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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5klEQVRYhc2Xf0hbVxTHP3G68YhpNLJ1SVOeTVIYNVXZlLBaB64bg1ZhHWGTIWi6WZl/TDb9a0xkdNg//NHN0EBVauvcUBnMsjKmnQqzxTLbrV3jWljMDIS6rqRJjCHgZG9/bHlVupn3xNl94fHue/e+cz73nPMu98L/STX6bGmrfaYlG51WizT1hGnLIdKSzssGPwVgqyE0nVaLdDJNeKCj9LfbnImGNf85QLKRBFHquDDfLkcpHI3J7wOBgCro9NUPn3/Wy8cvHEz5UWG+XSrMt1P0zNOU7C8F4NLFKU54ziKKoqQGIj31kH923tDQAICrrolMnR53ezMAvZ+cA1AMkZZ6yINqO+EGwJxr48LoCO72Zlx1TZTsLyVTpyf90UzFtlQBFObbpQvjkwTnfZhzbQAcdlZjzrWRqdPjqmsCQKfLwro7T9GfpBYA+CvfwXkfAO72Zg47q+UUAGTq9IptKgaoqaqUknm/cvV7XHVNciSSKYjFIgAsxaIYTaKiKCgGODMwqHG9UUtw3se1H72EQ0FedlbKKQiHgrLzWCzCUizK3M+zKQtxQ0UI0N/fT8jmxuMqYWigj5DNzeleD7FYhJXlJTkamwoQjsa4dHGKcDSGw+EAIK/sJd565XkAHA4HK8tLfPnBUVaWlzYfIBAIaNo+OknroT1k3PHiOL5D7nMc30HGHS+th/ZQ0dJN1uN7Nx+goKhcqm/sYeTyTWYnRxnbfr/GxrZLzE6OMnL5Jqf6xoncvaHIpqqVMHL3Bl8NH+NgTTfHuo5CVw/F1icBmJn7FQDP199xevAaBXl2tIIg/XTr1rqFqBhAFEVJKwjot23jrOdtquu7KbBbuO71MzE2zDvtA1z3+qk68h6P/bGAzz9HdX0Xno7adZdlVRGwWaz4/HPEEwk8HbUAnOob50hlK0XFxZiNJsKRMPFEgqf2vsjE2HBKm6oAoouLANQ39jAxNkybcxcVrgNMW8rRCgI5BgPBhdsAtDl3AVCRohQUAwQCAY1WEKRvjAfIqCwEIK/MAC3dZAy1wHPja8ZWtHRLyfamAADEEwme9Z+H4vMAeDrgyswMAINfTPN+YxVaQZAhlNhUvQ4AmI0mtIIgOwcw5vyOzz9HdlY2oigq3lNueCkGuOpdZCGUId83ItU7or+jIJmNJt6tLyeeSGA2msgxGIgnEsQTCVX7wjURcL7+pmKQcCQst3MMBkL37q0GVKy0TqtF+mFmes25wLo7T1rvbBAIBDTJ2QJ8+Oo+vh1yq/ErSwP3t+RJqTkTiKIoNaQ/wr6dO3ntl3nVEZDVabVIqWb+bwDJa0OOV+thHE4fuv4EJPSb9ogDhZIAAAAASUVORK5CYII=) 3 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur229664 2s linear infinite forwards;
}
