@keyframes rwdcur232639 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6klEQVRYhb2WXWwUVRTHf4utNQU2abrsMJ0FtgURhKV2UoLwYEyFtrE1lgAvNLKQGEkaNSaSCmyM8tAIJD5IYnngpQTDa9FQINVXKEqzCItQtgVp2GGy2900AoKyD+PD9t7e2Q9o0XiSSe7Huef/P/fcc+Z4yBPHcRwx9ng8nvz9/1rmFFv8H3CllD3HGXFD/5alAyVu4FkSDnerRJ4FIj7X+pQN5jh5AiCeQbE9gL6+Q0JHNawCOYDT3Lyd5ubtBaT27z8kJ3MgF3PxiXmxdUFOrCkkVKNOONxNONyNrgcYHDwJ0+GSerFYFJh6A4pzqPP8dYpcu2lupLV1U8HYsjIF5wS4uleWn2qO4zjCuyJp6LS0dEpiO3d+JgEBfD6/SzkWixIOd2PbCRob6wHQtBrOnfsRn89Pc/P22WdBOp2ipaUTQBoVXom5ZWUwjGoMY5PrrKbVyLGuB7DtRGEqPesGTHMjoZCJYVTPljuaVsPAwFl0PSDXiqZhkdhLaW3dhGFUu7wRsuLvJ08FTybvucBjsWghAY8i+bxESgljqvH2h3+WBAekfi4007c3q0KkslfBhSzLZmdsy7YT+Hz+56uEyeQ9Vyolk/dI3E3M+LxlZaQzsyYggG074SLz68pX8Pv9rhvJqwVSRAh0PcALs8D+UtOWMH++l3h8FADHKSceH+Xhw/s0NJiMVrzkehtebyWWleHBg8d4vZUuY15vJfH46FP/aK5UCIe7uTA0wMFPLwGw9+u1bFjfBkzfxu93rgC4dACpJzy3rIw8U4qAc/3MPvTVjQBULd4i/oBcGBoAYNvWHVhWBtMMARCNxmi7nyby288uQ7XBelfBUsWyMkUrodPT1VGwaNsJdD0gDYpqB9MpFlgU4PO6WkYqXpQATytYhlFd+hH2n75RsBaLRaU3ohip+Q2woaoKTatB02pmVC1nlAXXz+xjcPAkoZAp18RrV1/6WHk5qVSKtgd/uHTyxbIy8iv5BkQYuva+R9XiLby8fBUAurFUKtnWLbZt3eE6KCriWHm5DEUpEvAcPaFt3ZIk8sEF8LJslmXZrItAqZpQKgSeSO8phkZseg+eAHKvWSVRu3hF0YMq6Gs3bsqxeA+2nZBf0Z/RlDjtTetYv0JnaMQGclVrw/o2aoP1Mq9Vr3p6cmk6PHyFb365xMXLl+WeiLewA7m+Qr0BtXt1jvX1c3hP07Txrg6OHz/sOqga//Cj3XLc2FjP0qY3uZ2yXSRVzyHXPfl8fsqYahQtK8PyuXE2t6/k0cI1nL8Kkd6vaG9aR6T3FJBLw1DIlA2l2oJduHjblXZvvLrGRVR0QKqk0yk8TP3n0+kUoZDJ8rlxCSjkWF8/AEePfOtKRSEqsBqWv27GGH2SLSArbrFiXl2OgGlulApKG+1EDhwhuGQRAHfG7wJw9vsf8Pn8RXsD4aEapop5dQV6VVULAJicnMATOXDE2fxOGx+8v5to9CcBLsTp3PUJAMFgHXt2GdjXhtFXN/JWx9ECw0IWLloHgLZAL9hLTtiueVnnWpvzV68WAwfg9q1H1C2tpHOtDRiMj03Qf/oEW16fx+lrfpdHxQABAvoSABL2uNRJTtg0mBqenq4O5/rjIMFgHT1ffKyScN5+N8Lk5AQAZ75rwb42DMD42ATRkTTnrVXSoAARQKU8BmgwNRnafwBkdEz/LEPDHgAAAABJRU5ErkJggg==) 5 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4klEQVRYhb2WXWxURRTHf4utNQWaNF32crsLbAsiCEvtTQnCgzEVCrE1lgAvNNKSGEkaNSYSvjZGeWgEEh8ksTzw0gbltWgoxMZXKEqzCItQtgVp2MvNbnfTCAjKPowP25nO3Q9oq/EkNzt75sz5/+ecOWfGQ44IIYQcezweT+78fy1zCin/B1wlJbNYIyP0b1kKKBKB50l7+z6dyPNA5OfST/pgjsgRAHkMCs0B9PQclTZKl2MjANHUtJOmpp15pA4dOqr+lIA750IIPB6P+tX1+rw2Fjk60dGxX63r7T0GU+lS4NFoJBsB6Uh+uWC6vkAosayNuSr8/qq8Xevgtp1WE3kHSQghtAjkzoumpp38+ON3AHR07FdgXV3ZnIbDxxRINBohFLJwnDgNDXUAGEY1vb29eL0+YBZVkEol2by5DUA5zSVj22n8/ir8/k2utYZRrcamGcBx4jOPgGVtJBSyCoX5uWIY1fT3n8c0A0pXsAy1nOfJli2b8PurXLuRsuLvp88ETyTuu8Cj0Ug+AY8mubxkSUlnuvOWR38WBQeUfTY1U9GbUSPS2evgUpZlMtP25ThxvF7f7DphInHfVUqJxH3i9+LTXm/babWZGROQwI4Td5H5deUr+Hw+V0R0krrIFJhmgBdmgP2FYSxh/vwKYrERAIQoJRYb4dGjB9TXW4yUveQ6GxUV5dh2mocPn1BRUe5yVlFRTiw28swbzVUK7e37uDjYz5FPLwNw4Ku1bFjfDExF4/e7VwFcNoCy0/uEXFOMgLhx7iDm6gYAKhdvkzcgFwf7AdixfRe2ncayQgBEIlGaH6QI//azy1FNsM7VsHSx7XTBTii6OlvzlI4TxzQDyqHsdjBVYoFFAT6rrWG47EUF8KyG5fdXFT+EfWdv5umi0YjajWxGen0DbKisxDCqMYzqaXXLaVXBjXMHGRg4TShkKZ087fpJHy0tJZlM0vzwD5dNrth2Wn1Fz4BMQ+eB96hcvI2Xl68CwPQvVUaOfZsd23e5FsqOOFpaqlJRjATM4jZ07NuKRC64BF6WybAsk3ERKNYTiqXAE+4+w+CwQ/eRU0D2NOskahavKLhQB33t5i01lufBceLqK3gZTYpoaVzH+hUmg8MOkO1aG9Y3UxOsU3Wt70o+SIaGrvL1L5e5dOWKmpP5ln4g+67QI6C/XsXJnj6O7W2cct7ZKt92aqHu/MOP9qhxQ0MdSxvf5E7ScZHUdw7g9frwen2UMPlWs+00y+fG2NqykscL13DhGoS7v6SlcR3h7jMA6oklH5TyWQVw8dIdV9m98eoaF1H5AtIllUriYfKeT6WShEIWy+fGFKCUkz19AJw4/o2rFKXowHpa/roVZeRpJo+sjGLZvNosAcvaqAwGBk5DtkWL8OHjBJcsAuDu2D0Azn//A16vr+DbQO5QT1PZvNo8u8rKBQBMTIzjCR8+Lra+08wH7+8hEvlJgksRbbs/ASAYrGXvbj/O9SHM1Q281Xoiz7GUhYvWAWAsMPPmEuOO639J21qHC9euFQIH4M7tx9QuLadtrQP4GRsdp+/sKba9Po+z132uHRUCBAiYSwCIO2PKJjHuUG8ZeLo6W8WNJ0GCwVq6Pv9YJyHefjfMxMQ4AOe+3YxzfQiAsdFxIsMpLtirlEMJIoGK7Rig3jJUav8BuShmJPxZLO8AAAAASUVORK5CYII=) 5 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur232639 0.8s linear infinite forwards;
}
