@keyframes rwdcur35608 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
}
div.testarea{
animation:rwdcur35608 1.3333333333333s linear infinite forwards;
}
