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57.894736842105%,58.321052631579% {cursor:url(data:image/png;base64,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) 5 8, auto;}
58.421052631579%,58.847368421053% {cursor:url(data:image/png;base64,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) 5 8, auto;}
58.947368421053%,59.373684210526% {cursor:url(data:image/png;base64,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) 5 8, auto;}
59.473684210526%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHUElEQVRYhe2WW4hdVxnHf2vt65xzZubMJI2TmXGa3myJaU1BK0YsWn0wKkWxL8VWod4f1Krgg/VN7IOCPlSkBUWoGLVUFAQLVbDgDalYWmrbXGyT6WRym5mzz9n3dfXhTJO2k8S0D/riB4u12Hvt/f99/3UVvM7wn7l/iabeR16mFKOfi999u3k9/5GvS/zuB3cRx3cggnuw5gu07RfrG+8K/ysA/qsHdhFFdxAGHyOQc1jzJl3X+/O8uOPYwq2vGeIVAHNzc2ORbf784l95MEWKvUh5OyJQyOAAxj1U182eoiz3l1W597UCvIL45MmT48YD66nPC6M3lom2d534xOUOQHz3443/2kMb4H+NEAOcOYA2i0abVdU2rq7r7LUCiFdkeO9hydLOHv1kD7ZuaGWIqUfIJENOVswCHsmRJ3cxGWxw1RUjnjzKmV8cmD+zfNKoPdcvBwc31A3PfdNdSNAnHtGekz3b8g94yRXM0uFqPHtp/bUUVYw1GVK8SJJkdBJJSoeEDh5J0UheOMaZI8eK06unThfDasV4u6rUcOOW33z9klbFuSG4hpQJdiHtB6nWbmWY9anKkCRtCHesEoYjEhfSkVPE9BCEGCPpWGOnXaVHdsU495y1/tntM4tHTn7ut0fn7v/A6qUDREwh2UNd7+P0iT2snJLUFczNOBZmtjPlJLFKkbHES4lTEFWOSYMNLC7xe92k3Set+IeR5lAlm78BBy4dQDCL4CpavUg2lAwqUAq2Gcn2tIcIJA7QdrMYGDnp1iymtnjjpdBiB5F4n5vwu13k5k9/49FeLJPHRnm0/Mb7bm6EMRd1oIOnQxhIuh2YaYEuzO+E3oykNeD9ZnHgLGiFVhoAKSVBECCRYUi4ZGPXN9LI2IdZd5ZK3/nHk/z4HVsIXu5AAwxJpwoWrnZclkumAlhcAA34EIwDa8H6sQPG4v14z4iiCGstYRgSRzEBwZSO9C21FSuhFqv1fJktf/JhufSj20bnBRA3iaeBp/0T/tNMzsD0DCwAJTDY7OkkaA1ajWvnEEIQxxFpmhIEAUIIoihCSomzvq+l2qe0f7KoouWirqsLO/BS9AhRSFIg2CwaMGyK63H2WoE1SClI0xQQaK1xm1Dee5x1GGd348WNwtrn0+PPGuBPFwdokTjnQEkw0AXKBKwbT0qloGlAjUGCIKTb7RIE4VkApRRt26KUQhvdcdru9aX7p+0kT/1nB0ajGGMkkw00FlIPkxZWpsBtQrQtGANBgIwjYimRUqJ1dFbYGENZljRNg7X2Ogo7VdtY/ZJrFj/K4ZULA6yvS6yFfguTQOhx3VVkOQ1+bizs3LkVIQOIA0IpztqvtSbPc7IsoyxL2rZN9ZqSbuDknS8TPz9ANjzi8DeYxoa+sMhYopqGkfo9O5uPQLJ9DCAESHkOBIFzHqUUVVUxGAxYW1sjz3OqujJ2YCWHj+54tdyW+0Bb16kxRppWY5RBtxrlwEQTHH7+bkyxeWIKMRbedMMoRdM01HVNlmVsDDbIsoz14bobDgajfKOQla+37ANbLyRBcEQIga/BK0/btJg4xnT6qMkFDr9wJ21+dHMVWLAWXVWUZUlZlmRZxnA4JB/l4zrPKfKqKouCnKktZ8NZAH/tZ2OAJI5HUkonW4HNLaYwGOWRM5cRXX49vv8WDj1/O4P1x9F1SVNVFEXBcDhkfX2djY0NhsMhRVHQNA260dhGj6w1RYfkwvuAOPiAAqAzsRwohcg1pBIXeLTVyN404cKV+ChBbt/FifxR3OAvTPNeVB4yGIwzfynrzdmPNRZXQURE2E25rdwePsya2QJwNpLkZ1j77rgI9+mBwSqLn/E45wh6fcJuD7tjJ20+pC1LltUz1CsJzXHP8NSQIi8YjUa0bYsxBiyEJuiFMugkcRzun93Pwy/+ZKsDAH7Jw8Gnlrks/JXR9q02M7FsJKGPMErDpMAnIT6dxhJjox71IGN9cp2NKweUrkQdVGilMGacfahCJ8MgTuMkEZ1Q9nq98w8BgFgW+H/9oUDv/KGYFW8USr4/MtEu6YSkxelKhzYxsvUtrWmpyop8rWB4Imd4fEh1qkRpDQ4nSokspZNWVHEcZ0k6Mex2emZqaurCAADiB+9xQAZ8CaD4/p/vM0V7nav9kg3dvA51x+KkUQZdaJpTDc1q7ZrjLeqMxg6sk7U0Uvsq8tEojILVtNP9e39q8pk3dHZms7N/dRcFaL/1eCcOw11+mzDyU3sPdev0O5XgJm3sO620u7EsCkff13TM0IX2tGn0KZ25UzZjgBGlQFhRxVG8kcTpySROj/W7vaf609uqYBQUb3/kkYsDJPe8rXrips8f2vah28fvynw1cPoxG5ijtrHXBUa+mVzvoTY7fGbxAzJxQq9wojjtXPCiUNJNTExsTHQm1rpJ93Q36RSLi/0syI278rl7tixD8eoH5wv14Z+idi/FvXvfpS6l//fm7+pPzEw08+2U6kc73M3PfvlSPvt//G/i32qoXHi3I+jaAAAAAElFTkSuQmCC) 5 8, auto;}
60%,60.426315789474% {cursor:url(data:image/png;base64,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) 5 8, auto;}
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98.947368421053%,99.373684210526% {cursor:url(data:image/png;base64,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) 5 8, auto;}
99.473684210526%,99.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
}
div.testarea{
animation:rwdcur15064 12.666666666667s linear infinite forwards;
}
