@keyframes rwdcur15654 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur15654 1.3333333333333s linear infinite forwards;
}
