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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:rwdcur13216 1.3333333333333s linear infinite forwards;
}
