@keyframes rwdcur98414 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 11 12, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 11 12, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 11 12, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGw0lEQVRYhe2V229cVxXG195nnzNnxmPPeOyxHSexncS5uEkdEoUABSoBbVFbkYpKQBECif+AV55BqvqEgAdAqAIhVAkkJKryENokJHVBkDgKcezEdsaOZ8Yee+73c9mXtXgIDWmS2inP+V62tLT3Wj+ttfRtBh8jy3GdY6e//NzxZ75ycuzAU/viif5pRNijtMn5gY/dbqdWr5a8jZWFzNKVC28XMjf++XG5thN7VPDgp545/f0f/OiH0ydOHeOcBb7vo+8HGAQhD5USfhCOrOezlxvNxs3UQPpVFfqdzMLsX2b+/Js3OvVS45MAWA8GTj//je/9+Ge/+9WJ48eSgKatlTJaazSIBABgjOklIptQpyxGPdGIgxFb6InJp46OTk7v21i7fdVrVrv/F8CzZ7575o2f//L14cFURGssS6VIac20MWAMQrVWLXY63fVqtbK8nl9bTSaSk0JY0rYdsDjo4aGRfenxqcFc5tYNr1V7LIh7ACe/+MLpn7755k9G0slYGFJTaTRKaaa1Bm0QEBGy2ez1G/NzlxCxxS27wrjlCQ5DkYhrW5xzzhimUqkhdJP19eW5FRX66rEAnGg89vovfvvrT5+YPFGtEQGwutbIQilJaQMGDQ9C6XPOrfzGeiYIZFNK2a1WK4tE4Gtj6kEYlntisTQRBk0vzHA7YhUyc7mdADgAwAuvvPZNLqLT715Y2DKGHM8LYf7WrTkA4EQEWhsZhkFQqpRLaBCVklobLS0hRKvTvZXfKJzPrK2902y1V/0gbCglg92Hjk+kRvcN7QQgItG4++q3XvvO9evzrXhiSE8dOaIvvD9zcXllZSmdHtoPjMUuz145l83lVpTW2nEiLkOCiOP02bbtKqUDIILeeM8oAelWu1ORUgbCdt2xqVP7a4U7pW1HcPLZF1+Kpve9mN2s+ocPHYyXy7XV9/526W2lTai07vYnk2nP8+TK2tpiIpGMp1IDyU632yAgrbUJpJTtVH//1ECqf6pSqy+Uq9VFAEAAYNwS1p3rf1/atgOff/6Vr3c8KfoS/VivN/Vm4M9zy9K2E3FKlcrmuYuX/qS14pxz7vlBa2BADO4aSn/Otu0UAHj1RnMBANRafv280irgjHMA4ECIbk9fbMcRJIfHPltcWrzJbffmnXw+brResG1H2EKIVDI52Gi1W+VqrbB37/hkfyJxFBH7ooneCS2VjkSjPAzDRqlSvQYAnHMugO5rr7D5jgBLy8uuMlgg418LAnAAiFuWxaVSUiOCLYRIDwzsOX7s6a+2262+dqvJGbOk4wqHMQbJROJIpVq7AYwBAQHRXYK7xyON9iPi3U67xBjvMACHMRAM2D3qza1iYWgo/aVUovflUmkr1mrWUcrQk2EgbdvGaCwe702kpnv7EhOWEO7D6enh0IMAzUphHhHxwfuMMZBKyXa7Db19iVE0xuGWEG40GmMMnMD3pAr9Vrm89YFSSisZagZM3J/cGI07AhRXF96LRJyRB1kJgCOiLJYrl5C4BC6QcaEdNw7JgZG+WGJwrOvLLS8whW63kyMijcbou71nwDnnYacV7AQgsjcvv/uFM9/+mkaKG609+K85fQjoh2Gpf3zcGx4dnoj3CB5xRQyJXKk0NhrNkcPAXvrg7PlmIbux6riuwxiA0QYY57y6ub0HAABYWoZ+4Hk4uPfwEAB04b7NYYwxRNRb+eycatWqjlcbq6zdaeVvztczV/9V2Ly9nN/MLHmNcgn80OSEbQMRMTKIiAYWZt6Z9Vq1zrYAAACN8lZh1/6jT0fjiZAI72cAxoAppcNGrV4TKjzYbbbt0AtUEBq/XO1kuh1fKMM6INx1QkRCRC6EvbW6sLF85fzcTotoAQCgUWHotWu7D54YA8bowUcMGCcAE2osKqRKPB4Xlh1pd0OtiQsINF0hoi4R2YxxJ+y2urNn35oJvZ134N533K5u1RhjNDx+eBcR0KPAA6lrbV+uCyEiEcdxN2vNf0htcgaxxhiPcc7iWsnw2rk/zFTyt4s7Ff8IAABAOX+7SEQ0uPvALm4JBoT0v3EQALu7oEIIO+I48Uq9uUhA8q7ti2jQbTf+fe6PMxvL17KPU/whAACASj5TbJYL9b70aMrtScQYABKRJiIEIs0ZgDHo1dudHBIh55YFQKyYW8pfPfvW+6Xs4ubjFgfYxittN+aMTZ2aHJs6Nd0/snfSjfWmAUDbQriIRniel/fb9UxtM1vK3Zpd3Vqdz6ExOxrPYwN8KOFE4nuPnHxu4uhnXh7cc+CQcNy436oF1cKdvy7PXvx9Mbu4+kmLPtETPdET3a//ADFPALeSW+MRAAAAAElFTkSuQmCC) 11 12, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 11 12, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 11 12, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 11 12, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 11 12, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 11 12, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 11 12, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 11 12, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 11 12, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 11 12, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 11 12, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 11 12, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 11 12, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 11 12, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 11 12, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 11 12, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 11 12, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 11 12, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 11 12, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 11 12, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGpklEQVRYhe2WS2xcVxnHv/Odc899eDwPex5+x5k49qSyYwqtRZISRGlRVVCiSuyQeKxgx4olVGxZsGGJBBISggghStWSpE1VYjVVCQnGTtLYsePY47HHHj9mPM/7Oudj4aZqaZJJYZu/dKR7z5XO99P/u9//XgaP0OGJE6ePTJ48m+wbzqEwKvF4F9q2E/GDcMdzW1arWXfWl28X5q++c25jaXb6UWc9TOxBm4O5Lx6fevm73+sZHnupo8OKxDrtzb2d7bkjR7M5Jng0nkw7SrNIyw3AD7XTarnh/LXLly7+9pevri3Mzv9fAGNTz585/e0fvTo4cixpGKJe36+8P3EoYtkCkmjwKCCLlKv1atNX9cp+vVKutXYGB1InA4DI2vJa/Q+/+NmPi8u33/ufALKTz30jN/XCDy0DQ8kRupOpwsRYFlY3SrvVhts0kJyoLXvLtUa92fJ8KTBZc8OtMPA7degPhJocz/esDy788ae768tXHweA37/IDOdGv/C1V37S4diG49hCoVzJZDLbvelkPwrDCTTR2k5ttearvRCw6ThOLJGIj0gpo8K0TNN2okxILe0IT/Yffnb97q0rgdeqPRaAYdpi6lvf/2asK5mzTFMExK/19vRsf3Vq8oRt212ObSVikY5MZ4ed6o5Gh6SUcUQhTdNMKGLKC/S+ENLhhrSJMTCdWJRLO7WxODcNANQW4PDxk9mRp09nJcdDvqLrPZl0/cwLp1/knEe8QLFAESpiwjKthGEYMdu2kshFx161nu+MdA5rAuUF4XbL8+6FWm8bhpnqSKSTW6vzt1q18tajAFAYJg4de2ZccDahga14obpzaKCv37KceKgRiXEJKCSgkIRcADcEoSFMy4lzYYhqo7XSGYtnO2OJnOt5661mawYQS9Jy9gZzXxpv1wLRNzo5EE/3j4dBuK6JCoJzmYjHuwINQjMEQoGEpAEJAAEYMmCcARDDru5UrrRdmq9Wa/Nbpc1Zz3UrXAjwPW8BADrSA0dEOwAcOvbsc8iNktI6T0QYhqEulnYqjBsWF9Ih4AK5YR24wCVwLhkXkqEhhGFGupOZccOyo4gCkXPNGArfdwtKheVYd6otgHj+pbNfX1xauuKHChljwDnH2Vu3byit0XVdvbFRXMv0ZA6PHh07ScCQiAERALGDt0sYMoLI6436/g5DjsAASGs/UP4mA9YeYGiwP7exUfinW6k1OefIGGAQBP61mdl/EBForbQbhM3s4ZEpIpKaNGgiIE0AALhf2VtZXLj1pgpDX1oGAgEQEQjOIRGLRtu2QBqG9YPvnH1lsDfdo1SogQAYYyiEEIZhCGla0vf95laptAwAqDUB0cFSWof51buXfc+rSMtGYAwQEWOdnV3Hnxo7xRGxLcCtuX/PxeNdfb2ZZG/g+/qTD+8PcKh1mC8Ubiit4cAVOnCBCEkTcCGAMQYMGACQBgBYXi3c2NwqbbYFuHzhz38trFfqu+Xq/ieBP5UeRGBbVoLowIGP20CEQhhOZzQ+YkgzQqR1qJT2fN/t60n3Z/uSfW0BZqbPX7pxcy4fi8VTRA8oDgCMMVBaaaWUVlofOKA1LC18+HoQ+G53qudpz226RIBAoJ8aHTn14ulTL5NbCdsCeM1q/e3Xz71ZqTZ8RHxgbjJkWCqVbtcbjT0iQiLCZrOxVynv3hXSFHu72zMqCH0CCkezwyfGssPHpRTwzt9ea/tVRACA9y/+6Y1isVAWQjxgbAgYAAZh4Bc3izeBMRmEYZi/t/SuUspvNRv5Rr22gsIAS8pIbiQ7ZVpm863zb7w1d+3Kv9oBcAAA3222GtVype/o8SEAUJ9pwke3bqu167bcvfW1ex9U9/fzluPIDseJB2HoERBFHCeW7Ep0X3r376/97lc//3WrVmk8FgAAQHlrrQSM8fTQaA8D0P/NwBhjWqugXq8WQ6VqQkrBgFE8Fh10Pa9KWivDMMTC4tLNy3/5zcWdtTttJ+BTAAAA24WlDdJaJAeOpJFzdpA27GMLDiKCIQP20biQdj2vobVWDLmo7Zfr198+d6W4OJt/nOKfAQAA2Cksbexvb5Sjqb4uqyPmMMaADpJHA4ACAiAgBUAhAAMCRkDESvk7W9cv/H56e3Wh+LjFAR7yUwoAYFiOHDr2TLb/6ORwLNWflpYdZcglAGgGTDJkmdBtuLvF1cWlmfemi8s3VrRS+mHnfW6A+0JhiIGjk+PDE18+kxoY+YqQpq6Vd+q763fz+Q+vnt+8d3uaiNzPW/iJnuiJnui+/gPAGVXUbrIaqQAAAABJRU5ErkJggg==) 11 12, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 11 12, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 11 12, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGcUlEQVRYhe2VS2xcZxXHz/e4z7nziF8Ze+xxEzuT2G7dtGlSiRZEUBeo0EqIBcoKxENICAmE2LDohgUIsUNiAwIkYMsiSAWBRKEBYSshdpv4FdvxeOyxZzzPO3ce98699/sOCzdN7ZKMwzp/6eoefYvz/33nnHsugcdobOqlizOXP/2pc89eupzoG5zs+r5HGZee53aQsKGmY9v5jbtLK/N/vZ6/t3jjcbkeJfK/Dk+Pn09e/eI3vj4xffFSKpnUTdO4gBIH/CAAr+vTQIhWEAq7G4Q8EBC22+3w3uI/35m7/quf2qX8zpMAsOMHzzz/ycxXv/+jH37u9c9/bTw1PEZAplrNFguFL9bXVoq6YdR13aghogcIrhQiIJSE/SNnzqWnr7xWK2yvO5VC/v8COH/ltcx33vrxN1VFm67XaipnlNXrNc9u2K5lRTXbrnei0XhdUVUqUVKJSAARJKKUIhSaacWSZ5+bLWytzLUbFfuJAPrHzg98+btvXbv6yguzW9k9srt/oNTrjRblCo6n0wMoJRiGKRRVbQOhXAoJUn7woCSICFIIQbnCogPDZG/9/eWg2+meCIBwlX7pWz+49r1vX/tKLG71xxJDib7+Pto/MGgyrulW1NLbrlsslSv/tmKn4lzVDMo5RUIBKSNAOKGMM6AMCFV0PRK3hJQHe+vv3T8RwMyVq1O//NlPfjEcN88iSCsRU6zh4ZgxMhyLS8p4JKG2JycH40BFSwjP3t7dX9wvFO6OTqYSk9OpiaHRPqvZbq+mM2PJ0YlUYiid6mu3/Pzu6uKa12q4jwPgAACvv/mFz6QHopVCtbPkNJuy1WzRVqdNHaeZLNWblexeaX76zMhsN/B5udqwV1Z3F7t+6DVK+YOROGu5XjfcPrDfjUQiCwoJZ92QLAWS19LTlzP1Ym7+sQADZy8OvfrKyzM+QMkTtOOGQJtdMeAF1BdUz0djzDNsT90qOltlu1Xerzo7hGnSiOhqywtqtkJLnS7bo1q85oZY8yUCStlHOIP+1NmRXi2g6akXn4lYUdVuY7Lj+clAkBjhWocqeodwXQJV9dHhZEYzIwkJFARiSBmjhBAAIOB4chUp8ykhlBBCkak54NoyAIaGFYv1AuCDqTPpv88vqwtLWT8Ri4YXZ6ZCJAEIEKokDCThwBSiq4rmV+xmkSDSB+uLANBuEFaooDoAUgCQnLOElNKTUlpcUWVPAF3XR9azeUtTldbE+Bh/dpqYAmkogYIkDIAptFiq7dy+u/Ku1+16lDF6vIpSSg8AKAAAIviUUpMynhJCHPRsQRj4lxVFNQ3D5C23y+tOm0rCVAFMRWBqKIEurW/eanc6nYelBwA8mufDfCK0gVAIg2ADEFs9AeyDfIVQmmBcNduu19ra2d8Eeth8SaiKVFE5YzoAACHkkSXFh4EMA78EhABB2Rsgf2/h7SDwfUKp6gei0g1DTyBRBQIXknDKuGlFrP54LDrUd6ovLaUMj93+oT0CEAIUACQBtN22k+gJsL955192ubCJQFTXc++VK9WC7wcyFBIQgN7Pbr23ndtezmQuXD1ct+HxGTjCg4gAAFI1Is9VC7lTPQGCruvllm/+TkgZmoYxtbGVXd8rFncQgYdCUsdxaqEIw4bj5Bt2vQQIxwDwIy8ERAwpV4a4on12++7cX3oCAABsL83dOMhn/6RqRkZRlJGF9+/8zfW6nu/7YbFYyFLKILudnRNC+ozzI+Z4rASICJphPb+z8p+blfz9x25BgA/+BSLwZatRWxs5Nzsei8Yu1WrV23Xb3svv7a7VarV9rqiMEkoIIfDhV/Ax88PAikRiTq1cn//jr3/udRznRAAAAM1q0QnCYHcwnTltmsZEtVq903HdOlcURsjRquORsh8GUqI0DcNQOVNvXP/NHyq7G3u9zI8AAABUdjdLvt8tDIxNjplmJOUHfoUAIQ+cPjpsBAgFOJw4RADGGPM6zWDu7d++k19byJ3E/GMAAACV/Ga5WshtRvuTET0S04EQRIkCAAUiSEAMARERURBCJKGMAiAt7a6Xbv359/842F7bP6n54UUeIUUz+NjUS5NjF17MJIZGRxXNsLiixillZuB7ZUTUfLcN5fzmam755nxxa2lHCtFz958Y4IEYV/jo+Rc+MT7z8hunxzOvKprR1yjvr5R2Nm7nVm7dKOXWbgKA96TGT/VUT/VUD/RfexRmZmeROVQAAAAASUVORK5CYII=) 11 12, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 11 12, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
}
div.testarea{
animation:rwdcur98414 2.1333333333333s linear infinite forwards;
}
