline>
<polyline points="108.8,677.3 107.8,676.7 107,675.7 106.3,674.3 105.9,672.5 105.6,670.4 105.6,668.2 106.3,652.8 
	106.5,649.5 112,583 112,582.1 111.6,581.3 111,580.7 110.2,580.4 107.2,579.8 106.3,579.5 105.2,579.1 104.4,578.7 104.2,578.4" class="st0"></polyline>
<polyline points="124,766.7 124.3,766.2 124.4,765.5 119.9,736.4 120,735.5 121.5,732.8 121.6,732.4 121.6,731.9 
	121.1,729.6 120.2,727.6 119.2,726 118,724.9 116.7,724.3" class="st0"></polyline>
<polyline points="117.5,721 115.8,720.9 114,721.4 112.2,722.6 111.2,723.1 110.3,723.5 109.4,723.5" class="st0"></polyline>
<polyline points="108.8,726.9 107.7,726.6 106.7,726 105.9,725.1 105.1,723.8 104.5,722.2 104,719.7 103.9,716.7 
	104.2,713.4 104.9,710.2 105.9,707.2 107.3,704.6 108.8,702.6 110.4,701.3 112.7,700.1" class="st0"></polyline>
<line y2="578.3" x2="107.9" y1="578.8" x1="107.9" class="st0"></line>
<line y2="578" x2="104.4" y1="578.6" x1="107.6" class="st0"></line>
<line y2="583" x2="112" y1="582.4" x1="113.7" class="st0"></line>
<line y2="579.8" x2="111.8" y1="580.4" x1="110.2" class="st0"></line>
<polyline points="103.8,676.2 102.8,675.7 102,674.7 101.3,673.3 100.8,671.5 100.6,669.4 100.6,667.1 101.2,651.8 
	101.4,648.5 107.2,579.8" class="st0"></polyline>
<polyline points="106.5,649.5 101.4,648.5 99.7,648 98.7,647.5 98.5,646.9" class="st0"></polyline>
<polyline points="106.3,652.8 101.2,651.8 99.5,651.3 98.5,650.7 98.3,650" class="st0"></polyline>
<polyline points="107.8,671.8 109.5,671 111,670.5 112.4,670.6" class="st0"></polyline>
<polyline points="113.9,670.9 113.6,670.3 112.4,668.7 110.9,667.9 109.3,667.8 107.6,668.4 107.2,668.5" class="st0"></polyline>
<line y2="673.7" x2="111.2" y1="673.1" x1="108.6" class="st0"></line>
<polyline points="107.6,668.4 107.7,669.2 108.1,670 108.7,670.6 109.5,671 114.5,672" class="st0"></polyline>
<polyline points="105.6,668.2 100.6,667.1 98.9,666.6 97.8,666 97.6,665.3" class="st0"></polyline>
<polyline points="110.4,701.3 105.3,700.3 103.4,700.3 101.7,701.1" class="st0"></polyline>
<line y2="698.8" x2="106.3" y1="699.6" x1="104.7" class="st0"></line>
<polyline points="107.6,699.1 105.3,700.3 103.8,701.5 102.3,703.5 100.9,706.1 99.9,709.2 99.2,712.4 98.8,715.6 
	98.9,718.6 99.5,721.2 100.1,722.8 100.8,724 101.7,725 102.7,725.6" class="st0"></polyline>
<polyline points="114.7,720.4 114.3,719.7 112.7,718.2 111,717.3 109.1,717.2 107.1,717.8 105.7,718.6" class="st0"></polyline>
<line y2="763.6" x2="126" y1="765.5" x1="124.4" class="st0"></line>
<polyline points="113.9,724.7 114.3,725.1 115.4,726.8 116.1,728.9 116.7,731.4 122.2,766.9" class="st0"></polyline>
<polyline points="106.6,721.3 107.1,721.5 112.2,722.6" class="st0"></polyline>
<polyline points="106.9,721.7 107.1,721.5 109,720.4 110.8,719.8 112.5,720" class="st0"></polyline>
<polyline points="104.5,722.2 99.5,721.2 97.7,720.5 96.6,719.3" class="st0"></polyline>
<polyline points="105.9,698.7 104.7,699.6 101.7,701.1 100.4,702.2 99.1,704 98.3,705 97.4,706.9 96.6,709.1 
	96.1,711.4 95.9,713.8 96,715.9 96.2,717.1 96.6,719.3 97.2,720.7 97.9,721.8 99.1,723.3 99.9,724.2 100.8,724.8 102.7,725.6 
	103.7,725.9 108.8,726.9 109.9,726.9 111.1,726.4 112.2,725.7 113.8,724.7 115.3,724.3 116.7,724.3" class="st1"></polyline>
<polyline points="116.7,675 115.6,674.8 114.4,675.2 111.1,677 109.9,677.4 108.8,677.3 103.8,676.2 102,675.4 
	101,674.9 99.8,673.4 99,672.5 98.5,671.3 98,669.7 97.8,668.4 97.6,666.9 97.6,665.3 98.3,650 98.5,646.9 104.2,578.4 104.4,578 
	104.9,577.7 107.1,576.5" class="st1"></polyline>
<polyline points="109.6,673.9 108.9,673.5 108.3,672.8 107.8,671.7 107.4,670.5 107.2,668.9 107.2,667.3 107.9,652 
	108.1,648.9 113.7,582.4 113.6,581.6 113.2,580.8 112.6,580.1 111.8,579.8 108.8,579.2 108,578.9 107.6,578.6" class="st1"></polyline>
<line y2="577.3" x2="110.7" y1="579.6" x1="110.7" class="st1"></line>
<line y2="670.6" x2="112.7" y1="670.4" x1="112.5" class="st1"></line>
<polyline points="120.9,676.1 120.7,675.5 119.8,673.6 118.7,672.3 117.5,671.6 112.4,670.6 111.7,670.2" class="st1"></polyline>
<polyline points="121.7,676.3 121.8,676.1 122.8,675.7 123.7,675.8" class="st1"></polyline>
<polyline points="115.8,700.8 114.7,701.9 113.2,703 110.3,704.6 109.1,705.5 108,706.9 107,708.8 106.3,711 
	105.7,713.4 105.5,715.7 105.6,717.9 106,719.8 106.5,721 107.1,722.1 107.8,722.8 108.5,723.3 109.4,723.5" class="st1"></polyline>
<polyline points="112.7,725.4 113.3,727 113.9,729.8" class="st1"></polyline>
<polyline points="111.8,719.6 112.5,720 117.5,721 119,721.7 120.4,722.9 121.6,724.8 122.5,727.2 123.2,730 
	123.2,730.5 123.1,730.9 121.6,733.6 121.5,734.5 126,763.6 125.9,764.2 125.6,764.8 124,766.7 123.4,767 122.7,766.9 122.2,766.9 
	121.2,766.6 120.1,765.9 119.4,765.1 119.1,764.1 113.7,729.1" class="st1"></polyline>
<polyline points="113.3,709.8 114.1,709 114.9,707.5 116.2,704.5 117.5,701.4 117.5,701.1" class="st1"></polyline>
<polyline points="113,703.1 112.8,705.1 112.7,707.1 112.9,708.8 113.5,710.1 114.2,710.9" class="st1"></polyline>
<polyline points="111.1,636 110.3,635.2 109.7,633.7 109.6,631.7 109.9,629.5 110.6,627.4 111.5,625.7 112.6,624.7 
	113.7,624.6" class="st1"></polyline>
<polyline points="114.2,607.4 114.1,610.1 113.7,612.3 113.1,614.4 112.2,616.1 111.1,617 110.7,617.2" class="st1"></polyline>
<polyline points="125.2,758.7 125.2,758.4 125.2,757.7 124.8,755 124.8,753.8 124.9,752.4 125.3,751.2 125.8,750 
	126.5,749.2 127.1,748.9 127.7,749" class="st1"></polyline>
<polyline points="125.8,750.1 126.2,750.7 126.4,751 129.4,751.6 129.8,751.7 130.2,751.4 130.6,750.9 133.1,746.3 
	135.5,741.4 135.7,740.7 135.9,739.9 135.9,739.1 135.8,738.5 135,736.3 134.8,735.3 134.8,734 135,732.6 135.4,731.4 136,730.3 
	136.6,729.6 137.3,729.4" class="st1"></polyline>
<polyline points="136.2,730.1 136.4,730.1 139.5,730.7 139.8,730.6 140.2,730.1 140.6,729.5 143.7,720.6 143.9,719.8 
	144,719 143.9,718.3 143.7,717.8 142.6,716.3 142.3,715.5 142.1,714.4 142.2,713 142.5,711.7 143,710.5 143.6,709.5 144.2,709 
	144.8,708.9 146.3,709.2 146.7,709.1 147,708.7 147.4,708.2 147.7,707.4 150,697.9 150.1,697.1 150.1,696.4 149.9,695.8 
	149.6,695.5 148.3,694.6 147.8,694.1 147.5,693.2 147.4,692 147.6,690.6 147.9,689.3 148.4,688.2 149,687.3 149.7,686.9 
	151.3,686.4 151.7,686.2 152,685.6 152.3,685 152.5,684.2 153.4,678.2 154,672.2 154,671.5 153.9,670.8 153.7,670.4 153.3,670.3 
	151,669.8" class="st1"></polyline>
<polyline points="155,657.2 154.9,658.8 154.8,659.6 154.6,660.4 154.3,661 153.9,661.5 152.3,662.7 151.7,663.5 
	151.1,664.6 150.7,665.8 150.5,667.2 150.5,668.4 150.8,669.5 151.2,670.1 151.8,670.3" class="st1"></polyline>
<polyline points="126.8,703.4 126.4,703.5 126,703.4 125.7,702.9 125.4,702.2 125.3,701.1 125.5,700 125.8,698.9 
	126.2,698.1" class="st1"></polyline>
<polyline points="126.9,697.5 127.1,697.5 127.3,698.2 127.4,699.2" class="st1"></polyline>
<polyline points="126.8,701.6 126.3,702.3 125.9,702.8 125.6,702.9" class="st1"></polyline>
<line y2="700.3" x2="125.9" y1="700.2" x1="125.5" class="st1"></line>
<polyline points="126.2,698.4 126.1,698.2 126.2,698.1" class="st1"></polyline>
<polyline points="127.2,697.4 126.8,697.5 126.5,697.7 126.2,698.2" class="st1"></polyline>
<polyline points="128.2,718.2 127.6,719.2 127.2,720.5 127.1,721.8 127.1,722.9" class="st1"></polyline>
<polyline points="138.6,666 136.7,665.5 134.9,664.1 133.4,662 132.3,659.2 131.5,655.7 131,651.8 131,647.6 
	131.3,639.6 131.4,636.3 131.3,572.9 131.1,572 130.7,571.2 130.6,571.2" class="st1"></polyline>
<polyline points="140.9,664 140.9,664.2 141,665.5 141,668.7 140.8,669 139.5,669.3 138.3,669.4 137.1,669.3 
	132.5,668.3" class="st1"></polyline>
<polyline points="138.7,673.5 138.7,672.3 138.9,671 139.3,669.8 139.5,669.3" class="st1"></polyline>
<polyline points="141,667 141.2,666.8 158.4,654.8 158.7,654.5 158.7,651.3 158.6,650.9 158.2,650.7 157.5,650.4 
	157,650.4 156,650.2 154.6,650.5 153.4,651.2 134.9,664.1" class="st1"></polyline>
<polyline points="133.6,703.1 133.1,704.1 132.7,705.3 132.5,706.6 132.6,707.8" class="st1"></polyline>
<polyline points="136.5,691.6 136.4,690.4 136.6,689.1 137,687.9 137.5,686.9" class="st1"></polyline>
<line y2="477.4" x2="115.7" y1="477.4" x1="116.9" class="st0"></line>
<polyline points="121.5,481.7 120.5,482 119.3,482.3 118.1,482.5 116.8,482.6" class="st0"></polyline>
<polyline points="122,482.3 120.4,482.5 118.6,482.7 116.8,482.6" class="st0"></polyline>
<line y2="482.5" x2="121.8" y1="482" x1="123.3" class="st0"></line>
<line y2="482.8" x2="119.9" y1="482.9" x1="117.9" class="st0"></line>
<polyline points="124,479 124.4,479.4 124.6,479.8 124.6,480.1 124.4,480.5 123.9,480.9 123.3,481.2 122.5,481.4 
	121.5,481.7 120,481.8 118.4,481.8 116.8,481.8 115.2,481.6" class="st0"></polyline>
<polyline points="122,499.6 121.1,500 119.9,500.3 118.6,500.5 117.1,500.6 116,500.6 114.8,500.6 113.7,500.5 
	112.7,500.4 111.8,500.2 111,499.9 110.4,499.7" class="st0"></polyline>
<polyline points="123.2,499.1 123.2,499.3 122.7,499.8 122,500.2 121.1,500.6 120.1,500.9 119.1,501 118,501.2 
	116.9,501.2 115.7,501.3 114.6,501.2 113.5,501.1 112.5,500.9 111.2,500.6 110.2,500.2 109.6,499.8 109.5,499.3" class="st0"></polyline>
<polyline points="122.7,499.4 121.5,499.7 120.1,500.1 118.5,500.3 116.9,500.4 115.2,500.3 113.5,500.2 112,500 
	110.5,499.6 109.3,499.2" class="st0"></polyline>
<polyline points="122,497.5 121.2,497.8 120.3,498 119,498.3 117.6,498.4 116.1,498.5 114.7,498.4 113.4,498.3 
	112.2,498 111.1,497.8 110.3,497.5" class="st0"></polyline>
<polyline points="123.2,497 121.9,497.5 120.2,497.9 118.3,498.1 116.7,498.2 115,498.1 113.4,498 111.9,497.8 
	110.6,497.5 109.6,497.1" class="st0"></polyline>
<polyline points="123.3,496.9 123.2,497.1 123,497.5 122.6,497.8 122,498.1 121.4,498.3 120.6,498.6 119.8,498.8 
	118.8,498.9 117.9,499 116.4,499.1 115,499 113.6,498.9 112.4,498.7 111.3,498.4 110.5,498.1 109.9,497.8 109.6,497.4 109.6,497.1" class="st0"></polyline>
<line y2="500.1" x2="124.3" y1="499.6" x1="124.3" class="st0"></line>
<polyline points="108.5,497.5 108.5,498.1 109,498.6 109.9,499.1 111.3,499.5 113,499.8 114.6,500 116.3,500 118,500 
	119.6,499.8 121.1,499.5 122.4,499.2 123.3,498.7 124.1,498.2 124.4,497.8 124.5,497.3" class="st0"></polyline>
<polyline points="121.9,495.4 121.2,495.7 120.4,495.9 119.6,496 118.6,496.2 117.6,496.3 116.6,496.3 115.6,496.3 
	114.6,496.2 113.3,496.1 112.1,495.8 111.1,495.6 110.3,495.2" class="st0"></polyline>
<polyline points="123.4,494.8 123.3,495 122.7,495.6 121.7,496.1 120.4,496.5 118.9,496.7 117.2,496.9 115.4,496.9 
	113.8,496.7 112.3,496.5 111.2,496.2 110.5,495.9 109.9,495.5 109.7,495.2" class="st0"></polyline>
<polyline points="122.8,484.4 121.6,484.8 120.4,485.1 119.1,485.3 117.7,485.4 116.2,485.4 114.8,485.3 113.5,485.1 
	112.3,484.9 111.4,484.6" class="st0"></polyline>
<polyline points="125.1,482 125.1,482.5 124.8,482.9 124.4,483.2 123.9,483.6 123.2,483.9 122.3,484.2 121.3,484.4 
	120.3,484.6 119.2,484.7 118,484.8 116.8,484.8 115.7,484.8 114.5,484.7 113.4,484.6 112.4,484.4 111.5,484.2 110.7,483.9 
	110.1,483.6 109.6,483.3 109.2,483 109.1,482.7" class="st0"></polyline>
<polyline points="122.4,482.4 121.5,482.7 120.5,482.9 119.5,483.1 118.4,483.2 116.9,483.2 115.5,483.2 114.1,483.1 
	112.9,482.8 111.9,482.6 111,482.2" class="st0"></polyline>
<line y2="479.5" x2="110" y1="479.4" x1="110.3" class="st0"></line>
<polyline points="122.9,480 122.9,479.7 122.7,479.3 122.3,479 121.6,478.7 120.9,478.4 119.9,478.2 118.9,478 
	117.8,477.9 116.7,477.9 115.6,477.9 114.5,478 113.6,478.1 112.8,478.3 112.2,478.6 111.7,478.9 111.5,479.2" class="st0"></polyline>
<polyline points="110.3,479.7 110.4,480.1 110.8,480.5 111.6,480.8 112.6,481.2 113.8,481.4 115.2,481.6" class="st0"></polyline>
<polyline points="110.3,479.3 110.5,479.8 110.9,480.2 111.6,480.7 112.7,481 113.9,481.4 115.2,481.6" class="st0"></polyline>
<polyline points="110.1,484.3 110.4,484.6 110.9,485 111.7,485.3 112.8,485.6 114.3,485.9 115.9,486 117.7,486 
	119.4,485.8 120.9,485.6 122.2,485.2 123.2,484.7 123.7,484.1 123.9,483.8" class="st0"></polyline>
<polyline points="110.3,484.1 111.2,484.4 112.2,484.6 113.3,484.8 114.5,485 116.2,485.1 117.9,485.1 119.6,485 
	121.1,484.8 122.4,484.4 123.6,484" class="st0"></polyline>
<polyline points="117.9,482.9 115.8,482.9 113.9,482.7 112.9,482.6 112.1,482.4 111.3,482.2 110.7,482 109.7,481.5" class="st0"></polyline>
<polyline points="109.1,480.5 109.4,481 110,481.4 110.9,481.8 112.1,482.1 113.6,482.4 115.1,482.5 116.8,482.6" class="st0"></polyline>
<polyline points="110.2,482 110.3,482.2 110.5,482.5 110.8,482.7 111.3,483 112,483.2 112.7,483.4 113.5,483.6 
	114.4,483.7 115.4,483.8 116.4,483.8 117.4,483.8 118.4,483.8 119.4,483.7 120.3,483.5 121.5,483.3 122.5,482.9 123.3,482.5 
	123.8,482 123.9,481.7" class="st0"></polyline>
<polyline points="119.9,482.8 120.9,482.6 121.8,482.5" class="st0"></polyline>
<line y2="482" x2="123.3" y1="482.3" x1="122" class="st0"></line>
<polyline points="109,484.6 109,484.9 109.2,485.3 109.6,485.6 110.1,485.9 110.8,486.1 111.6,486.4 112.5,486.6 
	113.6,486.8 114.7,486.9 115.8,487 117,487 118.2,486.9 119.4,486.9 120.5,486.7 121.5,486.5 122.4,486.3 123.2,486 123.9,485.7 
	124.6,485.1 125,484.6 125,484" class="st0"></polyline>
<polyline points="122.4,486.7 121.7,486.9 120.9,487.1 120,487.3 119.1,487.4 118.1,487.5 117.1,487.6 116.1,487.6 
	115,487.5 114.1,487.4 113.1,487.3 112.2,487.1 111.4,486.8 110.8,486.6" class="st0"></polyline>
<polyline points="123.8,486 123.7,486.2 123.5,486.6 123.1,486.9 122.5,487.2 121.9,487.4 121.1,487.7 120.3,487.9 
	119.4,488 118.4,488.1 117.4,488.2 116.3,488.2 115.3,488.1 114.4,488.1 113.5,487.9 112.6,487.8 111.9,487.6 111.2,487.4 
	110.7,487.1 110.4,486.9 110.1,486.6 110.1,486.4" class="st0"></polyline>
<polyline points="123.2,486.3 122.3,486.6 121.2,486.9 120,487.1 118.7,487.2 117.4,487.3 116,487.3 114.7,487.2 
	113.5,487.1 112.4,486.9 111.5,486.7 110.7,486.4 110,486.2" class="st0"></polyline>
<polyline points="124.9,486.2 124.8,486.9 124.3,487.6 123.2,488.1 121.8,488.6 120,488.9 118.1,489.1 116,489.1 
	114.7,489.1 113.5,488.9 112.3,488.7 111.2,488.5 110.4,488.2 109.7,487.9 109.2,487.5 108.9,487.2 108.9,486.7" class="st0"></polyline>
<polyline points="121.7,489 120.9,489.3 119.9,489.5 118.8,489.6 117.6,489.7 116.5,489.7 115.3,489.7 114.2,489.6 
	113.2,489.5 112,489.2 111.1,488.9" class="st0"></polyline>
<polyline points="123.7,488.2 122.4,488.7 121.5,489 120.5,489.2 119.4,489.3 118.2,489.4 117.1,489.5 115.9,489.5 
	114.7,489.4 113.6,489.3 112.6,489.1 111.6,488.9 110.8,488.7 110.1,488.4" class="st0"></polyline>
<polyline points="123.7,488.2 123.7,488.3 123.2,488.9 122.3,489.4 121.1,489.8 119.6,490.1 117.9,490.3 116.2,490.4 
	114.5,490.3 112.9,490 111.6,489.7 110.7,489.3 110.1,488.9 110,488.4" class="st0"></polyline>
<polyline points="124.8,488.9 124.6,489.3 124.3,489.7 123.7,490 123.1,490.3 122.3,490.6 121.4,490.8 120.3,491 
	119.2,491.2 118.1,491.3 116.9,491.3 115.7,491.3 114.6,491.2 113.5,491.1 112.4,491 111.1,490.6 110.1,490.3 109.3,489.9 
	108.9,489.4 108.8,489" class="st0"></polyline>
<polyline points="121.8,491.2 120.7,491.5 119.4,491.7 118,491.9 116.6,491.9 115.6,491.9 114.6,491.8 113.7,491.8 
	112.8,491.6 112,491.4 111.3,491.2 110.8,491" class="st0"></polyline>
<polyline points="123.6,490.4 123.6,490.4 123.3,490.8 123,491.2 122.4,491.5 121.6,491.8 120.7,492.1 119.8,492.3 
	118.9,492.4 117.9,492.5 116.9,492.5 115.9,492.5 114.9,492.5 113.9,492.4 113,492.3 112.2,492.1 111.5,491.9 110.9,491.7 
	110.5,491.4 110.1,491.2 109.9,490.9 109.9,490.6" class="st0"></polyline>
<polyline points="123,490.7 121.5,491.1 119.7,491.4 117.8,491.6 115.8,491.6 113.8,491.5 112.6,491.3 111.5,491.1 
	110.6,490.8 109.8,490.5" class="st0"></polyline>
<polyline points="121.9,493.3 120.6,493.7 119,493.9 117.3,494.1 115.6,494.1 113.9,494 112.4,493.7 111.2,493.4 
	110.3,493" class="st0"></polyline>
<polyline points="123.5,492.7 123,493.3 122.2,493.7 121.3,494.1 120.1,494.4 118.8,494.6 117.3,494.7 115.9,494.7 
	114.5,494.6 113.1,494.5 112.2,494.3 111.4,494.1 110.7,493.8 110.2,493.5 109.9,493.2 109.8,492.9" class="st0"></polyline>
<line y2="490.4" x2="109.6" y1="490.5" x1="109.3" class="st0"></line>
<polyline points="123.1,492.8 122.3,493.1 121.4,493.3 120.4,493.5 119.3,493.7 118.1,493.8 116.9,493.8 115.8,493.8 
	114.6,493.7 113.5,493.7 112.4,493.5 111.5,493.3 110.7,493.1 109.5,492.6" class="st0"></polyline>
<polyline points="108.6,493.2 108.6,493.6 108.8,493.9 109.2,494.3 110,494.7 111.1,495.1 112.4,495.4 113.9,495.6 
	115.6,495.7 117.3,495.7 119,495.6 120.5,495.4 122.2,495 123.4,494.4 124.3,493.8 124.7,493.1" class="st0"></polyline>
<polyline points="108.7,491.3 108.9,491.8 109.4,492.2 110.3,492.6 111.5,492.9 112.6,493.2 113.8,493.4 115.1,493.5 
	116.4,493.5 117.8,493.5 119.1,493.4 120.3,493.2 121.5,493 122.4,492.7 123.2,492.4 123.8,492.1 124.3,491.7 124.6,491.4 
	124.7,490.9" class="st0"></polyline>
<polyline points="123.2,494.9 122.4,495.2 121.5,495.4 120.5,495.7 119.5,495.8 118.2,495.9 116.8,496 115.5,496 
	114.1,495.9 112.9,495.8 111.8,495.6 110.7,495.3 109.9,495 109.1,494.6" class="st0"></polyline>
<line y2="492.6" x2="109.4" y1="492.5" x1="109.5" class="st0"></line>
<polyline points="124.6,495.3 124.4,495.7 123.8,496.3 122.7,496.9 121.2,497.4 119.4,497.7 117.8,497.8 116.1,497.9 
	114.4,497.8 112.9,497.6 111.5,497.4 110.3,497 109.3,496.6 108.8,496.2 108.6,495.9 108.5,495.6" class="st0"></polyline>
<line y2="496.9" x2="109.3" y1="497.1" x1="109" class="st0"></line>
<polyline points="124.4,499.4 124.3,500 123.8,500.5 123.1,501 122,501.4 121,501.7 119.8,502 118.5,502.1 117.2,502.2 
	115.8,502.2 114.5,502.2 113.2,502 112,501.9 111.1,501.7 110.2,501.4 109.5,501.2 109,500.9 108.6,500.6 108.4,500.3 108.3,499.9" class="st0"></polyline>
<polyline points="121.5,502 120.8,502.2 120,502.4 119.1,502.6 118.1,502.7 117.1,502.8 116.1,502.8 115.1,502.8 
	114.1,502.7 113.2,502.6 112.3,502.5 111.5,502.3 110.9,502.1 110.3,501.9" class="st0"></polyline>
<polyline points="123.1,501.3 122.9,501.7 122.5,502.1 121.9,502.4 121.1,502.7 120.2,503 119.4,503.1 118.4,503.3 
	117.4,503.4 116.4,503.4 115.4,503.4 114.4,503.4 113.5,503.3 112.5,503.1 111.8,503 111,502.8 110.5,502.6 110,502.3 109.6,502 
	109.4,501.8 109.4,501.5" class="st0"></polyline>
<polyline points="123,501.4 121.9,501.8 120.5,502.2 119,502.4 117.4,502.5 115.7,502.5 114,502.4 112.5,502.3 
	111.1,502 109.7,501.6 108.8,501.1" class="st0"></polyline>
<polyline points="124.3,501.4 124.2,502.2 123.6,502.8 122.6,503.4 121.1,503.9 120.1,504.1 119,504.2 117.9,504.3 
	116.7,504.4 115.5,504.4 114.3,504.3 113.2,504.2 112.2,504.1 111.2,503.9 110.3,503.7 109.6,503.4 109,503.1 108.6,502.8 
	108.3,502.5 108.2,502.2" class="st0"></polyline>
<line y2="513.3" x2="123.6" y1="512.8" x1="123.8" class="st0"></line>
<polyline points="121.5,510.5 120.6,510.9 119.4,511.2 118.1,511.4 116.7,511.5 115.5,511.5 114.4,511.5 113.3,511.4 
	112.2,511.3 111.3,511.1 110.5,510.8 109.9,510.6" class="st0"></polyline>
<polyline points="122.7,510 122.4,510.5 121.7,511.1 120.6,511.5 119.2,511.9 117.5,512.1 115.8,512.1 114.1,512.1 
	112.7,511.9 111.5,511.7 110.5,511.5 109.7,511.1 109.2,510.7 109,510.4" class="st0"></polyline>
<polyline points="122.6,510.1 121.8,510.4 121,510.7 120,510.9 118.9,511.1 117.8,511.2 116.6,511.2 115.4,511.3 
	114.3,511.2 113.1,511.1 112.1,511 111.1,510.8 110.2,510.5 109.4,510.3 108.8,510" class="st0"></polyline>
<polyline points="121.5,508.4 120.7,508.7 119.8,509 118.5,509.2 117.1,509.3 115.7,509.4 114.2,509.3 112.9,509.2 
	111.7,509 110.7,508.7 109.9,508.3" class="st0"></polyline>
<polyline points="122.8,507.8 122.8,508 122.5,508.4 122.1,508.7 121.6,509 120.9,509.2 120.1,509.5 119.3,509.6 
	118.4,509.8 117.4,509.9 115.7,510 113.9,509.9 112.4,509.7 111,509.4 110.1,509.1 109.5,508.7 109.2,508.4 109.1,508" class="st0"></polyline>
<polyline points="122.4,508.1 121.5,508.4 120.4,508.6 119.2,508.8 117.9,509 116.6,509.1 115.2,509.1 113.3,508.9 
	111.5,508.7 110,508.3 108.9,507.8" class="st0"></polyline>
<polyline points="121.4,504.2 120.1,504.6 118.5,504.9 116.8,505 115.1,505 113.4,504.9 112,504.6 110.7,504.3 
	109.9,503.9" class="st0"></polyline>
<polyline points="123,503.5 123,503.7 122.7,504 122.3,504.3 121.8,504.6 121.1,504.9 120.3,505.1 119.5,505.3 
	118.5,505.4 117.6,505.5 116.5,505.6 115.5,505.6 114.5,505.6 113.6,505.5 112.7,505.4 111.7,505.2 110.9,504.9 110.3,504.7 
	109.7,504.4 109.4,504.1 109.3,503.8" class="st0"></polyline>
<polyline points="122.7,503.7 121.5,504.1 120.1,504.4 118.9,504.6 117.6,504.7 116.2,504.7 114.9,504.7 113.6,504.6 
	112.3,504.4 111.2,504.2 110.2,503.9 109.5,503.7 108.9,503.4" class="st0"></polyline>
<polyline points="124.2,504 124,504.5 123.6,504.9 123,505.3 122.2,505.7 121.2,506 120.1,506.2 118.9,506.4 
	117.6,506.5 115.5,506.6 113.5,506.5 111.7,506.2 110.2,505.8 109,505.4 108.4,504.9 108.1,504.3" class="st0"></polyline>
<polyline points="108.2,506.2 108.1,506.7 108.5,507.3 109.4,507.8 110.2,508 111,508.3 112,508.5 113.1,508.6 
	114.2,508.7 115.4,508.8 116.6,508.8 117.7,508.7 118.9,508.6 120,508.4 121,508.2 121.8,507.9 122.6,507.7 123.2,507.3 
	123.7,506.9 124,506.6 124.1,506.1" class="st0"></polyline>
<polyline points="109.2,506 109.5,506.4 110,506.8 110.8,507.1 111.8,507.4 112.8,507.6 113.8,507.7 115,507.8 
	116.1,507.8 117.3,507.7 118.4,507.6 119.4,507.5 120.4,507.3 121.6,506.8 122.5,506.3 122.9,505.7" class="st0"></polyline>
<polyline points="110,506.2 110.5,506.4 111.2,506.6 111.9,506.8 112.8,506.9 113.7,507.1 114.6,507.1 115.7,507.2 
	116.7,507.2 117.7,507.1 118.6,507 120.2,506.7 121.5,506.3" class="st0"></polyline>
<line y2="508.9" x2="123.9" y1="508.4" x1="124" class="st0"></line>
<polyline points="108.7,505.7 108.9,505.6 109.6,505.9 110.3,506.2 111.2,506.4 112.2,506.6 113.3,506.7 114.4,506.9 
	115.6,506.9 116.7,506.9 117.9,506.8 119.1,506.7 120.6,506.5 121.9,506.1 122.9,505.7" class="st0"></polyline>
<polyline points="124,508.2 123.9,508.6 123.7,509 123.2,509.4 122.7,509.8 121.9,510.1 121.1,510.3 120.1,510.5 
	119.1,510.7 117.9,510.9 116.6,510.9 115.2,510.9 113.9,510.9 112.6,510.7 111.5,510.5 110.4,510.3 109.5,510 108.8,509.7 
	108.2,509.3 108,508.8" class="st0"></polyline>
<polyline points="123.9,510 123.9,510.7 123.6,511.2 123.1,511.6 122.4,512 121.6,512.3 120.5,512.6 119.4,512.8 
	118.1,513 116.8,513.1 115.1,513.1 113.5,513 111.9,512.8 110.5,512.5 109.4,512.2 108.6,511.8 108,511.3 107.9,510.9" class="st0"></polyline>
<line y2="577.6" x2="105.1" y1="576.1" x1="105.2" class="st1"></line>
<polyline points="108.8,510 108.3,510.2 108,510.5 107.9,510.9 105.5,567.5" class="st1"></polyline>
<line y2="510.2" x2="109.1" y1="510.4" x1="109" class="st1"></line>
<polyline points="108.9,505.6 108.7,505.7 108.2,506.2 108,506.7 108.2,507.3 108.9,507.8 109.9,508.3" class="st1"></polyline>
<polyline points="108.9,507.8 108.5,508 108.1,508.4 108,508.8 107.9,509.1 108.1,509.4 108.4,509.7 108.8,510 
	109.9,510.6" class="st1"></polyline>
<line y2="506.2" x2="110" y1="505.9" x1="109.6" class="st1"></line>
<line y2="505.8" x2="109.2" y1="506" x1="109.2" class="st1"></line>
<polyline points="109,503.4 108.4,503.8 108.1,504.3 108.1,504.7 108.2,505 108.5,505.4 109,505.6 110,506.2" class="st1"></polyline>
<line y2="503.6" x2="109.3" y1="503.8" x1="109.3" class="st1"></line>
<polyline points="108.9,503.4 108.5,503.1 108.3,502.8 108.2,502.5 108.2,502.2 108.3,501.9 108.6,501.5 109.1,501.3" class="st1"></polyline>
<line y2="499.2" x2="109.5" y1="499.3" x1="109.5" class="st1"></line>
<polyline points="110.4,499.7 109.3,499.2 108.6,498.6 108.4,498.1 108.5,497.5 109,497.1 109.3,496.9" class="st1"></polyline>
<line y2="494.9" x2="109.7" y1="495.2" x1="109.7" class="st1"></line>
<polyline points="108.6,493.7 108.7,494.1 109.1,494.6" class="st1"></polyline>
<polyline points="110.3,497.5 109.6,497.1 108.9,496.7 108.6,496.2 108.5,495.8 108.5,495.6 108.6,495.3 108.9,495 
	109.4,494.7" class="st1"></polyline>
<line y2="492.7" x2="109.8" y1="492.9" x1="109.8" class="st1"></line>
<polyline points="110.3,493 109.5,492.6 108.9,492 108.7,491.5 108.7,491.3 108.8,490.9 109.3,490.5 109.6,490.4" class="st1"></polyline>
<line y2="488.4" x2="110" y1="488.4" x1="110" class="st1"></line>
<polyline points="109.8,486 109.3,486.3 108.9,486.7 108.9,487.2 108.9,487.5 109.1,487.8 109.5,488.1 110.1,488.4 
	111.1,488.9" class="st1"></polyline>
<line y2="490.6" x2="109.9" y1="490.5" x1="109.9" class="st1"></line>
<line y2="490.6" x2="109.9" y1="490.5" x1="109.9" class="st1"></line>
<polyline points="109.7,488.2 109.1,488.6 108.8,489 108.8,489.4 108.9,489.8 109.2,490.2 109.8,490.5 110.8,491" class="st1"></polyline>
<polyline points="109.5,492.5 109.4,492.6 108.9,492.9 108.6,493.2" class="st1"></polyline>
<line y2="486.2" x2="110.1" y1="486.4" x1="110.1" class="st1"></line>
<polyline points="110.8,486.6 110,486.2 109.5,485.9 109.2,485.5 109,485.2 109,484.9 109,484.6 109.2,484.2 
	109.7,483.9 109.9,483.8" class="st1"></polyline>
<line y2="481.8" x2="110.3" y1="482" x1="110.2" class="st1"></line>
<polyline points="110.3,479.3 110,479.5 109.5,479.8 109.3,480.1 109.1,480.5 109.1,480.6 109.1,480.9 109.3,481.2 
	109.7,481.5 111,482.2" class="st1"></polyline>
<line y2="484.3" x2="110.1" y1="484" x1="110.2" class="st1"></line>
<polyline points="111.4,484.6 110.3,484.1 109.7,483.8 109.3,483.4 109.1,483.1 109.1,482.7 109.1,482.4 109.3,482.1 
	109.6,481.8 110,481.7" class="st1"></polyline>
<polyline points="111.5,479.2 111.5,479.6 111.7,479.9 112.2,480.2 112.7,480.6 113.5,480.8 114.5,481.1 115.5,481.2 
	116.6,481.4 117.7,481.4 118.8,481.4 119.9,481.3 120.8,481.1 121.6,480.9 122.2,480.7 122.7,480.4 122.9,480" class="st1"></polyline>
<polyline points="122.8,484.4 123.6,484 124.4,483.5 124.9,483 125.1,482.5 125.1,482 125,481.6 124.7,481.2 
	124.7,481.2" class="st1"></polyline>
<polyline points="122.4,486.7 123.2,486.3 124.2,485.8 124.8,485.3 125,484.7 125,484 124.7,483.4 124.6,483.4" class="st1"></polyline>
<polyline points="122.4,482.4 123.3,482 124,481.7 124.5,481.4 124.9,481 125,480.6 125,480.2 124.8,479.8 124.5,479.4 
	124,479 123.4,478.6 122.6,478.3 121.7,478 120.6,477.8 119.4,477.6 118.2,477.4 116.9,477.4 115.7,477.4 114.2,477.5 112.9,477.7 
	111.8,478.1 111,478.5 110.5,478.9 110.3,479.3 110.3,479.7" class="st1"></polyline>
<polyline points="124.5,485.5 124.9,486.2 124.9,486.9 124.6,487.6 123.7,488.2 121.7,489" class="st1"></polyline>
<polyline points="121.9,495.4 123.2,494.9 123.8,494.6 124.2,494.2 124.5,493.8 124.7,493.4 124.7,493.1 124.5,492.4 
	124.2,492.1" class="st1"></polyline>
<polyline points="121.8,491.2 123,490.7 124.1,490.1 124.7,489.5 124.8,488.9 124.8,488.4 124.7,488 124.4,487.7" class="st1"></polyline>
<polyline points="124.3,489.9 124.5,490.1 124.7,490.5 124.7,490.9 124.7,491.3 124.6,491.7 124.2,492.1 123.7,492.5 
	123.1,492.8 121.9,493.3" class="st1"></polyline>
<polyline points="124.1,496.4 124.3,496.8 124.5,497.3 124.5,497.7 124.3,498.1 124.1,498.5 123.6,498.9 122.7,499.4 
	122,499.6" class="st1"></polyline>
<polyline points="121.5,506.3 122.9,505.7 123.7,505.2 124.1,504.6 124.2,504 124.1,503.4 123.7,503" class="st1"></polyline>
<polyline points="123.9,498.6 124.1,498.8 124.4,499.4 124.3,500.1 124.1,500.5 123.7,501 123,501.4 121.5,502" class="st1"></polyline>
<polyline points="123.7,505.2 124,505.6 124.1,506.1 124.1,506.7 123.7,507.3 123.2,507.7 122.4,508.1 121.5,508.4" class="st1"></polyline>
<polyline points="123.6,513.3 123.7,511.4 123.9,511 123.9,510.5 123.9,510 123.5,509.5" class="st1"></polyline>
<polyline points="122.6,510.1 123.2,509.8 123.7,509.3 123.9,508.9 124,508.2 123.9,507.8 123.7,507.4 123.6,507.3" class="st1"></polyline>
<polyline points="121.4,504.2 122.7,503.7 123.5,503.2 124.1,502.6 124.3,502 124.3,501.4 123.9,500.9 123.9,500.8" class="st1"></polyline>
<polyline points="124.1,494.2 124.3,494.4 124.5,494.9 124.6,495.3 124.5,495.7 124.1,496.4 123.2,497 122,497.5" class="st1"></polyline>
<line y2="492.7" x2="123.5" y1="492.6" x1="123.5" class="st1"></line>
<line y2="505.7" x2="122.9" y1="505.7" x1="122.9" class="st1"></line>
<polyline points="121.3,573.3 123.8,512.8 123.8,512.4 123.6,512" class="st1"></polyline>
<line y2="497.1" x2="109.6" y1="497.1" x1="109.6" class="st1"></line>
<polyline points="109.2,499.1 108.8,499.4 108.5,499.6 108.3,499.9 108.4,500.5 108.8,501.1 110.3,501.9" class="st1"></polyline>
<line y2="501.5" x2="109.4" y1="501.4" x1="109.4" class="st1"></line>
<polyline points="121.1,577.8 119.9,605.5 119.6,605.9 119,606.3 118.1,606.7 117,607 115.6,607.2 114.2,607.4 
	112.7,607.4 111.6,607.3" class="st1"></polyline>
<line y2="565.6" x2="130.1" y1="565.2" x1="130.9" class="st0"></line>
<line y2="564.3" x2="129.1" y1="563.9" x1="129.9" class="st0"></line>
<polyline points="121.6,572.7 121.6,572.5 121.5,572.2 121.4,571.9 121.3,571.9" class="st0"></polyline>
<line y2="571.7" x2="129.6" y1="570.1" x1="121.4" class="st0"></line>
<line y2="571.1" x2="129.8" y1="569.3" x1="121.4" class="st0"></line>
<line y2="571.8" x2="118.3" y1="571.4" x1="119.2" class="st0"></line>
<line y2="570.5" x2="117.4" y1="570.1" x1="118.2" class="st0"></line>
<line y2="566.4" x2="97.3" y1="566" x1="98.1" class="st0"></line>
<polyline points="121.7,562.8 129.1,564.3 129.3,564.4 129.5,564.5 129.7,564.6 129.8,564.8 129.9,565 130,565.2 
	130.1,565.4 130.1,565.6 129.8,571.1 129.8,571.3 129.8,571.5 129.6,571.7 129.6,571.7 119.2,577.2 119.1,577.2" class="st0"></polyline>
<line y2="566" x2="97.5" y1="566.1" x1="97.4" class="st0"></line>
<polyline points="118.7,578.9 118.5,578.8 118.4,578.6 118.2,578.4 118.2,578 118.1,577.6 118.1,577.2 118.3,571.8 
	118.3,571.6 118.3,571.4 118.2,571.2 118.1,571 117.9,570.8 117.8,570.7 117.6,570.6 117.4,570.5 97.3,566.4 97.1,566.4 96.9,566.4 
	96.7,566.5" class="st0"></polyline>
<line y2="577.2" x2="119.2" y1="577.2" x1="119" class="st0"></line>
<line y2="572.7" x2="96" y1="577.2" x1="118.1" class="st0"></line>
<polyline points="121.7,562.2 129.9,563.9 130.1,564 130.3,564.1 130.5,564.2 130.6,564.3 130.7,564.5 130.8,564.7 
	130.9,565 130.9,565.2 130.7,570.6 130.6,571.1 130.5,571.5 130.4,571.9 130.3,572.3 130.1,572.7 129.9,573 129.7,573.2 
	129.5,573.4 119.1,578.9 118.9,578.9 118.7,578.9 96.6,574.4 96.4,574.3 96.2,574.1 96.1,573.8 96,573.5 96,573.1 96,572.7 
	96.2,567.3 96.3,567.1 96.3,566.9 96.4,566.7 96.5,566.6 96.7,566.5 97.5,566 97.7,566 97.9,565.9 98.1,566 118.2,570.1 
	118.4,570.1 118.6,570.2 118.8,570.4 118.9,570.5 119,570.7 119.1,570.9 119.2,571.2 119.2,571.4 118.9,576.8 119,577 119,577.2 
	119.1,577.2" class="st1"></polyline>
<polyline points="119,574.3 119.4,574.2 119.9,574 120.4,573.8 120.8,573.6 121.1,573.4 121.3,573.2 121.5,572.9 
	121.6,572.7" class="st1"></polyline>
<line y2="311.7" x2="134.6" y1="311.4" x1="134.7" class="st0"></line>
<polyline points="132.3,304.4 130.9,304.7 129.4,304.9" class="st0"></polyline>
<polyline points="120.6,304.6 119,304.4 117.5,304" class="st0"></polyline>
<polyline points="117.8,297.4 119.3,297.6 120.9,298" class="st0"></polyline>
<polyline points="118.1,295 118.3,294.8 118.5,294.6 118.8,294.4 119.2,294.3 119.6,294.1 120.1,294 120.6,293.8" class="st0"></polyline>
<polyline points="122.3,293.6 123,293.6 123.6,293.5" class="st0"></polyline>
<polyline points="129.8,294.3 129.4,294.2 128.8,294 128.2,293.9 127.6,293.8 127,293.7 126.3,293.6" class="st0"></polyline>
<polyline points="131.1,294.9 130.7,294.7 130.3,294.5" class="st0"></polyline>
<polyline points="132.6,297.8 131.1,297.9 129.7,298.2" class="st0"></polyline>
<polyline points="131.3,295.1 131.6,295.3 131.7,295.5" class="st0"></polyline>
<polyline points="135.1,293.1 135.4,293.3 135.8,293.6 136,293.8 136.3,294 136.5,294.3 136.6,294.5 136.7,294.7" class="st0"></polyline>
<polyline points="131.8,297.8 132.4,297.7 133,297.6 133.6,297.4 134.1,297.3 134.5,297.1 135,296.9 135.4,296.8 
	135.7,296.6 136,296.3 136.2,296.1 136.5,295.9 136.6,295.7 136.7,295.5 136.8,295.2" class="st0"></polyline>
<polyline points="120,297.7 120.7,297.8 121.5,297.9 122.2,298 123,298.1 123.7,298.2 124.5,298.2 125.3,298.3 
	126,298.3 126.8,298.3 127.6,298.3 128.3,298.2 129,298.2 129.8,298.1 130.5,298" class="st0"></polyline>
<polyline points="118.6,297.4 118,297.3 117.4,297.1 116.8,297 116.3,296.8 115.8,296.6 115.3,296.3 114.9,296.1 
	114.5,295.9 114.2,295.7 113.9,295.5 113.6,295.2 113.4,295 113.3,294.7 113.2,294.5" class="st0"></polyline>
<polyline points="115.4,292.1 115,292.3 114.6,292.5 114.2,292.7 113.9,292.9 113.7,293.1 113.5,293.3 113.3,293.6 
	113.2,293.8 113.1,294" class="st0"></polyline>
<polyline points="113.2,294.9 113.1,294.3 113.1,293.8" class="st0"></polyline>
<line y2="294.3" x2="129.8" y1="294.5" x1="130.3" class="st0"></line>
<polyline points="123.6,293.5 124.3,293.5 125,293.5 125.6,293.6 126.3,293.6" class="st0"></polyline>
<polyline points="122.3,293.6 121.7,293.7 121.1,293.8 120.6,293.8" class="st0"></polyline>
<line y2="299.8" x2="125.3" y1="304.6" x1="125.1" class="st0"></line>
<polyline points="120,297.7 119.3,297.6 118.6,297.4" class="st0"></polyline>
<polyline points="118.1,295 118,295.2 118,295.4" class="st0"></polyline>
<polyline points="129.7,298.2 128.2,298.7 126.8,299.2 125.3,299.8 123.8,299.1 122.4,298.5 120.9,298" class="st0"></polyline>
<line y2="295.1" x2="131.3" y1="294.9" x1="131.1" class="st0"></line>
<polyline points="131.7,295.5 131.8,295.7 131.9,295.9" class="st0"></polyline>
<polyline points="131.8,297.8 131.1,297.9 130.5,298" class="st0"></polyline>
<polyline points="132.6,295.7 132.8,295.4 132.9,295.2 133,294.9 132.9,294.7" class="st0"></polyline>
<polyline points="136.7,294.7 136.8,295 136.8,295.2" class="st0"></polyline>
<polyline points="132.6,297.8 134.1,297.8 135.5,297.9 136.9,298.1" class="st0"></polyline>
<polyline points="117.3,295 117.1,294.8 117,294.5 116.9,294.3 117,294.1 117.1,293.8 117.3,293.6 117.6,293.4 
	117.9,293.2 118.3,293 118.8,292.8 119.3,292.7 119.9,292.5 120.5,292.4 121.2,292.3 122,292.2 122.7,292.2 123.5,292.2 
	124.2,292.2 125,292.2 125.8,292.2 126.6,292.3 127.3,292.4 128.1,292.5 128.8,292.6 129.4,292.8 130.1,292.9 130.7,293.1 
	131.2,293.3 131.7,293.5 132.1,293.8 132.4,294 132.6,294.2 132.8,294.5 132.9,294.7 133,294.9" class="st0"></polyline>
<polyline points="117.8,297.4 116.3,297.2 114.8,297.3 113.3,297.4" class="st0"></polyline>
<polyline points="113.2,294.5 113.1,294.3 113.1,294" class="st0"></polyline>
<polyline points="118.4,304.2 117.7,304 117.1,303.8 116.5,303.7 115.9,303.5 115.4,303.3 114.9,303.1" class="st0"></polyline>
<polyline points="119.8,304.5 120.5,304.6 121.3,304.7 122,304.8 122.8,304.9 123.5,305 124.3,305 125,305 125.7,305 
	126.4,305 127.2,305 127.9,305 128.7,305 129.4,304.9 130.2,304.8" class="st0"></polyline>
<polyline points="131.5,304.6 132.2,304.5 132.8,304.3 133.3,304.2 133.9,304 134.3,303.8" class="st0"></polyline>
<polyline points="132.3,304.4 133.8,304 135.3,303.4" class="st0"></polyline>
<polyline points="120.6,304.6 122.1,304.7 123.6,304.7 125.1,304.6 126.5,304.8 127.9,304.9 129.4,304.9" class="st0"></polyline>
<polyline points="113.2,294.9 113.2,295.6 113.3,296.4 113.3,297.4 113.1,302.1 114.5,302.8 116,303.4 117.5,304" class="st0"></polyline>
<polyline points="113.1,293.8 113,293.5 113,293.3 112.9,293.2" class="st0"></polyline>
<line y2="301" x2="112.9" y1="300.8" x1="112.9" class="st0"></line>
<polyline points="112.9,301.2 112.9,301 112.8,300.4 112.8,299.7 112.7,298.9 112.7,297.9 112.9,293.2 114.4,292.5 
	115.4,292.1 115.9,292 116.4,291.8 116.9,291.7 117.5,291.5 118.1,291.4 118.8,291.3 119.5,291.2 120.1,291.1 120.9,291.1 
	121.6,291 122.4,291 123.1,291 123.9,291 124.7,291 125.4,291 126.2,291.1 127,291.1 127.7,291.2 128.5,291.3 129.2,291.4 
	129.9,291.5 130.6,291.7 131.3,291.8 131.9,292 132.5,292.1 133.1,292.3 133.6,292.5 134.1,292.7 134.6,292.9 135.1,293.1 
	136.6,293.9 136.6,294 136.7,294.2 136.7,294.5 136.8,295 136.8,295.6 136.9,296.3 136.9,297.2 136.9,298.1 136.7,302.8 
	135.3,303.4 134.3,303.8" class="st1"></polyline>
<polyline points="112.9,301.5 113.9,310.8 114,311 114.2,311.3 114.4,311.6 114.7,311.9 115.2,312.2 115.7,312.4 
	116.3,312.7 116.9,312.9 117.7,313.2 118.4,313.4 119.3,313.6 120.1,313.7 121,313.9 121.9,314 122.8,314.1 123.7,314.1 
	124.5,314.2 125.8,314.2 126.5,314.2 127.1,314.1 127.8,314.1 128.5,314.1 129.1,314 129.7,313.9 130.5,313.7 131.3,313.6 
	132,313.4 132.6,313.2 133.2,313 133.6,312.7 134,312.5 134.3,312.2 134.5,312 134.6,311.7 136.3,303" class="st1"></polyline>
<polyline points="114.9,303.1 113.1,302.1 113,302 113,301.8 112.9,301.5 112.9,301" class="st1"></polyline>
<polyline points="132.6,295.7 132.3,295.9 132,296.1 131.6,296.2 131.1,296.4 130.6,296.6 130,296.7 129.4,296.8 
	128.7,296.9 128,297 127.2,297.1 126.5,297.1 125.7,297.1 124.9,297.1 124.1,297 123.3,297 122.6,296.9 121.8,296.8 121.1,296.6 
	120.5,296.5 119.8,296.3 119.3,296.1 118.7,295.9 118.3,295.7 117.9,295.5 117.5,295.3 117.3,295" class="st1"></polyline>
<line y2="295.6" x2="118" y1="295.4" x1="118" class="st1"></line>
<line y2="295.9" x2="131.9" y1="296.2" x1="131.8" class="st1"></line>
<line y2="670.4" x2="64.4" y1="670.6" x1="65.6" class="st0"></line>
<line y2="672.1" x2="63.6" y1="672.3" x1="64.8" class="st0"></line>
<line y2="677.6" x2="61.2" y1="677.8" x1="62.4" class="st0"></line>
<polyline points="62.1,684.7 62,684.6 61.8,684.4 61.8,684.1 61.8,683.8 61.8,683.5 62.4,677.8 62.7,677.2 62.9,676.7 
	63.2,676 63.4,675.4 63.6,674.7 63.7,674 63.8,673.3 63.9,672.6" class="st0"></polyline>
<polyline points="64.5,665.2 64.6,665.2 64.7,665.3 64.8,665.4 65,665.9 65.2,666.5 65.3,667.1 65.4,667.7 65.5,668.4 
	65.6,669.1 65.6,669.9 65.6,670.6 65.6,670.9 65.6,671.2 65.5,671.5 65.4,671.7 65.2,672 65.1,672.2 65,672.3 64.8,672.3 
	63.9,672.6 62.7,672.3" class="st0"></polyline>
<polyline points="63.1,667.6 62.9,667.4 62.7,667.2 62.5,667 62.3,666.9 62.1,666.8" class="st0"></polyline>
<polyline points="61.4,666.9 61.6,665 61.6,664.7 61.5,664.4 61.5,664.2 61.4,664 61.3,663.9 61.2,663.8" class="st0"></polyline>
<line y2="683.3" x2="60.6" y1="683.5" x1="61.8" class="st0"></line>
<line y2="665.4" x2="64.8" y1="665.3" x1="64.2" class="st0"></line>
<line y2="664.7" x2="60.3" y1="665" x1="61.6" class="st0"></line>
<polyline points="54.6,681.6 54.5,681.5 54.4,681.3 54.3,681.1 54.2,680.2 54.2,679.4 54.1,678.5 54.1,677.5 
	54.2,676.6 54.2,675.6 54.4,674.6 54.5,673.7 54.7,672.7 54.9,671.7 55.1,670.7 55.4,669.7 55.7,668.8 56,667.9 56.3,667 
	56.7,666.2 57.1,665.4 57.5,664.6 58,663.9 58.4,663.3 58.8,662.6 59.3,662.1 59.8,661.6 60.3,661.2 60.7,660.8 61.2,660.5 
	61.7,660.3 62.1,660.1 62.6,660 63.1,660 63.5,660.1" class="st0"></polyline>
<line y2="680.8" x2="53.1" y1="681.1" x1="54.3" class="st0"></line>
<polyline points="63.9,665.8 64,666.3 64.1,666.9 64.2,667.5 64.3,668.2 64.4,668.9 64.4,669.6 64.4,670.4 64.4,670.6 
	64.3,670.9 64.2,671.2 64.2,671.5 64,671.7 63.9,671.9 63.8,672 63.6,672.1 62.7,672.3 62.6,673.1 62.5,673.7 62.3,674.4 
	62.2,675.1 62,675.8 61.8,676.4 61.5,677 61.2,677.6 60.6,683.3 60.5,683.6 60.6,683.9 60.6,684.2 60.8,684.3 60.9,684.5 
	62.1,684.7 62.3,684.7 62.4,684.6 62.6,684.5 63.1,683.8 63.5,683.2 63.9,682.4 64.3,681.7 64.7,680.9 65.1,680 65.4,679.2 
	65.7,678.2 66,677.3 66.3,676.3 66.5,675.4 66.7,674.4 66.9,673.4 67.1,672.4 67.2,671.4 67.2,670.5 67.3,669.5 67.3,668.6 
	67.2,667.7 67.2,666.8 67.1,666 66.9,665.2 66.8,664.4 66.5,663.7 66.3,663.1 66.1,662.5 65.7,661.9 65.4,661.5 65.1,661.1 
	64.7,660.7 64.3,660.4 63.9,660.2 63.5,660.1 62.3,659.8 61.9,659.8 61.4,659.8 61,659.9 60.5,660 60,660.3 59.5,660.6 59,660.9 
	58.6,661.4 58.1,661.8 57.6,662.4 57.2,663 56.7,663.6 56.3,664.4 55.9,665.1 55.5,665.9 55.1,666.8 54.8,667.7 54.5,668.6 
	54.2,669.5 53.9,670.5 53.7,671.4 53.5,672.4 53.3,673.4 53.1,674.4 53.1,675.4 53,676.3 52.9,677.3 52.9,678.2 53,679.1 53,680 
	53.1,680.8 53.2,681.1 53.3,681.3 53.4,681.4 54.6,681.6 54.8,681.7 54.9,681.6 55.1,681.4 55.3,681.2 55.4,680.9 57.4,675.8 
	57.4,675.1 57.5,674.4 57.6,673.7 57.7,673 57.8,672.3 58,671.7 58.2,671 58.5,670.4 57.8,669.5 57.8,669.3 57.7,669.1 57.7,668.9 
	57.7,668.6 57.7,668.3 57.8,668 57.9,667.7 58,667.5 58.3,666.9 58.7,666.3 59,665.7 59.4,665.3 59.8,664.8 60.1,664.4 60.5,664.1 
	60.9,663.9 61.1,663.8 61.2,663.8" class="st1"></polyline>
<polyline points="62.1,666.8 61.8,666.8 61.6,666.8 61.4,666.9 60.1,666.6 60.3,664.7 60.3,664.4 60.3,664.3" class="st1"></polyline>
<polyline points="61.4,666.9 61.5,666.9 61.7,667.1 61.9,667.3 63.1,667.6 63.8,665.9 63.9,665.6 64,665.4 64.2,665.3 
	64.3,665.2 64.5,665.2" class="st1"></polyline>
<polyline points="90,675.6 90.3,675.7 90.6,675.9 90.9,676.1 91.2,676.5 91.4,676.8 91.6,677.3 91.8,677.8 91.9,678.4 
	92.1,679 92.1,679.6 92.2,680.3 92.2,681.1 92.2,681.8 92.1,682.6 92,683.3 91.9,684.1 91.7,684.9 91.5,685.6 91.3,686.4 91,687.1 
	90.7,687.7 90.4,688.4 90.1,689 89.7,689.5 89.4,690 89,690.4 88.6,690.7 88.3,691 87.9,691.2 87.5,691.3 87.2,691.4 86.8,691.3" class="st0"></polyline>
<polyline points="90.2,674.5 89.8,674.4 89.4,674.5 88.9,674.7 88.5,674.9 88.1,675.2 87.7,675.6 87.2,676.1 
	86.8,676.6 86.4,677.2 86,677.9 85.7,678.6 85.4,679.4 85.1,680.1 84.8,681 84.6,681.8 84.4,682.7 84.2,683.6 84.1,684.5 84,685.4 
	84,686.2 84,687.1 84.1,687.9 84.1,688.6 84.3,689.3 84.4,690 84.7,690.5 84.9,691 85.2,691.5 85.5,691.9 85.8,692.1 86.2,692.3 
	86.6,692.4" class="st0"></polyline>
<polyline points="79.6,672.3 79.3,672.3 79,672.3 78.7,672.4 78.4,672.5 78.1,672.7 77.7,672.9 77.4,673.1 77.1,673.4 
	76.8,673.8 76.5,674.2 76.2,674.6 75.9,675 75.6,675.5 75.3,676.1 75,676.6 74.8,677.2 74.6,677.8 74.4,678.4 74.2,679 74,679.7 
	73.9,680.3 73.7,681 73.6,681.7 73.5,682.3 73.5,683 73.5,683.7 73.4,684.3 73.4,684.9 73.5,685.5 73.5,686.1 73.6,686.6 
	73.7,687.1 73.9,687.6 74,688.1 74.1,688.5 74.3,688.9 74.5,689.2 74.8,689.5 75,689.8 75.3,690 75.5,690.1 75.8,690.2 76.1,690.3" class="st0"></polyline>
<polyline points="80.3,669 79.8,668.9 79.2,669 78.6,669.2 78,669.5 77.4,669.9 76.8,670.5 76.2,671.1 75.7,671.9 
	75.1,672.7 74.6,673.6 74.1,674.6 73.7,675.6 73.3,676.7 72.9,677.9 72.6,679.1 72.3,680.3 72.1,681.5 72,682.7 71.8,683.9 
	71.8,685.1 71.8,686.2 71.9,687.3 72,688.4 72.2,689.3 72.4,690.2 72.7,691 73,691.7 73.4,692.3 73.9,692.8 74.3,693.2 74.8,693.5 
	75.3,693.7" class="st0"></polyline>
<polyline points="79.7,691.1 79.4,691.5 78.8,692.1 78.2,692.7 77.6,693.1 77,693.4 76.5,693.6 75.9,693.7 75.3,693.7 
	73.8,693.4 73.3,693.2 72.8,692.9 72.4,692.5 71.9,692 71.5,691.4 71.2,690.7 70.9,689.9 70.7,689 70.5,688.1 70.4,687 70.3,685.9 
	70.3,684.8 70.3,683.6 70.4,682.4 70.6,681.2 70.8,680 71.1,678.8 71.4,677.6 71.8,676.5 72.2,675.3 72.6,674.3 73.1,673.3 
	73.6,672.4 74.2,671.6 74.7,670.8 75.3,670.2 75.9,669.6 76.5,669.2 77.1,668.9 77.7,668.7 78.2,668.6 78.8,668.7 80.3,669 
	80.8,669.1 81.3,669.4 81.8,669.8 82.2,670.3 82.6,670.9 82.9,671.6 83.2,672.4 83.4,673.1" class="st1"></polyline>
<polyline points="79.6,672.3 90.2,674.5 90.6,674.6 90.9,674.8 91.3,675.1 91.6,675.5 91.9,675.9 92.1,676.4 92.3,677 
	92.5,677.7 92.6,678.3 92.7,679.1 92.7,679.9 92.8,680.7 92.7,681.6 92.7,682.4 92.5,683.3 92.4,684.2 92.2,685.1 91.9,686 
	91.7,686.8 91.4,687.6 91,688.4 90.7,689.1 90.3,689.8 89.9,690.3 89.5,690.9 89.1,691.3 88.7,691.7 88.2,692.1 87.8,692.3 
	87.4,692.4 87,692.5 86.6,692.4 76.1,690.3" class="st1"></polyline>
<polyline points="90,675.6 89.6,675.6 89.2,675.6 88.9,675.8 88.5,676 88.1,676.2 87.7,676.6 87.4,677 87,677.5 
	86.7,678 86.4,678.6 86,679.2 85.8,679.9 85.5,680.6 85.3,681.3 85.1,682 84.9,682.8 84.7,683.6 84.6,684.4 84.6,685.1 84.5,685.9 
	84.5,686.6 84.6,687.3 84.7,688 84.8,688.6 84.9,689.1 85.1,689.6 85.3,690.1 85.6,690.5 85.8,690.8 86.1,691.1 86.5,691.2 
	86.8,691.3" class="st1"></polyline>
<polyline points="172.7,690.5 173,690.7 173.4,691 173.6,691.3 173.8,691.7" class="st0"></polyline>
<polyline points="174.1,692.2 174.2,692.7 174.4,693.2 174.5,693.9 174.6,694.5 174.6,695.2 174.6,696 174.6,696.7 
	174.5,697.5 174.4,698.2 174.3,699 174.1,699.8 173.9,700.5" class="st0"></polyline>
<polyline points="173.7,701.3 173.4,702 173.1,702.6 172.8,703.2 172.5,703.8" class="st0"></polyline>
<line y2="704.8" x2="171.8" y1="704.4" x1="172.1" class="st0"></line>
<polyline points="171,705.6 170.6,705.8 170.3,706 169.9,706.1 169.5,706.2 169.2,706.2" class="st0"></polyline>
<line y2="703.8" x2="172.5" y1="704.4" x1="172.1" class="st0"></line>
<line y2="700.5" x2="173.9" y1="701.3" x1="173.7" class="st0"></line>
<line y2="691.7" x2="173.8" y1="692.2" x1="174.1" class="st0"></line>
<line y2="690.5" x2="172.4" y1="690.5" x1="172.7" class="st0"></line>
<polyline points="173.1,704.3 173.4,703.7 173.8,703 174.1,702.3 174.4,701.6 174.6,700.8 174.9,700 175,699.2 
	175.2,698.3 175.3,697.5 175.4,696.7 175.4,695.9 175.4,695.1 175.3,694.3 175.3,693.7 175.1,693 175,692.4 174.8,691.8 
	174.6,691.3 174.3,690.9 174,690.6 173.7,690.3 173.4,690.1 173,690 172.6,690 172.2,690 171.9,690.1 171.5,690.3 171.1,690.6" class="st0"></polyline>
<polyline points="171,705.6 171.4,705.2 171.8,704.8" class="st0"></polyline>
<polyline points="171.5,690.3 171.9,690.1 172.2,690 172.6,690 173,690 173.4,690.1 173.7,690.3 174,690.6 174.3,690.9 
	174.6,691.3 174.8,691.8 175,692.4 175.1,693 175.3,693.7 175.3,694.3 175.4,695.1 175.4,695.9 175.4,696.7 175.3,697.5 
	175.2,698.3 175,699.2 174.9,700 174.6,700.8 174.4,701.6 174.1,702.3 173.8,703 173.4,703.7 173.1,704.3 172.7,704.9 172.3,705.4 
	171.9,705.8 171.5,706.2 171.1,706.5 170.7,706.7 170.3,706.8 170,706.8 169.6,706.8 169.2,706.7 168.9,706.5 168.6,706.3 
	168.3,705.9 168,705.5" class="st0"></polyline>
<polyline points="173.8,686.1 173.3,686 172.7,686.1 172.1,686.3 171.5,686.6 170.9,687 170.3,687.5 169.8,688.2 
	169.2,688.9 168.7,689.7 168.1,690.6 167.7,691.6 167.2,692.7 166.8,693.8 166.4,694.9 166.1,696.1 165.8,697.3 165.6,698.5 
	165.4,699.7 165.3,700.9 165.3,702.1 165.3,703.2 165.4,704.4 165.5,705.4 165.6,706.3 165.9,707.2 166.2,708.1 166.5,708.8 
	166.9,709.4 167.3,709.9 167.8,710.3 168.3,710.6 168.8,710.8" class="st0"></polyline>
<polyline points="167.9,688.4 161.1,687 160.7,686.9 160.3,687 159.8,687.1 159.4,687.3 159,687.7 158.5,688 
	158.1,688.5 157.7,689 157.3,689.6 156.9,690.3 156.6,691 156.3,691.8 155.9,692.6 155.7,693.4 155.4,694.3 155.2,695.1 155.1,696 
	155,696.9 154.9,697.8 154.8,698.6 154.8,699.4 154.9,700.3 155,701 155.1,701.7 155.3,702.4 155.5,703 155.7,703.5 156,703.9 
	156.3,704.3 156.7,704.6 157,704.8 157.4,704.9 164.2,706.3" class="st1"></polyline>
<polyline points="170.7,691 170.9,690.8 171.3,690.6 171.7,690.5 172,690.4 172.4,690.5" class="st1"></polyline>
<polyline points="171.1,690.6 170.7,691 170.3,691.4 169.9,691.9 169.5,692.5 169.2,693.1 168.8,693.8 168.5,694.5 
	168.2,695.3 168,696 167.7,696.8 167.6,697.7 167.4,698.5 167.3,699.3 167.2,700.1 167.2,700.9 167.2,701.7 167.2,702.5 
	167.3,703.2 167.5,703.8 167.6,704.4 167.8,705 168,705.5" class="st1"></polyline>
<polyline points="167.8,705 168,705.3 168.3,705.6 168.5,705.9 168.8,706.1 169.2,706.2" class="st1"></polyline>
<polygon points="177.3,693.6 177.3,694.7 177.3,695.9 177.2,697.1 177,698.3 176.8,699.5 176.5,700.7 176.2,701.9 
	175.8,703 175.4,704.2 174.9,705.2 174.5,706.2 173.9,707.1 173.4,707.9 172.8,708.7 172.2,709.3 171.7,709.8 171.1,710.2 
	170.5,710.5 169.9,710.7 169.3,710.8 168.8,710.8 167.3,710.4 166.7,710.3 166.2,710 165.8,709.6 165.4,709.1 165,708.5 
	164.7,707.8 164.4,706.9 164.1,706.1 164,705.1 163.8,704 163.8,702.9 163.8,701.8 163.8,700.6 163.9,699.4 164.1,698.2 164.3,697 
	164.6,695.8 164.9,694.6 165.3,693.5 165.7,692.4 166.2,691.3 166.6,690.3 167.1,689.4 167.7,688.6 168.3,687.9 168.8,687.2 
	169.4,686.7 170,686.3 170.6,686 171.2,685.8 171.8,685.7 172.3,685.8 173.8,686.1 174.3,686.2 174.8,686.5 175.3,686.9 
	175.7,687.4 176.1,688.1 176.4,688.8 176.7,689.6 177,690.5 177.1,691.4 177.2,692.5" class="st1"></polygon>
<polyline points="591.8,631.8 591.6,631.9 591.5,632 591.3,632" class="st0"></polyline>
<line y2="632.2" x2="590.8" y1="632.2" x1="590.6" class="st0"></line>
<polyline points="590.3,632.3 590,632.3 589.7,632.3" class="st0"></polyline>
<polyline points="589.1,632.4 588.8,632.4 588.4,632.3" class="st0"></polyline>
<polyline points="587.8,632.3 587.5,632.2 587.2,632.2 586.9,632.1 586.6,632" class="st0"></polyline>
<polyline points="586.2,631.9 586,631.8 585.8,631.7 585.7,631.6" class="st0"></polyline>
<polyline points="591.3,632 591.1,632.1 590.8,632.2" class="st0"></polyline>
<line y2="632.3" x2="590.3" y1="632.2" x1="590.6" class="st0"></line>
<polyline points="589.7,632.3 589.4,632.4 589.1,632.4" class="st0"></polyline>
<polyline points="588.4,632.3 588.1,632.3 587.8,632.3" class="st0"></polyline>
<polyline points="586.6,632 586.4,632 586.2,631.9" class="st0"></polyline>
<line y2="631.7" x2="585.7" y1="631.9" x1="585.9" class="st0"></line>
<line y2="631.5" x2="585.5" y1="631.6" x1="585.7" class="st0"></line>
<line y2="631.2" x2="585.3" y1="631.1" x1="585.4" class="st0"></line>
<polyline points="594.4,610.6 594.8,610.9 595,611.1 595.2,611.3 595.2,611.5 595.2,611.8 595.1,612 594.9,612.2 
	594.5,612.4 594.1,612.6 593.7,612.7 593.1,612.9 592.5,613 591.8,613.1 591.1,613.1 590.4,613.1 589.6,613.1 588.9,613.1 
	588.2,613 587.5,612.9 586.8,612.8 586.1,612.7 585.6,612.5 585.1,612.3 584.6,612.1 584.3,611.9 584,611.7 583.9,611.4 
	583.8,611.2 583.8,611 584,610.8 584.2,610.6 584.5,610.4 584.9,610.2" class="st0"></polyline>
<line y2="618.7" x2="589.5" y1="613.9" x1="589.7" class="st0"></line>
<polyline points="585.8,609.9 586.5,609.8 587.2,609.7" class="st0"></polyline>
<polyline points="584.9,611.2 584.9,611.1 585,611 585.1,610.8 585.2,610.7 585.4,610.6 585.6,610.5 585.9,610.4 
	586.2,610.3 586.5,610.2 586.9,610.1 587.2,610.1 587.6,610 588.1,610 588.5,610 588.9,610 589.4,610 589.8,610 590.3,610 
	590.7,610.1 591.2,610.1 591.5,610.2 591.9,610.3 592.3,610.4 592.7,610.5 593,610.6 593.2,610.7 593.5,610.8 593.7,611 
	593.8,611.1 594,611.2 594,611.4 594.1,611.5" class="st0"></polyline>
<polyline points="585.3,611.7 585.4,611.7 585.6,611.6 585.9,611.5 586.1,611.4 586.5,611.3 586.8,611.2 587.2,611.1 
	587.6,611.1 588,611.1 588.5,611 588.9,611 589.3,611 589.8,611.1 590.2,611.1 590.7,611.1 591.1,611.2 591.5,611.3 591.9,611.4 
	592.3,611.5 592.6,611.5 592.9,611.7 593.2,611.8 593.4,611.9 593.6,612.1 593.7,612.1" class="st0"></polyline>
<polyline points="583.6,617.6 583.9,612.7 583.8,612.3 583.8,611.9 583.8,611.5 583.8,611.2 583.8,611 583.7,610.8 
	583.7,610.7 583.7,610.7" class="st0"></polyline>
<polyline points="591.5,609.8 592.2,609.9 593,610.1" class="st0"></polyline>
<line y2="611" x2="595.1" y1="610.7" x1="594.4" class="st0"></line>
<polyline points="583.9,612.7 584.6,612.7 585.3,612.7 586,612.7 586.8,612.8 587.5,613 588.2,613.2 589,613.6 
	589.7,613.9 590.4,613.6 591.1,613.3 591.8,613.1 592.5,613 593.2,612.9 593.9,612.9 594.6,613 595.3,613" class="st0"></polyline>
<polyline points="595.1,617.9 594.4,617.8 593.7,617.8 593,617.8 592.3,617.8 591.6,618 590.9,618.2 590.2,618.4 
	589.5,618.7 588.7,618.4 588,618.1 587.3,617.9 586.6,617.7 585.9,617.6 585.1,617.5 584.4,617.5 583.6,617.6 583.6,617.1 
	583.6,616.7 583.6,616.4 583.6,616.1 583.6,615.8 583.5,615.7 583.5,615.6 583.5,615.5" class="st0"></polyline>
<line y2="616.4" x2="595.9" y1="616.2" x1="595.5" class="st0"></line>
<line y2="615.6" x2="583.3" y1="615.8" x1="582.8" class="st0"></line>
<polyline points="596.5,616.8 596.7,617 596.9,617.2 597,617.4 597,617.6 597,617.8 596.9,618 596.8,618.2 596.6,618.4 
	596.3,618.6 596,618.8 595.6,619 595.2,619.1 594.7,619.3 594.2,619.4 593.6,619.5 593.1,619.6 592.4,619.7 591.8,619.7 
	591.1,619.8 590.4,619.8 589.7,619.8 589,619.7 588.3,619.7 587.6,619.7 587,619.6 586.3,619.5 585.7,619.3 585.1,619.2 
	584.5,619.1 584,618.9 583.4,618.7 583,618.5 582.6,618.3 582.4,618.2 582.1,618.1 581.9,617.9 581.8,617.8 581.7,617.6 
	581.6,617.4 581.5,617.3 581.5,617.1 581.5,616.9 581.6,616.7 581.7,616.5 581.9,616.3 582.2,616.1" class="st0"></polyline>
<polyline points="595.1,617.9 595.3,613 595.3,612.6 595.3,612.2 595.3,611.8 595.2,611.5 595.2,611.3 595.2,611.2 
	595.1,611.1 595.1,611 594.4,610.6 594,610.4 593.4,610.2 592.9,610.1 592.2,609.9 591.5,609.8 590.8,609.7 590.1,609.6 
	589.4,609.6 588.6,609.6 587.9,609.6 587.2,609.7 586.5,609.8 585.9,609.9 585.4,610 584.9,610.2 584.4,610.4 583.7,610.7 
	583.5,615.5 582.8,615.8 582.5,615.9 582.2,616.1 581.8,616.3 581.6,616.6 581.4,616.8 581.3,617 581.2,617.2 581.1,617.4 
	581.1,617.6 581.1,617.8 581.2,618.1 581.3,618.3 581.4,618.5 581.6,618.8 581.7,618.9 582,619.1 582.4,619.4 582.8,619.6" class="st1"></polyline>
<polyline points="595.2,616 595.9,616.4 596.2,616.6 596.5,616.8 596.8,617 597,617.2 597.1,617.4 597.2,617.7 
	597.3,617.9 597.4,618.1 597.3,618.4 597.3,618.6 597.2,618.8 597.1,619 596.9,619.2 596.7,619.5 596.6,619.6 596.2,619.8 
	595.9,620 595.4,620.1 595.3,620.2 594.8,620.4 594.2,620.5 593.6,620.6 593,620.7 592.3,620.8 591.6,620.8 590.9,620.9 
	590.2,620.9 589.4,620.9 588.7,620.8 587.9,620.8 587.2,620.7 586.5,620.6 585.8,620.5 585.1,620.4 584.5,620.2 583.9,620.1 
	583.4,619.9 583,619.7" class="st1"></polyline>
<polyline points="585.8,620.5 585.3,631.2 585.4,631.3 585.4,631.4 585.5,631.5 585.9,631.9 586.2,632.1 586.6,632.2 
	587.1,632.4 587.6,632.4 588.1,632.5 588.7,632.6 589.3,632.6 589.9,632.5 590.4,632.4 590.8,632.4 591.2,632.2 591.4,632.1 
	591.8,631.8 591.9,631.7 591.9,631.6 592,631.5 592,631.4 592.4,620.8" class="st1"></polyline>
<polyline points="584.9,611.2 585,611.4 585.1,611.5 585.2,611.7 585.3,611.8 585.5,611.9 585.8,612.1 586,612.2 
	586.4,612.3 586.7,612.4 587.1,612.5 587.5,612.6 587.9,612.6 588.3,612.7 588.7,612.7 589.2,612.8 589.6,612.8 590.1,612.8 
	590.5,612.8 591,612.8 591.4,612.7 591.8,612.7 592.1,612.6 592.5,612.6 592.8,612.5 593.1,612.4 593.4,612.3 593.6,612.2 
	593.8,612.1 593.9,611.9 594,611.8 594.1,611.7 594.1,611.5" class="st1"></polyline>
<text class="st2 st3" transform="matrix(1 0 0 1 576.255 533.5658)" id="ID_1017">14</text>
<text class="st2 st3" transform="matrix(1 0 0 1 262.6723 706.8472)" id="ID_1047">2</text>
<line y2="717.8" x2="33.1" y1="686" x1="80.3" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 17.4732 732.4365)" id="ID_1053">2</text>
<line y2="681.3" x2="32.2" y1="668.1" x1="55.9" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 16.3983 702.0566)" id="ID_1059">3</text>
<text class="st2 st3" transform="matrix(1 0 0 1 31.9605 308.2964)" id="ID_1065">7</text>
<line y2="752.7" x2="30.9" y1="711.2" x1="103.8" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 13.7009 766.97)" id="ID_1075">1</text>
<line y2="150.5" x2="152" y1="152.7" x1="152.3" class="st0"></line>
<line y2="156.5" x2="141.6" y1="156.3" x1="140.1" class="st0"></line>
<polyline points="138.4,156 136.6,155.7 134.7,155.3" class="st0"></polyline>
<line y2="144.7" x2="124.8" y1="145.3" x1="126.5" class="st0"></line>
<line y2="126" x2="130.2" y1="126.9" x1="130.3" class="st0"></line>
<line y2="124.8" x2="127.2" y1="125.6" x1="127.4" class="st0"></line>
<line y2="125.2" x2="126.2" y1="124.5" x1="126.4" class="st0"></line>
<line y2="124.5" x2="124.3" y1="123.8" x1="124.5" class="st0"></line>
<polyline points="119.1,122.8 119,122.8 118.8,122.8 118.3,122.7 117.1,122.7 116.5,122.6 115.9,122.6 115.4,122.6" class="st0"></polyline>
<line y2="124" x2="125.1" y1="123.9" x1="124.9" class="st0"></line>
<polyline points="125.4,124.1 125.6,124.1 128.2,125.1" class="st0"></polyline>
<polyline points="127.6,125.6 129,126.3 129.4,126.4 129.8,126.6 130.1,126.8 130.3,126.9 130.4,126.9" class="st0"></polyline>
<polyline points="127.5,125.6 127.4,125.6 127.2,125.5 126.9,125.4 126.6,125.3 126.2,125.2 124.3,124.5 121.7,123.8" class="st0"></polyline>
<polyline points="128.9,125.4 129.6,125.8 129.9,125.9 130.2,126 130.2,126" class="st0"></polyline>
<line y2="124.8" x2="127.6" y1="124" x1="125.2" class="st0"></line>
<polyline points="121.8,123.2 124.5,123.8 126.4,124.5 126.9,124.7 127.2,124.8" class="st0"></polyline>
<polyline points="119.4,123.5 119.2,123.5 118.6,123.4 116.8,123.4 116.1,123.3 115.3,123.3 114.8,123.3" class="st0"></polyline>
<polyline points="119,122.8 118.8,122.8 118.3,122.7 117.6,122.7 116.9,122.7 116.2,122.6 115.6,122.6 115.1,122.6 
	114.7,122.6 114.6,122.6" class="st0"></polyline>
<polyline points="134.7,152.2 136.6,152.5 138.4,152.8 140,153.1 141.5,153.4 141.6,156.5" class="st0"></polyline>
<line y2="154.9" x2="140" y1="153.7" x1="140" class="st0"></line>
<line y2="156" x2="138.4" y1="156.3" x1="140.1" class="st0"></line>
<polyline points="129.5,151.1 129.8,148.7 129.9,147.6" class="st0"></polyline>
<line y2="157.3" x2="152.1" y1="157.5" x1="152.3" class="st0"></line>
<polyline points="130.3,147.8 130.1,148.9 129.8,151.3 129.4,151.2 128.3,151" class="st0"></polyline>
<polyline points="113,144.9 113.2,145.6 113.7,146.5 114.5,147.2 115.4,147.7 116.4,148 118.2,148.5 119.9,148.9 
	121.8,149.4 123.8,149.8 125.2,150.2 126.6,150.5 128.1,150.8 129.5,151.1 129.8,151.3 131,151.6" class="st0"></polyline>
<polyline points="141.6,156.5 140,154.9 138.6,154.7 137.2,154.5 135.6,154.2 133.9,153.9" class="st0"></polyline>
<line y2="154.1" x2="145" y1="154.1" x1="145.8" class="st0"></line>
<line y2="155.1" x2="146.4" y1="155.1" x1="146.8" class="st0"></line>
<polyline points="143,153.6 144.2,153.7 145.1,153.8 145.8,153.8" class="st0"></polyline>
<polyline points="134,152.6 135.6,153 137.2,153.2 138.7,153.5 140,153.7 141.5,153.4" class="st0"></polyline>
<polyline points="112.5,146.1 113.2,146.9 114.1,147.4 115.1,147.8 116.4,148.2 117.8,148.5 119.2,148.9 120.7,149.3 
	122.2,149.6 123.8,150 125.3,150.3 127.9,150.9 129.4,151.2 131,151.6" class="st0"></polyline>
<polyline points="150,157.3 149.9,157.4 149.7,157.5 149.3,157.6 148.8,157.7 148,157.7 147,157.6 145.8,157.5 
	144.3,157.4 142.5,157.1 140.5,156.8 138.2,156.4 135.6,155.9 132.9,155.3 130,154.7 128.5,154.4 127,154.1 125.5,153.8 124,153.4 
	122.1,153 120.2,152.5 118.4,152.1 116.7,151.6 115.3,151.3 114,150.9 112.5,150.3 111.3,149.4 110.3,148.3 109.9,147.6 
	109.6,146.8 109.3,146.1" class="st0"></polyline>
<line y2="143" x2="114" y1="145" x1="113" class="st0"></line>
<line y2="148.5" x2="117.8" y1="151.6" x1="116.7" class="st0"></line>
<line y2="148" x2="116.4" y1="147.8" x1="115.1" class="st0"></line>
<line y2="145.6" x2="113.2" y1="145.4" x1="112.9" class="st0"></line>
<polyline points="108,145.9 108.2,146.4 109.6,146.8" class="st0"></polyline>
<line y2="147.5" x2="108.8" y1="147.3" x1="108.6" class="st0"></line>
<polyline points="114,150.9 112.7,150.7 111.5,150.2 110.5,149.5 109.5,148.6 108.8,147.5 108.2,146.4 108,146.2" class="st0"></polyline>
<line y2="141.2" x2="106.1" y1="141.8" x1="106.4" class="st0"></line>
<polyline points="142.8,135.6 142.3,135.2 141.7,134.8 140.1,134.1 138.8,133.5 137.4,133 135.7,132.4 133.9,131.8 
	131.9,131.2 129.7,130.6 127.2,129.9 124.7,129.3 123.1,128.9 121.4,128.5 119.7,128.1 117.9,127.6 116.2,127.2 114.5,126.9 
	112.8,126.5 111.1,126.2 110.5,126.3 108.1,125.8 105.9,125.4 104.9,125.3 104,125.1 102.4,124.9 101.5,124.9 100.7,124.9 
	100.2,124.9" class="st0"></polyline>
<polyline points="97.7,126.3 97.8,126.1 98.2,126 98.8,125.9 99.5,125.9 100.6,126 102.2,126.2 104.2,126.4 
	106.6,126.8 109.1,127.3 109.3,127.4" class="st0"></polyline>
<polyline points="100.6,126 101.4,125.3 102.4,124.9 102.6,124.9 103.3,125 104.1,125.1 105.1,125.2 106.1,125.3 
	107.3,125.5 108.5,125.7 109.8,125.9 111.1,126.2" class="st0"></polyline>
<polyline points="109.1,127.3 109.5,126.9 109.8,126.6 110.2,126.4 110.5,126.3 110.7,126.4" class="st0"></polyline>
<polyline points="148,139.5 147.6,139.1 147.1,138.6 146.4,138.2 144.6,137.4 143.1,136.7 141.5,136.1 139.8,135.6 
	137.9,134.9 135.9,134.2 133.7,133.5 131.3,132.8 128.7,132 127.2,131.6 125.8,131.2 123.7,130.7 121.6,130.1 119.4,129.6 
	117.2,129.1 115.1,128.6 113.1,128.2 111.2,127.8" class="st0"></polyline>
<line y2="139.1" x2="147.6" y1="138.2" x1="146.9" class="st0"></line>
<polyline points="102,140 101.9,139.9 101.9,139.6 101.9,139.4 102.1,138.8 103.8,135.8 105.5,132.8 107.4,130 
	109.3,127.4 109.9,126.7 110.7,126.4 112.3,126.8 114.1,127.2 116,127.6 117.9,128.1 119.8,128.6 121.7,129.1 123.6,129.6 
	125.4,130.1 125.6,130.2 125.7,130.5 125.8,130.8 125.8,131.2" class="st0"></polyline>
<polyline points="144.6,137.4 144,136.5 143.1,135.9 141.6,135.3 140.1,134.7 138.5,134.1 136.7,133.5 134.8,132.9 
	132.7,132.2 130.4,131.5 128,130.8 125.4,130.1 125,129.8 124.7,129.3" class="st0"></polyline>
<polyline points="140.1,134.1 141.5,135.1 143.1,135.9" class="st0"></polyline>
<line y2="137.2" x2="145.5" y1="136.8" x1="144.8" class="st0"></line>
<polyline points="141.6,135.3 142.5,135.9 143.1,136.7 144.4,140.5 145.5,144.3 145.9,146.2 146.2,148.3" class="st0"></polyline>
<polyline points="147.1,152.8 147,153.1 146.9,153.3 146.7,153.4 146.4,153.4 145.1,153" class="st0"></polyline>
<line y2="152.7" x2="144.6" y1="152.8" x1="144.6" class="st0"></line>
<polyline points="149.8,157 151.7,157.4 152.1,157.3 152.3,156.9" class="st0"></polyline>
<polyline points="145.9,154.4 147,154.7 147.3,154.7 147.5,154.7 147.8,154.6 148,154.5 149.6,155.3 150.8,156 
	151.8,156.5 152.3,156.9 152.5,157.1 152.3,157.5 151.8,157.7" class="st0"></polyline>
<polyline points="127.3,145.6 129.4,146.3 131.4,147 133.2,147.8 135,148.5 135.2,148.7 135.2,148.9" class="st0"></polyline>
<polyline points="146.1,154.8 147.3,155.1 147.7,154.9 148,154.5 147.8,153.9 147.6,153.4 147.4,153 147.1,152.8 
	146.3,152.4 144.2,151.5 141.9,150.4 139.3,149.2 136.5,148 136.1,147.9 135.7,147.9 135.3,148.1 135,148.5 135,148.7 134.9,148.9 
	134.7,149.2 134.5,149.3 134.4,149.3" class="st0"></polyline>
<polyline points="145.6,153 146.4,153.4 146.6,153.6 146.8,153.8 146.9,154.2 147,154.7 147.1,154.9 147.3,155.1 
	148.9,155.8 150.2,156.5 151.1,157 151.7,157.4 151.8,157.7 151.8,157.9 151.5,158 151.1,158.1 150.4,158.1 149.6,158.1" class="st0"></polyline>
<polyline points="135.9,148.7 138.7,149.9 141.2,151 143.5,152.1 145.6,153 145.8,153 146,152.9 146.2,152.7 
	146.3,152.4 146.3,150.3" class="st0"></polyline>
<polyline points="135.9,148.7 136.1,148.7 136.3,148.5 136.4,148.3 136.5,148" class="st0"></polyline>
<line y2="150" x2="123.8" y1="153.4" x1="124" class="st0"></line>
<line y2="153.5" x2="123.8" y1="153.4" x1="123.8" class="st0"></line>
<polyline points="126.8,150.7 128.3,151 129.8,151.3" class="st0"></polyline>
<line y2="149.8" x2="123.8" y1="145.5" x1="123.3" class="st0"></line>
<polyline points="93.1,132.2 92.9,132.7 92.9,133.2 93,133.7 93.4,134.2 93.9,134.8 94.5,135.4 95.4,135.9 96.4,136.5 
	97.6,137.1 98.9,137.7 100.5,138.3 102.1,138.8 103.9,139.3 105.8,139.8 107.8,140.3 109.8,140.8 114.1,141.8 116.3,142.4 
	118.6,142.9 120.8,143.5 123,144.2" class="st0"></polyline>
<polyline points="135.1,149 135.1,148.9 135,148.7 133.2,148 131.3,147.3 129.3,146.6 127.2,145.9 125.1,145.3 
	122.8,144.6 120.6,144 118.4,143.4 116.1,142.9 113.9,142.4 109.6,141.4 107.6,140.9 105.6,140.4 103.7,139.9 101.9,139.4 
	100.2,138.8 98.7,138.3 97.3,137.7 96.1,137.1 95.1,136.5 94.2,135.9 93.6,135.3 93.1,134.8 92.8,134.2 92.6,133.7 92.6,133.2" class="st0"></polyline>
<polyline points="116.5,143.7 113.9,143 109.6,142 107.7,141.6 106.3,141.2 104,140.6 102,140 100.3,139.5 98.8,138.9 
	97.7,138.5 96.3,137.8 95.5,137.3 94.4,136.6 93.9,136.1 93.7,135.9 93.1,135.3 92.7,134.6 92.7,134.3 92.6,133.9 92.6,133.5 
	92.6,133.2 92.8,132.8" class="st1"></polyline>
<polyline points="92.8,132.7 93.1,132.2 93.4,131.8 94,131 95.4,129.1 96.3,127.9 97.3,126.7 97.7,126.3 98,125.9 
	98.8,125.3 99.1,125.2 99.8,125 100.2,124.9 103.5,124.3 104.8,124.2 106.8,123.8 108.5,123.7 109.8,123.5 111.4,123.4 112.6,123.3 
	114.3,123.3 114.8,123.3" class="st1"></polyline>
<polyline points="114.2,123.3 114.6,122.6 114.7,122.6 115,122.6 115.4,122.6 117.6,122.7 119,122.8" class="st1"></polyline>
<polyline points="119.1,122.8 119.4,123.5 121.7,123.8" class="st1"></polyline>
<polyline points="123.8,123.6 124.9,123.9 125.6,124.1 127.6,124.8 128.9,125.4 129.9,125.9" class="st1"></polyline>
<polyline points="127.6,124.8 128.2,125.1 129.5,125.7 130.1,125.9 130.2,126 130.4,126.9 132.9,128.2 135,129.6 
	135.9,130.2 138,131.7 140.2,133.4 141,134.1 142.8,135.6 143.5,136.1" class="st1"></polyline>
<line y2="136.1" x2="143.5" y1="135.9" x1="143.2" class="st1"></line>
<line y2="136.2" x2="143.7" y1="135.9" x1="143.2" class="st1"></line>
<polyline points="143.1,135.9 144,136.3 144.8,136.8 145.4,137.1 146.4,137.7 146.9,138.2 147.6,138.9 148,139.5 
	149.3,141.9 150.3,144.3 151.1,146.7 151.8,149.2 152,150.5 152.2,151.8 152.3,152.7 152.5,154.9 152.5,157.1" class="st1"></polyline>
<polyline points="150.7,158.1 151.3,158.1 151.6,158 152,157.9 152.2,157.7 152.4,157.5 152.5,157.3" class="st1"></polyline>
<polyline points="146.4,155 146.4,155.1 147.6,155.7 148.6,156.2 149.4,156.7 149.8,157 150,157.3" class="st1"></polyline>
<polyline points="149.9,158.1 149.6,158.1 148.5,158.1 147.2,157.9 145.6,157.7 143.7,157.4 141.4,157.1 138.9,156.6 
	137.6,156.4 136.2,156.1 133.2,155.5 130.2,154.9 128.6,154.5 127,154.2 125.4,153.8 123.8,153.5 120.8,152.8 117.9,152.1 
	115.2,151.4 112.7,150.7 112.3,150.5 111.5,150.2 111.1,150 110.2,149.4 109.5,148.6 108.7,147.6 108.6,147.3 108,146.2 
	107.9,145.9" class="st1"></polyline>
<polyline points="113.2,142.9 112.9,145.9 112.8,146.1 112.2,146.2 111.4,146.2 110.3,146.2 109.1,146.1 108,145.9 
	107.1,145.7 106.4,145.5 106.1,145.4 106.5,141.3" class="st1"></polyline>
<line y2="141.1" x2="106" y1="142" x1="106.4" class="st1"></line>
<polyline points="135.4,148.6 135.2,148.9 135.1,149 135,149.2 134.9,149.2 134.8,149.3 134.7,149.3 134.5,149.3 
	134.4,149.3 132.6,148.6 130.7,147.9 128.8,147.3 126.8,146.6 124.7,145.9 122.6,145.3 120.4,144.7 118.2,144.1 116.1,143.6" class="st1"></polyline>
<line y2="148.7" x2="135.9" y1="148.6" x1="135.6" class="st1"></line>
<polyline points="135.3,148.7 135.5,148.6 135.7,148.6" class="st1"></polyline>
<polyline points="135.5,148.6 145.1,153 145.4,153.2 145.7,153.5 145.8,153.9 145.9,154.4 145.9,154.7 146.1,154.8 
	146.8,155.1" class="st1"></polyline>
<line y2="153" x2="145.2" y1="152.8" x1="144.6" class="st1"></line>
<polyline points="142.5,151.8 143,153.6 145,154.1" class="st1"></polyline>
<polyline points="126.5,124.5 126.6,124.5 127.8,124.9 128,125" class="st1"></polyline>
<polyline points="127.5,125.6 127.3,124.8 127,124.6 125.1,124 122.6,123.3 121.8,123.2 119.1,122.8 119,122.8" class="st1"></polyline>
<line y2="125.5" x2="127.5" y1="125.6" x1="127.6" class="st1"></line>
<polyline points="127.3,145.6 125.2,144.9 123,144.2" class="st1"></polyline>
<polyline points="134.7,155.3 133.9,153.9 134,152.6 134.7,152.2" class="st1"></polyline>
<text class="st2 st3" transform="matrix(1 0 0 1 34.7668 117.7382)" id="ID_1100">11</text>
<line y2="707.2" x2="647.2" y1="671.5" x1="593.6" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 652.7476 718.9229)" id="ID_1106">15</text>
<line y2="252.5" x2="900.5" y1="268.8" x1="931.6" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 869.9663 246.4724)" id="ID_1113">18</text>
<line y2="172.3" x2="981" y1="317.8" x1="1043.9" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 961.6111 166.012)" id="ID_1120">4</text>
<text class="st2 st3" transform="matrix(1 0 0 1 367.8803 492.548)" id="ID_1126">13</text>
<line y2="642.6" x2="23.2" y1="617.1" x1="24.5" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 13.0109 671.1448)" id="ID_1159">4</text>
<text class="st2 st3" transform="matrix(1 0 0 1 286.7951 345.0472)" id="ID_1165">6</text>
<text class="st2 st3" transform="matrix(1 0 0 1 269.0503 472.5926)" id="ID_1171">5</text>
<line y2="450.3" x2="799.3" y1="414.5" x1="841.1" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 767.3243 472.5926)" id="ID_1177">16</text>
<line y2="342.8" x2="906.2" y1="343.2" x1="851" class="st1"></line>
<line y2="335.5" x2="906.2" y1="313.1" x1="871.3" class="st1"></line>
<line y2="350.8" x2="906.2" y1="379.4" x1="867" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 911.608 346.9609)" id="ID_1183">17</text>
<line y2="213.4" x2="899.4" y1="231.6" x1="960.6" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 862.4261 212.5417)" id="ID_1193">19</text>
<line y2="315.6" x2="1000" y1="312.6" x1="985.6" class="st4"></line>
<line y2="316.2" x2="1003.4" y1="315.6" x1="1000" class="st1"></line>
<polyline points="1019.1,319.4 1028.4,321.4 1028.4,321.6 1029.2,321.1 1036,322.5" class="st4"></polyline>
<line y2="323.2" x2="1039.4" y1="322.5" x1="1036" class="st1"></line>
<polyline points="925.1,286.9 953.1,272.1 953.7,258.3 929.7,253.4 948.3,243.6" class="st4"></polyline>
<line y2="242" x2="951.3" y1="243.6" x1="948.3" class="st1"></line>
<line y2="302.2" x2="817" y1="300.1" x1="807.1" class="st4"></line>
<line y2="302.9" x2="820.4" y1="302.2" x1="817" class="st1"></line>
<line y2="309.3" x2="852" y1="304.3" x1="827.4" class="st4"></line>
<line y2="310" x2="855.3" y1="309.3" x1="852" class="st1"></line>
<line y2="332.6" x2="798.1" y1="331.7" x1="793.8" class="st4"></line>
<line y2="333.3" x2="801.4" y1="332.6" x1="798.1" class="st1"></line>
<line y2="339.4" x2="831.5" y1="334.4" x1="807" class="st4"></line>
<line y2="340.1" x2="834.8" y1="339.4" x1="831.5" class="st1"></line>
<line y2="367.3" x2="807.6" y1="366.6" x1="804.1" class="st4"></line>
<line y2="368" x2="810.9" y1="367.3" x1="807.6" class="st1"></line>
<line y2="375.5" x2="847.5" y1="371.3" x1="827.2" class="st4"></line>
<line y2="376.2" x2="850.9" y1="375.5" x1="847.5" class="st1"></line>
<line y2="678.1" x2="586.7" y1="684" x1="586.4" class="st4"></line>
<line y2="674.7" x2="586.8" y1="678.1" x1="586.7" class="st1"></line>
<polyline points="587.1,669.3 588,646.3 588.5,636" class="st4"></polyline>
<line y2="632.6" x2="588.6" y1="636" x1="588.5" class="st1"></line>
<line y2="566" x2="167.6" y1="574.4" x1="208.6" class="st4"></line>
<line y2="565.3" x2="164.2" y1="566" x1="167.6" class="st1"></line>
<polyline points="147.8,561.9 147.5,561.9 137.1,559.8 132.4,562.2" class="st4"></polyline>
<line y2="563.8" x2="129.4" y1="562.2" x1="132.4" class="st1"></line>
<polyline points="105.1,576.6 33.7,614.2 29.6,613.3" class="st4"></polyline>
<line y2="612.7" x2="26.3" y1="613.3" x1="29.6" class="st1"></line>
<line y2="609.3" x2="9.6" y1="610.6" x1="16.4" class="st4"></line>
<line y2="608.6" x2="6.3" y1="609.3" x1="9.6" class="st1"></line>
<line y2="673.7" x2="49.8" y1="673.1" x1="47.2" class="st4"></line>
<line y2="674.4" x2="53.2" y1="673.7" x1="49.8" class="st1"></line>
<line y2="677.4" x2="67.9" y1="675.1" x1="56.7" class="st4"></line>
<line y2="678.1" x2="71.3" y1="677.4" x1="67.9" class="st1"></line>
<line y2="682.1" x2="90.9" y1="680.9" x1="85.4" class="st4"></line>
<line y2="682.8" x2="94.2" y1="682.1" x1="90.9" class="st1"></line>
<polyline points="119.3,687.9 119.9,688 120,687.3 119.4,687.6" class="st1"></polyline>
<line y2="694.7" x2="151.9" y1="688" x1="119.3" class="st4"></line>
<line y2="695.4" x2="155.2" y1="694.7" x1="151.9" class="st1"></line>
<line y2="699.7" x2="176.5" y1="697.9" x1="167.5" class="st4"></line>
<line y2="700.4" x2="179.9" y1="699.7" x1="176.5" class="st1"></line>
<line y2="222.9" x2="137.5" y1="222.9" x1="137.6" class="st0"></line>
<line y2="218.2" x2="145.3" y1="217.9" x1="145" class="st0"></line>
<line y2="218.2" x2="145.3" y1="217.9" x1="144.6" class="st0"></line>
<polyline points="143.4,217.5 143.4,217.2 143.5,216.5 143.6,215.9 143.9,215" class="st0"></polyline>
<line y2="216.5" x2="140.8" y1="216.6" x1="141.4" class="st0"></line>
<line y2="217.7" x2="144" y1="217.5" x1="143.1" class="st0"></line>
<polyline points="143.2,218.9 143.2,219 143.5,219.2" class="st0"></polyline>
<line y2="217.9" x2="144.3" y1="218.2" x1="144.2" class="st0"></line>
<polyline points="140.7,218.7 140.8,216.5 141.2,216.1" class="st0"></polyline>
<line y2="212.9" x2="141.3" y1="212.5" x1="141.2" class="st0"></line>
<line y2="211.7" x2="138.6" y1="211.4" x1="138.1" class="st0"></line>
<line y2="213.6" x2="137.6" y1="213.6" x1="138.9" class="st0"></line>
<polyline points="139.4,212.7 139.3,212.5 139.1,212.3 138.7,212.2 138.1,212.1 137.6,212.1 137.1,212.2 136.7,212.3 
	136.5,212.5" class="st0"></polyline>
<line y2="212.4" x2="134.7" y1="212.8" x1="134.8" class="st0"></line>
<polyline points="136.4,242.4 135.3,244.4 134.4,246.4 133.8,248.5 133.3,250.6" class="st0"></polyline>
<polyline points="133.3,250.6 132.8,254.8 132.6,259.1" class="st0"></polyline>
<line y2="212.1" x2="131.1" y1="212" x1="130.9" class="st0"></line>
<line y2="217.7" x2="130.1" y1="214.8" x1="130.2" class="st0"></line>
<polyline points="129,220.4 129.2,220.6 129.2,220.8 129.1,221.1 129,221.4" class="st0"></polyline>
<polyline points="128.6,218.9 128.4,219.1 128.2,219.1" class="st0"></polyline>
<polyline points="138.3,233.8 134.9,234.4 131.2,234.8 127.4,235.2 125.4,235.3 123.5,235.4 121.5,235.4 119.5,235.4 
	117.5,235.3 115.6,235.1 113.7,234.9 111.9,234.6 110.3,234.3 108.8,233.9 107.5,233.4 106.4,232.9 105.4,232.4 104.6,231.8 
	103.9,231.3 103.3,230.7 102.5,229.4" class="st0"></polyline>
<line y2="219.6" x2="99.9" y1="221.4" x1="100.7" class="st0"></line>
<polyline points="110.1,229.9 110.8,229.7 111.3,229.4 112.1,228.5 112.6,227.5 112.8,226.4 112.8,225.2" class="st0"></polyline>
<polyline points="108.5,229.7 107.7,229.3 106.9,228.8 106.1,228.2 105.4,227.6 104.1,226.1 103,224.7 102.1,223.2 
	101.3,221.8 100.7,220.3 100.2,218.8 99.8,217.4 99.7,216.1 99.7,214.8 99.9,213.5" class="st0"></polyline>
<polyline points="108.6,230 109.4,230.2 110.3,230.2 111,230 111.6,229.7 112.5,228.9 113,227.9 113.3,226.7 
	113.3,225.5 113,224.2 112.6,222.8 112,221.4 111.2,219.9 110.3,218.4 109.2,216.9 107.9,215.4 106.6,214 105,212.6 104.2,212.1 
	103.3,211.6 102.5,211.3 101.7,211.2 101,211.3 100.4,211.5 99.5,212.4 99,213.5 98.7,214.7 98.7,216 98.9,217.4 99.3,218.8 
	99.9,220.3 100.6,221.8 101.5,223.3 102.5,224.9 103.8,226.4 105.2,227.8 105.9,228.5 106.8,229.1 107.6,229.6 108.5,230" class="st0"></polyline>
<polyline points="107.9,201.1 112,202 114.2,202.5 116.3,203.1 118.4,203.7 120.5,204.3 122.6,205 124.5,205.8" class="st0"></polyline>
<polyline points="99.6,192.6 98.8,192.6 97.9,192.7 97,193 96.3,193.5 95.9,194.1" class="st0"></polyline>
<polyline points="96.4,195.7 96.3,195.8 96.1,196.1" class="st0"></polyline>
<polyline points="101.8,199.2 102.2,198.9 102.3,198.9" class="st0"></polyline>
<polyline points="98.9,198.5 100.2,199 101.6,199.4 101.8,199.5" class="st0"></polyline>
<polyline points="93.9,193.2 93.5,193.9 93.5,194.7 94.1,195.6 94.5,196.1 95.1,196.6 95.9,197 96.7,197.5 97.8,198" class="st0"></polyline>
<polyline points="127,210 125.4,209.5 123.7,208.8 122.1,208.3 120.3,207.7 118.5,207.1 116.7,206.6 114.9,206.1 
	113.1,205.7 109.6,204.8 106.2,204 103.1,203.2 100.1,202.4 100,202.4 98.5,201.9 97.1,201.3 95.8,200.8 94.7,200.2 93.8,199.7 
	93,199.1 92.4,198.6 91.9,198 91.7,197.5 91.5,197 91.6,196.6 91.7,196.2" class="st0"></polyline>
<polyline points="125.8,209.8 125.8,210.1 125.7,210.6 128.3,211.6 130.7,212.6 130.9,212.6" class="st0"></polyline>
<polyline points="129.9,213.8 130.2,213.8 130.3,213.7" class="st0"></polyline>
<line y2="211.9" x2="130.9" y1="211.6" x1="130.8" class="st0"></line>
<polyline points="98.4,203.3 98.6,202.8 98.9,202.5" class="st0"></polyline>
<line y2="199.4" x2="101.6" y1="202.4" x1="100.1" class="st0"></line>
<line y2="198.9" x2="102.2" y1="200.6" x1="102.2" class="st0"></line>
<line y2="198" x2="97.8" y1="198.5" x1="98.9" class="st0"></line>
<polyline points="98.8,192.6 96.7,192.2 95.8,192.3" class="st0"></polyline>
<line y2="192.6" x2="94.8" y1="193" x1="97" class="st0"></line>
<line y2="195.8" x2="96.3" y1="196.5" x1="96.3" class="st0"></line>
<polyline points="89.5,196.2 89.9,196 90.3,195.6 90.8,195.3 91.4,194.9 92.2,194.7 92.9,194.5" class="st0"></polyline>
<polyline points="89.1,197.3 89.3,198.1 89.9,199 90.8,199.8 92.1,200.7 93.9,201.6 96,202.5 98.5,203.3 101.3,204.1 
	104.3,204.8 104.4,204.3" class="st0"></polyline>
<polyline points="147,225.9 147.8,225.2 148.2,224.3" class="st0"></polyline>
<polyline points="140.4,212 140.9,212.4 141,212.8 140.7,213.1 139.9,213.4 138.8,213.5 137.6,213.5 136.5,213.3 
	135.6,213.1 135,212.7 134.9,212.3 135.3,212 136,211.7" class="st0"></polyline>
<polyline points="141.3,213.1 141,213.5 140.1,213.8 138.9,213.9 137.6,213.9 136.3,213.7 135.3,213.4 134.7,213.1 
	134.5,212.6" class="st0"></polyline>
<line y2="218.6" x2="141.9" y1="218.6" x1="141.9" class="st0"></line>
<line y2="215.9" x2="143.6" y1="215.3" x1="141.9" class="st0"></line>
<polyline points="143.4,217.4 143.1,217.5 142.9,217.8 142.5,218.3 141.9,218.6 141.8,218.7 141.7,218.7" class="st0"></polyline>
<line y2="216.5" x2="141.4" y1="217.2" x1="143.4" class="st0"></line>
<polyline points="146.7,230.9 147.4,230.4 147.9,229.7 148.8,225.3 149.3,220.8 149,220.5 148.7,220.3 148.2,219.9 
	147.5,219.6 146.7,219.2 146.1,218.9 146,218.5 145.7,218.3" class="st0"></polyline>
<line y2="220.5" x2="149" y1="220.1" x1="148.9" class="st0"></line>
<polyline points="145.3,221.5 146.1,220.7 146.5,219.7 146.7,219.2 146.6,218.8 146.3,218.6" class="st0"></polyline>
<polyline points="135.6,221.9 141.8,218.7 142.9,219 143.1,219.2 143.2,219.4 143.3,219.7 143.4,219.8" class="st0"></polyline>
<polyline points="141.9,266.5 140.8,267.1 139.5,267.6 137.7,268.1 135.6,268.6 133.4,268.9 130.9,269.1 129.1,269.1 
	127.3,269.1 125.4,269.1 123.5,269 121.7,268.8 119.9,268.6 118.2,268.3 116.6,267.9 115,267.5 113.7,267.1 112.4,266.6 
	111.3,266.1 110.4,265.6 109.7,265 109.1,264.5 108.7,263.9 108.5,263" class="st0"></polyline>
<polyline points="142.7,265.8 143.1,265.1 143.3,264.4" class="st0"></polyline>
<polyline points="142.8,217.8 142.9,217.8 143.8,218 144.2,218.2 144.6,218.4 145.3,218.7 146.1,218.9 146.5,219.7 
	147.1,220.7 147.6,221.8 148,222.9 148.2,224.3 148.3,225.5 148.2,226.8 148.1,228.2 147.9,229.7 147.6,231.8 147.2,234 
	146.3,238.4 144.3,247.6 143.3,252.3 142.4,257.1 141.5,262 140.8,267.1 140.4,269.1 139.1,269.7 137.3,270.2 135.3,270.6 
	133.1,270.9 130.7,271.1 129,271.2 127.1,271.2 125.3,271.1 123.5,271 121.7,270.8 119.9,270.6 118.2,270.3 116.6,270 115.1,269.6 
	113.7,269.2 112.5,268.7 111.4,268.2 110.5,267.7 109.8,267.1 109.2,266.6 108.9,266 108.7,263.9 108.4,255.5" class="st0"></polyline>
<polyline points="109.4,268 109.5,268.6 110,269.2 110.7,269.9 111.7,270.5 112.9,271.1 114.4,271.6 116.1,272.1 
	118,272.5 119.9,272.9 122,273.1 124.2,273.3 126.4,273.4 128.5,273.4 130.6,273.4 132.6,273.2 134.5,272.9 136.2,272.6 
	137.7,272.2 139.1,271.7 140.1,271.2 140.9,270.6 141.4,270" class="st0"></polyline>
<polyline points="141.7,268.3 142.2,267.8 142.5,267.4" class="st0"></polyline>
<polyline points="143.5,219.2 143.7,219.6 145.3,221.5 146.4,223.5 146.8,224.7 147,225.9 147.1,227 147,228.2 
	146.7,230.9 146.3,233 145.9,235.1 144.9,239.4 142.9,248.4 141.9,253.1 141,257.8 140.2,262.7 139.5,267.6 139.1,269.7" class="st0"></polyline>
<line y2="219.5" x2="140.2" y1="219.4" x1="139.8" class="st0"></line>
<polyline points="130.7,271.1 130.9,269.1 131.7,264 132.6,259.1 133.5,254.7 134.4,250.5 135.4,246.4 136.4,242.4 
	137,240.3 137.8,237 138.3,233.8 138.4,230.9 138.3,228.2 138.1,225.8 137.7,223.3 137.5,222.9 137.2,222.5" class="st0"></polyline>
<polyline points="134.7,223.9 134.8,223.6 134.9,223.3 134.8,223 134.6,222.9" class="st0"></polyline>
<polyline points="135.6,221.9 137.3,222.5 137.6,222.9 137.8,223.3" class="st0"></polyline>
<polyline points="89.9,196 89.8,196.7 90,197.5 90.5,198.3 91.4,199.1 92.7,200 94.4,200.9 96.5,201.7 98.9,202.5 
	101.7,203.3 104.7,204.1 107.2,204.7 109.8,205.3 112.5,205.9 115.2,206.6 117.9,207.4 120.6,208.1 123.2,208.9 125.8,209.8 
	128.4,210.7 130.8,211.6 130.9,212 130.7,212.5 130.7,212.6 130.2,213.2 129.9,213.8 129.1,216.5 128.2,219.1 128,219.8 
	128.1,220.5 128.4,221 129,221.4 131.9,222.6 134.7,223.9 135.3,224 136,223.9 136.8,223.7 137.7,223.3 137.8,223.3 140.6,221.6 
	143.4,219.8 143.7,219.6 144.3,219 144.6,218.4 144.6,217.9 144.3,217.6 144,217.7 143.8,218 143.5,218.5 143.2,218.9 142.9,219 
	140.2,220.8 137.3,222.5 137.2,222.5 136.5,222.8 135.8,223 135.1,223 134.6,222.9" class="st0"></polyline>
<polyline points="131,212.5 130.7,212.5 128.3,211.5 125.7,210.6 123.1,209.8 120.4,208.9 117.7,208.1 115,207.4 
	112.2,206.7 109.5,206.1 106.9,205.5 104.3,204.8 101.3,204.1 98.4,203.3 96,202.5 93.9,201.6 92.1,200.7 90.8,199.8 89.9,198.9 
	89.3,198.1 89.1,197.3" class="st0"></polyline>
<polyline points="92,208.7 91,205.8 90.2,202.8 89.7,201 89.4,199.1 89.1,197.3 89.2,197.1 89.5,196.2 89.8,195.8 
	90.3,195.4 90.5,195.3 90.8,195.1 91.7,194.7 92.2,194.7" class="st1"></polyline>
<polyline points="92,194.7 92.5,194.5 93,194.5" class="st1"></polyline>
<polyline points="96.1,196.1 96.2,196.4 96.6,196.7 97.4,197 99.2,197.6 99.6,197.7 100.8,198.3 102.1,198.8 
	102.3,198.9 102.2,200.6" class="st1"></polyline>
<polyline points="128.5,220.1 128.4,219.5 128.6,218.9 129.2,217.2 129.8,215.5 130.3,213.7 130.6,213 130.9,212.6 
	131,212.5 131.1,212.1 130.8,211.6 129.9,211.3 128.2,210.6 127,210 124.5,205.8 122.8,204.8 119.7,203.7 116.5,202.7 113.3,201.9 
	110.1,201.1 109.8,201.1 109.5,201.1 108.8,201.1 107.9,201.1 107,201.5 105.9,201.9 104.9,202.1 104,201.9 103.1,201.6 102.5,201 
	102.1,200.3 101.8,199.5 101.8,199.2" class="st1"></polyline>
<polyline points="130.1,217.7 132,218.1 133.8,218.4 134.3,218.5" class="st1"></polyline>
<polyline points="135.8,221.8 137.7,220.7 139.8,219.4 140.8,218.7 141.2,217.7 141.4,216.5 141.6,215.9 141.9,215.3 
	142.3,214.6 143.9,215 144.9,215.5 145.7,215.9 146.3,216.3 146.6,216.5 146.8,216.8 146.8,218.8" class="st1"></polyline>
<line y2="218.7" x2="145.3" y1="218.2" x1="145.3" class="st1"></line>
<line y2="216.2" x2="141.5" y1="215.4" x1="141.3" class="st1"></line>
<line y2="216.2" x2="141.5" y1="216.1" x1="141.2" class="st1"></line>
<polyline points="141.2,216.2 141.3,213.1 141.2,212.7 141.2,212.5 140.6,212.1 140.4,212 139.4,211.8 138.3,211.6 
	137.1,211.6 136,211.7 135.9,211.8 135,212 134.7,212.4 134.5,212.6 134.1,222.4" class="st1"></polyline>
<polyline points="134.6,222.9 131.9,221.7 129,220.4 128.7,220.2 128.5,219.8" class="st1"></polyline>
<line y2="214.9" x2="131" y1="217.9" x1="131" class="st1"></line>
<polyline points="130.2,214.8 132.2,215.1 134,215.5 134.4,215.5" class="st1"></polyline>
<polyline points="136.5,212.5 136.6,212.6 136.8,212.8 137.3,212.9 137.8,213 138.4,213 138.9,212.9 139.2,212.8 
	139.4,212.7" class="st1"></polyline>
<polyline points="139.1,211.7 138.8,211.6 138.1,211.4 136.3,211.1 134.2,210.8 132,210.4 129.6,209.9 128.8,209.9 
	128,210.3 127.8,210.5" class="st1"></polyline>
<polyline points="133.6,222.4 134,222.4 134.8,222.2 135.6,221.9 141.7,218.7 141.9,218.6 142.5,218.1 142.8,217.8 
	142.9,217.6 143.1,217.5 143.4,217.4 144.3,217.6 145.7,218.3 146.3,218.6 147.1,219 147.7,219.3 148.2,219.6 148.4,219.8 
	148.9,220.1 149.1,220.4 149.3,220.8 148.9,224.6" class="st1"></polyline>
<polyline points="108.4,256.3 108.5,257.8 108.5,263 108.6,264.4 108.9,266 109.2,267.6 109.5,268.6 109.7,268.9 
	110.1,269.4 110.3,269.7 110.9,270.2 112,271 113,271.5 113.3,271.6 114.5,272 115.4,272.3 116.8,272.7 117.8,272.9 119.4,273.3 
	121.8,273.6 123.5,273.8 125.3,273.9 127.7,273.9 129.6,273.8 131.3,273.8 133.4,273.5 135.1,273.2 136.1,273 137.4,272.6 
	138.1,272.4 139.2,271.9 139.9,271.5 140.4,271.1 140.7,270.9 141.3,270.3 141.4,270 141.6,269.7 141.8,269.3 142.5,267.4 
	142.7,266.9 143,266 143.1,265.6 143.3,264.4 144.1,257.9 145,251.1 145.5,247.3 146.1,243.7 146.7,240 147.9,232.4 148.5,228.5 
	148.9,224.7 149,223.6" class="st1"></polyline>
<line y2="255.5" x2="108.4" y1="250.7" x1="108.1" class="st1"></line>
<line y2="255.5" x2="108.4" y1="247.2" x1="107.8" class="st1"></line>
<polyline points="108.5,258.5 108.4,255.1 108.1,250.7" class="st1"></polyline>
<polyline points="108.1,251.2 107.7,246.6 107.4,244.4 106.9,242 106,238.1" class="st1"></polyline>
<polyline points="102.4,229 104.1,232.9 105.2,235.8 106.1,238.4" class="st1"></polyline>
<line y2="229.4" x2="102.5" y1="227.2" x1="101.4" class="st1"></line>
<polyline points="103.3,230.7 101,226.6 99.5,223.8" class="st1"></polyline>
<polyline points="99.9,224.5 97.7,220.7 96.3,218.1 94.9,215.4 93.6,212.6" class="st1"></polyline>
<polyline points="96.4,196.6 96.4,195.7 96.4,195.6 96,194.8 95.9,194.1" class="st1"></polyline>
<polyline points="96.7,192.2 97.6,192.2 99.6,192.6 100.3,192.8 101,193.1 101.8,193.6 102.5,194.2 103.2,195 
	104,195.8 104.7,196.8 106,199.1 107.2,201.4" class="st1"></polyline>
<polyline points="91.7,196.2 92.3,195.5 92.8,194.7 93.9,193.2 94.8,192.6 95.8,192.3" class="st1"></polyline>
<line y2="213.5" x2="99.9" y1="212.8" x1="100.2" class="st1"></line>
<polyline points="101,211.8 100.7,212 100,213.1" class="st1"></polyline>
<polyline points="102.8,211.6 102.1,211.5 101.5,211.6 100.9,211.8" class="st1"></polyline>
<polyline points="112.6,223.7 112,222.1 111.5,221 110.5,219.2 109.6,217.9 108.4,216.3 107.1,214.8 106.3,214 
	105,212.9 104.2,212.3 103.2,211.7 102.6,211.5" class="st1"></polyline>
<polyline points="112.3,222.9 112.6,223.9 112.8,225.2" class="st1"></polyline>
<polyline points="110.1,229.9 109.4,229.9 108.6,229.7" class="st1"></polyline>
<line y2="237.8" x2="102" y1="240.9" x1="103.3" class="st0"></line>
<polyline points="103.4,240.9 103.3,240.9 103.2,241 103,241 102.8,241 102.5,241 102.2,241 101.9,241 101.6,240.9 
	101.3,240.9 101,240.9 100.7,240.8 100.5,240.8 100.3,240.7 100.2,240.7 100.1,240.6 100.1,240.6 100.2,240.5" class="st0"></polyline>
<line y2="251.3" x2="101.4" y1="251.3" x1="101.9" class="st0"></line>
<line y2="251.1" x2="100" y1="251.1" x1="99.9" class="st0"></line>
<polyline points="104.2,248.8 104.2,248.9 104.1,248.9 104,249 103.8,249 103.6,249 103.3,249.1 103.1,249.1 
	102.7,249.1 102.4,249.1 102,249.1 101.6,249 101.3,249 100.9,249 100.5,248.9 100.1,248.9 99.7,248.8 99.4,248.8 99.1,248.7 
	98.8,248.6 98.5,248.6 98.3,248.5 98.1,248.4 98,248.4 97.9,248.3 97.9,248.3 97.8,248.3" class="st0"></polyline>
<polyline points="99.4,248.2 99.4,248.3 99.5,248.3 99.6,248.4 99.7,248.5 100,248.5 100.2,248.5 100.6,248.6 
	100.9,248.6 101.2,248.7 101.5,248.7 101.8,248.7 102.1,248.7 102.3,248.7 102.5,248.7 102.6,248.6 102.7,248.6 102.7,248.6 
	102.8,248.7 102.7,248.7 102.7,248.7 102.7,248.8 102.6,248.8 102.5,248.8 102.4,248.8 102.3,248.8 102.1,248.8 102,248.8 
	101.9,248.8 101.7,248.8 101.6,248.8 101.4,248.8 101.2,248.8 101,248.8 100.8,248.8 100.7,248.7 100.5,248.7 100.3,248.7 
	100.2,248.7 100,248.7 99.9,248.6 99.8,248.6 99.7,248.6 99.5,248.5 99.5,248.5 99.4,248.5 99.3,248.5 99.3,248.4 99.3,248.4 
	99.3,248.3 99.3,248.3 99.4,248.3" class="st0"></polyline>
<line y2="251" x2="103.1" y1="251" x1="103.1" class="st0"></line>
<polyline points="98.5,250.6 98.5,250.6 98.7,250.7 98.8,250.7 99,250.8 99.1,250.8 99.4,250.9 99.6,250.9 99.9,251 
	100.1,251 100.4,251 100.7,251.1 101,251.1 101.3,251.1 101.6,251.1 101.8,251.1 102.1,251.1 102.3,251.1 102.5,251.1 102.7,251.1 
	102.9,251.1 103,251.1" class="st0"></polyline>
<polyline points="97.8,249.1 97.8,249.2 97.8,249.2 97.8,249.3 97.9,249.3 98,249.4 98.2,249.4 98.4,249.5 98.7,249.6 
	99,249.6 99.3,249.7 99.7,249.7 100,249.8 100.4,249.8 100.8,249.9 101.2,249.9 101.6,249.9 101.9,250 102.3,250 102.7,250 103,250 
	103.3,250 103.5,249.9 103.7,249.9 103.9,249.9 104,249.8 104.1,249.8 104.1,249.7 104.1,249.7" class="st0"></polyline>
<polyline points="99.4,248 99.4,248 99.2,248 99,248 98.8,248 98.6,248 98.5,248 98.3,248 98.2,248.1 98.1,248.1 
	98,248.1 98,248.1 97.9,248.1 97.9,248.2 97.8,248.2 97.7,249.2 97.7,249.4 97.8,249.6 97.8,249.8 97.8,249.8 97.9,250 98,250.2 
	98.1,250.3 98.2,250.4 98.3,250.5 98.5,250.6 98.9,250.8 99,250.8 99.3,251 99.4,251 99.5,251 99.8,251.1 99.9,251.1 99.9,251.1 
	100,251.2" class="st1"></polyline>
<polyline points="102,237.8 100.1,240.6 99.4,248.2 99.4,248.3 99.3,248.3" class="st1"></polyline>
<polyline points="99.9,251.1 100.2,251.1 100.3,251.2 100.6,251.3 101,251.3 101.4,251.3 101.6,251.3 101.9,251.3 
	102.1,251.3 102.3,251.2 102.5,251.2 102.6,251.1 103,251.1 103.1,251 103.3,251 103.3,250.9 103.5,250.8 103.6,250.7 103.7,250.7 
	103.8,250.5 103.9,250.4 104,250.2 104,250.1 104.1,249.9 104.1,249.7 104.2,248.8 104.2,248.8 104.1,248.7 104,248.7 103.8,248.6 
	103.6,248.5 103.4,248.5 103.1,248.4 102.8,248.3 102.7,248.3" class="st1"></polyline>
<polyline points="102,237.8 103.4,240.9 103.4,240.9 102.7,248.5 102.7,248.6" class="st1"></polyline>
<polyline points="340.5,211.7 340.3,211.7 340,211.7" class="st0"></polyline>
<polyline points="341,210.5 340.5,210.4 339.9,210.5 339.3,210.8 338.7,211.3 338.3,211.8 337.9,212.3 337.5,212.8 
	337.2,213.3 336.8,213.8 336.5,214.4 334.5,219.4 334.3,219.9 334.3,220.3 334.2,220.7 334.3,221 334.4,221.3 334.6,221.6 
	334.8,221.8 335.1,222 340.5,224.4 340.8,224.5" class="st0"></polyline>
<line y2="222.9" x2="336.2" y1="221.7" x1="332.4" class="st0"></line>
<polyline points="333,221.9 332.6,221.8 332.4,221.7 332.4,221.3" class="st0"></polyline>
<line y2="222.4" x2="335.6" y1="220.7" x1="331.8" class="st0"></line>
<polyline points="329.1,205.4 328.7,205.3 328.3,205.3 327.9,205.4 327.5,205.6 327.1,205.8 326.8,206.1 326.4,206.5 
	326.1,206.9 325.8,207.4 325.5,207.8 325.2,208.4 325,208.9 324.9,209.5 324.8,210 324.7,210.6 325,216.9 325,217.5 325.2,218.1 
	325.3,218.7 325.5,219.1 325.8,219.6 326.1,219.9 326.5,220.3 326.9,220.5 332.2,222.9 332.6,223" class="st0"></polyline>
<line y2="220.1" x2="324.3" y1="219.9" x1="324.3" class="st0"></line>
<polyline points="329.1,206.6 328.8,206.5 328.5,206.4 328.2,206.4 327.9,206.6 327.5,206.7 327.2,206.9 326.9,207.1 
	326.7,207.4 326.4,207.8 326.2,208.1 326,208.5 325.8,209 325.7,209.4 325.6,209.8 325.5,210.3 325.5,210.7 325.8,216.5 325.8,217 
	325.9,217.5 326,218 326.2,218.4 326.4,218.7 326.7,219 327,219.2 327.3,219.4 327.9,219.7" class="st0"></polyline>
<polyline points="321.4,218.8 324.3,220.1 325.5,220.5" class="st0"></polyline>
<line y2="217.2" x2="317.3" y1="218.2" x1="320.7" class="st0"></line>
<line y2="200.7" x2="315" y1="203" x1="321.8" class="st0"></line>
<line y2="200.5" x2="314.4" y1="200.7" x1="315" class="st0"></line>
<line y2="209.8" x2="316.1" y1="210.1" x1="317.1" class="st0"></line>
<line y2="209" x2="313.6" y1="207.3" x1="313.7" class="st0"></line>
<line y2="208.8" x2="308.7" y1="207.2" x1="308.8" class="st0"></line>
<line y2="208.2" x2="306.9" y1="206.6" x1="307" class="st0"></line>
<polyline points="312.9,206.1 312.9,206 312.8,205.9 312.7,205.8 312.5,205.7 312.2,205.7 312,205.6 311.7,205.5 
	311.3,205.5 311,205.5 310.7,205.5 310.3,205.5 310.1,205.6 309.8,205.6 309.7,205.7 309.5,205.8 309.5,205.9" class="st0"></polyline>
<line y2="208" x2="317" y1="210.6" x1="324.7" class="st0"></line>
<line y2="210.1" x2="317.1" y1="208.4" x1="315.6" class="st0"></line>
<polyline points="310.3,204 317.3,206.3 317.1,207.2 317,208 317.1,210.1" class="st0"></polyline>
<polyline points="317.3,206.3 313.7,207.3 313.1,207.4 312.6,207.5 311.9,207.6 311.3,207.6 310.6,207.5 309.9,207.4 
	309.3,207.3 308.8,207.2 307,206.6 306.5,206.4 306.1,206.2 305.9,205.9 305.8,205.7" class="st0"></polyline>
<polyline points="349.3,223.1 350,222.4 350.7,221.6 351.4,220.7 352.1,219.8" class="st0"></polyline>
<polyline points="349.4,223.2 350.1,222.4 350.8,221.6 351.4,220.7 352.1,219.8" class="st0"></polyline>
<polyline points="352.3,219.9 351,221.6 349.6,223.3" class="st0"></polyline>
<polyline points="352.3,219.9 351,221.6 349.6,223.3" class="st0"></polyline>
<polyline points="349.3,212.4 349.3,212.3 349.2,212.2 349.1,212.1 348.9,212 348.6,211.9 348.3,211.9 348,211.8 
	347.7,211.8 347.4,211.8 347,211.8 346.7,211.8 346.5,211.8 346.2,211.9 346,212 345.9,212.1 345.8,212.2" class="st0"></polyline>
<line y2="218.6" x2="345.3" y1="217.2" x1="346.4" class="st0"></line>
<line y2="218.7" x2="345.5" y1="217.3" x1="346.6" class="st0"></line>
<line y2="218.7" x2="345.5" y1="217.3" x1="346.6" class="st0"></line>
<line y2="218.7" x2="345.5" y1="217.3" x1="346.6" class="st0"></line>
<polyline points="349.5,214.3 352.6,213.5 353,213.3 353.3,213.2 353.5,213 353.5,212.8" class="st0"></polyline>
<polyline points="349.9,218.7 349.2,219.7 348.5,220.5 347.8,221.4 347,222.1" class="st0"></polyline>
<line y2="218.7" x2="351.3" y1="219.2" x1="351" class="st0"></line>
<line y2="218.7" x2="351.3" y1="219.2" x1="351" class="st0"></line>
<line y2="219.1" x2="350.8" y1="218.7" x1="351" class="st0"></line>
<line y2="218.8" x2="351.3" y1="219.3" x1="351" class="st0"></line>
<polyline points="349.1,217.8 350.2,218.3 351.3,218.8" class="st0"></polyline>
<line y2="219.7" x2="353.5" y1="220.2" x1="353.1" class="st0"></line>
<polyline points="344.9,213.8 344.7,213.7 344.6,213.7" class="st0"></polyline>
<polyline points="350.1,218.9 349.4,219.8 348.7,220.6 347.3,222.2" class="st0"></polyline>
<polyline points="349.1,217.8 350.2,218.3 351.3,218.7" class="st0"></polyline>
<polyline points="344.8,214.2 345.8,214.7 346.4,214.9" class="st0"></polyline>
<polyline points="346.1,219.5 346.6,219.7 346.8,219.6 347.1,219.5 347.5,219.3 347.9,219 348.2,218.6 348.3,218.2 
	348.4,218 348.4,217.7 348.3,217.5 348.2,217.4 347.4,217 346.6,216.7" class="st0"></polyline>
<line y2="220.7" x2="343.7" y1="219.2" x1="345.1" class="st0"></line>
<line y2="220.6" x2="343.4" y1="219.1" x1="344.9" class="st0"></line>
<polyline points="346.3,219.1 345.5,218.7 345.3,218.6" class="st0"></polyline>
<polyline points="349.8,218.8 349.2,219.7 348.5,220.5 347.7,221.4 347,222.1" class="st0"></polyline>
<line y2="218" x2="353.2" y1="218.5" x1="354.4" class="st0"></line>
<line y2="219.8" x2="353.4" y1="220.2" x1="353.1" class="st0"></line>
<polyline points="351.4,218.9 352.2,219.2 353.2,219.7 353.4,219.8" class="st0"></polyline>
<polyline points="355.5,218.6 355.6,218.6 355.7,218.7" class="st0"></polyline>
<polyline points="355.5,218.5 355.6,218.6 355.7,218.7" class="st0"></polyline>
<polyline points="352.9,220.1 353.2,219.7 353.5,219.7" class="st0"></polyline>
<polyline points="347.3,222.2 348.8,220.6 349.5,219.7 350.1,218.9" class="st0"></polyline>
<polyline points="346.6,216.7 347.1,217 347.9,217.3 348,217.5 348.1,217.7 348.1,217.9 348.1,218.2 347.9,218.6 
	347.6,218.9 347.2,219.2 346.8,219.5 346.6,219.6 346.3,219.6 345.9,219.5" class="st0"></polyline>
<line y2="213.6" x2="344.5" y1="213.6" x1="344.9" class="st0"></line>
<line y2="219.5" x2="346.9" y1="219.5" x1="347.1" class="st0"></line>
<line y2="220.5" x2="326.9" y1="217.5" x1="317.9" class="st0"></line>
<line y2="219.4" x2="334.5" y1="216.5" x1="325.8" class="st0"></line>
<line y2="213.9" x2="316" y1="216.9" x1="325" class="st0"></line>
<line y2="219.9" x2="323.2" y1="222.9" x1="332.2" class="st0"></line>
<line y2="222" x2="335.1" y1="219.4" x1="327.3" class="st0"></line>
<polyline points="341.8,222.3 341.7,222.5 341.5,222.5 338.6,221.6 335.6,220.6" class="st0"></polyline>
<polyline points="341.2,223.7 341.3,223.5 341.3,223.4 341.3,223.3 341.2,223.2" class="st0"></polyline>
<polyline points="342.4,223.3 341.7,223.3 341.2,223.2" class="st0"></polyline>
<polyline points="337.5,214.2 337.5,214.2 337.4,214.2" class="st0"></polyline>
<polyline points="337.9,213.5 337.8,213.5 337.2,213.3" class="st0"></polyline>
<polyline points="339.5,211.8 339.5,211.7 338.7,211.3" class="st0"></polyline>
<polyline points="340.4,211.7 340.5,211.7 340.6,211.5" class="st0"></polyline>
<line y2="212.5" x2="342" y1="211.7" x1="340.4" class="st0"></line>
<polyline points="341.9,222.3 341.7,222.3 341.5,222.3 341.1,222.1 340.9,221.7 340.8,221.2 340.9,220.7 341.4,219.5 
	341.8,218.2 342.1,216.9 342.4,215.5 342.5,215 342.7,214.6 342.9,214.2 343.3,213.9 343.6,213.6 344,213.5 344.4,213.5 
	344.8,213.5 344.9,213.6 345,213.8 344.9,214.1 344.8,214.3" class="st0"></polyline>
<polyline points="337.6,214 342.3,215.5 342.6,215.5 342.9,215.6" class="st0"></polyline>
<line y2="210.7" x2="325.5" y1="214.4" x1="336.5" class="st0"></line>
<polyline points="342.7,215.6 342.4,215.5 337.7,213.8" class="st0"></polyline>
<line y2="221" x2="354.9" y1="220.9" x1="355" class="st0"></line>
<polyline points="355.3,218.2 355.4,218.3 355.5,218.5 355.5,218.7 355.5,219" class="st0"></polyline>
<line y2="213.5" x2="352.6" y1="215.1" x1="352.5" class="st0"></line>
<polyline points="355.4,219 355.5,218.8 355.5,218.6 355.4,218.4 355.2,218.2" class="st0"></polyline>
<line y2="221" x2="354.9" y1="220.8" x1="354.9" class="st0"></line>
<polyline points="353.2,218 352,217.4 350.7,216.9 349.3,216.3 347.9,215.7 346.4,215 344.8,214.3 344.6,214.3 
	344.3,214.3 344,214.4 343.7,214.6 343.5,214.8 343.3,215 343.1,215.3 343,215.6 342.8,217 342.4,218.4 342,219.7 341.5,220.9 
	341.4,221.3 341.4,221.7 341.6,222 341.9,222.3 343.4,222.9 344.9,223.5 346.3,224.2 347.6,224.8" class="st0"></polyline>
<line y2="224.4" x2="349.6" y1="224.6" x1="349.6" class="st0"></line>
<line y2="224.6" x2="349.7" y1="224.5" x1="349.7" class="st0"></line>
<polyline points="346.4,214.9 347.9,215.6 349.3,216.2 350.7,216.8 352,217.4 353.2,217.9 354.4,218.5 355.5,219 
	355.6,219.1 355.7,219.3 355.7,219.5 355.7,219.8 355.5,220.1 355.4,220.4 355.2,220.6 355,220.9 353.8,221.9 352.5,222.8 
	351.1,223.7 349.7,224.5 349.1,224.8 348.5,224.9 348.1,225 347.6,224.9 347.4,225 347.2,225 345.9,224.4 344.5,223.8 343,223.1 
	341.5,222.5 341.1,222.2 340.8,221.8 340.8,221.3 340.9,220.7 341.3,219.5 341.7,218.2 342.1,216.9 342.3,215.5 342.4,215 
	342.6,214.6 342.9,214.2 343.2,213.8 343.6,213.6 344,213.4 344.4,213.4 344.7,213.5 344.9,213.6 344.9,213.8 344.9,214 
	344.8,214.2 344.6,214.2 344.2,214.2 344,214.3 343.7,214.5 343.4,214.7 343.2,215 343,215.3 342.9,215.6 342.7,217 342.3,218.4 
	341.9,219.7 341.4,220.9 341.3,221.4 341.3,221.8 341.5,222.1 341.8,222.3 343.4,223 344.9,223.7 346.3,224.3 347.6,224.9" class="st0"></polyline>
<line y2="217.3" x2="347.9" y1="217.4" x1="348.2" class="st0"></line>
<line y2="216.4" x2="351.3" y1="216.3" x1="351.3" class="st0"></line>
<line y2="218.2" x2="348.3" y1="218.1" x1="348.1" class="st0"></line>
<polyline points="343,223.7 342.5,223.8 341.8,223.8 341.2,223.7 335.9,221.3 335.5,221 335.2,220.5 335.2,220 
	335.4,219.3 337.4,214.2 337.6,213.9 337.8,213.5 338.2,213.1 338.6,212.5 339.1,212.1 339.5,211.7 339.8,211.5 340.1,211.5 
	340.4,211.5 340.6,211.5 351.3,216.3 351.6,216.5" class="st0"></polyline>
<line y2="224.4" x2="340.5" y1="221.8" x1="332.6" class="st0"></line>
<polyline points="335.4,219.3 335.5,219.3 335.5,219.2" class="st0"></polyline>
<polyline points="335.9,221.3 336,221.1 336,221 336,220.9" class="st0"></polyline>
<polyline points="341.5,220.9 341.2,220.8 340.9,220.7 335.7,218.8" class="st0"></polyline>
<polyline points="337.3,214.7 337.5,219.7 337.6,220.3 337.8,220.9 338.2,221.3 338.6,221.6 343.9,224" class="st0"></polyline>
<polyline points="335.6,219 337.5,219.7 340.9,220.7 341.1,220.9 341.4,220.9" class="st0"></polyline>
<polyline points="354.4,218.5 355.4,219 355.5,219.1 355.6,219.3 355.6,219.5 355.6,219.8 355.5,220.1 355.4,220.4 
	355.2,220.6 354.9,220.8 353.7,221.8 352.4,222.7 351,223.6 349.6,224.4 349,224.7 348.5,224.8 348,224.8 347.6,224.8 347.4,224.9 
	347.2,224.9 345.9,224.3 344.5,223.7 343,223 341.5,222.3 335.4,220.2" class="st0"></polyline>
<polyline points="355.6,220 355.4,220.4 355.2,220.7 354.9,221 353.7,222 352.3,222.9 351,223.7 349.6,224.6 349,224.8 
	348.4,225 348.3,225 347.8,225 347.7,225 347.2,224.9 336.7,221.2" class="st1"></polyline>
<polyline points="335.4,220.3 335.6,220.6 335.8,220.8 341.2,223.2" class="st1"></polyline>
<line y2="220.7" x2="343.7" y1="220.5" x1="343.3" class="st1"></line>
<polyline points="346.9,222.1 348.4,220.5 349.1,219.6 349.7,218.7" class="st1"></polyline>
<line y2="219.7" x2="352" y1="219.3" x1="351.2" class="st1"></line>
<line y2="218.8" x2="351.5" y1="219.3" x1="351.2" class="st1"></line>
<line y2="218.7" x2="349.7" y1="218.3" x1="348.8" class="st1"></line>
<polyline points="329.1,206.6 341,210.5 351.7,215.3 352.2,215.7 352.5,216.2 352.8,216.9 352.8,217" class="st1"></polyline>
<polyline points="355.7,219.6 355.8,219.2 355.8,218.9 355.7,218.7 355.6,218.5 355.5,218.4 355.2,218.2 354.1,217.8 
	353,217.2 351.8,216.7 350.5,216.1 349.2,215.5 347.8,214.9 346.3,214.2 344.8,213.5 339.7,211.7" class="st1"></polyline>
<polyline points="315.6,208.4 313.6,209 313.1,209.1 312.5,209.2 311.9,209.2 311.2,209.2 310.5,209.2 309.9,209.1 
	309.3,209 308.7,208.8 306.9,208.2 306.4,208 306.1,207.8 305.8,207.6 305.7,207.4 305.8,205.7 305.9,205.5 306.1,205.3 
	306.4,205.1 306.9,204.9 310.3,204 310.5,203.2 310.9,202.6 311.3,202 311.8,201.4 312.3,201 312.8,200.7 313.4,200.5 313.9,200.4 
	314.4,200.5 329.1,205.4 329.5,205.5 339.9,210.2" class="st1"></polyline>
<polyline points="339.8,211.7 344.7,213.5 346.3,214.1 347.8,214.8 349.2,215.4 350.5,216 351.8,216.6 353,217.2 
	354.2,217.7 355.3,218.2 355.5,218.4 355.6,218.5 355.7,218.7 355.8,218.9 355.9,219.2 355.8,219.6 355.7,219.9" class="st1"></polyline>
<polyline points="355.7,220 355.5,220.4 355.2,220.7 354.9,221 353.3,222.3 351.6,223.5 349.7,224.6 349,224.9 
	348.4,225.1 348.4,225.1 347.8,225.1 347.7,225.1 347.2,225 343.9,224 340.2,222.7" class="st1"></polyline>
<line y2="220.7" x2="343.7" y1="220.5" x1="343.3" class="st1"></line>
<polyline points="333,221.9 340.8,224.5 341.2,224.6 341.7,224.6 342.2,224.6 342.7,224.4 343.2,224.3 343.7,224.1 
	344,224" class="st1"></polyline>
<polyline points="349.7,218.7 349.1,219.6 348.4,220.5 346.9,222.1" class="st1"></polyline>
<line y2="223.1" x2="349.2" y1="223.3" x1="349.6" class="st1"></line>
<line y2="217.8" x2="349.1" y1="218.2" x1="348.8" class="st1"></line>
<line y2="217.8" x2="349.1" y1="218.3" x1="348.8" class="st1"></line>
<polyline points="353.1,220.2 352.3,219.9 352.1,219.8" class="st1"></polyline>
<line y2="223.1" x2="349.3" y1="223.3" x1="349.6" class="st1"></line>
<polyline points="352,219.7 350.7,221.5 349.3,223.1" class="st1"></polyline>
<line y2="222.2" x2="347.3" y1="222.1" x1="346.9" class="st1"></line>
<line y2="222.1" x2="346.9" y1="222.2" x1="347.3" class="st1"></line>
<polyline points="351,219.3 350.1,218.9 349.8,218.8" class="st1"></polyline>
<polyline points="343.3,220.5 344.2,219.6 345,218.7 345.8,217.7 346.6,216.7" class="st1"></polyline>
<polyline points="352,219.7 350.7,221.5 349.2,223.1" class="st1"></polyline>
<line y2="218.9" x2="351.5" y1="219.3" x1="351.1" class="st1"></line>
<polyline points="346.6,216.7 345.8,217.7 345,218.7 344.2,219.6 343.3,220.5" class="st1"></polyline>
<polyline points="344.9,219.1 345.2,219.1 346.1,219.5" class="st1"></polyline>
<polyline points="346.4,217.2 346.6,217.3 347.2,217.6 347.8,217.9 347.8,218 347.8,218.2 347.8,218.5 347.6,218.7 
	347.3,219 347,219.1 346.6,219.1 346.3,219.1 346.1,219" class="st1"></polyline>
<polyline points="351.7,215.3 352.5,215.1 352.9,215 353.2,214.8 353.4,214.6 353.5,214.4 353.5,212.8 353.5,212.6 
	353.3,212.3 352.9,212.2 352.5,212 348.3,210.6 347.8,210.5 347.2,210.4 346.6,210.3 345.9,210.2 345.2,210.2 344.6,210.3 
	344,210.4 343.5,210.5 341.9,210.9" class="st1"></polyline>
<polyline points="335.4,220.3 335.4,219.8 335.5,219.2 337.5,214.2 337.7,213.7 337.9,213.5 338.3,213 338.7,212.6 
	339.1,212.2 339.5,211.8 339.8,211.7 339.9,211.7 340.1,211.7 340.4,211.7" class="st1"></polyline>
<polyline points="334.9,222.5 334.5,222.8 334.1,222.9 333.6,223.1 333.1,223.1 332.6,223 323.2,219.9 317.9,217.5 
	317.3,217.2 317.5,216.8" class="st1"></polyline>
<polyline points="320.7,218.2 320.3,218 320.1,217.6 316.8,216.6 316.5,216 316.2,215.4 316.1,214.7 316,213.9 
	315.9,213.2 311.5,210.7 311.2,210.6 311,210.3 310.7,210 310.5,209.7 310.3,209.3 310.2,209.1" class="st1"></polyline>
<polyline points="312.9,206.1 312.8,206.2 312.7,206.3 312.5,206.4 312.2,206.5 312,206.5 311.6,206.5 311.3,206.6 
	311,206.5 310.6,206.5 310.3,206.4 310.1,206.4 309.8,206.3 309.6,206.2 309.5,206.1 309.5,206 309.5,205.9" class="st1"></polyline>
<line y2="208.6" x2="315" y1="209.8" x1="316.1" class="st1"></line>
<polyline points="321.4,218.8 322.7,219.2 325.5,220.5" class="st1"></polyline>
<polyline points="336.2,222.9 331.6,220.9 327.9,219.7" class="st1"></polyline>
<polyline points="349.3,212.4 349.2,212.5 349.1,212.6 348.9,212.7 348.6,212.7 348.3,212.8 348,212.8 347.7,212.8 
	347.4,212.8 347,212.8 346.7,212.7 346.5,212.7 346.2,212.6 346,212.5 345.9,212.4 345.8,212.3 345.8,212.2" class="st1"></polyline>
<line y2="182.4" x2="353.5" y1="182.3" x1="353.5" class="st0"></line>
<line y2="179.8" x2="351.8" y1="179.7" x1="351.9" class="st0"></line>
<line y2="180.1" x2="350.8" y1="180.3" x1="350.9" class="st0"></line>
<line y2="179.3" x2="350.1" y1="179.9" x1="350.2" class="st0"></line>
<polyline points="351.9,179.8 351.9,179.7 351.6,179.6 351.2,179.5 350.8,179.4 350.5,179.3 350.2,179.3 350.1,179.3 
	349.8,179.3" class="st0"></polyline>
<polyline points="349.9,179.3 349.8,179.4 349.7,179.5 349.3,179.6 349,179.7 348.7,179.8" class="st0"></polyline>
<line y2="192.5" x2="349.8" y1="190.2" x1="350" class="st0"></line>
<polyline points="351.6,189.8 351.5,189.9 351.4,190 351.2,190.1 350.9,190.1 350.6,190.2 350.3,190.2 350,190.2 
	349.7,190.2 349.4,190.1 349.1,190.1 348.8,190 348.6,189.9 348.4,189.9 348.3,189.8" class="st0"></polyline>
<line y2="189.7" x2="348.3" y1="189.6" x1="348.3" class="st0"></line>
<line y2="179.8" x2="349.1" y1="179.7" x1="349" class="st0"></line>
<line y2="179.8" x2="349.7" y1="179.5" x1="349.7" class="st0"></line>
<line y2="179.3" x2="350.2" y1="179.9" x1="350.2" class="st0"></line>
<polyline points="352.2,179.7 352.3,179.8 352.5,179.9 352.6,179.9 352.7,180 352.7,180.1 352.7,180.2 352.7,180.3 
	352.6,180.4 352.5,180.5 352.3,180.5 352.1,180.6 351.9,180.7 351.8,180.7 351.5,180.7 351.2,180.8 351,180.8 350.7,180.8 
	350.4,180.8 350.1,180.8 349.8,180.7 349.5,180.7 349.3,180.7 349,180.6 348.8,180.5 348.6,180.5 348.4,180.4 348.2,180.3 
	348.1,180.2 348,180.1 348,180 348,179.9 348,179.8 348.1,179.7 348.2,179.6 348.4,179.5" class="st0"></polyline>
<line y2="179.4" x2="350.8" y1="180.3" x1="350.6" class="st0"></line>
<line y2="179.5" x2="351.8" y1="179.5" x1="351.6" class="st0"></line>
<line y2="179.6" x2="351.6" y1="179.7" x1="351.6" class="st0"></line>
<polyline points="347.1,181.1 347.1,181.2 347.1,181.3 347.1,181.3 347.2,181.4 347.3,181.5 347.5,181.6 347.7,181.8 
	347.9,181.9 348.2,182 348.5,182 348.8,182.1 349.2,182.2 349.6,182.2 350,182.3 350.4,182.3 350.8,182.3 351.1,182.3 351.5,182.2 
	351.9,182.2 352.2,182.2 352.5,182.1 352.8,182 353,181.9 353.2,181.8 353.3,181.7 353.4,181.6 353.5,181.5" class="st0"></polyline>
<polyline points="350.1,179.3 350.3,179.3 350.4,179.3 350.6,179.3 350.7,179.3 350.8,179.3 351,179.4 351.2,179.4 
	351.4,179.4 351.5,179.5 351.8,179.5 352,179.6 352.2,179.7 352.4,179.8 352.5,179.8 352.6,179.9 352.8,180 352.9,180.1 353,180.2 
	353.1,180.3 353.2,180.5 353.3,180.5 353.3,180.7 353.4,180.9 353.5,181 353.5,181.2 353.5,181.4 353.5,182.4 353.4,182.5 
	353.3,182.6 353.1,182.7 352.9,182.8 352.7,182.9 352.5,183 352.1,183.1 351.8,183.1 351.5,183.1 351.1,183.2 350.7,183.2 
	350.3,183.2 349.9,183.1 349.5,183.1 349.2,183.1 348.8,183 348.5,182.9 348.2,182.8 347.9,182.7 347.6,182.7 347.4,182.6 
	347.2,182.4 347.1,182.3 347.1,182.2 347,182.2 347,182.1 347.1,181.1 347.1,180.9 347.2,180.7 347.2,180.7 347.3,180.5 
	347.4,180.3 347.4,180.2 347.6,180.1 347.6,180 347.8,179.9 347.9,179.8 348,179.7 348.2,179.7 348.3,179.6 348.4,179.5 
	348.7,179.5 348.9,179.4 349.2,179.4 349.3,179.3 349.5,179.3 349.7,179.3" class="st1"></polyline>
<polyline points="350.9,180.3 350.5,180.3 350.5,180.1 350.2,179.9 349.9,179.8 349.5,179.8 349.1,179.8 348.8,179.9 
	348.7,179.8" class="st1"></polyline>
<polyline points="349.8,192.5 351.6,189.8 351.6,189.8 351.9,183.1" class="st1"></polyline>
<polyline points="349.9,179.8 349.9,179.3 349.8,179.3" class="st1"></polyline>
<polyline points="350.8,180.3 350.8,180.1 350.9,179.9 351,179.8 351.4,179.7 351.7,179.7 351.9,179.8" class="st1"></polyline>
<polyline points="348.5,182.9 348.3,189.7 348.3,189.8 349.8,192.5" class="st1"></polyline>
<line y2="175.4" x2="317.1" y1="175.3" x1="317.1" class="st0"></line>
<line y2="172.7" x2="315.5" y1="172.7" x1="315.5" class="st0"></line>
<line y2="173.1" x2="314.5" y1="173.3" x1="314.6" class="st0"></line>
<line y2="172.3" x2="313.8" y1="172.9" x1="313.8" class="st0"></line>
<polyline points="315.6,172.8 315.5,172.7 315.2,172.6 314.8,172.5 314.4,172.4 314.1,172.3 313.8,172.3 313.8,172.3 
	313.4,172.3" class="st0"></polyline>
<polyline points="313.5,172.3 313.4,172.4 313.3,172.5 313,172.6 312.7,172.7 312.4,172.8" class="st0"></polyline>
<line y2="185.5" x2="313.5" y1="183.2" x1="313.7" class="st0"></line>
<polyline points="315.2,182.8 315.1,182.9 315,183 314.8,183.1 314.6,183.1 314.3,183.2 314,183.2 313.7,183.2 
	313.3,183.2 313,183.1 312.7,183.1 312.5,183 312.2,182.9 312.1,182.9 312,182.7" class="st0"></polyline>
<line y2="182.7" x2="311.9" y1="182.6" x1="311.9" class="st0"></line>
<line y2="172.8" x2="312.7" y1="172.7" x1="312.7" class="st0"></line>
<line y2="172.8" x2="313.4" y1="172.5" x1="313.3" class="st0"></line>
<line y2="172.3" x2="313.8" y1="172.9" x1="313.8" class="st0"></line>
<polyline points="315.8,172.7 316,172.8 316.1,172.9 316.2,172.9 316.3,173 316.3,173.1 316.3,173.2 316.3,173.3 
	316.2,173.4 316.1,173.5 316,173.5 315.8,173.6 315.6,173.7 315.4,173.7 315.2,173.7 314.9,173.8 314.6,173.8 314.3,173.8 
	314.1,173.8 313.7,173.8 313.5,173.7 313.2,173.7 312.9,173.7 312.7,173.6 312.4,173.5 312.2,173.5 312,173.4 311.9,173.3 
	311.8,173.2 311.7,173.1 311.6,173 311.6,172.9 311.7,172.8 311.8,172.7 311.9,172.6 312.1,172.5" class="st0"></polyline>
<line y2="172.4" x2="314.4" y1="173.3" x1="314.3" class="st0"></line>
<line y2="172.5" x2="315.4" y1="172.5" x1="315.2" class="st0"></line>
<line y2="172.6" x2="315.2" y1="172.7" x1="315.2" class="st0"></line>
<polyline points="310.7,174.1 310.7,174.2 310.7,174.3 310.8,174.3 310.8,174.4 310.9,174.5 311.1,174.6 311.3,174.8 
	311.6,174.9 311.8,175 312.2,175 312.5,175.1 312.8,175.2 313.2,175.2 313.6,175.3 314,175.3 314.4,175.3 314.8,175.3 315.2,175.2 
	315.5,175.2 315.8,175.2 316.1,175.1 316.4,175 316.6,174.9 316.8,174.8 317,174.7 317.1,174.6 317.1,174.5" class="st0"></polyline>
<polyline points="313.8,172.3 313.9,172.3 314.1,172.3 314.2,172.3 314.4,172.3 314.5,172.3 314.6,172.3 314.8,172.4 
	315,172.4 315.2,172.5 315.4,172.5 315.7,172.6 315.8,172.7 316,172.8 316.1,172.8 316.3,172.9 316.4,173 316.5,173.1 316.7,173.2 
	316.7,173.3 316.9,173.5 316.9,173.5 317,173.7 317.1,173.9 317.1,174 317.1,174.2 317.1,174.4 317.1,175.4 317,175.5 316.9,175.6 
	316.8,175.7 316.6,175.8 316.4,175.9 316.1,176 315.8,176 315.5,176.1 315.1,176.1 314.7,176.1 314.4,176.2 314,176.2 313.6,176.1 
	313.2,176.1 312.8,176.1 312.4,176 312.1,175.9 311.8,175.8 311.5,175.7 311.3,175.6 311.1,175.5 310.9,175.4 310.8,175.3 
	310.7,175.2 310.7,175.2 310.7,175.1 310.7,174.1 310.8,173.9 310.8,173.7 310.8,173.7 310.9,173.5 311,173.3 311.1,173.2 
	311.2,173.1 311.3,173 311.4,172.9 311.5,172.8 311.7,172.7 311.8,172.7 311.9,172.6 312.1,172.5 312.3,172.5 312.6,172.4 
	312.8,172.4 313,172.3 313.1,172.3 313.3,172.3" class="st1"></polyline>
<polyline points="314.6,173.3 314.2,173.3 314.2,173.1 313.9,172.9 313.6,172.8 313.2,172.8 312.7,172.8 312.5,172.9 
	312.4,172.8" class="st1"></polyline>
<polyline points="313.5,185.5 315.2,182.8 315.2,182.7 315.5,176.1" class="st1"></polyline>
<polyline points="313.5,172.8 313.5,172.3 313.4,172.3" class="st1"></polyline>
<polyline points="314.4,173.3 314.5,173.1 314.6,172.9 314.7,172.8 315,172.7 315.3,172.7 315.6,172.8" class="st1"></polyline>
<polyline points="312.2,175.9 311.9,182.7 312,182.7 313.5,185.5" class="st1"></polyline>
<line y2="164.6" x2="375.8" y1="178.7" x1="314.1" class="st1"></line>
<line y2="164.6" x2="375.8" y1="185.9" x1="350.4" class="st1"></line>
<text class="st2 st3" transform="matrix(1 0 0 1 374.4848 168.8882)" id="ID_1009">10</text>
<text class="st2 st3" transform="matrix(1 0 0 1 390.3023 226.7997)" id="ID_1023">9</text>
<text class="st2 st3" transform="matrix(1 0 0 1 307.4169 150.1514)" id="ID_1023_0">12</text>
<text class="st2 st3" transform="matrix(1 0 0 1 23.1731 233.7023)" id="ID_1086">10</text>
<text class="st2 st3" transform="matrix(1 0 0 1 35.3337 181.056)" id="ID_1092">8</text>
<line y2="211.8" x2="143" y1="214.8" x1="142.8" class="st4"></line>
<polyline points="143,211.8 143,211 140.7,212.2" class="st1"></polyline>
<line y2="215.1" x2="142" y1="214.9" x1="140.9" class="st1"></line>
<polyline points="145.5,215.8 347.6,245.3 348.3,228.5" class="st4"></polyline>
<line y2="225.1" x2="348.4" y1="228.5" x1="348.3" class="st1"></line>
<line y2="195.9" x2="349.7" y1="212.6" x1="348.9" class="st4"></line>
<line y2="192.5" x2="349.8" y1="195.9" x1="349.7" class="st1"></line>
<polyline points="98.3,199.3 99,182.7 103.6,180.3 311,210.8" class="st4"></polyline>
<polyline points="311,210.8 312.4,211.2 312.5,209.2" class="st1"></polyline>
<line y2="188.9" x2="313.3" y1="206.4" x1="312.6" class="st4"></line>
<line y2="185.5" x2="313.5" y1="188.9" x1="313.3" class="st1"></line>
<polygon points="19.8,79.9 163.4,81.9 161.5,282.2 17.9,280.2" class="st5"></polygon>
<path d="M207.9,338.7c63.8,0,63.8,0,63.8,0" class="st5"></path>
<path d="M354.2,218.2c27.3,0,27.3,0,27.3,0" class="st5"></path>
<path d="M60.1,229c39.7,15.4,39.7,15.4,39.7,15.4" class="st5"></path>
<path d="M40,302.4c73.3,0,73.3,0,73.3,0" class="st5"></path>
<path d="M58.8,126c40.6,0,37.3,4.9,37.3,4.9" class="st5"></path>
<path d="M54.1,181.1C92,200,92,200,92,200" class="st5"></path>
<path d="M162.2,136.8c40.6,0,40.6,0,40.6,0" class="st5"></path>
<path d="M379.9,569.9c0-63.8,0-63.8,0-63.8" class="st5"></path>
<path d="M589.6,609.8c0-63.8,0-63.8,0-63.8" class="st5"></path>
<path d="M187.5,469.2c63.8,0,63.8,0,63.8,0" class="st5"></path>
<path d="M175.6,697.1c63.8,0,63.8,0,63.8,0" class="st5"></path>
</svg>
