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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 0 0, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur49684 3.6s linear infinite forwards;
}