@keyframes rwdcur185799 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 26 25, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 26 25, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 26 25, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 26 25, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 26 25, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 26 25, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 26 25, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 26 25, auto;}
}
div.testarea{
animation:rwdcur185799 2s linear infinite forwards;
}