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44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur196287 0.6s linear infinite forwards;
}
