@keyframes rwdcur87443 {
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0.096899224806202%,0.1906976744186% {cursor:url(data:image/png;base64,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) 26 22, auto;}
0.2906976744186%,0.38449612403101% {cursor:url(data:image/png;base64,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) 26 22, auto;}
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3.1976744186047%,99.9% {cursor:url(data:image/png;base64,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) 26 22, auto;}
}
div.testarea{
animation:rwdcur87443 17.2s linear infinite forwards;
}
