@keyframes rwdcur242473 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 42 50, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 42 50, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 42 50, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 42 50, auto;}
}
div.testarea{
animation:rwdcur242473 0.4s linear infinite forwards;
}