@keyframes rwdcur140387 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqElEQVRYhe2XXWwUVRTHf9OS7e7sltJ2ulIkRYgiKQYZm0ZJg5JtfRAaHzYSMZI0mviRqEiM8cUokUSrUKkxqOmDQSM1WjAk1GICuKJSUMStJLLx40VAEXdLZau0nY/t8WF2dqdSwi4x7kvPZDJ3Zu6c/++ec+eeGQQGBAYFNEphApLdT5YEwgNQGghXPLWxRBAuQHSsRBAuAFIiCC9AHiL4/0H8GwCpk+iF2yX1+OJpIQRqBNYLvCqwI3tcL1Dz3wCYLcLFqETPPiCpR5q8ENcJdBvKlLcmt2evdwuEitFXBMRtYDeDVQ+mBtZsomk/PZ2H0d4+DGACPoCDbRCLQDIM4SREYtB2MOczAdylwOniImAvE8ZXC+kOYXiDcPZZ4dRL8lD8ZbEbG0RAEo2IHvemK7/pcee+J2IFRaIs17LnglUDdggsFewAWAE6jpyiPHGaxFJYcQSGdPeBOsgsA/s2MFcxtDTCO7tbuDAfgEbgheIArFqwK8EKgq2CFaD9r3Kan3gLgPt3QroKmLwRrBYwmsC4HowF3PNnPd+8n2Hzhl948/U2AEyFpwqZmLPyEZgqjhlg7c/D+MTJ+Xc3zwdrAWSqnb6ZALdYPjYfTXHn1mMok9D5Rjub6iu5deWPtH55BmA1sLPACITy4lYArAoW/ToKQGxVGKwlYM4DIwyGxjO/+Ylt/Jo1d3+EYpbxyrZ1bKpuAGMOsRWLXa/6pZKXjYBX3A9WBcFRC4Bk7TVgzPVEKcDDfd9S1TuE3bSQrVs6eG5OLUw4rpKz61yvRaTAK25WEP1b4YbBEwCEz5WDWZ1L0dPJDKFzJvGuBxnQl/B8tQYTZdkXGsJ/mK7XkSIA1CniPds/JHTgEACRz87T+WglmEGwVLpUP12P3Qe2DzKzYLwcJssABRAiR39yvQ5dCcAzB/xg+XPi2q69AD+YCrR9cQY9nnYADBUm1PxxPAhjQRhXYUxFP/E7rce/x1QUgH1FAFQQHVXo2b4Lra8fnBVtpU94DaD3yd1UnccRNgKOcFaUMRUuBqlKCr0vdgHgE9mmFJCC/PfA4A5J3dt+SQESCGXPJbFonujvbhE+7xf27xc+PiTsGRT6vhK98z1JXLuw6JUwVwuG161B+2DAHfkdCgx7IBuAT3BWOD5dvpzYTc0kgxrhkTSRk8dpTRxzu19dLbhS/c9GottQlOmrIYpkS/PVVcPpRn4ZkBqcFU7HaY/gzPZ9BeV8Goel/S+YsRmbsVLbP1tNGcaEehgIAAAAAElFTkSuQmCC) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhe2XXWxTdRTAf3dld/1aO0rXsSkLEjfGMLoiJCJhkIkkIg+mih8JhPhgJJEg4iMv+iJidCMBQ/ZgiFETGSrRsZmQ0cxkBeLHCtF1ZDOaTVNnO5e1COu9t+3xoe1adNKNGPuyc3Ny//frnN//nHv+514EegQCAm5KIQKS1aGSQBQAlAYi5zx6sEQQOQDfzRJB5ACQEkEUAuQhbP8fxN8BkGrxTbdKdH/jnBACLoHdAu8InMrudwu4/hsAfZNwwye+8PMSffHBQoiVAh2ackvVzGr2fIeAfSH+FQHJDUhuAKMWdDcYDnwxM51HBnC/NwCgAypA3zbwt0HEA54ItPlhW9+szRDwmALjC4tA8n5hZocQ2ytMHhDCh4WxN+SFwTcl2VwvAhJqRryDhenKb97BzPWCiM0rEktmR8nlYLggaQfDCkkLGBb2XhzBFBontBYeDkDMmXugGlK1IFZImwmuLWNjf5pLWwZYM5xsBl4HXi0GkE/B9efAqAK9Egw76DZ2xsv5dN0BVAFvEK60AOnVkHJDuhJSVpBySJeDmAAF79VJBlvPoSugCssUmLodQFk+ApVg2CBpBcMCuoVdo9Ooksn5lQfuBmMT6A2g1UOiDrQaSNRAwgOJaki4Ca5u4sLmFagCwI5iEcgDGPa8c8MCRgWrfo0D4N/qAaMJ9DrQPLw9otLfG+ObrglO/pACrSqjiaWgVeHf2Jiz6p0/wC3OzWBUYIsbAESW1YC2PFMdmouLzlpausdYv+8s+7a+y88nvuNgeAkkHDDjJOKozlktujYURKDAuV6B70+FhsBVADwTJtCXguYE3cFnJheHDz3J+KEnSN9bx8qjn9P+VDuB3lG2xy14ftdzVm+bfyh8CX/sAN0CmgXfdROdx7twn/kCgL7WFTx6eg/otkyFGGYwVEiqPKQr7PptmvU/hWn8fgTHL2HGJqKsGRoF2KPAh/MDGD4JugVfvIzO42dwd3UDXNMVmlSBdT0vEWxsyEDqZkiqWYhySJlAFBCFp4evcXr/K+iKgiqygCowKvDFFTpPzDoPAZtV4RjARy9/gvMPQLOCZoEZG8xY4WZWb9hwRoTXjh4DQBVpL+YcKPgeCJyS6DM7/9GABOzZYwmtqhPv+28JX3UL588L5/qFswGh67J4j3wgobvuWfBKOJuCyWcfx/1xT27mWxSYLICsB74EmgEutLTgv28DEZsbz1SMtqFveST0de72O+sFxfp/NhIdmqLM3Q1RJNua76wbzjXzfwFxkVnhvGTGU0AQ6J1XzucwWNr/gkVZlEUptfwFfkMvJKTSIOUAAAAASUVORK5CYII=) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsElEQVRYhe2XS2xUZRTHf7el855OO0yn1NTGkPDoYLSDkoC8TOlGdDXRBA2RmGBcaKpRd8YYFz5iVFyw6cLohsSKblBwIYxEWyYxOGUijAQlkUKKnRZCWztz7/1u57i4c+dBKtMS42x6br7cL/dx/r97zvm+k4vAcYFRgQiNMAEpjQsNgagCaAyEIz71SoMgHIBEvkEQDgDSIIhqgAqE//+DuB0A6ZDErV0y9dL6RSEEwgL7BT4S+Kx03i8Q/m8AzO3CfEISE8/J1AsPVUPcJ3DI0GpWTXmUrh8SCCxHXxMQZ4K1BVQXmBFQrSRmPAy9N0Lk0xEAE3ABnByAZD/kohDNQX8SBk6WfWaBxzQYX14ErAeEwl5h5oAwPShMvCFceVeeT78vVqxHBCQbQ+Lp6nRVjnjavl8VsSVFYlV5Zq0BFQYrAMoHlheUlwNnLtGcHSe7CR4ZhZmQ80IHLHSB+KDoYWxTE9tOF0ntHqH3NysGvA28Vg+gkoK5p0G1gRkEFQDTzxOzLXy9eRCXQHwMzvUBxQ2wEIFiEBZ8IC1QbAFpBjTimWnSu77F1MAlrNbg5p0AmioRCILyg+UD5QXTy1O/38Ilds7PPdgNajuY68DoYfN8F8MpDfRO0KOgd4AeYWzDRk7tvBeXALC3XgQqACpQEVdeUG7WXpsFIPloFNRGMO8BIwpGhIMXNZ4c/IlXJ9xgtNlDbwejjeS29Y7X+NIBasQ9oNz4ZxUAudWdYKyxV4cRBqONrWfnaMrmOHjsTyiE7KG3QiFErrXD8Vp3b6gUYbW46Sbxt8a60QwA0b+awWyvpMjyMNneaTvIrwI9CNJUqiaITpqO1zvmvzYCylcjPnR4mMD3pwHo/+EGqKBdoEYQ9CCj3WsBEMsDhQDkA1AIQiFAf+qS43VsGQAeUJ6yeOToMYCLpgYDP14lnp4B0w+GD3Qfnwe70Hc8DJYb8n4o+CDvI565zp6z5zE1DeDEMgDcJGY1hg4fJfLlN2DvaDtdwicAR17+itANbADDy7WCn8tbd1BUbsj7YN5PKCcceedDAFwiH9dbgjUAibmS+HBZfLcG08CbQLb3j0lSz3xA/NfrYHhB95DpjoFywbyX+PlxUq+/SO/VK877b9UTh6qNaHrf40S+OH67OAACPcB3QAzgVF8fyfu34Ha18mzmFy4X8uzJ/uw8fne9oF7/FwjY3VBbvBuiSak13103XOzL/wUkjL3DxbHnN7Gr/cRScr6Yw8b+F6zYiq1Yo+0f2JwKMX6PzDoAAAAASUVORK5CYII=) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxElEQVRYhe2XXWhbZRjHfyexp81X13ZJulUNbtCudn40ll3MuU3qFFeHF8HihMHoxVRQh+CViBciWqkfFR1oBSlThFmRXWx1Y26xg2YTlWRDl8nqB44x27SWNto15yN5vEhOcjbrsg4xN30OL3nPOTnP//c+z/u+zzkIDAvEBPxUwgSk0M5UBMIGUBkIS3zy2QpBWACRSxWCsACQCkHYAUoQnv8P4koAJCCRmU0y+XTLghACDQI7BN4UGCz87hBo+G8A9A3CXEQiF3tk8okOO8QtAv2actmqKbbC9X4B72L0FQGxOpjrwFgJuh+MWiKzNQz0juL/cBRAB1SAo1sg2gmpIART0BmFLUeLPpPAVgXOLy4C5h3CfJcwu1OY2i1cfEH47VXZFX9NzLaQCEiyDQnH7ekqHeF4/r4tYtcUiRuKPXMFGA1gesFwg+kCw8XOE+dwJs+TXAt3x2B2mfVAALIrQdyQqyGx1sH6kRwnN49y61mzDXgJeK4cQCkFfz4GRh3oPjC8oHvYlq7i87t2owqEE3CqHcitgawfcj7IukGqIFcF4gQUwqeniG86iK6AKixXYPpqAI5SBHxgeMB0g+EC3UX32Ayq5HN+6s6bwNgAejNoIcg0gdYImUbIBCETgIyfxJpWjm28GVUA6CoXgRKA4S2JGy4wqll9IQ1A9N4gGK2gN4EWBM3P62NOvh0a54fBX+n7GdDqIFMPWh3R9S2W13A5ANscsIvXgFGNJ20AkFreCNoKMH0EDA97j0+w9fF9MGPw+1P38/7DIZh3Fl2lagNWt+zeUAKwi+vVRP5SaI6dBiA47gS9ngfnanjnoyTNLw4DMLHrAfq2d/GLVgviKMwmCE7olter5v8KAPdl4gN7PsX75QgAnV/9QfYRB8/3juD7fpxEXw/7O27n5fogZJ350eccgAIInSfPWV4T5QBKq+Dse6C7iKQdDLz7Gf6hAwA/6gqtqsBEdwcnuu/hg+YWDuMFUwVDBbMqDyEKiEJ47CfiTz6DriioIotYBUY1kbTCwJ6ieBLYqApvA0wnLtATWsVhqQXNBfMemHfDpUKb87AsJXzyyhsAqCJvlRMHbO8DsUGZfHTbPwqQgLdwLsnVTRLe2yccPyAcOSIcHBH2x4ShryXc+7Ekb1y16J2wmIKp7Q/h3zdsjXyzAlM2yBBwCGgDONbeTvS2daQ8foLTs3Se+Y77kt9Yf7++WlCu/hci0a8pysLVEEUKpfn6quFCI/8XkAbyO1yYfH+a/Gz/4ppyvoDDyn4XLNmSLVml7W9bryRTyA4LXAAAAABJRU5ErkJggg==) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe2XTWwUdRTAf9N2Zz/74bLdfoCNNgJ1abSrcigNxZRerJw2fiYQ4sFwMWiiB6MH40ExRm0P9dCDQaNELBoPBUwQloV0hTTYpQksBrjYmBp3lw2ttt2dmd3nYXd2B6wsJca99E3+mf98vfeb997/vRkEjglEBXxUQwSkOC5XBcICUB0I03jytSpBmAChpSpBmABIlSCsAGUI9/8HcTsA0iyhm/2SfGXTihACXoHdAh8LHCzudwt4/xsArU9YDElo7iVJ7nvcCvGAwHBWuWXVlEbx/LCAZzX2FQExJxhbQW8DzQd6A6F5B2MHJvF9NgmgASrAyUEID0DCD/4EDIRh8GRJZxx4SoHZ1XnAeERYHhLm9wqp/cLc28Kv78vL0x+IEegQAYkHkOC0NVzlLThduG7x2F15oq40M1pB94LhAd0FhhN0J3t/ukptfJb4FtgWhflG84FmyLWBuCDvILalht5InnM7Jnn4ihEA3gVerwRQDsGfL4LeBFo96B7Q3OxasPHdY/tRBYIxuNgD5DdDzgf5esi5QGyQt4HUAgrBmRTT/UfRFFCFdQqk7wRQU/ZAPehuMFygO0Fz8uy1m6hSiPnFRzeA3gfaRsh2QKYdsi2QaYGMHzLNkPER29zFqe33owoAQ5U8UAbQPWXjuhN0O52/LQAQftIPehdo7ZD107fo5espnZ8P/874+SXemLNBtgky90G2iXDvJlNrsBKAJQesxh2g23Ev6AAk1rVAtpV9N1T2nE3zxOeXsJ++DkBgsJv4O8+Bs5QcJBqazWnF2lAGsBrX7IT+UtgYnQFg6EqON0dneeitswDkuteT3tNPuqOVkaFtfFrfAJmaYjaB/w/N1HrH+N8G4LrF+NjoN3h+jADQcyZFZKSPr6Z6iTu9ROoaSOoqGCrk6mC5FvI1gAIIA+eumlpjqwBwgO4oGfcdmQD4RVPo6pxJ8MySSmxDG2hOyDgKxnUVDBvkakEUEIXgtevsvHAJTVFQRY5XArAkoZ3QgsLY6BF84xNQqGjbVWEE4NCr39J4A8i6IOuEZTcsu2CpOBbdNCaEQ+99BIAq8kmlJQhYvgeiByX5/K5/NCABT/FY4p3tEvziQ+HMhHDihHA0InwfFcbPS/DAlxJf/+CqK2GpEKVeeBrf4WPmm+9QIGWB7AB+AAIAp3p6CHdvJeH24U/PM3D5AjvjU+bt99YLKvX/oieGs4qycjdEkWJrvrduuNKb/wuIl0KFC1KYpylk+/G7ivkKCqv7X7Ama7Im1Za/AbU3H60kQEARAAAAAElFTkSuQmCC) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur140387 2.4s linear infinite forwards;
}
