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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 0 8, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 8, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur224728 0.6s linear infinite forwards;
}
