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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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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25%,29.066666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur155876 1.2s linear infinite forwards;
}
