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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaElEQVRYhe1Wz0sjSRT+oomNJMTRTgve0hDiwXhR1uPeVVTYk2xciBeRuXn0ICKzIAheBslfIIIoihDNKSz2H+BhE4QE4tEmMjEhpky601VvD6HFzKadSZxhLvngUdX1o7+vXr2qekAPPfxiuLqcFwEQBvABQBlADkDmZwsIyLK809/f/9Hv9yMSicA0TQwMDCCTyaBSqYBzHi8Wi9sAvnQjxhGSJK0EAgGKxWKUzWbJxvn5+Us9m81SLBajQCBAkiSt/DByRVE+qapKmqbRyckJOcEwDNra2iJN0ygYDJKiKJ/eTS5J0oqqqqTruiOxjYODA7q6uiIiIl3XKRgMkiRJf76Hf1SWZdI0zZFUCEFCCEqlUgSAHh8fybIssiyLrq+vSZZlAhB4i6TPqUOW5e2FhQUUCoWWdiKCEAKccwghkM/nsbS0hP39ffh8PgghIITA/f095ubmIMvyTnfLHx1tCTghBHHOybIsajQaZJomFYtFmp+fJwCUTqepVqu1WDqdJkVRqBv+SCgUaiG3iQ3DoHq9Towx2tzcJAC0vLxMjDGqVqsvxhgjxhipqkpo3htt4bQF4UikOee1u+1SCIFEIoHd3V0AQDQaBee8rU1MTADNS6sjAR8ajQbOzs5eCF8b5xyapgEAxsbGMDU11Zb84uIChmEAgL9TAWW3243FxcUW0tdloVDA9PQ0Dg8PIUlSi3fscbOzs/B4PABQcRLgdmjPZTKZtqu3T8HMzAz29vbg8/nAOQfQPCE2XC4XXC4Xbm9vgeZb0ZEHMpVKBdlstq37hRBYXV2F1+ttabfN/s7lcqhWq8AbD1W/U8fg4ODow8PDb6ZpYnx83FFIO+8QERKJBI6OjpDP5+P1ev2qUw+gWCxuJ5NJKIriSPx10FmW9VKOjIwglUqhVCptO3G8KQDAl6enp7/W19eh6/r/AvHr+mvTdR0bGxtgjEXxjafZcQsAgHP+r9vtdh8fH/8+OTmJm5sbhEKhtsEphMDl5SVKpRLW1tbw/Pz8N2Ps81v//6YAAKjVav/U6/V8Mpn8g4gQCoUwNDQEIQSSySRUVQXnHHd3dzg9PUU8Hke5XI5+DznQYUY0PDy809fX99Hr9SIcDsM0TXg8HuRyOTDGIISIl8vljjKi9+aEfjQvma5zwh566OE/2B1AahHgJWEAAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZ0lEQVRYhe1Wz0vjWhT+otEoSh1N48pFg6W6aJbjSh64VLSIuHrjg65EBzf+BSIzf8Es8idU/IEi6HSjDHbhThfPIrRgERGDtaUh9kea5ua8xdBi1XSm+h5v0w8O93IuN993zr335AAttPA/g3vjviCAAIAPAHQASQDx/1qAVxTF9fb29s8ejwfBYBCWZaGzsxPxeByGYYAxpmaz2TUAmbeIcYUgCAter5fC4TAlEgmqYm9vrzZPJBIUDofJ6/WSIAgL/xq5JElfZFmmWCxG29vb1AhbW1sUi8XI5/ORJElf3k0uCMKCLMukaVpD4ufQNI18Ph8JgvDne/gHRVGkWCzmSuQ4DjmOQ4wxYoyRbds1Ozk5IVEUCYC3EUmb24IoimszMzO4v7+v8xMRHMcBY6w2Vs1xnJrd3d1hamoKoiiuvy38wcG6C1eN1LZtqlQqZFkWlctlMk2TTNOkUqn0wi4uLkiSJGrEw7v4gx6PB4FAoC7qp2PV8vk8dF2HruvIZDJIp9O4vb1FKpXCysoKent78fDwEESTdWJudnaWiIgYY7WIq5EWi0U6PT2l0dFRAlBn4+PjFIlE6ObmhgzDoOnpaQIw12wGPlQqFezu7iIUCtVFDwBHR0cIhUJ1G5aXlzE/Pw9FUcDzPDiOw/7+PsrlMgB4mhWg8zxfI68aEaFUKqGrqwuqquLs7AyKomBiYgJDQ0Mg+nncVaGTk5PY2NgAAMNNgFspDg4PD19cXl7WCXjtHlTnAGojAHAcB47jMDY2huvrawUud8DtGcYNw0AikXgh4Pnze+p/6mOMIZlMIp/Pw40cANrdFrq7uwfT6fRHy7IwMjLyQshr9jQjBwcHiEQiuLq6Uk3T/O7G41qIstnsWjQahSRJr2bgedSMMdi2XRsHBgZwfHyMXC635sbRUACAzOPj419LS0vQNM01/c9FMMagaRpWV1dRKBQ+4Re/ZtcjAADG2N88z/Obm5t/KIqC8/Nz+P1+1yM4PDxELpfD4uIiisXi10Kh8K3R938pAABKpdIP0zSvotHoHBHB7/ejr68PjuMgGo1ClmUwxpBKpbCzswNVVaHr+qffIQea7Ij6+/vX29raPvf09CAQCMCyLHR0dCCZTKJQKMBxHFXX9aY6ovf2hB78LDJv7glbaKGFfwCxxzlFSpBQ3QAAAABJRU5ErkJggg==) 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,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) 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,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMklEQVRYhe1WPUsjURQ9UeMUiWP0zfjRJSGkMX/AXyAKWizY7LqQUrazshTRykq2CAQsly38xCCkksUBA9YGYQJr6SBkMMSMGSfz3t0iJBjNRBJ32SYHLm94M++dc89c7ntAH338Z/h6XJcAEAcQAlACUACQ/9cCFMbY5uDg4DdZlpFIJOA4DoaHh5HP51Eul8E5T5mmuQGg2IsYT0iStKIoCiWTSdJ1nRo4OTlpPuu6TslkkhRFIUmSVv4auaqqW5FIhDRNo4ODA+qE/f190jSNwuEwqaq69WFySZJWIpEIGYbRkfg1DMOgcDhMkiR9/gj/BGOMNE3zJBJCkBCCOOfEOSfXdZtxcXFBjDECoHQiGfB6wRjbWFxcxP39fcs8EUEIAc55c2yEEKIZd3d3WFhYAGNss7f0JyZaCq6Rqeu6VKvVyHEcMk2TbNsm27apWq2+ievra1JVlXpxICHLMuLxeEvWLzO2bRvr6+uwbdvTjWg0imAwCNT7RlcC4olEfc1ruxtCLi8vsbe3h1wu10L8OmZmZoB60+pKQKhWq+H4+Ljlv750IZ1OAwDS6bQn+enpKZ6fnwFA7lZAaWhoCEtLSy2kL0fGGABAVdW2Rcg5x/z8PPx+PwCUvQQMecwX8vl82+wb9RCLxQAA0WgUnHMA9VppwOfzwefz4ebmBqifFV05kC+Xy9B1va39QghMT08DAKamptoWIOcchUIBlUoF6HBQefYBIURqZ2cHR0dHbUUoSr2/KIryhphzjkwmg93dXXDOU14cHQWYprmRzWahqmpbB0KhEAAgFAo1SV3XbY7j4+M4Pz/Hw8PDRk8CABQfHx+/rq6uwjCMN4Uoy/XCHhkZeVP9hmFgbW0NlmV9wTtHcycBcBznR6VS2Z6bm0Mul0Mmk2k6EQwGMTk5iUAg0CQ+OzvD1dUVlpeX8fT0tO04zs9O+wPA4HsfVKvVX7Zt/85ms5+ICLFYDKOjoyAiFItFzM7OgnOO29tbHB4eIpVKoVQqfbEs6/t7ewNd3ojGxsY2BwYGvgUCAcTjcTiOA7/fj0KhAMuyIIRIlUqlrm5EH70Tyqg3mZ7vhH300ccfBYMiJ190QUkAAAAASUVORK5CYII=) 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,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) 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,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) 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:rwdcur202229 2.4s linear infinite forwards;
}
