@keyframes rwdcur232361 {
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:rwdcur232361 0.53333333333333s linear infinite forwards;
}
