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16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRYhe2Vb2jUdRzHX7/fzv2peV3tpqnbnLZN5nSI1kidG6YTdCv8R2UTV0wY5Q8CzSc+iZCEguiBlkKUj2JgqYQ5ZisIQfGkNWecltvcppK6O25329yu2929e9C1FP/cnW34oN4ffk9+nw/v9+v7+8LnZ5CEspRVFCL05hSmrJzBjCI//t/76e/x4TudQcZBr+HtTMYvOf3K1rVaO9ioRvWrX1FFFVJIPvl0QAdGFmlRG+d4dWLCv2bXDu0YccklSepSlzrUoUu6pLDCalazmtQUqVb1Rd7ltWSsjbgTu9i68f2NH21hiz1AgBZaejx4jmSQcXCEEVuIUJ0T56oyyuamkMIe9pzv29j3Hoc58tAHHtMGHHjoalWrdmu3VmjFN/cbLVPZl7WqVb3qI3zBV9Tg+PcAb7NlsRYPbtd2lau8Nd54gQpaKlUp/HRRw0uJRJgP7OZQuZOdj3XSSQ89jfHMPHgOd9ABfUzBoDQRANsDuw7y1w+sNwkC2fHvNDASaAo0B+Aq6RhkJwbwDDd5nHWc5/Rd3VsMcYkog5iECcV1ayLMZSAIxPu6MZl042SAT1hC+V3d6/QwmeDM5TPB5IW4bumUUwLkMITBzcQAgPk58xfgZT9VVNzRvckpQvT1XumFVNZxKO6p1uEAMrkBnE8EAEwixVaxip8vFiW42cCqO+z2crxUpZE0pYkB9t7T4xDwEx9wA+UqN8I7NMZQEgPYZG1SvpWvwmcLRSm/8Qprxvpv8DI3aKtSlbKUJdwc4xde52fyOUcebjZzgaOE0XItFwO0son1iYXHAGqtWtVYNcqyspQ/P18spJtlt935x2w2ZLga1DBarWohlKY0cQUZMrRUS9WghlGEiw+TXcUmkbq36sxBBvHh4wxnsH9rp+/pvh4i1JWcLbngNtxejrGKhdSvnr56yWxmO+cxLz1AgF56h924vSevnjxDO5/zIt8lB2AQqd9Wbw4zjB8/Pny4cOFoduAv9XfSSz2tnATge+xABaIUmBX7k3QhLmDwIysZSCZ8DKBhW4MZJMgQQwQI4MFDO+04jzvxPuntxLgNYpxlAqSQQiqppJNOBhlkkskc5uCt9pLtzy5gmM+oSGAPPCyAiYkN2x0gmWSSSy6eNR6cIWcRvezluXssq/EAAIgSxYxVaqwmM5kccvCu9jLNPm0u19g/IQBhwkRiFSWKEDZsTGISaaQxlalcr7wOXvLGG8D2N0AoVm20UUghAO0H2v1EuUYU/+3A4ykTGAs/y1ku77scPMEJRhmlqKLIgR07sCz2LJ0wABcuuvd1B4FKPmUoRIiOuR0wwFNMpWa8g/+RwR+zrFkCRoCy2LtTWKjAKlDhmkLxBN0TBwA/ALfGwv9SGSaDeVaesBAp3JpIgPupBQs5LacwcD8KgOnAReAgsOBRAPyv/4b+BKFEwX9iKrIBAAAAAElFTkSuQmCC) 0 8, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMElEQVRYhe2VXUhbZxjHf+ckxhg/ZtPYIFgXUeukwyo6GFRKL2a96TrQsXUVdKsbip71YgzaCnbIGNI6RjfKhmNshXaMDUHcKCVlc1XQzdKoETeRWds6GVptiPErMeY8u9CF7kMTWe1V/w/nXJznOf//7315OUdhK+rBQTovxabFlqaQkm7Dpi+zjA/fYBJJLaPK6M0t+UWtYUx0UpkjOSOt0hqckAm5J/fEK17xiU9uys1QrdT+bhVrc4mUpJVIifrwwgcx8QPNVVI1MyzDMiIj0iEdckkuyaRMiueBapCG+8xwtkRKLNHaGyJOpFFfWlX6ZjnluyaZ5ApX7rTRdtmFq7GDjs/GGAvMM2/T0ZPjiY9bsCw86TzvnMXJwP9aOACfk4UP10W5KKfklBRLcQdDmGMlNrzFHvGo5+V88iE51H5STsoZOSN0c5XDJEcTYdy06+FIUWKR4y536aKrf4WVl8nDHyAQHrEqVh3wlkpp+XWu99ixP8szPAUcAL6NBLD5YYkn1449oZNO7nDna8C/0ahTcerjjH/pxg0TWFHIixS+uQYx0sxXBVIgDCGqqFkR31nEQTvCRwQ4wofRxKiohNhB7X/0VpnBP9A2sIobdJe+GtHtKn4mAC8qSoTdDQMALHGWFLR/dZaZIgk/hUCIA/wc0a2YRCCVBWA6aoDcN3KTmOc97LwV7ujAAi4UpkgDgrzAHxFWZaKcbOAJpoChqAHyycfxuiMJH02k0sTaQ4BOuuh3JDp0MinjaVr4ZgMnF80UcTSnOEfnBv2odEcDACqhCq1CDmuHZae2U4hjkV20hPsVvMgYfYVSKBmSIQzTwTCvMkg6A6TzC5X8SjuC7JN9ghcXr1AWXfg6QJVWJWVamRzUDopZMwsmAlhpANgre22c4xg6PZVSGdgv+8UgBmEOwYMookiBFMgJORE0iOEnWjgWfTgoqISq66rVJZbw4sWDhz764DIrFHCaH/kAgO84xB5eK9tTVpxKqi2TTLMgjDG25MY923urt5cRvuB5rm0NQCFUU1+j+vGzwAJzzDHDDG7c8Cl+zDTi430AvieJtS9cHkIGCgC3gGGgm+fwbSU8DFBXX6cGCbLEEj58ePAwyyyjjEIrfuJ4Bx/ntmoejdS1m4oRIwYMmDBhxkwCCexmN9RgZpkmktfOxLYAAOjoqOtlWq9EEkkjbQ1ikdMk8va2AKyySmi9dHQEwYiRGGKIJRY7dqghAT+NDxvA+BfAynoNMEA22QC4W93ehx34T6lAOPwGNxi/MI4TJ0GCADoxfEyQHeFruwD66OP2hdtgoZpP8K+wglKjWAk88H/YFimEMrQMAQQLxwGIYRoNydKyhBimiePd7QMwcv9v4QAWjmMgkK6lCxqCgeXtA9hI67tg02yCgcVHD2AhHwMBTPyGhaOPHuCxHusR6U8jTcCmKmE0kAAAAABJRU5ErkJggg==) 0 8, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur197639 0.6s linear infinite forwards;
}
