@keyframes rwdcur55284 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
}
div.testarea{
animation:rwdcur55284 1.3333333333333s linear infinite forwards;
}
