@keyframes rwdcur214434 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADy0lEQVRYhcWXS2hcVRjHf/cxN/NOkzF2Jm3TELUITdWgIjQkG4vBojQqiIViRbJoULqx3aiQiXZTUFEEsQtNYyu4CYq0VGprS7GI9KGGtKQ0xubRPJp35n3n3vu5mKTFTZKZSeMf7uJwuef/O9+533e+A0Xo4x3uN51o+NFi5tAL+ciOhms6r8x/XqIrOy8Npy8DTxcDkbdO7A6c+2GvX6au6dLUgAAda+nfsb9Jk8xVr8igIfExpLF+7SA6GuuR+BgiPT6RrypEYqwZxD3zKVVkyMg90+pdiO/2+O4bxD3zGCLjWs78ulfkb7fIbdddiAPP63Ks2Xcq+f5670omVlZivnkTbxw9An4vuCyVjTUOIa8OMReU2MzNwMiIEL7tZ9Jj0v2jwiNlrj8f/3KmrliAjUAXoAK8V2+4X93mq+6SOX/7Rw7YCqQ1Pog6VI24Jyt8Wrx/2krHTcf59o9M8tosLwHDSxksVweGgWcWB4eeC6mfXZx5d6LK+ZBbPtiQAp/FmAWzo9nDn7xQ+hPQq7SNWsutvBjta20h9w/8XCYyh7S2IMC+QiYrqBICUGpCrbOwOYUrLwBpj7i/vjy3IWVkIeOArYKtEFAB5P4DAOVNW3yNSZcNt7LgEhjw8KzPZrw25e7ssfMGyDeA8zfumD0Zx4EBAwIWrLPY6nEznxYnb/cCAMy0JeZviSRsn4eUBlUJDt+Z5Ps+xywEIN8t2FgZ1B6sLQ1AYAoCWQCKybl8IzDYO5EdPD49myth1koK6dLKKwILBWagtQWI6WCpoAmQLRig8Cx2lFzmOUpRpWDZCEh7JEgOdFZpGwXAUMitPqGB4RDSVKCgJFgaYMH84YXhsLRHgqdvJrb2ulKgSi4Cp4McWA8TddPeL5or9gDDStvo+VUBONEbr64M6CfP9iVnBZwnIiX+cEArf6wsCNk4JHSY0ZjKmmQseefMzYQ1mXQsYJpcSF6hmNPQoyvdR36PnQ+Xq6+9/DaUKja2lsVTbUPMABF4Mk0kLXxata4yMO/mr4cm2HyJmoEhji5nDqAt9fKb7gxXxp2uaj9bQnMl27aXeylvSOFOGbmj+AETqlPo025KbA17k8n4GYP+IfP49SnZu5x5Xoo2GF1X3yoT80JQpNv3n35QYkjyH10a65EXa9Rjq2q8KDsarv7l9dKLZ1uCYv4ayAFMqWvXFUt7xHCi4ac6d/lOHdypS3JAE4khiXGkZYe6dpeTsYMV+sndwXON9ch4P3JolyF9+0M3UivsgldTHR43Uheiw46Ga9bafFHN/5fxqulf+DTNKP0wIigAAAAASUVORK5CYII=) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMklEQVRYhc2XXWwUVRiGn/nb7bLbZdkutlvFEhCp8mO4MoiCSoiYCtIiEY0oEU1EDYlWE5CYbY1eYIjEkMiVFKIkQiNBDEEjVBE0jZgQSy1ppSIF25XCsnT/Z2fm86I1gQvodkuJbzI3M5n3fc6ZOd/5DhQpp6Fi5v6VpW86DRXVxXoA6MW8dGiVn49/in9wKeMs7bqYfwioHQ3EiLVwkrJzY40usTZDNte6BWi6lflNDUsMMVv8Il+VifV1QJ55RLllEE3z5yGZLkPkcECkJSDSr0kyimyo0WX9XKN5TMN3P+eV9DlV5G9DpE8X6ddEEojEVLE/D8ne530yp4ymQ6v8SGO4IFO10PD581j95Hobz8EQ9HjAZ4HbHnyqCerkPDXrhIp7WZ23OQLyVCEQWiHhVZNYvfVDsC9rpAwbe0oaj63Db36ozBE/r9F/RuNKUrhvgUXshFHVN2BVel3qZ5t/Tjs3MleGCb8D+BJQV0xX9TmVhsuyJRicJRWvRRzIaBA0qa+HYKc72h2zLjxRPc63rTUZz9s4R3qlFjhfwCCHlzSGXdIYnv1FnW/T0Xq/yPcBkR6XyACy9iUEeKUY30L/AZRInwm0fXQsdTbtOKAKCGAWbDE6gCEIqgKK3pvPw9Q0aAKGjApgRKVYGsPByxl7zQS/Dt6+wfDR5Rc+A9IY1oHJnf3mr62xJGS1wfC4iwUeD4urlKL2lZF8AmvoQkWB3WFI6RA3mKBrPFDl8o0pgBLpA+hI5yXrVgUmZKHfDeEMp7JZPmnNxccUYAjCcmnoSRuYlgOvBW6HzrxF1CwmfoQAAIdPZ850ZLMwcwAm5gB43OstLr0YgIajZvxEzrymhh5MpW4dwDX6q/iR3xyAySnIqZSqw20p19d11+7Quq8GepVIX+y/e9ta47dNHAd0a+CxIaFzf4nN4qqM/s3ZkVel66JLY/jueMZedqAz9fI4Q1Xr9iRia2ZrrkXTPJXLZ/lC+mNp+L0EFDjVZXLytHWxPWpGW7rzZnu/ONvrSoPLmxMLGGY3vFH16g141LbuS/m25h6z7pd9+pSApjM+rqGfA7w2aA78o3FPaQl3PmqFFpUYoRX+NJH38ixvTuwYLvyGM3C1Xpip7Zo+VXu2/l0DV0oHj8DtmcFS/EMAcl6QFE6pw/a9aTr+tPZsOZ5/uhDvggASG8tLPj1+ZbfpdZaue1/BHc6DMdToDBjQ4cUMmrRvdzFe07oCHm1GaNMFqxDvgtXzRkidUzbYFafPaiIXhhrSBJKMIgsfRFZWa7usSEXFTQ2+WtG3J+rtrwZPfrfGL+axUpEBJPOHIZElhiycpOwsxnNEdaDcp981o9y1NZOSltp3ElzqVdnylkKZqe//9sXyDWMOAJwHpaem2rv2wI/sWPywg5FU970+d/y7mqrEigEYrZYBBR9C/pf6F9inwhC7/qY/AAAAAElFTkSuQmCC) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur214434 2.6666666666667s linear infinite forwards;
}
