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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 8, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 8, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur110596 3s linear infinite forwards;
}
