@keyframes rwdcur203664 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur203664 0.53333333333333s linear infinite forwards;
}
