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33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur203899 0.6s linear infinite forwards;
}
