@keyframes rwdcur232279 {
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:rwdcur232279 0.53333333333333s linear infinite forwards;
}