@keyframes rwdcur162047 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
}
div.testarea{
animation:rwdcur162047 0.53333333333333s linear infinite forwards;
}
