@keyframes rwdcur105871 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 18 7, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
}
div.testarea{
animation:rwdcur105871 1.2s linear infinite forwards;
}
