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12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
}
div.testarea{
animation:rwdcur169944 2.6666666666667s linear infinite forwards;
}
