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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur93555 1.7333333333333s linear infinite forwards;
}
