@keyframes rwdcur187781 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC70lEQVRYhe2WT0hUURTGf89RaRIUU0OzlEAjhMSwZmkmSklSNGQtIwwpnBAyw2ghIoJkujIIiSJsZzgLDRcJJSLa0KDgHwQTUfzXGImjM2M6z9divA/f6DSjjAjht3v3nXu/73z33HuuhB9EXjIo/mIA7F0WKZA4b4TsZVIwoap+cD1JAZicdwHQoz8NwKnapwC4F35rJobGHQPgSEoyAGO3SoDdOxG6B9EBIzc3SrN9nZ1L28SpA2eTIhSAe/knAXh7rUwTOFf/5p9kWzMXxE1NVZqY4uLKbUKC7kBubpQiiLOz6gGPCaurDvosVUKIIkSoSkS1J5Td9yjb3OOk0ocAdFgW/O6tIM+70syyzUr40RhCdHrc7nUyzucwMTFIaGg47Z/MFBWl09m5JO1LDSQbapgeeIFrcQiQSDiRQnrGZVLPXMRmm0SWzSwuuj2Jisy9q12+c9ezWEYMAPmGOAV8OyGyf9Rwk8j4WBIzwpjpr2T5Zy/H4ww4Vpb41tdGYmIq2Vkv6e4ZwWhMU4LuwMa6A9e6C7fuHFJCAzrnE9ZcvwgPC2d4qIfZ6TFCdDo1XhUgMhfVbp9yiEw1p0N8+6wJKYTllWhu53/gx1w+5YXNyLKZx6UWYmLi2djQXqxBd+D1Mz2fv9dzI+c9EfpK5merARgYHuTPygxh+li6e6zIsjkwAaObTrzrmFYAsn3UhCgqWTaTd6EEp70Epx3AQ9T1pU1dU5AHJGA3aGysxWSq0BDsRCpiNQLEufeFUT81YZOdmEwVqgh/QrPWouliOXgOWK0OqbDwudLSUqNm5y1EjGetRVPdO4XV6pAkcQ+kfnwFBN7VRO8QNSG6qE120to6wvj4VdrbFzVzCgqisbeiksM+nAKr1SEZjWkKQF1dkuZfefmUGiPGtvWC3fZz7y76td9zn3RYFqTMzAjNod9KLLCv74GdCL2xp3fcTvBVE/666IG/CYO2Bf7uCV9O/D8OCPjqHb5w4A4c4hCH+Av+A09/n2itBQAAAABJRU5ErkJggg==) 3 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC70lEQVRYhe2WXUiTURjHf6/Oz1FqIijZREgIgwgMMQjrYkiiFA6VIChyIYWDPsSSEiz6sqwIMiQLjSAyDIUSduNFQywQhtCFCWXgCG0uFT9mNvb6dqHn1Xe6pjIRwv/dzp7z/v/P/3nOeY5EAGw9mKkEigGYsHVLK4nzRchaNgUTquozRwwKwMDP3wB0RaUCsKPmEgBe16hmoy5hGwCRO1MA+FpYBqzeCd0aRK8YRmOMpnwdHeNLxKkLuwx6BeBUbjIAjXnlmsChB8//SbY4c0Hc0HBdE1NaWr1ESNAdMBpjFEF88lox+qgpJGmWOUGqEEWIUJWIbk8qPz2nbL7GhnNnAbB2uwLWVpAXV5awb7cNQ1I/723Hid0yAiiEhscSEhrB4/OTmM176OgYl9alBy6bL5KX/RrnyHaSE7/TbC0FwvHOjPCr/w2yHM/YmBcASWTu2+2S5QIAh/bGAwunw58TIvsT1cfofJkIwOxsKCEhMjllM0RHenB+ecpQbz3emRE+dn/GZEoPfg9ER04xMJhGUoKD8LA/eOUIRl2TOJ0PGf32AkWeITQ8Ro1XBYjMRbdPONwiU83pEL/9OaHTebjXdB+zqRa3J5WUuJu03H3F0bx36KRp3F6FqLBZNT7oN2F9pZ6e3iyetd7myqNGZLkNgKwDhaSl55C1v4DOri51PWAJ+uadaLL+UGChJ3IzEzROiKaS5Taa7xQAKcAgsjz3naqqEvWbgnxFAlaDuroaLJZKDcFypCJWI0Cce3/oC9ATw/I0FkulKiKQ0GxPHDYmg+eA3e6WioquKi0tt9TsfIWI9WxPHDc+ObDb3ZJ6D6S9fQKsfKqJ2eF7TwzL07S29tLff5j29jHNnvz8OCZaUclhHWaB3e6WTKZ0BaC21qD5r6LCocaItSWzYLXz3HeKfuiZu0+s3S4pI0OvGceLiQXW9T2wHKEv1vSOWw7+eiLQFN3wN2HQShDonvDnxP/jgIC/2eEPG+7AJjaxib8IoUs/uCVeQgAAAABJRU5ErkJggg==) 3 2, auto;}
}
div.testarea{
animation:rwdcur187781 4s linear infinite forwards;
}
