@keyframes rwdcur249775 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
}
div.testarea{
animation:rwdcur249775 1.3333333333333s linear infinite forwards;
}
