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15%,19.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
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95%,99.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
}
div.testarea{
animation:rwdcur220415 4s linear infinite forwards;
}
