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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;}
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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;}
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;}
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}
div.testarea{
animation:rwdcur200364 0.6s linear infinite forwards;
}
