@keyframes rwdcur153366 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
}
div.testarea{
animation:rwdcur153366 1.3333333333333s linear infinite forwards;
}
