@keyframes rwdcur230617 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur230617 0.53333333333333s linear infinite forwards;
}
