@keyframes rwdcur232062 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur232062 0.53333333333333s linear infinite forwards;
}
