@keyframes rwdcur215331 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur215331 1.3333333333333s linear infinite forwards;
}
