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33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur93040 0.9s linear infinite forwards;
}
