@keyframes rwdcur114805 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur114805 1.3333333333333s linear infinite forwards;
}
