@keyframes rwdcur153351 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
}
div.testarea{
animation:rwdcur153351 1.3333333333333s linear infinite forwards;
}
