@keyframes rwdcur194800 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGo0lEQVRYhe2WXUxb9xnGn/Phj+MDtjHE2CQQwqdDCF8lBlJKEgptkkaZWk2qsl3tYruJomyqpt1tmppou4k2qdJ21WmT2kWj3ZZW0ap1GS0UEooIkBSobb7BxhjzYexj+3z+zy4qMgpuEli73ey5Ojr/5/0/v/O+OtIL/A/EWyjL1jP73wgsKc/NA9GrJEFqJrLaImnazSTUrm8MoPKo1WxmUJFKqCc1wjYhRbyaRlcQ3cxacrJTqcjiL7a8XwtASU0uzUhUmS4qDbqiNOkC3ZymDB5Fz7LrtAGskQWtKnih/UXMzc2MRaOLY/8xQHGF28UkN+rMZs5L4noLdKpB1i1OzWiCyWIBy7KgZRkAoEgiOs+eR31jE/p6PxyKJ7TUvgEqS601+TS5Gk6KbQaTo0RjeZrlTKAoClBVEEJACIGiKNB1HURV0Hn2PDrOXsDnE2NYXYv2b79vTwB5Nsr1LZf4hreQa/tr0I5xwQaKor4IB8AwDDRNAyEEPKMgh0mr5bXNbHPrc0gLScxO+Zc1aIP7Bqgvsna8Umtuc9o4FOYDv/OpGNmwwEBEGPW0oOrilEZEX1pKj3M27mF7Ifm+jZm74HvvBlTncSwE5x4CmNk3gKfYdvSwiwfPmRAX18QCQ7jbpxnvyTp8cSg+QWPn/ONRAQCaW+00bzVdya5oQWHID//mKsLLwUEhJpF9A5gpxUhDx8DsWuDmouln/UG9KzAaJJm8eRxV4M7N86TjywhH15Gy1RGN9vXv9O0JQIeGofm1hT9E7Je7bk/eeZzXpqU9WbmHC+gDDSh2VGL24fSUBnX4qQFq6xz2Awy8nCIUWW08uBwrVEXIeitsudr1t8eHA8BBi6GMMZro2IP3kXSeQEJMDk+OzK48FUDbCf5kR576enM+e9pmtNDZWRxGo8mxWxuOHz3py7fkNKFeMVmRdbQdSlYFVvr67mXy7QI41e60Hofy+rkjhnbeREOVZQwtxsf+rh263HXb17vle/5iYxVJxstCK4nhwGfh4PY7jpTZWBtvruCdhyFvrGNucjwlCKsDmQDonS/0dLruSMultlXrMTAMi6BAlm9O47W3//Lv8DPnKjzPJMbfeZkKvFfNxN4sPe52bL8j10gV51mtVRvBaUQTCjYlccLIGyeeCsDG5zSePNXJmqsvIMxXoW9F/+MHw8KH2z0cSFmpMV1VageKDGIrUbSC7ecNbua0KRVxxkSCsjPfRiQ8PTj4z0khE8CuEbjzS5rU9CaSgR7oKo3ZFLNrdrKJH727au12xpPNAdjfIgY9sHXW2VLgfeGgdFWTUhDvv4M74RgWFnwZ57+rA00nuAKno8CrLI2jsr4VMJqFOMv4dhbdufUguHSw/NLnno6mqLviyvxnURkAXmovafheObmRTWnVsqqBo2TMDX3Qq8iJ7q8C+FIHWI2q8T7bWZRlkpBgaASXQ1ObKuYyFf7jT/dXADz6rV5qdbc/y8d+vhFTqxfSsrAuYtWfoLqnZP1X4xORpacC4LmcFpLaoH0fvQ13ZSMWgvOBvp5oxtlt16XzZR0lZO3yuyH+JwrFxogsIy1KsZnJta8M3gXwTIOVdrtLvUdcOdDaX0VcBqbn13a1f6d++Nr51udiIzdGFjQ1RVHDvvtz4pNqMgJoilZSdNjT4B8bgRochinbgXWdHQe0jIXf+cEZVzWXulAjPPgxxGRFWlIeKpK65/3iUQFL6AazIjhz1Q0caGyFb3pa0O18AJDg9eZamE2huLzY5XG586tpGOpdZLOmLj1fEl6JQSUUEooxLkqqvG8AC2drqjl1EYsTvYjOLiHkHxVcDF7+7umCKyYjXyPy+WWbotEej+ZAZ80YTiUxo0VQY9IgaRRmFf5uaDK6P4DKcpPxUGG59/lzF8G98io+7evBuz3jroiY9dOUSkPXdSiKAlWVkJVah9lsBk3TGJQOYVMQwVpN3auOgjeB6F7zvwCgNK3Cc7SuhuM49H3Sg+vXrmMmmADDMF8yq6qKZDKJzVgMhFJnzFbj4MyhY5/ke0puj/zy9wt7Tt8CoAnjPVbbaP34449w/do1zM7NP9rzNE2DLEtQZCmmqOJoXr5loKi2qt92wDb059/eWsaQH0Dv4zKeDJCd5WgJhcL49Ru/wWIwBFVVocgSAdQATakDOsg9hjXcpY1qwD8Rkf0TkX0H7hRV6DZY7ZacHmLKrVuOhFdAlFFQWr/ZbB4AMBpaiu1aIr5OUU4HVcbAcDWlkBGG0e9SlB5Y2yAZ97z/65vQvwDzfw8vVgmh8QAAAABJRU5ErkJggg==) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur194800 1.6s linear infinite forwards;
}
