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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;}
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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:rwdcur218912 0.6s linear infinite forwards;
}
