@keyframes rwdcur33569 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEb0lEQVRYhe1Wb0iVZxQ/53mvl+FKxJn5J2PUzbxONh0zJMcrJNsdYmZLY1xIXIiM0Bzihz6IEDLC9mHIgu6XCCajtTHHWCI4rF2WC2mtjQ3ZlmXJLUT8oGbqfZ9znrMv3bre7r3OvgyGPzjw8j6/5/x+5zzn5X0ANrCB/xgYeSCiHQBwGABCiPgKIn4DAA+UUqEIRyRdEOcwTh6Ix2FmPzPPuFyuGWZeVEoVAsDPlmXNRPiuJ04Qi0TEa4wZtyzrcwAoMsY4ABB6ypnDZCZi10QkExHLRGRFRG6LSCki/hTXOTPvI6I3A4HAJ0VFRT/27tghAiB5eXl7iGiPMSaDiHIdx8kVSZeYvW6RRtFab9NaFwAAGGOyBgYGLtTV1V2rqqq67fP5fp+YmDjJzJviGgiHwx6t9cdlZWVjACASFbt3757s7e098ejRIz8RtUaqfVrpa0JEJ5n51Ozs7NHm5ub+7du3hwVAEPFJtLe3f8/MuXENENE7zHy+tbR0lXh0eL3eW0NDQ+9Gt1wkXbTWbiJq7erq6rEs6zYirtoXMVBdXf214zhpiY7Aw8x9586du5jIgACIUmry0qVLHzqOU661biaiZiJq7u7uPoWID2O7F4m3AGRycvJYOBzOimtAa72XiM5rrXtWbZaSZ5Klp6ffunr16lEi6iGijv7+/rNKqYexlUdHRUXFDa11BxHFnwEieoOZ3yOixpKSkr+SdUEAxLbtm8vLyy3T09P7CgsLk4oLgOzfv/87Zj7GzJlxDUSjurr6omVZSROuJ5RScubMmU+11vuIKP4MRCMYDDYVFBTcQ0RRSiU9jrXC7XZLTU3N9YWFhS4i+oCI1JoGmLlpaWnpxMzMTF97e/vZ8vLy+0mFEhi7dvq0TE1NNWqtu5l5LxGVryn+eB78zGwPDw932rZ9f63zTRSBnTtlcXHxBDM3/SvhKAMto6OjXfn5+fy84pHvv7a2Nqy13pZIK9F55I2Nje0KhUJKRBJQAIq3bIFdHs/Ei6mpT1+G7q3ijIyMKERce/JjOnB4fHzc73K5dKLqPjtwQC5fvvzRyMhId2lp6W+JeDk5OdoY8/p6O5Dr8XhSMzIyTLzFKgB4qaXl/crKyiu2bT84cuTInML4f+ni4uK7ALC4XgOpiJjm8/mmYxMrRMior7/j8/myjDF7AeCu3+//YevWrQvxuLZt/22MeXu9BgAA3F6v96xSCiKJFSIg4kJHR8cXALCCiFsAoCgzMzO1s7PzS0R8csNBAMjOzoa2trYriPhLEp1nobV2AQAw88tut/u6UkqUUpKWliY9PT1dRORiZsXM7pWVFcXMm5aXl22/3z8a4Sql5NChQ98SUS8zJ5yBpCCi3GAw2Hnw4MEbFRUVo4ODg33M3BjLC4fDbsdxjjPzqUAgcHPz5s1fNTQ0XJifn68nouPMXJtII+n97vHloRYAlgDgBWPMn0qpBcuyfo3huQDgVWOMQkQDANkA4DbGhJRSuSJyJyUl5Y/nacIGNvD/xz8K2F7p8f1noQAAAABJRU5ErkJggg==) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhElEQVRYhe2WXWgUVxTH/+fOuEqIi4Qom01KRNLE3UprP6K2loVWbMKCqTauD4umUvPU+tUSSB+CotFqEBH7YsBCoaWkzUZrIRpKlVaCNmtjE/qFtNpoGoRKHqqNmp25554+1F03mx1b81Io+cOFYe455/8792MYYFrT+o9F6Qet9QIA6wCMENFjRPQpgOtKqZGpFmfmODPfsG37BjOPKaUWAui3LOtGOsbOkBCFRSRkjPnJsqyPAISNMQ6AKQOISDERVYvIuIhcEZEniei8F+2LWuvn29vbD4XD4V4AQAxSWlq6RGu9xBhTpLUOOo4TFJkjObk+kQZxXbfMdd1KADDGzDt+/HjH6tWrv16xYsWVmpqa7y9fvryLmQvzAqRSqQrXdQ9UV1cn0+aZAaCtre3t27dvx7XWm//u7j6EyBOitd7FzPtGR0dfa2xs/LCsrEoQgxBRZmzbtu0LZg7mBdBa1zLz+5PMs0YoFPqlp6fnlfvGc0Rkjriu69Nab25paWm1LOsKEU3ISwNEo9FjjuP4vbaggpkP7959JJMosngShFJqqLu7e7vjOMtc123UWjdqrRt37Nixj4j+BPLDrwRkaGjo9VQqNS/bV6UfjDHzRMS/dOmSzCStG5wEaurN/PXr179x4cKFMBGVA/B3dHQ8vWfPns0AChHL2x+eba1GWVnZLMuy7mS/z76GzxBRhYj4bNv+IL33nkrcy/WIk87FExpYNb6q+8SJEz0AOi3LGk2/z1xD27b7AfQDQDQa/eRU4hR5Fj90DYTyBwJmm6tjCjXv1lw1xlwiIic7Tk3KBNDc3NxTWVl5DQlQptPs4m+WT4bqXJyfJAGKRqP9DQ0NvxNRJYCxCbXy5TDzxlQqFRgbGyvZu3evL5lM1vU90pf/+vyDhg8Ov1pSUjJfKXVaRIxt233Z83lXQEScmTNnnh8cHPxtYGCgLplMTskcAIqKioJKqWHLss7nmnsCACjs6+uLbNq0qa23tzcoax98HpE44DkVj8d3GWNOe817AZQmk8lHR0ZGVLZ5vn1ecPEFFBTs9Iw5c+aMIqLihwX4sba29vOF4Ymd534XDi77GEePtuysqqr6zivG7/dDKeXl4wkQrKioKCgomOuVh6by97B9e2xlJBK5vmHDhj+84hYtWnQVOSf/3wAUEJE/vLB2mLomXhTqIrwsL2P//o3NxpjnAFyNx+NfBXoDt3KLUBchEon8bIx56WEBAMAXCoWOKKWQhqAuAhHdan6r+R0A40Q0F0C4uLi4oKmpqVMdyyqXAAKBALZs2fIlEX37AJ/Jcl3XBgBmnu/z+b5RSolSSvx+v7S2trZorW1mVszsGx8fV8xcePfu3Ug8Hj+XjlVKSX19/Wda6zZmfuqhANLSWgfPnj3btGbNmovLly8/d/LkycPM3JAbl0qlfI7jbGXmfe3t7QOzZ89OxGKxjps3b67VWm9l5jovj7xfwrTu/TzUAbgDYJYx5pJS6pZlWYM5cTaAx40xiogMgAAAnzFmRCkVFJFfZ8yY8cNUFmFa0/r/6y9U6jH5pl0GLgAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur33569 2.6666666666667s linear infinite forwards;
}
