@keyframes rwdcur166587 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHBUlEQVRYhe2XTW8dtxWG33PI4cwdzf3QR2TVVm0l/qhhwEWAbmJvaqB/oH/Bv0zJH2mcVbKyYkSLJEaF2KhkRZCupKurGQ6HPKeLK7mOIjkxuuimBLgYDDnn4cv3kGcIH9ierwu/+/ziCxIAePqMPvRTAIDfnKWq2PhceXhLLQBEr9xO/vO+q4F8ANn7jiMAvPqK5ENgrhypqtjZEBtbZcpS2U7FhToVxpgiRbWSFBCCtNYH30Uo+3Zsa2YK/pDj7wW5dISqYutLcdkglv60G+SlXXaF+YQtVkXTRwBKKLN06qXj41jzzsnP6bU/ot3QxHG9ayfNvvHjlyRPn8226HcDqCpef5McbBwoZLWs3APK5C8mwz22fJ0IpYo6UWUoCRL7UMvYT/Sn9tC8mLyJm6d7tNXs036zb6bHryi+D8JeFly0G2VO72eF+cz29JHJ+E4+TA/YCjMziPjteJGEFFXMtlmzTu6B6S6xfi3BPE9d2unfMJP1J3olhH03+NaX4mw/DjKn94vK/s3m/LiY18fGaUlkICKQJICeCUcKEJA5w6M1Xe1qrDCbAUFHKSQnwXyT2iTDW2Z6FcRbgJ0NsdkglqKymhXmM5vz43w+PrG5tSklaMeQSEgR7wAAxgKcKcgK3JyxozvdfYmZC6ck7ZHUnUf0UXYAM11/or8ypn1Hem5DNxgtFw9sTx8V8/rY5taqKMIJoasVXQ1IYEiaTWYDmBywPUVWEoqBwvUs5u/IWmgQ/SGNTw9knDqd9hY4NGMSAPIrgI3PlZcepjK3dnlmOL5jnJaqiuYQaA4IzSGQPIt0EFWdCcAMtgrbIy5GwhqB3qLCVeBiiJVyST/Nt+llqGTPH2ACIFxUwQLA8JbadiquWrSfmEzv5cP0gMigOVTUB8DJDiRMWCRCVFSISHQmHcgQs1V0DVklMAy4nCeMbqdBc8irvXl6ePKGv88Gabc7tfWVHgh1KviaXWXL19kKiwi6KWO6K1LvcYwNoooKQEI4AwBADJBhlqCRTHKuZ6wME1tHyCseZaXehPByClKexYvvboN9vi4cvbAxphBNHxHZkpkRfEJ7AmkOSNpjCilQgJIQzSbruQsBECtSq5YyYG5ROAZlVxhwpo6dLsDoEqAFLqT9WwXaCWD6agEqVdQRMWJNCA3QTii2UwTpNBAoAhCFgmgWXFVBDDYdR1NAYks21mrzHgEkzFYLCFeStADAlwIAgCQFlFlUGQBUAESS2GqMDYJE8lBEEORtGp6pQKyQpNYFQBNElQQA08wmDKXMwHJ3MfovJBGCdOqhLKqKbE4BIwABMSBKC6+KOPPAL1MJBmwhjhgORpCVyqoESUBqSUQUV917/OILkq4GpLVeOj5GYi8isDnBlcR5BbCBpKgxtuqj1zp61N1Zj0G8RvUm4+D6QFYS25wgIkiBJNbsJaCJKcVLAYDZfR58F2PNO6GWcYoqzAzXB6prsPlQLTGJCmLq4LsgPgX10sGrwMMg5vNiq2tauArMzEhB0Rxq8Ed0pIknxAi4qBwAfvqMsPcdRyj7k5/Taz/Rn6bbZkdVMVhVnltRO/pYq7mVVLk5MBsIMUUwAluNeZ8wuKHF/Mdalcso+n+AU1Uc/GDC6S5Np7uym5KMU22mmKXg5R5ox7bWgN284hfWyb1wipW8Irt4Vy0UhSuxMNkWNGOyXQ1PhJhVcOWSVsM/YjS3jMH8GioiQnOsOHmj4WSbX7cTbMWadojhceEMeAvw6iuSP/2dQmi68eQNb4LpLrMZjO50913PYvF+cnnfcHWNbDuVQQoUiCA2V5sP2OV9FOVKKo0xaOuIvW+z+mhL9ybb+mNq+aWI7KfWTC/bAgvMCsp//FViDHYSB7pFrF8TdCQxc6Pbspb3mYc3YUVSFb1W4YSDQpEP1NqcmJmhymiOFXvf2vrgpY6PXmHTj3mjnaYtjWYMzDxw6W14rsLCXeNTSPsSzPMUkgunJKFBLIZYGd1OA+sIrjTI58gB5wWJoPMJBz+YMN2FP/wn9o9eYXOyja/jqW5KMP+SjiaXyQ9cSM71J7Pq1w3ToOjzdTeQP5eL9Khc0k/zEVbzikZs1ZGZjZcESMvSHGo82dXpdJtfT7b1Rz/mjXCqm9HTlnS0D6A+W/37Ac4h+jfUZlWqXIUVGF3L5+heb54eZiVustMFtlqoglM7y3N/REfTXdltJ7SVWnrZTtPW2crHwMx8V5Vklx5P50qQlTJ1MsgqXYbwEoSXYWQJQhWUMhGFBDSaeJKSjGPNOyKyrx2PU0uTs+DvrYyvLNzXnygD4N6CutjCZYNUpYAS0EISCgPLABBTisQIqTZTYvjU0hQzw8XfCv5egDMIYHZannd71i/eanIW8Nxogksc/8EAF0DOYd7X/qv/xP+3/0n7N6PygSjIw8CiAAAAAElFTkSuQmCC) 13 14, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
}
div.testarea{
animation:rwdcur166587 0.16666666666667s linear infinite forwards;
}
