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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;}
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}
div.testarea{
animation:rwdcur52255 1.5s linear infinite forwards;
}
