@keyframes rwdcur129780 {
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:rwdcur129780 0.66666666666667s linear infinite forwards;
}
