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0%,14.373684210526%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.473684210526%,16.215789473684% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.315789473684%,18.057894736842% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.157894736842%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,21.742105263158% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.842105263158%,23.584210526316% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur15342 6.3333333333333s linear infinite forwards;
}
