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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABy0lEQVRYhe1XW3LDIAxcOr0Xvlm2N5NPtv3gJTBxTeJOf7ozCRgwWgmtSIAbIEAS5NsyRx7npDa/DJIiedhAgszsYKAY9XOe4LJxSTIzkb03fnMzawQGz/3cWwRmYZ8dw9nxAMDHKol93xHjlvvWxs2AkCzWFu25m38VyQtJgEhOvTazpQgswcw6A4e+M9oRf0LuEkgvqZQDJQqV0InEZgpYkqFnPCah96iq44n3s0gtEZiFsdd+kyfJS0oBgM952EuhIUJAkKCSyTHGms1eBQUPAtADaVFaE7Glvhli2JpSnqErOCWxhlCn59b3+TAma21Xzn9Gwo8lA31fUqqQTqqe/CXDI4Fj6a0ykJDbGhX177xXdo4e+48vSt6oJ/Q2gZb1OhgrhqoSBuRL50cCp3dBAIKZOUY5fUOmF5IcYozT93nByakMzyFAWYfyDgYgCLvtAIC4bdjOxXYdpbCksz9Eexh7odr9hPnZP2dRVHMbAWC8iJxBT66M3+m9Rx+JOW6R3xlaJDA5DfyuceA8Cr/uPZB/loP1cskGx/YyFnVKAQ+QXwABEuXLEQQAgry290sEEr7mK/I3L+79QiU8BxfXL/8vuBt/TuAf36eP2o0fzyvFAAAAAElFTkSuQmCC) 12 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 12 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 12 1, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
}
div.testarea{
animation:rwdcur171697 1.4s linear infinite forwards;
}