@keyframes rwdcur13830 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 14, auto;}
}
div.testarea{
animation:rwdcur13830 1.3333333333333s linear infinite forwards;
}
