@keyframes rwdcur232379 {
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:rwdcur232379 0.53333333333333s linear infinite forwards;
}
