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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur174154 0.9s linear infinite forwards;
}