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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur55363 0.53333333333333s linear infinite forwards;
}
