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0%,24.9%,100% {cursor:url(data:image/png;base64,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) 30 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 30 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 30 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 30 0, auto;}
}
div.testarea{
animation:rwdcur132456 0.6s linear infinite forwards;
}
