@keyframes rwdcur87126 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur87126 0.53333333333333s linear infinite forwards;
}
