@keyframes rwdcur123387 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmElEQVRYhe2WW0wUVxjHf2dmdnaEZRAWH0BrFZFGBTV9MD4am7YmbTS12gcfDERLY5uGmmiiMZHoUxOeDIRNSxPBxAv2EhGkMfrcSyJGjajhUldRxEbUXXaXnd2Zc/qwsIpaQe1b+SdnzmW++b7f+c7MnAP/d4mJRryiQinPQ4jMkFIKIQRKqYyhECjXBSlTKDWklLqopGy3w+Ej/w3A0qXKc5wswIQmAJDyyaCUoGmITAlLx6mzb99+LZBstEdLligvlSL/xnVAoFCAQMB4axzIdZHXr5M+cYLk6dOQSKAJgRCisTAc/vq1AYbLy5XrugR7ekilnPFb46GVGu9mxpQQaAgMn0Fs/36ctja0jGVjyeDgK0EIgNHy8u0uNOtKIcoW43z6CXL9elDiyewneCYyMX7VdZ10RwfpujoCpokhhBSIayAP5fX1/zAVgDZaXr4dXW/O2buXQHc35uZN+OvrcU+eJOkkcVLJTJ3M1MmUQ9JxcJwkjuOQSCTQHIeC3Fxy9+0j0N2tmXv3VKBpzaOlC7dPBWAgVa25ZzdmVRUAZnU1KIXv8GEi772PYeggxPiUFU+/ogqB66axTrRh7n7eR+rgwVrgpVkQ0dLSdODSJaPv3r3sp7e4uJjR5cu5evQo+fn5L51BJBKhoqqKvO5unvURW7bMtQcHfS97XtPy7Bvp9nbGxsbo7e1lLDFG+tQpxhYtIhaL0dDQQGNjI57nIaVESonnebiuSzqdJhQKMVxQyIt8CNu+McUKoAnbPuS1HmFZXx8fr13L0v4+3JYW7q5Zg2EY1NTUoJQiFAqhlJpUQqEQmqYR27CeF/nQbPvQVAACIPLhBzVxpb6zA3k4s2czUFbG/cpKgsEgLS0tCCHYsWPHpL+kUgopJU1NTSQSCXYur6S0vx/r0WOi0Si5QnyRf+7c99MCAGieN+/W36nU/Ir6evRgENu2sSwLXdfRdR1N0yYBTCyF53kkk0mi0SjegxGu7vyGOZp2u2Zk5O2pggMYEw1Pygumac5PDQxQUlb2hFAINE1D13Wampqey8C2bdvQdZ2CggKG/vwD0/QjPffCdIJPBoB24fNtHO7q4p1Nm4jFYtnAuq4TCoWora3NAriuS0NDQzYzgUCA4Y5OhOlDOrL9lQG+Gho60lBZeSDpugtudnby1rp1KJX50xmG8VwGPM/LBrcsi5sdnSRdF2vWrPCXg4PT3piMpztzi4vr/opEWsNdXQQXLKRw5YqMkc/Hrl27MIyMueu6pFNpnJSDlJKHly8TPtOJ7vczt6iojt7e6cZHf7rTNjBwuXrlyqKYpq16cK0Hy+9n7ooVaJqGaZr4/f4sBIBlWdw6e5aeH39Coii27cbN589/O+3ozwIA/NzX9+vnq1cXxWDV4zt3uH/lCpaAYHExgcJCTNPEi0a4+9vvXDp+nKGeHqQQlNh242ft7a+/HT+rM9XVWx8axgFX0xdYlp/c3FxycnIASMTjxONxko6DkU6HCz2v7qPW1jc7kPybftmyZas5Z84GkZPzrvL5SgBEKjWk4vGLqZGR9o3Hjr3RkWxGM5rRjGb0D8WGQEy1LJeaAAAAAElFTkSuQmCC) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErUlEQVRYhe2WW0xURxjHf3PO7tkjuy6yYFPQWiVIo4Kamhhf2hhNW5M2klr1wQfDJla0TbWamGhMJPrQNuGJFAMtTRQTL9hLRJDG6Ev7QNsEvEXUyMUVFLWKysKSPbvnzPRhLwptEbVv5Z/MmZnvzPm+33yZOTPwf5dINSJFRUo5DkIkTEophBAopRIDhUDZNkgZQ6k+pdQ5JWWDPxQ69N8AzJ2rHMtKA6SUAkDKJ0YpQdMQiRKSllXu7+l5IZB0tEdz5ignFiPz2lVAoFCAQECylQSybeTVq8SPHSN68iQMD6MJgRCiKhAKffbCAHcLC5Vt22S3txOLWclXydBKJbsJmxICDYHL7WJozx6s+nq0xMiqvN7e54IQAIOFhRtsqNWVQhTMxvroQ+TKlaDEk9mneFKZSD51XSfe2Ei8vByfYeASQgrEFZCVkzs6v3sWgDZYWLgBXa/N2LULX1sbxprVeCoqsI8fJ2pFsWLRRB1N1NGYRdSysKwolmUxPDyMZllkeb14d+/G19amGbt2FqFptYP5szY8C8CFVFuNnTswSksBMIJBUAr3gQMMLH8Hl0sHIZJTVjy9RBUC245jHqvH2PF3H7F9+7YCY2ZBhPPz474LF1wdd+6kt97s3FwG58/n8uHDZGZmjjmDgYEBikpLmdzWxmgfQ/Pm2f7eXvdY3+u7Z7y+luzAK3cCAbq7u/FmeAn8+guDPT18ce0a58+fZ9GiRentqJRCSomUkv3799PS0sJyj4nhMRjtQ7a2Xvny/v3qsQA04fdXOnWHmNfRwQfLljG3swP74EFuL11KMBhEKUV1dTVKqRElZQsGg9x6+y3+yYfm91eOmT6SC3zgvXc3RpT6xu+bjDVlCl0FBdwrLubEiRPous7mzZsRib2ezkIKwnEcSkpKeLX9MvmdnZiPHhMOh/EKUZZ55sy34wIAqJ0+/eafsdiMoooK9Oxs/H4/pmmi6zq6rqNp2ggAKSWO4+A4DtFolHA4jPOgn8vbPmeqpvVs7O9//VnBAVyphiNlq2EYM2JdXeQVFDwhFAJN06ipqRkBsGnTJmTy96zrOllZWfT98TuG4UE6dut4go8EgAbhdq+629zMG6tXMzQ0hKZp6LpOTU0NW7ZsQdO0NEBlZSVlZWVIKRFC4PP5uNvYhDDcSEs2PDfAp319h74uLt4bte2ZN5qaeG3FCpRS6fRXV1ePyEAKzrZtTNPkRmMTUdvGnDQp9Elv77gPJtfTnWm5ueXdAwN1oeZmsmfOIrBwAQDbtm/HcLtxuRLDbdsmHotjxSxM0+ThxYuETjWhezxMy8kp5/r18cZHf7pT39V1MbhwYc6Qpi1+cKUd0+Nh2oIFaJqGYRh4PJ40BIBpmtw8fZr2739Aosj1+6vWnD371bijjwYA+LGj4+ePlyzJGYLFj2/d4t6lS5gCsnNz8QUCGIaBEx7gdstvXDh6lL72dqQQ5Pn9VWsbGl78OB6tU8Hg+ocu115b02eapgev10tGRgYAw5EIkUiEqGXhisdDAccpf7+u7uUuJP+mn9atW29MnVoiMjLeVG53HoCIxfpUJHIu1t/fsOrIkZe6kk1oQhOa0IT+AkpqMPK8iYaEAAAAAElFTkSuQmCC) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur123387 0.4s linear infinite forwards;
}
