@keyframes rwdcur228827 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJklEQVRoge2aPU/jWBSGX/C1nW8rJGMkcMGiVPyA0Wqq7A/YDpg29dAk2jLSSLNSymjSMHW2nBHF/IIBUawot6JCaIQyaMkYjHEcJ7aTbBE7csB2HMeBZt8mxf049+O5555znRUsSc1a+T2AtwD2StXG+bLsrETdYbNWzgPYX89xeyxL74iSctTV+p9L1cZp1LaAiCfQrJXzLEPeEELqm3y2wKUT+P7jJ1St/6mr9esAWqVqQ4/S5mqUnQHYJ4TUtwVeWONSYGiCrc1XyGfTuwA+AhAithfNDjix4dKJ4hqXAiHUpFxRNUgPansZOC08gcfY8DnOtV5fN5aCUxQITWHjpWXhFHoHZmHjpahxCjWBoNh4KUqcwiIUCBsvRYkTCdkubxhmQXrooNPtuVbIpOKIswzu5A4Mc+BaR1E1HkABQCzkOEJPQNQN87z1751bGQNA+EXgY4RQuG5L6HR7bQCiR18XANxXIYDCTuALgBOPsgKAuvVr6wjAoUf9HoBWyHHMnoDtbQDkMV7FL6VqQ4THijZrZQB4fCBvggR0PrY85XuIbW+TTMQqDE0+ADgAwM8ayALiARwwNPmQTMQqLEPeWJPy1CwvNPE2fC4T3TBniM9lsC3wAiGkjvGOeMoVoUeXVCEZZz29zTJEE4JknI1t8tmCrHT3LCxdcXqyA05suHSiyOe4QDds1CKEAp/jwKUTRT+c3BBa6JKKWmtcyhenCUJu2LzEyj8WIZQvTgSYim0qXDrhF9swAApWJ14qWPWcWm/WyjsBxuvWdoITgGJH6wumabaatfLfpWpDtHdgnxBS2RZ4IRln/QwIGF9SfoEXg6exzS6AYoAJuLWdaI1LgWVo4bLVrvd18yOATyvNWvn9eo77bVZIrKgaHjpagDGMFSQW8mubTsZdy0xzgDu5A1npntzcyscEwFuWpfNcOgGK8r4W4iwz15mgKQoUtQouncBwNJprAjTlbcfus6cbOwB4AmBPlJQDrae/29p8BZahXRveyR1ct6XAg9jgs7BfJbTefKH+Bp+F1znUDdPOJY4AHJJStXHerJU/A8DNrbybzSR5t+0zzIEdVR4BuPGxvw5g1zAH/HA0gtbT0en2TgAcBxj7pK1boZ3NqVrfzubOCQCUqo3TZq3cutL6AoBfGZrwDE2wsvIkYRMBHPoFZpa3KWI6ZjouVRt/zhq9R1uMRiPohgnpQW1fXYtnAOqlauMSmL7IWgAqoqQcff/xE7phzrL3bLKxESXlCEAFjvB7cpFZOellEJyeUy7YXDrLn7idUrVx2tX69atr8Ux6UNt93cBoTi8ShUajEfq6McGmq/Xrbi8YXn7zxXHyw8Yp13DaDScrAX8W3SsqBsOhJzZO+aaUj7xTAQsm4AHUA3AhySokWb2Aw9t4KUhS38J4C2NYMAFfhq2ZE7BxWnhoARTGVqhnFSt38DoT84bTPSzwtBj2XWgf4xcKN80bTl9gjE2oXQ79tMjQZIfPZUAT9y4yqThoisIGn4UV2zzZsXtFhSSrwEs8LdI0uchmUkIyzsb8wmy3qNKObQbDYdvyNqE9W9jX6S+maf5x2Wq37uTO3I2DXlJBFCpr//rtrPt78fWtYZgKoajkYDDcYhkaq6uz10NRNYj3SltWun9Zl9Q/X7+dzZeyORTFN7J3yUTMzqc9cbKxubmV7ZC4MuuSCqIovpEFwilKbJxa+OEnCE5RY+NU1F/qp3CiqNWlYONU1F/qp3BaFjZO/f9nDy89199t/gN/WQ+ngAEU8wAAAABJRU5ErkJggg==) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur228827 1.3333333333333s linear infinite forwards;
}
