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28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAISklEQVRYhbWXbUxUVxrHf3OFUWntILOMlIqgTUQxKIJEwbLVsb6UpMFsjCZusrvEdjeNYW1Nu81+2G5iWjdrs9us/aRNU90WsBpsttaXuqu4UYsyDAYD0oCWgTIwXGdg7gzzysw8+4GZ2RksG/ftn9yce855zvn/n3PO89xzdTw+thUUFPy2vLy8PBwO6x0Oh+J0OsnJycFkMsX0er3bYrF8rarqn4C/Pe6kuseweXfnzp0HFUWZ98ILL3D9+nWamprSDDRNY3BwkK6uLj7++GOAYGtr6++AQ/+Gg49gW11dnfett94STdMkgYqKCpkNU1NT4na7pbW1VXbv3i1VVVU+4If/Cfnvt2zZIkNDQ2kEoVBI9u3bJ4FAYFYRwWBQbDabdHV1yYkTJ6SwsFAyMjJaZiPKmNlQVlZ2sqSk5CeNjY1p7WNjYwwNDWEwGPjqq6/YvHkzmqbhcrkIhUIYDAYWLlxIMBhEVVUAvF4vdrsd4Ecmk6lRVdUfz+Sbk1opKip6b82aNa82NzenGQ0ODtLe3o7D4SAzM5Oenh42bNjAxMQEIyMjuFwuAoEAXq+X0dFRJicn8Xg81NfXE41GicVihMPh0lgspgeuzibAXF5efuzcuXNp5FarlRs3bqCqKvPnzycYDNLS0sLt27c5dOgQVqsVTdMwGAwYjUai0SgAL7/8Mlu3bqW3txeAWCyGTqerAf4O2B7Zgrq6unMffPBBGnlrayvt7e0ABAIBGhsbyc3NvZeZmXnpswcPDqIoRK1W5t6587rD4XhlfHy8ZN++fZw4cYLc3Fyqq6vR6/WcOnUKgHnz5qHX689pmrZgpoCW7OzsrIKCAgAikQgdHR10dnai0+mwWq1kZWWNdGRn53P5cgmxWAlMx7AAkWj0fS5eJAZs1Ok8AwMDTxUXF3P8+HGqqqqSDgUCAYAngbeJh6gOoLa2NpSVlaVfsmQJDQ0NAHR2djIxMcHVq1eprKz8+rWPPqqmpwdESA6MQ+JlEAgDZUuX3lq1atWGixcvAmA0GpMHM74SwWAwOD+xAjuysrL0Z86cwWaz0dzcTFtbG7W1tfj9fp544gnHa8eOVfPNN9OjdTp0IkjKCiRKPzAJtA0MbNioKI6CgoI8m82G0+lM29pQKDQP2ARc4+mnn/78ypUracmkublZtm/fLqtXrxYpKBCZ9lskK0vk2WdFli4Vyc4WRVGSfSGQYZA7ILdAukEURZG4NsnMzEy+z507V3Q63XkAZePGjZvWrl2bVKeqKs888wy7d+9m3bp19xge/qf03FyoroaXXoK1a1m0aBEoCsS99wHjgB1wAIWFhffy8vLQ6XQUFRWlrgAisgFA8fl8Ty1cuDDZ6XQ6cbvd3Lp1i6Kiog/T9jwSAb0e1q2DqiqMRuP04QK8gAfYEn/3AwMDAx8uW7aMBQsWJG1TkA2gDA8PK6mtmqYRiUS4c+cOv3G53k+QC4DHA3190N0NExP4/X6isRjeOKkXOAX8LG4/DO8bjUays7MREWZAAcgIhUJprcFgkHA4PJ1CL1xInnYdMMfvZ9GDB/xA0/D7/QwODj6ay+OoA+4Dvb29hMNhPB7P99oper0+WQkEAgSDQXw+HyaTian+/mSIxeMdu8NBV08P39y/TzQaZRDoAq4BZ4BEKvsj4ALy8/MZHR3l3r17BAIB3nnnnXQB+fn5MbfbDYDb7cbn8+H1elm1ahV6eD1Bnoz7WIxQNMp4vKoxHXq+eNkAvApEgPXw+tatW5Nkk5OTqSEZA8jQ6/WewcHB7Dlz5uB0OpmamsJgMGA2mxkbG/sFV64kV2CK9AMH06d+Mi5EA37JdEIyARUVFa8kEhvA+Pg49+/fT1TdAEp7e/s1q9WK3+9HURSKiorIy8ujv7+flStXriDuzTjgBFRgLF4SLx/GH3u8bwGwBDAYDCUGgyEpwGaz8eWXXyaqtwAUVVWPNTc3IyKEQiG++OILjh49SmVlJTt37qT2xRcd4bjXCZKKFAGjQD3Tn7cBIAQUAb9ev97xySefJMl9Ph8Wi4UUvJd8M5vNoV27dsmOHTuktbU1LSs2NDTIc8891zYCYgH5HOTP8YyWeF4F+Xm8PAyyfPnytjfeeCPtpnTt2rXUMQFmoGXTpk0SjUbTBvn9frHb7bJ//37ZvHnzaDfI5biIlvhkR+LPRyB/AVm/fr1mNpvT5rHb7fLmm2+mCnh7pgBqamp858+fTxMRDodFVVVRVVWampqkoqJCKisre4A/9IDcBWmbnvBgTU1NT3V1tVy6dEmOHj0qx48fFxERr9crp0+fTiX3PkKe2ImysjJpa2uTkZER0TRNAoGAeL1ecblcMjo6Kr29vfLpp5/K6tWr5fnnn5cVK1aI2WyWw4cPi8PhSPN6z549cvbsWbl586bs3bs3VcCm2QRgMpneq66ulgsXLojFYpG+vj4ZHx8XTdNkYGBAuru7pb29XQ4cODDrrVhExOfzidVqldLSUjlw4EAq+bszOdMupT6f7686nW6ZxWJZs3jxYqLRKFNTU0QiEVwuVzL9Ll++nOLi4u914uHDh1gsFjo7O9E0jZMnTya6moD9M+0fSeVDQ0M/HRoacrjd7l/t2bOH0tJSMjIyCAaDGI1Gbt++TX19fdoYj8fD2NgY3377LR0dHZw+fZq7d++mmpwFHrmSw7/+Ndu2cuXKlpycnCcrKirIyclh8eLFHDlyhMuXLyMifPfdd/T399PX10dPT09qkknAD2wHbsxG8lj/hoWFhQdFZF5xcTF2u529e/eiqiptbW0zk0sCQeC//jeciW16vf66yWQKKIoSJT0ZRZn++J0DzP9L0v87/gF29OfsQRHRuAAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur67614 1.05s linear infinite forwards;
}
