TrashCategory.svg

<?xml version="1.0" encoding="utf-8"?>
<!-- Generator: Adobe Illustrator 15.0.0, SVG Export Plug-In  -->
<!DOCTYPE svg [
	<!ENTITY ns_flows "http://ns.adobe.com/Flows/1.0/">
]>
<svg version="1.2" baseProfile="tiny"
	 xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:a="http://ns.adobe.com/AdobeSVGViewerExtensions/3.0/"
	 x="0px" y="0px" width="96px" height="96px" viewBox="-14.375 -5.215 96 96" overflow="visible" xml:space="preserve">
<defs>
</defs>
<image width="259" height="287" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQcAAAEkCAYAAAAik/Q/AAAACXBIWXMAAC4jAAAuIwF4pT92AAAA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==" transform="matrix(0.24 0 0 0.24 2.6523 9.4517)">
</image>
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="0.75" y1="15.5117" x2="66.5" y2="15.5117">
	<stop  offset="0" style="stop-color:#FFFFFF"/>
	<stop  offset="0.0613" style="stop-color:#D9D9DA"/>
	<stop  offset="0.546" style="stop-color:#F6F5F6"/>
	<stop  offset="0.9509" style="stop-color:#C5C6C8"/>
	<stop  offset="1" style="stop-color:#FFFFFF"/>
</linearGradient>
<path fill="url(#SVGID_1_)" d="M66.5,8.53c0,3.708-14.719,6.716-32.875,6.716S0.75,12.239,0.75,8.53v7.248
	c0,3.709,14.719,6.715,32.875,6.715S66.5,19.487,66.5,15.778V8.53z"/>
<image width="250" height="52" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAP4AAAA6CAYAAACQ7+TzAAAACXBIWXMAAC4jAAAuIwF4pT92AAAA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" transform="matrix(0.24 0 0 0.24 3.6265 1.3989)">
</image>
<path fill="#FFFFFF" d="M33.625,1.399C15.469,1.399,0.75,3.827,0.75,8.53c0,3.708,14.719,6.716,32.875,6.716S66.5,12.239,66.5,8.53
	S51.781,1.399,33.625,1.399z M33.625,12.599c-15.589,0-28.226-1.917-28.226-4.28s12.637-4.338,28.226-4.338
	s28.226,1.975,28.226,4.338S49.214,12.599,33.625,12.599z"/>
<polygon fill="#FFFFFF" points="13.015,74.863 10.117,71.202 2.824,18.249 6.784,20.331 "/>
<path fill="#BEBFC4" d="M33.625,26.831c-13.782,0-25.052-1.287-30.104-3.941l-0.202-3.942c4.778,2.511,16.957,4.198,30.306,4.198
	c13.35,0,25.528-1.687,30.305-4.197l0.155,3.781C59.036,25.384,47.408,26.831,33.625,26.831z"/>
<path fill="none" stroke="#88888A" stroke-width="1.5" stroke-miterlimit="10" d="M57.347,70.55
	c-0.784,4.246-10.604,7.605-23.722,7.605s-23.083-3.223-23.75-7.82L2.971,18.209c-1.434-0.753-2.221-1.573-2.221-2.431V8.53
	c0-5.266,14.719-7.78,32.875-7.78S66.5,3.64,66.5,8.53v7.248c0,0.857-0.787,1.678-2.222,2.432L57.347,70.55z"/>
<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="2.6221" y1="20.394" x2="64.627" y2="20.394">
	<stop  offset="0" style="stop-color:#88888A"/>
	<stop  offset="0.546" style="stop-color:#C8C8CC"/>
	<stop  offset="1" style="stop-color:#88888A"/>
</linearGradient>
<path fill="url(#SVGID_2_)" d="M33.625,23.243c-13.782,0-25.951-1.715-31.003-4.37l0.697-1.328
	c4.778,2.511,16.957,4.198,30.306,4.198c13.35,0,25.528-1.687,30.305-4.197l0.697,1.328C59.578,21.528,47.408,23.243,33.625,23.243z
	"/>
<g>
	<path fill="#C8C8CC" d="M33.607,69.652h0.036c0.576-0.004,1.106-0.209,1.542-0.547h-3.12C32.5,69.443,33.031,69.648,33.607,69.652z
		"/>
	<path fill="#C8C8CC" d="M32.064,69.105h3.12c0.2-0.155,0.375-0.34,0.527-0.547h-4.175C31.69,68.766,31.865,68.95,32.064,69.105z"/>
	<path fill="#C8C8CC" d="M31.537,68.559h4.175c0.125-0.169,0.235-0.351,0.321-0.547h-4.818
		C31.302,68.208,31.412,68.39,31.537,68.559z"/>
	<path fill="#C8C8CC" d="M31.215,68.012h4.818c0.077-0.174,0.139-0.356,0.181-0.547h-5.179
		C31.077,67.655,31.139,67.838,31.215,68.012z"/>
	<path fill="#C8C8CC" d="M31.035,67.465h5.179c0.04-0.177,0.062-0.359,0.067-0.547h-5.314
		C30.974,67.105,30.996,67.288,31.035,67.465z"/>
	<path fill="#C8C8CC" d="M30.958,66.819c0,0.034,0.008,0.065,0.009,0.099h5.314c0.001-0.026,0.008-0.052,0.008-0.078v-0.469h-5.331
		V66.819z"/>
	<rect x="30.958" y="65.824" fill="#C8C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="65.277" fill="#C8C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="64.73" fill="#C8C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="64.184" fill="#C8C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="63.633" fill="#C8C8CC" width="5.331" height="0.551"/>
	<rect x="30.958" y="63.086" fill="#C8C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="62.539" fill="#C8C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="61.992" fill="#C8C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="61.445" fill="#C8C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="60.898" fill="#C8C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="60.348" fill="#C8C8CC" width="5.331" height="0.551"/>
	<rect x="30.958" y="59.801" fill="#C8C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="59.254" fill="#C7C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="58.707" fill="#C7C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="58.16" fill="#C7C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="57.613" fill="#C7C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="57.066" fill="#C7C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="56.52" fill="#C7C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="55.973" fill="#C7C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="55.426" fill="#C7C8CC" width="5.331" height="0.547"/>
	<rect x="30.958" y="54.879" fill="#C7C8CB" width="5.331" height="0.547"/>
	<rect x="30.958" y="54.332" fill="#C7C8CB" width="5.331" height="0.547"/>
	<rect x="30.958" y="53.781" fill="#C7C7CB" width="5.331" height="0.551"/>
	<rect x="30.958" y="53.234" fill="#C7C7CB" width="5.331" height="0.547"/>
	<rect x="30.958" y="52.688" fill="#C6C7CB" width="5.331" height="0.547"/>
	<rect x="30.958" y="52.141" fill="#C6C7CB" width="5.331" height="0.547"/>
	<rect x="30.958" y="51.594" fill="#C6C7CA" width="5.331" height="0.547"/>
	<rect x="30.958" y="51.047" fill="#C6C6CA" width="5.331" height="0.547"/>
	<rect x="30.958" y="50.5" fill="#C6C6CA" width="5.331" height="0.547"/>
	<rect x="30.958" y="49.949" fill="#C5C6C9" width="5.331" height="0.551"/>
	<rect x="30.958" y="49.402" fill="#C5C5C9" width="5.331" height="0.547"/>
	<rect x="30.958" y="48.855" fill="#C4C5C9" width="5.331" height="0.547"/>
	<rect x="30.958" y="48.309" fill="#C4C4C8" width="5.331" height="0.547"/>
	<rect x="30.958" y="47.762" fill="#C4C4C8" width="5.331" height="0.547"/>
	<rect x="30.958" y="47.215" fill="#C3C3C7" width="5.331" height="0.547"/>
	<rect x="30.958" y="46.668" fill="#C2C3C6" width="5.331" height="0.547"/>
	<rect x="30.958" y="46.121" fill="#C2C2C6" width="5.331" height="0.547"/>
	<rect x="30.958" y="45.574" fill="#C1C1C5" width="5.331" height="0.547"/>
	<rect x="30.958" y="45.027" fill="#C0C0C4" width="5.331" height="0.547"/>
	<rect x="30.958" y="44.48" fill="#BFC0C3" width="5.331" height="0.547"/>
	<rect x="30.958" y="43.93" fill="#BEBFC2" width="5.331" height="0.551"/>
	<rect x="30.958" y="43.383" fill="#BDBDC1" width="5.331" height="0.547"/>
	<rect x="30.958" y="42.836" fill="#BCBCC0" width="5.331" height="0.547"/>
	<rect x="30.958" y="42.289" fill="#BBBBBE" width="5.331" height="0.547"/>
	<rect x="30.958" y="41.742" fill="#BABABD" width="5.331" height="0.547"/>
	<rect x="30.958" y="41.195" fill="#B8B8BB" width="5.331" height="0.547"/>
	<rect x="30.958" y="40.648" fill="#B7B6BA" width="5.331" height="0.547"/>
	<rect x="30.958" y="40.098" fill="#B5B5B8" width="5.331" height="0.551"/>
	<rect x="30.958" y="39.551" fill="#B3B3B6" width="5.331" height="0.547"/>
	<rect x="30.958" y="39.004" fill="#B1B1B4" width="5.331" height="0.547"/>
	<rect x="30.958" y="38.457" fill="#AFAFB2" width="5.331" height="0.547"/>
	<rect x="30.958" y="37.91" fill="#ADACAF" width="5.331" height="0.547"/>
	<rect x="30.958" y="37.363" fill="#AAAAAD" width="5.331" height="0.547"/>
	<rect x="30.958" y="36.816" fill="#A8A7AA" width="5.331" height="0.547"/>
	<rect x="30.958" y="36.27" fill="#A5A5A7" width="5.331" height="0.547"/>
	<rect x="30.958" y="35.723" fill="#A2A2A4" width="5.331" height="0.547"/>
	<rect x="30.958" y="35.176" fill="#9F9FA1" width="5.331" height="0.547"/>
	<path fill="#9C9B9D" d="M36.281,34.625h-5.313c-0.001,0.034-0.01,0.065-0.01,0.1v0.451h5.331v-0.472
		C36.289,34.677,36.282,34.652,36.281,34.625z"/>
	<path fill="#98989A" d="M36.214,34.078h-5.179c-0.04,0.177-0.062,0.359-0.067,0.547h5.313
		C36.275,34.438,36.253,34.255,36.214,34.078z"/>
	<path fill="#959496" d="M36.033,33.531h-4.817c-0.077,0.174-0.138,0.356-0.181,0.547h5.179
		C36.172,33.887,36.11,33.705,36.033,33.531z"/>
	<path fill="#919092" d="M35.711,32.984h-4.173c-0.125,0.169-0.235,0.35-0.322,0.547h4.817
		C35.946,33.334,35.837,33.153,35.711,32.984z"/>
	<path fill="#8C8C8E" d="M35.184,32.438h-3.118c-0.2,0.155-0.375,0.34-0.528,0.547h4.173C35.559,32.778,35.384,32.592,35.184,32.438
		z"/>
	<path fill="#88888A" d="M33.634,31.891h-0.018c-0.58,0.002-1.113,0.208-1.55,0.547h3.118
		C34.746,32.099,34.213,31.893,33.634,31.891z"/>
	
		<line fill="none" stroke="#88888A" stroke-width="0" stroke-linecap="round" stroke-linejoin="round" x1="33.616" y1="31.891" x2="33.634" y2="31.891"/>
</g>
<g>
	<path fill="#B1B3B4" d="M18.26,67.699h0.015c0.484-0.002,0.904-0.231,1.225-0.602h-2.583C17.31,67.468,17.775,67.697,18.26,67.699z
		"/>
	<path fill="#B1B3B4" d="M16.916,67.098H19.5c0.149-0.173,0.28-0.371,0.379-0.602h-3.461C16.562,66.727,16.732,66.925,16.916,67.098
		z"/>
	<path fill="#B1B3B4" d="M16.417,66.496h3.461c0.08-0.186,0.14-0.388,0.182-0.602h-3.943C16.201,66.108,16.301,66.311,16.417,66.496
		z"/>
	<path fill="#B1B3B4" d="M16.117,65.895h3.943c0.037-0.191,0.054-0.393,0.057-0.602H15.94
		C15.984,65.502,16.042,65.703,16.117,65.895z"/>
	<path fill="#B1B3B4" d="M15.867,64.88c0.014,0.142,0.044,0.277,0.073,0.413h4.177c0.001-0.136,0.004-0.271-0.01-0.413l-0.019-0.188
		h-4.24L15.867,64.88z"/>
	<polygon fill="#B1B3B4" points="15.849,64.691 20.089,64.691 20.029,64.09 15.789,64.09 	"/>
	<polygon fill="#B1B3B4" points="15.789,64.09 20.029,64.09 19.969,63.488 15.729,63.488 	"/>
	<polygon fill="#B1B3B4" points="15.729,63.488 19.969,63.488 19.91,62.887 15.669,62.887 	"/>
	<polygon fill="#B1B3B4" points="15.669,62.887 19.91,62.887 19.85,62.281 15.609,62.281 	"/>
	<polygon fill="#B1B3B4" points="15.609,62.281 19.85,62.281 19.79,61.68 15.55,61.68 	"/>
	<polygon fill="#B1B3B4" points="15.55,61.68 19.79,61.68 19.73,61.078 15.49,61.078 	"/>
	<polygon fill="#B1B3B4" points="15.49,61.078 19.73,61.078 19.671,60.477 15.431,60.477 	"/>
	<polygon fill="#B1B3B4" points="15.431,60.477 19.671,60.477 19.611,59.875 15.371,59.875 	"/>
	<polygon fill="#B1B3B4" points="15.371,59.875 19.611,59.875 19.551,59.273 15.312,59.273 	"/>
	<polygon fill="#B1B3B4" points="15.312,59.273 19.551,59.273 19.491,58.668 15.251,58.668 	"/>
	<polygon fill="#B1B3B4" points="15.251,58.668 19.491,58.668 19.432,58.066 15.191,58.066 	"/>
	<polygon fill="#B1B3B3" points="15.191,58.066 19.432,58.066 19.372,57.465 15.132,57.465 	"/>
	<polygon fill="#B1B3B3" points="15.132,57.465 19.372,57.465 19.312,56.863 15.072,56.863 	"/>
	<polygon fill="#B1B2B3" points="15.072,56.863 19.312,56.863 19.252,56.262 15.013,56.262 	"/>
	<polygon fill="#B1B2B3" points="15.013,56.262 19.252,56.262 19.193,55.66 14.953,55.66 	"/>
	<polygon fill="#B1B2B3" points="14.953,55.66 19.193,55.66 19.133,55.059 14.894,55.059 	"/>
	<polygon fill="#B1B2B3" points="14.894,55.059 19.133,55.059 19.074,54.457 14.834,54.457 	"/>
	<polygon fill="#B1B2B3" points="14.834,54.457 19.074,54.457 19.014,53.855 14.774,53.855 	"/>
	<polygon fill="#B1B2B3" points="14.774,53.855 19.014,53.855 18.954,53.254 14.714,53.254 	"/>
	<polygon fill="#B1B2B3" points="14.714,53.254 18.954,53.254 18.895,52.648 14.654,52.648 	"/>
	<polygon fill="#B1B2B3" points="14.654,52.648 18.895,52.648 18.834,52.047 14.595,52.047 	"/>
	<polygon fill="#B0B1B2" points="14.595,52.047 18.834,52.047 18.775,51.445 14.535,51.445 	"/>
	<polygon fill="#B0B1B2" points="14.535,51.445 18.775,51.445 18.715,50.844 14.476,50.844 	"/>
	<polygon fill="#B0B1B2" points="14.476,50.844 18.715,50.844 18.656,50.242 14.416,50.242 	"/>
	<polygon fill="#B0B1B2" points="14.416,50.242 18.656,50.242 18.596,49.641 14.356,49.641 	"/>
	<polygon fill="#AFB0B1" points="14.356,49.641 18.596,49.641 18.536,49.035 14.296,49.035 	"/>
	<polygon fill="#AFB0B1" points="14.296,49.035 18.536,49.035 18.476,48.434 14.236,48.434 	"/>
	<polygon fill="#AEAFB0" points="14.236,48.434 18.476,48.434 18.417,47.832 14.177,47.832 	"/>
	<polygon fill="#AEAFB0" points="14.177,47.832 18.417,47.832 18.357,47.23 14.117,47.23 	"/>
	<polygon fill="#ADAEAF" points="14.117,47.23 18.357,47.23 18.297,46.629 14.058,46.629 	"/>
	<polygon fill="#ADAEAF" points="14.058,46.629 18.297,46.629 18.237,46.027 13.998,46.027 	"/>
	<polygon fill="#ACADAE" points="13.998,46.027 18.237,46.027 18.178,45.426 13.938,45.426 	"/>
	<polygon fill="#ABACAD" points="13.938,45.426 18.178,45.426 18.118,44.824 13.879,44.824 	"/>
	<polygon fill="#AAABAC" points="13.879,44.824 18.118,44.824 18.059,44.223 13.819,44.223 	"/>
	<polygon fill="#A9AAAB" points="13.819,44.223 18.059,44.223 17.999,43.617 13.759,43.617 	"/>
	<polygon fill="#A8A9AA" points="13.759,43.617 17.999,43.617 17.939,43.016 13.699,43.016 	"/>
	<polygon fill="#A7A8A9" points="13.699,43.016 17.939,43.016 17.879,42.414 13.64,42.414 	"/>
	<polygon fill="#A5A6A7" points="13.64,42.414 17.879,42.414 17.819,41.812 13.58,41.812 	"/>
	<polygon fill="#A4A5A6" points="13.58,41.812 17.819,41.812 17.76,41.211 13.521,41.211 	"/>
	<polygon fill="#A2A3A4" points="13.521,41.211 17.76,41.211 17.7,40.609 13.461,40.609 	"/>
	<polygon fill="#A1A1A2" points="13.461,40.609 17.7,40.609 17.64,40.004 13.401,40.004 	"/>
	<polygon fill="#9F9FA1" points="13.401,40.004 17.64,40.004 17.581,39.402 13.341,39.402 	"/>
	<polygon fill="#9D9D9E" points="13.341,39.402 17.581,39.402 17.521,38.801 13.281,38.801 	"/>
	<polygon fill="#9B9B9C" points="13.281,38.801 17.521,38.801 17.461,38.199 13.222,38.199 	"/>
	<polygon fill="#98999A" points="13.222,38.199 17.461,38.199 17.401,37.598 13.162,37.598 	"/>
	<polygon fill="#969697" points="13.162,37.598 17.401,37.598 17.342,36.996 13.103,36.996 	"/>
	<polygon fill="#939394" points="13.103,36.996 17.342,36.996 17.282,36.395 13.043,36.395 	"/>
	<polygon fill="#909091" points="13.043,36.395 17.282,36.395 17.223,35.793 12.983,35.793 	"/>
	<polygon fill="#8D8D8E" points="12.983,35.793 17.223,35.793 17.163,35.191 12.923,35.191 	"/>
	<polygon fill="#89898B" points="12.923,35.191 17.163,35.191 17.103,34.586 12.863,34.586 	"/>
	<polygon fill="#858687" points="12.863,34.586 17.103,34.586 17.043,33.984 12.804,33.984 	"/>
	<path fill="#818283" d="M12.785,33.796l0.019,0.188h4.239l-0.019-0.188c-0.014-0.142-0.044-0.277-0.073-0.413h-4.176
		C12.774,33.519,12.771,33.654,12.785,33.796z"/>
	<path fill="#7D7E7F" d="M12.775,33.383h4.176c-0.044-0.208-0.102-0.41-0.176-0.602h-3.943
		C12.795,32.973,12.778,33.174,12.775,33.383z"/>
	<path fill="#797A7B" d="M12.833,32.781h3.943c-0.084-0.214-0.184-0.416-0.301-0.602h-3.461
		C12.934,32.365,12.874,32.567,12.833,32.781z"/>
	<path fill="#747577" d="M13.014,32.18h3.461c-0.145-0.23-0.314-0.429-0.498-0.602h-2.584C13.243,31.751,13.113,31.95,13.014,32.18z
		"/>
	<path fill="#6F7072" d="M14.611,30.977c-0.482,0.004-0.899,0.233-1.218,0.602h2.584c-0.392-0.369-0.854-0.597-1.337-0.602H14.611z"
		/>
	<polygon fill="#6F7072" points="14.625,30.975 14.611,30.977 14.64,30.977 	"/>
</g>
<g>
	<path fill="#B1B3B4" d="M49.159,67.699h0.015c0.484-0.002,0.949-0.231,1.344-0.602h-2.583
		C48.255,67.468,48.675,67.697,49.159,67.699z"/>
	<path fill="#B1B3B4" d="M47.935,67.098h2.583c0.184-0.173,0.354-0.371,0.498-0.602h-3.461
		C47.654,66.727,47.784,66.925,47.935,67.098z"/>
	<path fill="#B1B3B4" d="M47.555,66.496h3.461c0.117-0.186,0.217-0.388,0.302-0.602h-3.943
		C47.415,66.108,47.476,66.311,47.555,66.496z"/>
	<path fill="#B1B3B4" d="M47.374,65.895h3.943c0.075-0.191,0.132-0.393,0.177-0.602h-4.178
		C47.319,65.502,47.337,65.703,47.374,65.895z"/>
	<path fill="#B1B3B4" d="M47.326,64.88c-0.014,0.142-0.012,0.277-0.01,0.413h4.178c0.028-0.136,0.059-0.271,0.072-0.413l0.019-0.188
		h-4.24L47.326,64.88z"/>
	<polygon fill="#B1B3B4" points="47.345,64.691 51.585,64.691 51.645,64.09 47.404,64.09 	"/>
	<polygon fill="#B1B3B4" points="47.404,64.09 51.645,64.09 51.705,63.486 47.464,63.488 	"/>
	<polygon fill="#B1B3B4" points="47.464,63.488 51.705,63.486 51.765,62.883 47.524,62.883 	"/>
	<polygon fill="#B1B3B4" points="47.524,62.883 51.765,62.883 51.824,62.281 47.584,62.281 	"/>
	<polygon fill="#B1B3B4" points="47.584,62.281 51.824,62.281 51.884,61.68 47.644,61.68 	"/>
	<polygon fill="#B1B3B4" points="47.644,61.68 51.884,61.68 51.943,61.078 47.703,61.078 	"/>
	<polygon fill="#B1B3B4" points="47.703,61.078 51.943,61.078 52.003,60.477 47.763,60.477 	"/>
	<polygon fill="#B1B3B4" points="47.763,60.477 52.003,60.477 52.062,59.872 47.822,59.875 	"/>
	<polygon fill="#B1B3B4" points="47.822,59.875 52.062,59.872 52.123,59.27 47.883,59.27 	"/>
	<polygon fill="#B1B3B4" points="47.883,59.27 52.123,59.27 52.183,58.668 47.942,58.668 	"/>
	<polygon fill="#B1B3B4" points="47.942,58.668 52.183,58.668 52.242,58.066 48.002,58.066 	"/>
	<polygon fill="#B1B3B3" points="48.002,58.066 52.242,58.066 52.302,57.465 48.062,57.465 	"/>
	<polygon fill="#B1B3B3" points="48.062,57.465 52.302,57.465 52.361,56.863 48.121,56.863 	"/>
	<polygon fill="#B1B2B3" points="48.121,56.863 52.361,56.863 52.421,56.262 48.181,56.262 	"/>
	<polygon fill="#B1B2B3" points="48.181,56.262 52.421,56.262 52.48,55.66 48.24,55.66 	"/>
	<polygon fill="#B1B2B3" points="48.24,55.66 52.48,55.66 52.54,55.059 48.301,55.059 	"/>
	<polygon fill="#B1B2B3" points="48.301,55.059 52.54,55.059 52.6,54.457 48.36,54.457 	"/>
	<polygon fill="#B1B2B3" points="48.36,54.457 52.6,54.457 52.659,53.855 48.42,53.855 	"/>
	<polygon fill="#B1B2B3" points="48.42,53.855 52.659,53.855 52.72,53.25 48.479,53.25 	"/>
	<polygon fill="#B1B2B3" points="48.479,53.25 52.72,53.25 52.779,52.648 48.539,52.648 	"/>
	<polygon fill="#B1B2B3" points="48.539,52.648 52.779,52.648 52.839,52.047 48.599,52.047 	"/>
	<polygon fill="#B0B1B2" points="48.599,52.047 52.839,52.047 52.898,51.445 48.658,51.445 	"/>
	<polygon fill="#B0B1B2" points="48.658,51.445 52.898,51.445 52.958,50.844 48.719,50.844 	"/>
	<polygon fill="#B0B1B2" points="48.719,50.844 52.958,50.844 53.018,50.242 48.778,50.242 	"/>
	<polygon fill="#B0B1B2" points="48.778,50.242 53.018,50.242 53.078,49.637 48.838,49.637 	"/>
	<polygon fill="#AFB0B1" points="48.838,49.637 53.078,49.637 53.138,49.035 48.897,49.035 	"/>
	<polygon fill="#AFB0B1" points="48.897,49.035 53.138,49.035 53.197,48.434 48.957,48.434 	"/>
	<polygon fill="#AEAFB0" points="48.957,48.434 53.197,48.434 53.257,47.832 49.017,47.832 	"/>
	<polygon fill="#AEAFB0" points="49.017,47.832 53.257,47.832 53.316,47.23 49.077,47.23 	"/>
	<polygon fill="#ADAEAF" points="49.077,47.23 53.316,47.23 53.376,46.629 49.137,46.629 	"/>
	<polygon fill="#ADAEAF" points="49.137,46.629 53.376,46.629 53.436,46.027 49.196,46.027 	"/>
	<polygon fill="#ACADAE" points="49.196,46.027 53.436,46.027 53.495,45.426 49.256,45.426 	"/>
	<polygon fill="#ABACAD" points="49.256,45.426 53.495,45.426 53.555,44.824 49.315,44.824 	"/>
	<polygon fill="#AAABAC" points="49.315,44.824 53.555,44.824 53.614,44.223 49.375,44.223 	"/>
	<polygon fill="#A9AAAB" points="49.375,44.223 53.614,44.223 53.675,43.617 49.436,43.617 	"/>
	<polygon fill="#A8A9AA" points="49.436,43.617 53.675,43.617 53.734,43.016 49.495,43.016 	"/>
	<polygon fill="#A7A8A9" points="49.495,43.016 53.734,43.016 53.794,42.414 49.555,42.414 	"/>
	<polygon fill="#A5A6A7" points="49.555,42.414 53.794,42.414 53.854,41.812 49.614,41.812 	"/>
	<polygon fill="#A4A5A6" points="49.614,41.812 53.854,41.812 53.913,41.211 49.674,41.211 	"/>
	<polygon fill="#A2A3A4" points="49.674,41.211 53.913,41.211 53.973,40.609 49.733,40.609 	"/>
	<polygon fill="#A1A1A2" points="49.733,40.609 53.973,40.609 54.033,40.004 49.793,40.004 	"/>
	<polygon fill="#9F9FA1" points="49.793,40.004 54.033,40.004 54.093,39.402 49.854,39.402 	"/>
	<polygon fill="#9D9D9E" points="49.854,39.402 54.093,39.402 54.152,38.801 49.913,38.801 	"/>
	<polygon fill="#9B9B9C" points="49.913,38.801 54.152,38.801 54.212,38.199 49.973,38.199 	"/>
	<polygon fill="#98999A" points="49.973,38.199 54.212,38.199 54.271,37.598 50.032,37.598 	"/>
	<polygon fill="#969697" points="50.032,37.598 54.271,37.598 54.331,36.996 50.092,36.996 	"/>
	<polygon fill="#939394" points="50.092,36.996 54.331,36.996 54.391,36.395 50.151,36.395 	"/>
	<polygon fill="#909091" points="50.151,36.395 54.391,36.395 54.45,35.793 50.211,35.793 	"/>
	<polygon fill="#8D8D8E" points="50.211,35.793 54.45,35.793 54.51,35.191 50.271,35.191 	"/>
	<polygon fill="#89898B" points="50.271,35.191 54.51,35.191 54.57,34.586 50.331,34.586 	"/>
	<polygon fill="#858687" points="50.331,34.586 54.57,34.586 54.63,33.984 50.391,33.984 	"/>
	<path fill="#818283" d="M50.409,33.796l-0.019,0.188h4.239l0.019-0.188c0.014-0.142,0.012-0.277,0.01-0.413h-4.177
		C50.453,33.519,50.423,33.654,50.409,33.796z"/>
	<path fill="#7D7E7F" d="M50.481,33.383h4.177c-0.003-0.208-0.021-0.41-0.058-0.602h-3.942
		C50.583,32.973,50.526,33.174,50.481,33.383z"/>
	<path fill="#797A7B" d="M50.658,32.781h3.942c-0.041-0.214-0.101-0.416-0.181-0.602h-3.461
		C50.842,32.365,50.742,32.567,50.658,32.781z"/>
	<path fill="#747577" d="M50.959,32.18h3.461c-0.1-0.23-0.229-0.429-0.379-0.602h-2.584C51.273,31.751,51.104,31.95,50.959,32.18z"
		/>
	<path fill="#6F7072" d="M51.457,31.578h2.584c-0.319-0.369-0.736-0.597-1.218-0.602h-0.029
		C52.312,30.981,51.85,31.209,51.457,31.578z"/>
	<polygon fill="#6F7072" points="52.794,30.977 52.823,30.977 52.809,30.975 	"/>
</g>
</svg>