@keyframes rwdcur61183 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 23 21, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 23 21, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 23 21, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 23 21, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 23 21, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 23 21, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 23 21, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 23 21, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 23 21, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 23 21, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 23 21, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 23 21, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 23 21, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4klEQVRoge3X0WoTQRTG8d8kaUy7MZQitZZavJYivoLP7guIeCleSCmhDaGG3RDSJOPFrFKRetFMtcL8YQl7Dplzvt1hzrcUCoXCvyQ8yKqx6ogOMBQtdJvxg9RBL9tKsTrGW7zBC8GV6Ivgs5tqYqdZZat1i/sLWFcdwSHOBO+k5k/a7Hn7O8VQxxDX2zR6F9u8gSOc4TWeYYTjNjfDAP22xp5HKGCOFZZYSE1ftLkZLvGpvS63qPNH7i9go9ZVS0/2qo2+x0d8EJqLO/+bke1OoXV1JBigFkyFZpOnrULhr5F/Eq+qgWBfsIeNaC661muW2WvJKaCuOnadCo5xIM0B0nE7EV3oNud3L3A/8lmJXSeCV9I0PhQMQTTDSNCzrja6eY/XPAJuqmFrK44Ep3iJfRBM0BetBLVFNTVoFlnqyiUgeZ2htHWe41SyFRvJRiwkXzTS+3mfhVxbqCf5nr7U8EgSsZRsxZ4fvihk3LbyCdj41RfNMW5jdRtbYiXKOq3zCPjdFyV7kYRN2tgMtbV5lpoteQTsNDPraiIYivqCBZ622W+iMcaiiSfNIxQAN77a0ROsRNe0g+z2HGhkd6j5J/G6Ggnt93ASUIumuk2dvVahUCgUCoVCoVAoFAqF/5fvt9mNoHRvt7wAAAAASUVORK5CYII=) 23 21, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 23 21, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 23 21, auto;}
}
div.testarea{
animation:rwdcur61183 0.53333333333333s linear infinite forwards;
}
