@keyframes rwdcur120971 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 6, auto;}
12.5%,29.9% {cursor:url(data:image/png;base64,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) 0 6, auto;}
30%,47.4% {cursor:url(data:image/png;base64,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) 0 6, auto;}
47.5%,64.9% {cursor:url(data:image/png;base64,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) 0 6, auto;}
65%,82.4% {cursor:url(data:image/png;base64,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) 0 6, auto;}
82.5%,99.9% {cursor:url(data:image/png;base64,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) 0 6, auto;}
}
div.testarea{
animation:rwdcur120971 1.3333333333333s linear infinite forwards;
}
