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0%,19.9%,100% {cursor:url(data:image/png;base64,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) 1 7, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 1 7, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 7, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 1 7, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 1 7, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 7, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 1 7, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
}
div.testarea{
animation:rwdcur116578 2.5s linear infinite forwards;
}