@keyframes rwdcur34887 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGp0lEQVRYhe2Xf2xbVxXHP/f6Pec9/4gdJ0tS0mWh1WibVkUjXUBt1axRF7ZWUAZLV1UtSEhsCA1YhzaQioDyQ1CxjnZo6gaIraLTtga2IqFpLJBWbQRaybaOre0qbVUIadZGSWwnsZ/9/HwvfzhOXddN8gf/wZGs53feOef7vefec++58L8uYqGGPwB5KRpdn1bqzrRSnY7WzY7WMUcpy9F62FFqMKnUaQ09Y/n86f8agX11dXLS59vu5nJ7HK1bHaVwtKb0mda6XHfRVer7KTgyX3zfXB8fC4VaTL//NaH11xHipgLlGc7lz2ulRgvxeQ2btyxa1H9henrsRhg3zMBDNTV33WZZzztaR0tGlnG0/pOXzfbGDePNjFITjlKuo3XzkOctDwtxj6N1l6O1v8Qn8bVIZOsvksmT8yTjqlTDBgOy36ur088uWqQPNTTon0ciT/8wGGycz7fB56trNc0nl5hmrtHn0xEptR+yD8Vidy0IfLmUy+t9vnhYCG2AfrSmRj/i9+vH4dcLHcAR8D8gxKllhqFLSMQ3Qku5rSx9aQMwjMO2EFFbSmqF4Eo8jnZd4vDlI/DZhRBIwf6w1uvXeh41QmAJgSVltB96yjGveTECgZ2WEO2WlFhCTHZrfaIOCBZ+cgoO9kNsLvAXYXscvhoEaoG2fJ6gENhCYEu5xoDtpfazVdAN5EzzZQE1AFqI7+zI579VA7YHtwdBVkG0FnzPQG8l8OOwZBx+D4R1QeXdAs8OS3ksLcTGGbMVLjwFaCipgs+Fw+2uUq87hZq+OC3lindTKRfgKGxLwy+roD4I6cXQ8QkYKAV/HawJ+GMCulJADoZCsHsXvLTStq18Pv+Bo9RHHK1xte5IKHXymimwleq2pcQWAgsOF8EBtsHRddAWhb/YYHlVVfsvL13qLyUQNc0HDegKgNsAB1rg47vgJYCzjpOpEuLJmanFD3cW/WYJBA2jfWaxEJLyaHl6b4XhGNzdbJp7Iq2ta4xlyx4sfpvo6NigV636UbXff/JjsO4zsPtuSJT6Vwnx6sw6wJKys6g3ZjMgZQtKAWQmUqn3ygkAfBI8crmfXY5G/2auWnUo19T0ihcKJVy//9BNAwOP+KLR39w6Opqp5OvLZM5YljWtIaSFaL6OgCXEYi0lWqnBE5UilEjj8eMnvdWrN8qbb77DZxiG2dj4BWPfvoqki/J3UHdIOYZSIaScraSrGRAiAwS0lG7FCGWic7mYltJPPq/0yMjoQnxsISYpDNIq6mbXgCXlhFWo1znrfLipyRjr6no0HQr1ZOPx19TIyBlnaurUeEfH2vkIWEI02gWM4aKudA0MAYtRqvG7gUDox+n0dHmA0/CpkbGxg5ErV1qjAwNbIn19o8Do2JYtvxufnOx92zT3qlzu8dvAK/f9im2HUlLWoxRaysHrMlAlRN9MFRi+QGBDqfMJiL0CBy/D8WQ2287583sb+vpmT7eps2cPJM+dOzOay/30Mvz5fWimTMyqqk3FKggoNduwlE5Bb3EfqNL6PijsNM/B5vPw1gh8IwVWHl51XfeJ0uAfHRzMkM3uToObgM5++MeLsKPUJijEfcV9wDbNnqJ+dic8unKlTE1MvOMo1epo7alM5nYxOfnNJHwxBDIIhGB0EbR9GoapIC/D/nF42AHS4MXgqSB8+4Pa2sWuEGcdpQxHqYujicTSnnICAM83Ne1wlHrOUYp4JuP+O5n0hykcRgHwlkL3vXCsEjhAH8QuwBtJaHGA6QLpvkh9vXK03uQoRSaf3/VYIjHbql1zGgay2RcCQgzYUlJjWf5IIEAaSAEWPKHmAAfohIkw7E6DlypkAUKhTlvKTTOr//RkCfh1BLaOjak/TE11W0IkLClpDoexAwGCcCIMe7bNhT4jO+FYFH47CVyUkhXV1cV+IFHtOF/6VZn9dU3pOddNjHje2+tsextC+EJ+P8Iw+pORSG9fKlVxmy2XWin/+Q488BaY77ounYGA61Nq8/3x+BvlthW74mHPe/+S551cZ9v3IISFz7dawf0bbFuu9fuHTmUyyUp+60OhxpiUD/9LiGeSQlQjBKOel7jkefceSCT+WslnzntBdzi8fGs4fDijVPs1fb/Wb6aVei/reUMOWGmIpZVaU+HeMDCez3entR68Eca8F5On29oIffjhzrRSex2tl1x3MSn5n7767ZzreT9Je94LF0DNFX/BV7OjQLyhoT3vut2TptnuKNXiKLXY0TrjKDXhaD3kKNWX0rq3OpXq75kH+P9SlP8AIfIUEmqG5fYAAAAASUVORK5CYII=) 16 15, auto;}
}
div.testarea{
animation:rwdcur34887 2.4s linear infinite forwards;
}
