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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;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur260939 1.0666666666667s linear infinite forwards;
}
