@keyframes rwdcur257367 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
}
div.testarea{
animation:rwdcur257367 1.6s linear infinite forwards;
}
