@keyframes rwdcur33346 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
}
div.testarea{
animation:rwdcur33346 1s linear infinite forwards;
}
