@keyframes rwdcur245331 {
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:rwdcur245331 0.16666666666667s linear infinite forwards;
}
