@keyframes rwdcur164237 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 59 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 59 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 59 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 59 0, auto;}
}
div.testarea{
animation:rwdcur164237 2.7333333333333s linear infinite forwards;
}