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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur155908 1.2s linear infinite forwards;
}
