@keyframes rwdcur203489 {
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:rwdcur203489 0.53333333333333s linear infinite forwards;
}
