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0.35901684617509%,0.2866335266501% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.3866335266501%,0.3142502071251% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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0.44186688760011%,0.47995028997514% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.57995028997514%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur209302 60.35s linear infinite forwards;
}
