@keyframes rwdcur69425 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3UlEQVRYhe3Xz48bRRrG8U+XO53GY4bJ8HORELDLCYnLckfiwm0XCf7NlXZzQHvMZU8gOCEkFAl2A0Eom5DBcZp2u6ZqDy57OjP2KKPlBiW9aru7/b7feuutp17zWx/V//PjnPGd4Ptyo8breEmqntLzlQHyvwWfC+4JfhGsBKl4qtBIWsnLkj9L1RvSrwKQvxN8KrijtlDr1Aa1U0EWtt4mokbUig5Fr4k+Fvdl5KkA8i3BV2r3NRYaS42V1qla0iBIApKJQW1wzaDRe9bgFYMPxOrNi9m4FCBn3FS7rfZQ67HW0lTUWpnKWrkArC2qRJVe0Gl0Wp2Zzit6fxGrc0tSXxr872q3NR5odaaWZlZmTh3KprIpmpGfiEGlk3SSuaSWBBmf6PMPYvXqGcReALcEtzXulzksHRocSQ5lhzhkJ0Av62RzWWNZ6oTkR8ktKeezXbITIN8R3NQ40ejM/OJIdCQ5lh2X4Ic4QFv8pC0Aj9DK6nI36US16K7oG6m8vycD/xI8VOu0BjPRYQn+Ao7x/J4MDAWg3d7LomQQ9ZY6j9S+EPcC5LuCv6k90uhNDWaSozLzY7xYrucB0ghgvCRdWZLGUJbkgZAzVbUrA19jIRjKVkumslkJeANHxcYAYQSwgenxTMlGI2vkUg/DWbiLAPcEvdpKLWllbQk0xeyctecAxpnYPNtkKAhFtGIRrp0Ac0RBUsvqkZPNbNqR83br3HZdN983th7rqk9byS7j7IXN6AWnlL0bCsTY6fjzeR9pp1XlGiSTogx7M5CLXXS6L0Asz+LIhgsWDCaia5J2XYC7AVrJxFrdq2JZxNJZlW8qPTkvQnQje4xepTcpANdFx5dl4DlcEwVR9UTAjdPFKPguEVo8YZWFSmei1xgciN69DOAPkm8lc4OgV+lkCxe33EZwNjUwBjjBQ8xVFoJOrdcWPX39MoD3JF+KTgyWeqcjXV+PTfDdB9Ea4Gf8pHKiMnfNwnW9mcFbT/YGFwCqivwPyYlBr7MqArLeFeMg44xMsCrPujLzE8GJ2tx1Cwd6L4nee5rj+EPRA0Gvl809RhSl7Uk3dbb+Gx9nUrxO+9zEXGvuQO/Y4P2LndFOgKoi3xXd1GO9I5ZPLMmmETkPsK6DoDex8IyFA51jnXcM1R+v2hHdFfxT7UdNOZwaK4040nalKV1rRyyd4rodO9C7ofcnsfpoqxdPD8CoLfuP2qMLzehZt7NRuro0pQeiGwZvi9X7+zvjq3XFnwn+K+hKO74azb6iHF/Js5IXJX/d3w1fGWALkvGD4I513T8sGQh4XvKWK/0x+X38Pv4HcGDj7sB4ZY8AAAAASUVORK5CYII=) 15 13, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfElEQVRYhe3XS29kRxUH8N+tvtO+7uk4tqUEJB4KD/HaIiJWSGyQYE2+YVZIPFZkPsAgIKxYjUAkQgmgCZkkdrvn+vq6uorFrb6+07YHG1hS0lF133qcf/3PqXNOVf6DljMITgSn5eMBjiSkqrr7XveYWhS/K/hArRVcCiIyaswlC8lXRN+9G5A7AcgZj9Q+FJyonav1alFtI4AgqUV7ooXoNdG3RW++HEj9b5X/U/C22lO1U3Pn5nqN3lxSy4KMShREc709vZXep3r/0OckVUG6NwP5N4I/mntm7kyj0+gtXGokc8mcwgCxgOjMdBqthc6xzpf13hKrB9dB3MhAznhH7V21TzSeW+gsXFjaWEoaWcMOAHpJJ2kljUtrG8EGPyN3YtW8COJmE7yj9sTcJxprC+cOXDqQLCVL2YJbAGRtkZWsdlbGK/yCnPVTn7gGID8W/KGc/MzShQOXDm0cyEW8AOABEi7RoZOtJPW4fyuZ4W+SR1IBex1Afir4ublnk5NHhzYOZcdF+QFeuYWBDmeYy2pJQHIxxAe16H0pP5Wqzw+mGAHkjLfVnpkXmy9FBxPlxzgqAJY7ANIEwJaVIT4k0UZ0qdfqneg9FsuaCQO/FXykdlYAXFpOaD8syg/vAKCesJJkvaQXdXqdtc5HYv5Uqo6lKwDvCVZq5xpRY2MpW05on8ptAHZNco6FrJE0LjTOza10ngyTwkj/x2qt2oW5Tblmg7cvis2XE1ncUR4y7tXYqHVFz98H3QMDHwguBK3aRi2by+blRM1LZEt3mvTzGyWXfTdqveCzgYEBwIeGS5SEMjGUsbvIVvGW0dvnZUEqCex8YGBrr+mv/6bde5eBgS+UpUFSFcmjY71Mtqd/2dw09pVUsib702v4huRBGQwlqVR6WY/eNsIZ/99k+zgZ35XtntFMNJe8OqGsqnAkWurN9IJOpWWUs9Kvi2y/dzv9rjxHq9KpdGZ6jeih6Iu7geirko9FnU7SyWWTIanMsWcaYIYTT5nYBqI1VhOwa5VW0NnT2dd7RfKdqQ/ADyV/FT3X6bWoxXJtjDdjqnzXFLsAPsNKZa2yVmvt6Sz1PidWxzsMVBX5d6JTvaR1JjgvCrZlVx6zXl8ovikUr3GKE5WTEl9XJb11jkQ/uKoJXsiG1fel/GvRRicLKkFbBjfF2/PolM3ELAkXE19YqaxKBXli39pC61Dna2L1+i0AwI9FHSWVDm3w/2RTTjn4xzYXbNvg8VVx1u3J9608tHak84bej65qgRsBVBU5i36p8974eaC4L+wMCWYbZq/GqwJgpjWz1liPyr+k91Nxt0K+sSQbQfxK5/0SHzaSLKq0NiOA7fo0xo5ZKUr3tR5qx5O/dV35rQBeAPEIf5LMRM/1Oo0LrTQmGGP0nOntldp5qXOk93XRT25Wzl0fJr8XPFGPBUtXHiepAAhjkR41eq+KXhd9U6zevPk9cC8AlJrhseAvaqfC+DTLmLl6lh1JviH63v/waXYNyDPBn0ufDBXga5Jv4eB+j9P/t38BCuRhu0tHsfcAAAAASUVORK5CYII=) 15 13, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur69425 0.33333333333333s linear infinite forwards;
}
