@keyframes rwdcur30522 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkUlEQVRYhbWXS4wUVRiFv3uruquqmxlgHgwBCYxCwwQIyELcwcLEpWsWRqMxcSPRhYlx0z1LtpoYY2LCguhWjYmJspm4ABYqqAkEDDMRGGDomel5dVV33brXRXdXd3X1PBrwX933OfdU3fznF/QRxhizlXVCCLHVM+VmC4rFomnFVg9trS8Wi5vu2ZBpN6gK5wiCm/ir11hbmaK6dgUhc3jeCfIDZ/C2ncZ1J7Azu5IgGyjSc6JYLJpSqRT3a8Ed5ue+YGnhG4wJN7sU24fOMTJ2Hsc9HI+VSiUmJydTeNZG4FG0TGX+Eg/vfURQ/QNj6sDmX6Lm/81i+WtA4OaOI6XD2bNnAUpTU1OTnWsTjDrB6/UHzM68j4rKRGoeHS1t6fbdIeUgL078Sja7D0grkSDQ+ub1+iwPpt/CEBGpBZQqY3QVgPHCZRzvCEK4CCGb+zTGBNT8W0zffq0nkYNHb8QkOv+JuNECj6JV7k+/izE+kSoT1mfReoXxwi+4uZMx6HphjCaoXk8RkXKQQ8f+xLIGEyQkNKRvLVyp/AAoQGNMiNZrFI7fxsufSoCLrmiPS7z8KQrH7yQIaL3MwtyXcb+FKTpvX6/N8PDex0jpoNQTav4tDh79HdseTgBvrED76So1z+2/DiXmX5q4Er8OIbr0XK58j20PI4SL0TX2H/yuL/DuNbY9zHjhcmK+/PizRF+2GCu1SFC9jrQGacivcHMn+gLvtdbNnUzMLS18iwrngIZasQJh/T7SGkBKF2MUe/d/FX/zfsC7SQghUyoEwc24HROo1+4ihNMc0mTd8X4x1w3HO5Lo+6vXehAI/mkSMAiZa7af7vataKvgJsbXVqbSBJSaQ4gMINDR6qbvvT8iybN8/0aagBAWQtiAwJjguYFvFjGBTHZfk4DBmBBj9HMD6T7L89qvKyaQzY4DAoSFlLlYhX6MSBq4sbdb0fzAmTSBjHMgBresHdSD6afFTUXNv5Xoe9tO9yCQ2YMQGaRwsDNjPHrwaSzd06jQvr1OJSbXnWgTaD0Vyx4kk90PwsKyhshk9ySY9+sJW+2gej0xt33oXGzZUrkgt+1VjFEI6WDbu3ny6AJKLfRFojsZdd9+ZOx8oi+h4VIAMpkxXO8YxoRY9g4se5j7d99MkehFpHu8VyYc3f1JnAlbmClDonWV8uPPkdLDmJCwNkO9PsPuvReaTqgfQyJoecj1DElPS6bUPIvli0jpocLHsS2rBTd54cBFHK+wgSV7HSFspDWA0XW0rgJqXUtmdxIolUqUSiVse5idI+9Qmb+ElHm0rGLZQzjuYWb//aAJGhJFixjtI0QGIT0AHG8CowOiqAJoLGsn40cuJ0xpZ6QSTacz1rpKdfUqK0s/NQ9sbDHaR2sfMEiZRwgbYyKiqIJSc0RqAWNCRnZ9yM7Rt2PZe9UGWypMwvAhy5UfWV36Ga3XMNrHmIZvRFhgFFpXMbqOIWJwxxsMjb6H47Z/wvUKk75Ks0hVqNXuElRv4K9dxa/+Btg4bgEv/wpu/mVcp4CdGU2CPENKTxSn/cYzF6fd8X+U5/8Bl7+nhgW3FpYAAAAASUVORK5CYII=) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur30522 1.3333333333333s linear infinite forwards;
}
