@keyframes rwdcur132245 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 19 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 19 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 19 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 19 0, auto;}
}
div.testarea{
animation:rwdcur132245 0.4s linear infinite forwards;
}
