@keyframes rwdcur92814 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 13 4, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHfElEQVRYheWWW4hdVxnH/+tba699Ofvsc+bMrTkzneZG1dIbNkhoSpFUMELEBgWhqHkQH1RERRB9CCVICdWqT6WClKBSCl5qTW0apbHRXtVpCDFJ0zCZyUymczlzO+fMOfvsy7r4kGQ6aXOZBN/8XjZ77T/r/9vf960L8P8e7EbE52eXttZbnb3E2AONdjIceM5mYmyxGLg/2VDt+fXNANBahSPn53bGSfbi7OTo6B+f3b9vy0eqn50eOfHUXw78/sRSo7nnnbGZH90MwJoyMDm7NNiMk5OeQHTw8Kvz995zd3Pz0LrBRiuemJ6bi7u6uu7wHUmC0+c3DvQ+fyMAa8pAq5N+L8myaCxliKP7yk+/PDf49jsz8sXhOPrTm8ntvf19Yi5JKVf6SaWN9z8HsEZ/Ks1y+EE4+erwMVEbH5azcyY7cOSN8qmz//RaTY1UOsjzvLrYaN9yIwDXLUGaKTp7fupdIrP5VMyV5xYFn2+gFOYxM1HNlW61d70n352YQVUAYSHaNdjfteYyXBdgfHpxa66SNzlpWAsspxqB5HAlRztRRllCmuZUkAy+K2EhRwueu62vUpy5IYCZhebOXOn12pjhSlQ4BkAst5MdSuunHMF6jI7BGAPAsNBMwDmhk+aoRB48R6CTKniuByIHSaZOA2zPQG/5UK6Uml1c3pxmCtXeUq0U+rUPAYxNLezwpXiJc4I2BlqbOsCIc4oEv9AmRsUwJocFAycGre0xwelexgBrLdLcQMgQgnMwAEobZEo3ARiHU5mIwQKxUubLA33l5y4BCABgjG3zPYk0U/BdCQDl9xktGBisCNHptMCRgwFgzN4ruAHAYMEQyghJbuEIDsYAx+Hw4UQfyHiQc/3sQr21obscTq0ACE5wBIcxBsQYhLjw18txioInQXShUrkKIEhDqQTWGBDnIJLgwgNjBGUyWGshHWclvfaDTwuptOkD8D5AmqvD8/XWNzgx09NVfJ4Yqy63k4/70nmNGLuTgQVCUMaACpGMi2GQxEkWFAJvEQwr615wioyxsRQkLNCCxWvLcbo98ORokuahI0jUlzuTg33lU5eVYNNAz5GlZvzQidHpl0anFk76rhwb6C3tVVoPa2Mf6ykVfjq31PKsxdc6mdLrfPfHnVQ9WgrZo0vL8SPtJDlU8LytjVan7gixuxT6PyeG+YlafajgScw3Wq1y6O+Pk+yLmVKKc8ouAaxsRF1RcKyr6H8VYA+lWf7Yf85O/ZBz/gXfdV5wHDGfK/2lYuC+4HDqn11sPmys7RBR1knUpmp3V5Ll+tOl0J8EcHucZGKh0TbE2O5S6D1JjKrz9faZyVrdk4Lr1U0hVr/cual60Fh7cKrWeOTUuZln/v3O+MMO58OTtaWvC84/Fnjy0NJyfFZrGzVanbcAIE6zkxYQ2tjp7lI4Mja1MNFOsuq747O3x2n+lfGZhe3FwD2e5XrvxoGeP/SUwzeuCgAAxBiSNP/tUH95W6OdbG+2ky2nx2cfK3gyqC02X+nvLj2utL5VGzuy1GxTvZUEaa5Wun1kck6kuXrcdcSgIygY7Cv/hhh74rZ13ckHvS416lXjzETtB9MLjX25NhfWtjLJ/Xdt2FVbbN5CnJtKFBxZaLQ/2dsV/vX0udlXMqXPJFn+AIBKqeC3BGetTYO9G4qBd0Xzy3rgShEF3svruqPnpOCQQiAqeMoRNFUM/fsC11mvtAEAWQy8mUzpg8RYVQpRcQTHrf3lb1V7Snddy/y6AL1d4bGNAz37SwX/HOcEpbX3+vGxpxutzpg2tpZkOZbj9J4zE7Pb00y93Unz9ZwTuqNC3BUVjvZVovlrzX9dAAAfZWBZwZNHBBFcKYTvOluSNKtzzqQUoq++HL83+t7CYc8Vz3SXCnFfORwtBu4TUvDj1zO/KoAyK5eK2DJQFHqve1IkxC7smPVWKpfj5FAnze5Y1xP9wpWiGbjSDPSW9nBO3+zvjn63FnPgCk2otZGWYYcgOqC1EZZhSBCNnpteeLDRSv7OALSTrOW7zvxtt1R2nR6fuduVzq+KgXt640DP5zjRmbWafygD2hjJOWXMYlIZEwIYAtAEgEoxGPZdZ4pzQlTwQqVN9fzs0m5Xil/2lsOj/ZXouzdqvgKgtSkrYyJY3K+MGeScjgqiFuc0KojmASAK/bgYuP9wHQEihsBzJBi+Uww8Gfru30JfTt2o+QoA51RnFk0AdwCoX4QiZcxl4t5yuK+vEn6m4EklOIfvSghOse85LxLRmpruigAAYIEhMPwZFpWLQxUAwWqxEPx4VPAPOQ7/GWNAwXNqBc89IgWfMcbImwEAAGhtoIyBNmZIaTMEAEqb6tX0cSfdOFlbbLTi5MGb8Fq/OrPs4mBkGYwgamltyDJUAUwKunyVxp1EOEJ8wsIGxmKIAROXvhGxKcZIEMMMEV1271vlQcxCWQYSRM0VgCuICcBOyzAqiE4AQDuOv5/lal+aplBKkV2l50RwhEAQBPBc+S/G2LeJ6K21ZOSah5E2ZogTTVw2po3UWm+9cMm6OAlj54j4egBTnNPIWowvxX8BJR1uwI6YXBoAAAAASUVORK5CYII=) 13 4, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
}
div.testarea{
animation:rwdcur92814 2s linear infinite forwards;
}
