@keyframes rwdcur109118 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur109118 0.4s linear infinite forwards;
}
