@keyframes rwdcur257869 {
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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur257869 1.0833333333333s linear infinite forwards;
}
