@keyframes rwdcur231275 {
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30%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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90%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur231275 1.6666666666667s linear infinite forwards;
}
