@keyframes rwdcur185367 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
}
div.testarea{
animation:rwdcur185367 4s linear infinite forwards;
}
