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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6UlEQVRYhe2WvUsrWRjGnzGz12SE22lIstlcSCDgF4QoQlIoghayxC7Xxotp/Gjt/QcE7axkZFmVZa/KIilsBIOxkgRBCwsRLDYaFiWTzOhkMmfm3eJuxJhJrveuxcL6wMsMhzPn98x73vMBvOn/Ltt3fscD+OmfcABQAJivZaqRBI7jpqPRqCEIAvl8Purs7CSfz0eCIFA0GjU4jpsGYH91Ms/zcY/HQ7FYjJLJJMmyTIwxGh4eJsYYybJMyWSSYrEYeTwe4nk+/mpwr9e7HggEaGlpidLpNDXT4eEhLS8vUyAQIK/Xu/4q8EgkQpIkkaIopOt6UwO6rpOiKCRJEkUikX9nguf5iUAgQJIkNYVWZZpmTRQKBfL7/V+djpYG7YLT6fxtbm4OPM9bdiAimKYJ0zRhGEbNu2EYYIxhZmYG7e3tv6NJYVoasNlsn8LhMPr7+9Ha2loHrUKewqvPq6sriKKIRCKBYDCIcDgMjuM+NctCnaLRqJFMJmtSbBgGMcZI13WqVCqkaRqVy2Uql8skSRIdHBzQ7OwsAaD5+Xm6ubkhVVVpe3ubIpGI8S18XhAEkmX5cW4bgS8vL0kUReru7iYABIBEUaRisUiKopCiKJTP58nhcBC+bF4v0gefz0eMsRp4Ffzw8ED39/e0tbX1CAVAwWCQUqkUlUolKhaLVCwWqVQqUaFQIK/XSwA+WMGsauB9W1sbRkdH64qs+szlcpiamnr8YGJiAru7u+jt7QVjrKb/+Pg4BEEAgPeW6bZoKymKgr29vUcDpmk+FiBjDIuLiwCAwcFBjI2NYXJyEu/evYNp1h8HOzs7CIVCAFCyMsBZmXI4HHoul4MgCHUGTNNEpVIBz/MgopqoG5zjoCgKurq6oKrqDwDY8z5WU8BCoZCZSqUs4aZpwmaz1SzHpyl/Hul0Gj09PaYVHGhwHF9fX/8ly/LPbrcbLpcLAGoMPDVWjedtjDEcHx9jbW0NR0dHswCyVizLjcgwjF+y2Syy2SxUVbWEW/3x0zZVVXFycoLT01MQ0a9WnIYGAJRvb28/rq6uQtO0hvBGaTcMA5qmYX19HXd3dx8BlL/VABhjnzVN24jH45AkCbIsQ9f1piYqlQpkWYYkSUgkEtA0bYMx9rkRA/jKlUyW5T8ABDY3N3tbWlrAGIPb7W5YC5lMBvv7+1hYWECxWNzI5/OTzcZ/sXiejzudThoZGSFRFOns7IwuLi5oYGCAzs/PKZPJ0MrKCg0NDVFHRwfZbLbXuxE9kZ3juOm+vj7DbreTy+Uiv99PLpeL7HY7hUKh77oTWm1ELxEP4Ed82V5LAP5Eg3X+pjf95/U34F+4C/OJtGMAAAAASUVORK5CYII=) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhe1WvUsreRQ9k5loMoat1JioydMElCiKxA9IQFS0EBbBJrHZBzYP/QPs1mUbSy2EYCFWLyL7ELZIYSMI0dKtFBSthPVr/cjob8xkMh93i7eGqJM8eWuxsB64MHPn45w59879/YB3/N/Bf+dzAgDfP+EEIAMw30pUKYgcx32KRqOGKIrk9/spFAqR3+8nURQpGo0aHMd9AuB4c2ZBEGL19fU0NjZGqVSKGGOk6zoNDQ2RruvEGKNUKkVjY2NUX19PgiDE3oy8sbHxczAYpPn5edre3qZySKfTtLCwQMFgkBobGz+/CXkkEiFJkkiWZdI0rawATdNIlmWSJIkikci/EyEIwkQwGCRJksqSPsI0zSeRyWQoEAh8sxy2EnnR7XavTU9PQxAEyxuICKZpwjRNGIbx5NgwDNhsNkxNTaGmpuY3lGlMSwE8z38Mh8Po6elBZWXlC9JHkmLy4pxpmrDb7QiHwwiHw+A47mM5F14gGo0aqVTqicWGYZCu66RpGuXzeVJVlXK5HOVyOVIUhRRFoWw2+yQURaH19XWKRCJGKS7OIieIoqhdXl7C5XIVvpqIQEQwDAOapsFutxdyj+5YQZZlNDU1QVEUOwD9+XWrEjTU1NTA6XQ+IX+0Vtd1zMzMoLq6GqOjo1haWkI2my2UoDhM00RlZSWqq6sBoOEV5gMAOkKhUGHI5PP5gs0PDw8kyzIdHR1RVVUVASAANDExQYeHh3R7e1uITCZDmUyG+vv7qaWlhQB0vFbAB5/PR6qqFsiz2Sw9PDwQY4zu7+/p7u6O1tbWCgIAUHNzM21ubtLNzQ1dX18X4urqihoaGgjABysyyx5wOp3a6ekpRFEsWP+8HABwfn6OdDqNRCKB/f19AEAikcD4+Dh4ngfHcZBlGW1tbSV7wGo1NHt7e3/xer1cIBB40QPF506nE62trYjH4xgeHobD4cDc3BwURUFnZycqKiqwtbWFk5MT8/T09FcrByyX47Ozs78YYz96vV54PJ6vqooEFAshIthsNtTV1WFwcBDxeByMMSwuLsLlciGZTGJnZ2cKwB+vFkBE+4yxn30+H9rb28HzvCW5Va6qqgqhUAgDAwNIp9PY2NiALMsxK/uB0qM4d319HV9eXoaqqpZf/3wCWv2CyWQSNzc3cQC5EjwlBUDX9S+qqiZjsRgkSQJjDJqmlRWRz+fBGIMkSZicnISqqkld17+U4gC+sSVjjP0OILi6utphs9mg6zq8Xm/JXtjd3cXm5iZmZ2dxd3eXvLi4+Knc+18NQRBibrebRkZGaGVlhfb29uj4+Jj6+vro4OCAdnd3KZFI0MDAANXW1hLP82+3IyqCg+O4T93d3YbD4SCPx0OBQIA8Hg85HA7q6ur6rj2h1SB6DQR8ne0/ALgH8CdKdPk73vGfx98Q15Oby0y83gAAAABJRU5ErkJggg==) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur188130 2s linear infinite forwards;
}