@keyframes rwdcur232113 {
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:rwdcur232113 0.53333333333333s linear infinite forwards;
}
