@keyframes rwdcur148645 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 13 26, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 26, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 26, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 13 26, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 26, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 26, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 13 26, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 26, auto;}
}
div.testarea{
animation:rwdcur148645 1.3333333333333s linear infinite forwards;
}
