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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 5 17, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 5 17, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 5 17, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 5 17, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 5 17, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 17, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 5 17, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 5 17, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 5 17, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 5 17, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 5 17, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 17, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 5 17, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 5 17, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 5 17, auto;}
}
div.testarea{
animation:rwdcur210660 0.6s linear infinite forwards;
}
