@keyframes rwdcur232077 {
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:rwdcur232077 0.53333333333333s linear infinite forwards;
}
