@keyframes rwdcur127266 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur127266 0.53333333333333s linear infinite forwards;
}
