@keyframes rwdcur80005 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur80005 0.53333333333333s linear infinite forwards;
}
