@keyframes rwdcur139448 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur139448 1.3333333333333s linear infinite forwards;
}
