@keyframes rwdcur203459 {
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:rwdcur203459 0.53333333333333s linear infinite forwards;
}
