@keyframes rwdcur129860 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur129860 0.53333333333333s linear infinite forwards;
}
