@keyframes rwdcur58089 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJUlEQVRYhdWXS2hUVxjHf+fOzY1JrI84DkMek4uPkIFoHjLqogsjEQQFX5itqa6qtVAQXYgLER/oQgX3QUFoVm1ooF1MDYii0bRWDWgtjYm106DDpGPIJM7jfi4mVwbJ6Nw7xuB/cy7n3PN9P/73PL4LDhUWMcMiZm6fSKjVaRxbymlyoA9os/uC9DQaxL1JFkar1fZepwCaw+Tvqu8JW7pK+WefQdyb5533yo0DkHWBID0HYxnfxZdWoNISpVVokxcm9OVd7UoNFxqzYAcAcgK3AW0GcW85Y4kVntvXl2ijsXFr/obJdGqZEyccAeRC1HJvo8bU17qaGkqw9NmELJiq9TzyrdQGapzEcwxgq5KH1njGN08jYwXU979+oY3FIpl6f8KqWAV510zxAGERs45+f8rSDvwl633lWuzWhFq/qNZz5wfTc/92XG/4tlru1RQK4eoTpMQw+lM7mpXu98etwFJ7rMLzf2JJ5o/nEdXUXWg83SkAQES1PFtb+tMOy5ra97e2rVPwJBUZYw1new1P8LSgHbVhPxTL0TbMVVjEDNLTWMbzhklqHttttdreGxYxC92KrhfhTAmqOBnJNzZrismlQyKhVpFQp5v5rh2wtZjLg8ALYNTNfFeL8B15gdVApZvJRTsAmGQdMOcKYBjwTbdzAhAFHky3cwLgJ+uA/5MChEXMf+XHrbl9IqFWu2SbtcvITg6QkMXzx9jjtfsjHK2a6b2PCmAHbaB39Wi69oSdeIw93gU83BWkp5HpiqkQCFcO1NHvf8rG7uaSqzcAqjiZBhB07Snt3QpLz4X46AAAWuq/V/ZzlG/8w+kvW/pe7+9o5sxAgLu7yZZtffB+F1wBjLButL7k5pH7fNcxyN5jACOZFR1N+rUnk6zsGmGdfSy/Ld/zQTg+ituVGg6LmEkWRls4NWBRNvQbh88FSg09ml5eWcLQjOdBvhuyqHqgiSsbyvnzK4uyof7k3p2GSv2SLKk7kpvwQ7WBawDI7vsEm86PW/XlABlt0fFHbBv8pPWASGizSOjnl3K5c9b/jPIAtJI9il8odff3YuMVA/F56g0XaEdfMZJWFwAAAABJRU5ErkJggg==) 17 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhcWXTWhcVRTHf+/emZgmIV8MaZKOySSGNKYhi+AQFREGs2gx6kIpLqSCLuJCiwguirgIJTsXQhtciBTtIpgaiBUE6VQ3FSqRVjIlE9rRzjSTMBmmTr4mEzJv3nGTkXEW5r3XGM/mwfv4/3/n3HvPvQ8OIESCQweh49o8Vrz+wULh2uv/C8Af1g/vzxUiSz/uJr+bzueqnX6vHsV8WWZHTUuNFdGqKOr5Lk/i7KEBhEUCWvIt9/VI34bVpAI6kjyqY1thkYBbTUexLLOjN2Qrt2p98fVSceZ8xvpsamYnJ7fNyFknEK4rUMW6D2DNCjSnrd4aweAJHY236ciWEx3Djfk9ufn0KgPXe6xvvlcGtw3DWNFs+rxkT/xaOPNynd59e131/DZiGPH9tGxXoFTWsEjgAcErPdaVhZQ10LEmHUd9XEw18WVm3eptbFO/p3NWrd+OuW2AcnMAQZlF1TTerOIpn1pYAtIAx9QnD2pU/lzabLhoN7F9Acom1E9lt0NRXrmglefz8ndX+Ohah3px9vSRWrv++wPYLWWWN33wD2BbYWsSVlQhVHZliMnX8vgX73HqkklVsPSNXXCPE9pKc4B1BjCpzgjKdKgF2JyEFdmEyp81EDUbWewDy7MHZzt72wD/JqrZePwOb0wM8elXlXB2wlUjKkVY5L5mt26AqQ81+cZbvDPrJHt4xM0ICIEy1+hbLFKz5tTcNUD5UjOwPDWkfJpNnxstx0OwZ+4HeJJvG4+Q7MvjX2xnwgfMG8bcLSd6jipQlvllgC06WgDamVgpSJfnRuHy6HQ+1+xE02kfKEVIU/w5RX99L2PvAfzJS61t3uPjIne9wMf/KUAnv7S2czWWKJ4CDRneHawyNnYemtH5p7yTz4kE/YYxl7Sj5XoV7NBZ7dPxdGkPWC0OdqWsYz1ZebY+xgW/XR3H5wGABMOeed7qriXa4iV7AiCtg2f69c24NtRkguGU3U3JTQX8AIJhAWSt/uZI4YWxbutqOE9D9Zp0muy1ZDsQbgCSwJSFfnWb45cK8lj3ptQNesn5W/Xd80n1zDgOWrJTgNKhxATYpSFTZ6S2O3UsXasS2wXqM+Xmdjqj7VUwYhjxsMjf23FJfMWablVSOPdQhmdixsk7TsxdReW4igSHRIInl2V2NCwSOLQfk0qIQzc9qPgL1T53OBXAHV0AAAAASUVORK5CYII=) 17 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
}
div.testarea{
animation:rwdcur58089 1s linear infinite forwards;
}
