@keyframes rwdcur231933 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur231933 0.53333333333333s linear infinite forwards;
}
