@keyframes rwdcur127251 {
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:rwdcur127251 0.53333333333333s linear infinite forwards;
}
