@keyframes rwdcur21958 {
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:rwdcur21958 0.53333333333333s linear infinite forwards;
}
