@keyframes rwdcur15522 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur15522 1.3333333333333s linear infinite forwards;
}
