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25%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur48956 2.1333333333333s linear infinite forwards;
}
