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12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
}
div.testarea{
animation:rwdcur65340 0.8s linear infinite forwards;
}
