@keyframes rwdcur107031 {
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4.8372093023256%,5.1093023255814% {cursor:url(data:image/png;base64,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) 25 21, auto;}
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5.5813953488372%,5.853488372093% {cursor:url(data:image/png;base64,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) 25 21, auto;}
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6.6976744186047%,6.9697674418605% {cursor:url(data:image/png;base64,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) 25 21, auto;}
7.0697674418605%,99.9% {cursor:url(data:image/png;base64,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) 25 21, auto;}
}
div.testarea{
animation:rwdcur107031 17.916666666667s linear infinite forwards;
}
