@keyframes rwdcur119356 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
8.3333333333333%,24.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur119356 2.4s linear infinite forwards;
}
