@keyframes rwdcur245416 {
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:rwdcur245416 0.16666666666667s linear infinite forwards;
}
