@keyframes rwdcur121551 {
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:rwdcur121551 0.53333333333333s linear infinite forwards;
}
