@keyframes rwdcur232239 {
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:rwdcur232239 0.53333333333333s linear infinite forwards;
}
