@keyframes rwdcur231879 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur231879 0.53333333333333s linear infinite forwards;
}
