@keyframes rwdcur113119 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur113119 0.66666666666667s linear infinite forwards;
}
