@keyframes rwdcur202626 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
}
div.testarea{
animation:rwdcur202626 0.4s linear infinite forwards;
}
