@keyframes rwdcur47814 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAAAjCAYAAAAe2bNZAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0klEQVRYhe2XX2hbdRTHP7nJjfnTpLq0jbVru2YgVqyCUzbBKUzGdLoH9+DUwVAYIpXhKoqCYK8oTAb6MESGD/57MChMtoHS+SCRddo5/LP+mbaRbnWsW7KkbZo/TXOTHB9ioetakl/Wvki/Lzf3cHJ+n9/5nXvOvRYU1R0Liup/AN6ue8ZSzkerJvBKyVapY7UZUVHZzHTHglIJiGEYS95XckQAZZ3mgyy14EL7fFulIFBtzdysXwezGJCqKq4ZgNHpWZrcOrPRLIJwbsKk7en9XEkX8do1vvVYafbotHp0drz0Oh/8Fl85mIwpJM0iM967SFld6Lc4WG/RcVvdANiLs7hzUWaLKdYVw2xocPFlOL18MHNn3h0LyulIlo1+B4P//ELhv0pK5PJM5wp0+Bw0eXVyFnDV6PRPmpy8nFHZa/kCnq/uWFBad+3n+fePwtgI2Gyw8RE4E4KhXqhtgMYAtNzOvt1b+XAgoRRfuYB7x1OlH1IA3Q6TMbA7wOODljugKQDNAb4bTaiGrkoiF8IiHxuSfDcgcrZPBo/Uiwz9WrpGxkVEBFjxJsndaxD5/SeRUydEentk/PBakR+OyeWPWkSG+0XMnMhUXDb51WGUj8mlwxevPQkTUTjSRWPYQ7Kvi1vbDpYcCgX2bQ6ohq0OZttQkGimyOnP3wQEfA/gmQpA6B0ADm5p4auBBH0RtYdDGWZuNKSOH+JS2uRcZAbGT4F+BZxWPu3citsGnbGgKgdwA1N753ov1NigVodoltF4lqszRTLHD13jrzKblDowzBuKPjs0O8GiQXIt0Uw/fpfG+UU2USlQRTBzuzQMA/x2iOTApUFewCZgucAm4xt+fvExdr38Bu1+F+SKysOzoveZawx+J9zjhRo72DTQLRRmZmEyRtdnIdrrnNDuVYKoGOY61TkgD2TypWEyYWI1dbjzXnC6YcNeps/EuZgylxdmYVYMw2C6ZxwmTEjmYTgJCRMwS30HYE0j3vv38Hcit2ScqmAWK7zBeA6uZiFdC03bSVtTsOMA0Z7t8NcfEGiHLU9xYkxtYpeFWUw2DbjvBdj5FhHb17j9e4iEX6FhcjPpY6+WBmf4LM9VUTdlYRZmJ3RpBrY9y0B0N/5Hv2d45BP8be/xZ/Ik7icOMHR0L1wcptWj3DWUW7Z0dtTi0a24bFDv1LFbod5pxWPXEIGRKZP+WJYOn4OBeJaG0OHl+zpYCBNww+MPPkSNVsSjwWTBwrqbCvj0IpmChR+TOmN5jVAopLyGMsxCw8O3gc/hJleA88k0QxM3vMaqVrWq/5f+BSr8l2GIqhi7AAAAAElFTkSuQmCC) 1 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
}
div.testarea{
animation:rwdcur47814 2.6666666666667s linear infinite forwards;
}
