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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;}
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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;}
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87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur215373 1.3333333333333s linear infinite forwards;
}
