@keyframes rwdcur254423 {
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:rwdcur254423 0.66666666666667s linear infinite forwards;
}
