@keyframes rwdcur77858 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur77858 0.93333333333333s linear infinite forwards;
}
