@keyframes rwdcur164504 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADp0lEQVRYhcWXT0gcVxzHP280dg9bD6XIBqb+2RRTi4Um9DCFIEk6hNRDoLDmkNCTEMhBattTDL02J2tLIAFLL0USyB4KClqSZQ/Sqo3FUBpiDnVjdGMWsR6K0GU183p4s7M745t1J1byhQfDzPv9vt/35vd+v9+DVwyxD1sLMN3nOSB/0AIsoA847xLnGRhQpJOTTSwtHXdF3AHSrqj/RYAFjAAmP95c4cLbH2BsN2lnOvEiX01luHbtfVfM53sJ2UvAIPAluekS7TtJKNahFyAGy405kj1NwDDwbdhMo4aXNLbdj5M1ad+KQA5QhPatJE7WxLb7Ub9Ei4ZQ8oEBk1uXjuuJE0BcM7YC83bg01MtbDb/w/37Z3VCdAIGse0zWnLRAeJoAZH8GXH4Ed9P3KW5c5k3ux8jDj9CvP6umlgtZAc+fs/k12cOudxrBGIiGAMWkMbJmn7yGIguIPENQkDlJJSPX8p9nkHKVlhOIRcDrmNgnM6jTpInIhgDI+SmS1ryifmrCHEeaHWdCODDquc+oBUhLCb+vIo4FnBdRPlmhBBYtLU9w1mQlTEpkc8l4+NDwKq70r2QAlYZHx9CPlE+vJGVrh9LZzjcMTY2OyWl3JBSTkkpE/JfiZTDEcj9IqRMewspjytXJlBHE/DHwOq9Fy9ajhmGl2T+gOJHQtygsu1RkAZWkH9fQP6W8N468SKNPRvAW0EBckNKn4cmKDULsU4gcOqECmgp55APUlCofDF6Pe5yEKaw7YchjsrRHhVzVIqVH0eOLOD+0sop6OoKZhGM7W3nJckrIkZHd1fJ3t6Sx1HLWjY0GLxkmXWR5+TJRK0JhjdRJ8AwIFr0B5Gis7Mx5Fse6gvCBVQQRt0JExWE+XqCECD/wHFK1R7mwQFmqJG9amBE2W6e8JE7h0pULaZawJ1Lt28vzFfIuUgxhtoVi+iJyFK26/4YuPXX76iuaRcOIBU/j5SKAWbJTS/tMvKLSIc4MN1vVeRZv4Dc9BIwW210EOUYKHyhynHAh6Yc63rCQWy7n7tD3dqGhJYCvPELAKOj6px7R23zBKwnkE8CLmNw5uuHZDI/EOgPw5pS1ZJ994kV3pLpUNC8i8FnP81x/Xp59f41hXhSImz7He1O1A1v5Y915HsJAF9bvpWMxL0c33dbjmvYR7JnnY7La4w9nXETiR7OoRJjT2fouLxGsqdcxkPJYT9Xs7a2Nc6dWwFgcTFOJtPNAV3Nagna9+X0leM/HVK29pGgUiAAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7ElEQVRYhcWXUWhbVRjHf6e2MQ9xYDdHhtemljIV6qUdQ+9kCJo49KX40PVh4NOg9CXY2YGy0SfBCaNWGKxMn9xDhaaotBBlhjDKamcr+rCxdK3N0jYxRXCirZB28R4f7kmbm9zbJK1jf7jk3HvO/f6/k3POd8+BRyyxh3cNQFPlm0D6YQMYwEmgG9AIBH6js3MZgETCRyzWpiBGgYiC+l8ADGCIQKCJDz9Icar1KHUPPI4tzYZNRn79iYGPm1laWgbOVAKpBNAH9JOc3KQ53wK5KngBvJCqT9LyqgcYBD51a1m3Q5QIodBpzLhG83oN5gA5aF5vwYxrhEKnsYbEUY+5mofDGiM9R5yN/YDP4VovaZeHd147yP19fzMz86YTiBNAH6HQCUdz8SyI51YRLd8hDt3h84lr7Duc4kDbHOLQHcT+RvjXZwfJw1svakxlTJLJxymZE6VzwAAimHHNbu4F8QLg/wQhoLAStpdflyr/gJRA6j1koiS0F+peT2OtpC2I0jkwRHJy09F8YvY8QnQDTSqIAI4VlU8CTQjRzcSt84iOktA5rNgM4SKDQCCDGZW2S2Yl4+PngBXV00rqAlYYHz+HvGePZcalimM4vTjI1eEpu3lCIuVgDeZ2CCkHMX+2Q1wdnsJamoB9DqyQ//6gLcmIl1cR+0fY/ttrUQRYRv5xCvmjf+up2bBJ/Ru/A8+AfQ5o9gznBxpvAK9gZbRadcZ6t/GGFUvJ8tC2btWvQTjsljINdvehSeMy1srLKAbQHBvOz+eBsV2YFzSmYjhJKwZw1vXrq65w1UlTMVy1DZBI+Mpqe3o03P7G6mSoGHZFo1tzrQAwpr7ngBfwg3iy0MZ9LCuZu82dxcUjqKEtHoI0pi93WBxjTnSwRjML8HYwGIwD/bsA6AdG4f5xKBoFs2GzGKwYYJTPbs+M4+Vp9cAP9V/FYl26rh+n9kRkIGUTcslvqxmIX7PAymUQCGTWpJRlVz6/put6tkqIXadigOnkxsZGBYiISwBN1SnzrGVYDJCcXASmd6I3dF3PZp0ApJR/SflPMBj8QvVCqmCRovIgUkasnsdr7n1BfR29vQtuEAtSPrBMZIQrV4a4e/fLrXuZlWUfn4J5KHQLa49pk9umNHL04sXWibNn28uTAzxBCuSfDjVOOccL7359k0uXCpuRqgAAIh29ve3R4eHWYogM8Lz8xcXMwfzER7eJxeaczCsBAPTpuv7+N7OzjU95PJ4M0EmOeTnNzrvk6rfl1R9MQOPy5SQ9bS9Rt+51bGn6cgx8G+PChXasZLPng0kpyPbRDNKEw1ZGi0Y9Kr0+lKPZTkB7Ppw+cv0HFfwaGiG4LzsAAAAASUVORK5CYII=) 16 15, auto;}
}
div.testarea{
animation:rwdcur164504 0.8s linear infinite forwards;
}
