@keyframes rwdcur232358 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur232358 0.53333333333333s linear infinite forwards;
}
