@keyframes rwdcur245860 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8ElEQVRYhe2WMUhbQRjHf1eKhUpjMIEsZgtxsKCYQHfhjR3chL5JkikQOlvyhobOdunk6uAmFFzeppPBpDxDpTVx8w21vARqISHTdQh5NOY9+048i+gfDu777uO+/33f3fGHRzx0iKsOs9aQQYHbr3ITsbeBp0FOK788Zr+vf9GRO5zA58ufADgtF9B3eoAnYQtOyyU5m9CV93oCrtcHwOt2kDLwStwaAlvgdTtay34j2JuWtDeta8sRJeYqAisQhvzqGjaEJsivrlHf3VHZMvwSBqG+u0MqkyaVSQNMzFWTKxOYX1wgPh2bmKcyaeLTMeYXF/QR6IspYjNJYjNJLs7OOT0+8ecXZ+f+Wl9M6SEAcPnL4+hgH6NQ9m0Ao1Dm6GDft7URcJptjEKZxMvXGIUyp8cnAL7tNNvKBCK/gk5vQOL5MwByKwaAX4lcczxOBUoV6PQG4HWxLXPMb1smeF3l5JEJVEpFub5RFQB77Th77TiDr9/8MfIBrG9URaVUjPwZKX1Ew81/yN9v3/E9mcVpuSxl53C9Hi8+fqD6aUvf910pFeW/ThYl5r/BrDVkkNpSaoEq3hzWpRDDrlj55UBlpfQKVCGE8OXdSGXdKQEY6sml7FzourYWmLWGHEm6kcK6UwIwVFZ/Q7e8e8T9xB8ziL+GJj6NBAAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDElEQVRYhe2WP2jbUBDGfyohhYY4JjZ4iTfjDCkkWALvBY0ZsgWqKdiTwXROsYaazunSqauHbIFCFm/JVBGrOKahSZwtHpoiG5qCjafXwbVs+U+sVyIvzQeCu3vHu+/d6d47+N+h9AXDssUkh1JaVSbZHwsLw4qppTyL7ypfg4w9TuDz/U8AqtcNIPjTAzwbNVSvG2wl14KOO5lAw+l4SEz7Lx4TnhI4reYg7ZYtoqsRDMsW8yjFRBiWLV5/qQSeBV8oH5iifGA+SMaPzygWZrsMoO3sUoapAbSdXSpHhzJbjnfBQ6gcHRJLxIkl4gBjsmxwaQLrmxuEl0JjciwRJ7wUYn1zIzgCHWWR0EqU0EqUu5tbrs4vXPnu5tZd6yiLwRAAuP/lcHZ6gp7JuzqAnslzdnri6oERqNbq6Jk8kZfb6Jk8V+cXAK5erdWlCfjugma7S+TFcwDUVzqAmwm15vWTgVQGmu0uOC3KpuGxl00DnJZ0cN8ECrms2NsvKgDH9TDH9TDdb9/dr28D2NsvKoVc1vdlJHUR9Tb/IX6/ectlNOk+Wg2nzfKH9xQ/fgruzSjksmLWyfz4PGGuMCxbzBpqpNrwX2BqKc9kNUpKqgtkUUqrCpYttpJr8DeoqaU803bgGSilVWV40O1P3nMj0Me0aTvQEkCv5tHVCDCYuudKAHrT9jCEeLqrBvgD/H/dpmpgob8AAAAASUVORK5CYII=) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+ElEQVRYhe2WMWjbQBSGP5WSQkMdEwu8xJtxhhQSbEH2gscO2TJoCvZkMJ1TrKGmc7p06pohW6CQRVuyiVhFMQ1N7GzRkBTZ0BRsPF2HNFfbkl0pRGkHfyC49/S499/T6e7BjH+MMmzoli2CgnbXC0qQ/yF4Ou4wtPyI/a7xJa7cwQI+33wHwGm5QLyrB3gS5HRaLmu5pTjzThbgen0pQl1MTdwXD4XvE3jdjiy7btlCiFjzh8fcMYS5Y0xVEyZmHF8FpqFtbGLCxATaxiaN/b0oUwZvwkk09vdIZzOksxkA3zhq8sgClldXSM4nfON0NkNyPsHy6kp8AvrKHIkFlcSCyvXFJecnp3J8fXEp3/WVuXgEANz88Dg+OqRYqkoboFiqcnx0KO3YBDjNNsVSldTL1xRLVc5PTgGk7TTbkQWE/gs6vQGp588AKLwqAshKFJqjcVGIVIFObwBeF9PQR/ymoYPXjZw8tIBapSy2tusKwEE7yUE7yeDrN/nc+QC2tutKrVIOfRhFOohuJ78SP9+85UzNyUvL9Xq8+PCe+sdP8d2ctUpZ/G1lYWJmPCq6ZYvhfmLchoib8D4YWh5+JzW0vK/HjFXA7npBwbLFWm4Jp+XKfnOYSAfRfZnWY8ZaAd2yhbqYAv70mo8qAG57zGH+mx5zxh2/AKJs0jxk2G5sAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur245860 0.93333333333333s linear infinite forwards;
}
