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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELklEQVRYhe2Wb0xVZRzHP+dwOPd6uoIe5UpgQFpEVo4cQjHGyLWmKeUdpq71x3rhVm2x5mrONXu2tmxr9I+i5bAgpWyrZDqzaQk1xgpZc4uCKV7pTlGudLzcLpfDucdze4Fjc/PiwTe8iN/Ls9+fz/N9fjvfB2bj/x6S+GB3ciYBlJstFPuPpuPRABwRqLhys32mrYCob1yJLFfhOLmkKX5AQ5IjQAhZ/hl/QSdgikCFq76uFRD1jWWo3rXcWdqSvrU+b1UW6qPZyAD7QjgnenotjjVuYeDk94zFvoUKV31dKSDeawiQd+82NovS+wqXqn3/QuL8aRiLgiRDph9PVi7lOrSd/cdh344gZ0/Wsbho942u54YA4p33A9xe/Mb811qKL5/5E850Q3gAxuOQdCaS0r3g0yF7CSyrZNGC+Qw11Bqc7nqTnMKPRKAikar/lFcg3np7Jdl37GLjzuWXIyPQsR9sK0rM6MC2DgDHAQdJXo0xGGAoWM6Fft/QkhWwcafOl69vo6/zL3EAKdVOpAQQza0SsrKd4kfKOXFQ5kI/mLFTQB23zGsU1aWT0opDXRLQxFj0ZQZP1TIaySFmwNKSHC4Ga3Gc46nmyCmPf75vGf6CAFl5GqEeMGPDwC6xoepTsab4mnsV1aVJUV06hqK+S8KsZyQc5+xJ0HNk/AXlDAVXi9ZOaXoAUMxcPY+edrAtGI//IDZUfT5FPqK6NIHjfIhtdTEagXN9oGX4UNQnsC3vdAHuwRjMwBgExwHbOjTV8EmImspREubhyQVVVAVFLcK2dNcAork1DVnJxqdrGINwvg9GI7+4AQBA1Y6yaAn3P/0KVD0DWoaOJKvuAZ5dfwWwGYvapF3dU9uyXQOMRQ1K1vFdGexZdxdI8jzAcA0AgGOHGQnHJ6VMOiVuZgv/U2l4tNXkFOJNgx8vAQkzLjY9PDI9AOglYQ3iOODRwOurEc2t193ka+JroZHurXkoS8Jy4KuDR2wsszNV+lQ/ot9JOkEcu4hbi8CMrSc6/NNUs0VrZxrhga1k+svbvtlLfkscznQbwDFg8/VqUiogdmzvJem0YVthLBO8voXAq6KhaVNKggv9TyLLtXi0DHo74I/jJkPBTvSco6lKbuSG7Ujyg0QuPsZtyxRyi1YwHKoXn3zRCBwGfr2a9wCwFo9Wx4LFftJVCA84jMd7sMy9QDjVAHdm5PW9wBzfKrIKFBYuhuFzEDMm3BBgTsaEGWXlwaUQDIdsLLMLK76H/OVNYn15Skd0a8eP4/U9h0erZK6u49Mh0w/+ggk7HgrCSBhGIxAdNhiPd2DFm8lf3jrVcNcAAOLjz8qQ5CpU7xoUtQBF1ZGVDAAcO4ptGdjWAJZ5hKTTLl56/jc3faf/JGtouhsoAfKA/Kuf/wZCQLd4cUvvdPrN+Kt4NmZjxuM/S2isg8w3qtYAAAAASUVORK5CYII=) 15 15, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur213467 0.6s linear infinite forwards;
}