@keyframes rwdcur121747 {
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:rwdcur121747 1.3333333333333s linear infinite forwards;
}
