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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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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50%,55.455555555556% {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:rwdcur224862 0.6s linear infinite forwards;
}
