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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 12, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 12, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 12, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 12, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 12, auto;}
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}
div.testarea{
animation:rwdcur191765 0.9s linear infinite forwards;
}