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25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur113835 0.66666666666667s linear infinite forwards;
}
