@keyframes rwdcur76926 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEn0lEQVRYhb3XTYxdYxgH8N+9Mx01vajR1hCmVfXVIr5CNCGpj3RREqJFLBAiISG5CxYWJDasJFdKdENSG3ZEWbUECdIEaYjqSFNUtel0jBp63RnTeyye585c18y0lfImJ3PuOe95/v/n6/+8A8UAxQ0UNRb5f1aBYh5FCcVKnIFx3MjpqFf5/T8EB5ejDD9hFHPwM/txZy3f/Vfg0JsESgexGQtxGF/ziuOfjqLzwTrmlWpciEWb+PBElPLlELZO/Tzu4C2oMpZi+a081MCfIvm7Z/7wuIFDdxJYCLewosrX0xj4t5H4G/jpeJIVuAI7qtS7sQ3LMIKJGl3rOVxgV5uhWjTKfDSwp8rE0YAPiKhejVU8gdtwCjZiexlfJoldIvJLHmPd0jZLl+Nd9onC7cP5R+v5VUliFfdlEL7HAdF4RwxtAddhbj5Yw5V5++UMUZgEvx2D2E6pRj8uFt/8js+qMxFIDehHz3N8t1jErLWSxA5TWtFEoxpdPLkGsLsDoxb5H6lGJGYUm7NEmJc8yYqd+KPt5dt8jstwqdCL8noO93UYmQZ8Ps7ExTV6ZiPQ23bf/zQLJ7AXw5iH9/hYGBnYyG8lYb1tlWqc3ALKdRB7sKsayj9jCipCoJaIYunGVZ/yzI84rWP/sKgq+ffXAL9QpLGJbdUsus41bQRyEH0hOmM4STSu5a46utr2FqiLOQLP0FWL25aUl80i68cycLZhz/2cvVC4NS5iei6uwaNcUqVZjf1DomWXomem4TYjgWpgDIvU9qUXZVSex5t4J6+HcH18dkUb0JAQt+2ii6fVjiNFYG9ePUIB56/jm6ZQt6bojt0iZ6tD3U7Ob/tE6sbzd29HQSKKa7bVkwYasJZNRT7oyoddOCc9ORX38otolPEOW81pnh2RwORay6bW/YiI6VuR+u7boiWNJ+OHObQh6rJiSkR3V6exO6sUZz4X3cO+78XIPCEtvsazifcDFq/h8Tk4SeSgO4yXarF9PGvq2AjABMW4aLWSqPpNMdUWJ4FyOj98B08vaHM5AWbFmPXlGMVB0QZlUWgbeSwBe0X9VYTgbMHOR/i1mfvnJMBsJGbsgoLiNxwSXh8O8HNEdS8WNSd5fSSGU9/LXPBnkFc3KVRFjZtyIh6ZQJEjtSnKGTZwnhgkF6TXX2UkWhnqycursceBJN/A2jj3/kMR/xGaom2eH8rrdR4R47NfnE/2C6Gpi6aoi7qbK4ZNAx5g8IR80ciXXR2Yf/tRTHOAfIGb0/Oh9GAk7fVmkMqJMZIEJ8QpCzzKYFeHzfaamExBJ/jY1MYdQpIrCTySIKMi/wsyAq3frUjAwReZ80e+qOeH7VilTvCWzG5gNbZUadai8JabCnt/WwTmJrF6mpibpOuiPgbQ8wCDrXD1CgUtUSp1er4fb8Rx7pMqQylGrfPBqOnn+vy8mklyPJ1t5vMKKnfz4ZgQswUtEp3er+dBkfMPxCRreb8MF2ErdgoNaOSno23OndlGrCyEsaWCy2/mpR6hmAt0tOH6aLVv8X6GcGXu6RPn0or4x6KShCZMhb6Z+9pXU5wvJZHezTzVGmhj+AtxgGEo8qaduQAAAABJRU5ErkJggg==) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur76926 0.4s linear infinite forwards;
}
