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40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur113167 0.5s linear infinite forwards;
}
