@keyframes rwdcur21549 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
6.25%,31.15% {cursor:url(data:image/png;base64,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) 7 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
37.5%,62.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 7 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur21549 1.3333333333333s linear infinite forwards;
}
