@keyframes rwdcur216971 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhe3WX2iVdRgH8M85WyfTZWZexE5IidQK7GrhroapDJEYddNVMLIgWbJ0YF1YyEovah7CsmGkhQQJgoytMYMJWRmFycILkzZXQ5adzTb/7l9z59fFe07G0tw5KyXwCz9eeN73/X6f9/k9z/f3cgv/b4TVDD5xs8SLCSc4dYL24kJZ4jPIYC3KGC9jYO0MeApBmEc4Qwj8ENgxyJZ5hTAVWoHXsCAWgwwm5nNx8w1KICzCOtiwASaya7SWlxffgAQ0IsFlO3eeRh/O43yC4cZ8yWL5PR4q8QUD6M+uYziMETyCRY9Td2i6jHlUIFQuXGh3PH4WJ9sZaiNgFD1taOMhPPwB7ZXT572+8CLCfkKIx88GjmeN5+cUPYGPA8+lIBY7umrFioHAscCBZvbl3RN/FZ5HSBHGo3HrD3z9ae5uIjGZ2rYtBL4M7Erl4slkfwu9ga8C+8b5MMWua47oVbYgFBNq0Y162YYjjYkMvY2JxGRjUVG8Mp2GuUhW0tk4Z0668eLFTCaZjKMEsxJk6hnpJrWOt/7mmFMCYTVSKINYjPp6mpoGjI4OIFTHYpO2bo1Lp0kmYRJF5VwuX7/+bqdPjygpud2FCxl79vyCMfy2gHPvMvwiL2zk/bac4pQpGKqORmnswWi2M6JrH34UNdz92XVnVrwHP+EOPIC7RM05KJqQb9CRE+iiYiPftl4jAfismHQtlzZHDjchmvPjom6v6GIp7qskXk4nDnZy7yEqcM9iRqqj+Ht/fhnewA7Rfk4HW+bzytvUjVMTqApUtVy535niu8D2wDOpK/G9zWwK2TKMYzvmX0vlH3zg1SHe3MCsJZS0RibzVHUsdnQVzJ5datOmR0VlXwpKSw9XMfZkVHatWIKXshWYKd5ZRkf3ypVnQmlpf8vcub+2rFlzNnAosLeFT5r5KPBsD5b/C4JXQ/uyyGR6QzJ5KtTVDQU+D+wOUdmXh/9QPIcDzZHJfB9qanoD+wO1uT1vud7bU5HnYUTWXo9HJhPHEbwOv4v2vCsftgKO46dPcqkpOhF7ZRsOduYrXmACkGlgZChKooOoyxsKYSowgefPMdHAuVygQYGjNoO/4skmhrtEZW8qlKWo8AQ6MjzWy20H6TtROM8t3GT8AWzsOhFjiqn5AAAAAElFTkSuQmCC) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur216971 0.4s linear infinite forwards;
}
