@keyframes rwdcur178509 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur178509 1.3333333333333s linear infinite forwards;
}