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0%,9.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur158985 1.6666666666667s linear infinite forwards;
}
