@keyframes rwdcur232469 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur232469 0.53333333333333s linear infinite forwards;
}
