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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur29663 2.6666666666667s linear infinite forwards;
}
