@keyframes rwdcur217400 {
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:rwdcur217400 0.4s linear infinite forwards;
}
