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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur172550 1s linear infinite forwards;
}
