@keyframes rwdcur255610 {
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:rwdcur255610 0.66666666666667s linear infinite forwards;
}
