@keyframes rwdcur153350 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 4, auto;}
}
div.testarea{
animation:rwdcur153350 1.3333333333333s linear infinite forwards;
}
