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2.0527859237537%,2.2460410557185% {cursor:url(data:image/png;base64,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) 6 2, auto;}
2.3460410557185%,2.5392961876833% {cursor:url(data:image/png;base64,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) 6 2, auto;}
2.6392961876833%,99.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
}
div.testarea{
animation:rwdcur72310 17.05s linear infinite forwards;
}
