@keyframes rwdcur245501 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur245501 0.16666666666667s linear infinite forwards;
}
