@keyframes rwdcur80004 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
}
div.testarea{
animation:rwdcur80004 0.53333333333333s linear infinite forwards;
}
