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25%,29.066666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 4, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 2 4, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
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62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
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}
div.testarea{
animation:rwdcur93821 2.4s linear infinite forwards;
}
