@keyframes rwdcur240779 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQ0lEQVRYhcWXX2wURRzHP3P0dmmZbY87RRpCIcF/8QlImvIm8KCiD2qM+qCGR+WpKRhJbWIgkQIPiA0RIUYfTEz0SR8BI0HFhNpEDSGKBJPKn1xNubrcjtDZSzo+7O12/125KtFvsrmd+c1vft/5/n4zswf/MwSAMcZkDEKI/4JAhzHGjHSXMgZjjEmT6OkpG4CbN2dEXl+evZVfREAIIUIFRrpL7Ku7AKxb9wA9PWWTdqpUygAmDFiplFHKI3yv1WYygdP9CQIQyB1PQ6lUoVxejpQyChbatPYjEs3fBGy7SHf3ciOEIG6PE88QyIMQAtu2gIAEgJSy2RcECiGlQ8AVikWbYtFuNW0GuQTik8dIRMFzajblb2X6lPKw7WKUFghqIpdAV9cytPaxrGJMiXkIIZDSaSu4Uh5AND5UKqyJXAKFQiF3Ff8EcaJa+zQaGq0b0Y4oAAlZ4qzvNmzbyihXgOz+DAeZRT5pnzjCRdVqM4l4hcWswNc+SqnYpApf+5FtIUjpJAoxVD2XwOysTrTzzuQ4EUEgr9Y+osV4SG7RUIXcIgxPYEEgnZQOAmg0NONjw4mxmwb3t1WwuqmQUiqRgpYHkdZ+YmKlPM6NDdO7fmNi3LmxYTYN7meZdGg0NLZtZfKv4+lJyZObglBerX0MollUIhMcoHf9RkxsVqW8RBriwRuNZGojAunr2HVrkUNBCP5SHo6UrHn0+Ty+EebmDOfGhlHKQ2s/uXII9r+bugvS13H4fq3usuK+XgrN46JerwOGmdok5craTPB6vc7EkTcBEor4DR+raAWrz6lOcfr93WbLawcyhlKpgmVbHHtrkA+OHOXKlEvfyhKff/HJgioAVH/6gYHBA1hFC7/hIzCJ0y+OAsDsxW+jx3X/5OSXp7Bsi48/fC8auPuVp1sGnKlNsnbzi9Hzq1wNBCn8bO/25lLzfTu27jgoTpzaagb6+wEYn5hg59AQnZ3BDtjywstcuzyJveIetm17kpu3G/x4Pfho2bCqRL3+B+9++g3PPftUYuJfPtoHwPmrl9B+Nvchos4Tp04agJ1DQwBIx2GqWuXro28nHC7OLWPz/fcCcObyNBtWBTVzu3o9MaZfuJy/eomtOw4u+G2ZMPat6TNSSqQzf2HsHXkj4RAGD3Hm8nRmUvva9wB3DJ4hEJIAWNnbG/Ud2L45el9b6k27MOlWE+12ArcksBAR5Xm8c/gw6XqJw1OKq79f+fcE8ogoz0M6DsrzOL5ngFf3jCfSFaJarbZNom2mfWv6TKhGSCQN13XpWLIE6Thtk1jU90Ach3Y90tKmvODoXt1UbyG0vA3vhF2Hfs7t/+7s2eh9fGKCJx57/O4RmKrOV/vxPQO89PpXCfvSzk6WTl2I2tZvp+8456L+gD748EOmq6srat+6dYt0+9jgM1F7MduxLYyOjprq9A1Tnb5hRkdHTau+xeBvZUwCkmlYWO8AAAAASUVORK5CYII=) 3 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur240779 1s linear infinite forwards;
}
