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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;}
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}
div.testarea{
animation:rwdcur61308 0.66666666666667s linear infinite forwards;
}
