@keyframes rwdcur207065 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 9 11, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 9 11, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 9 11, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 9 11, auto;}
}
div.testarea{
animation:rwdcur207065 1.6s linear infinite forwards;
}
