@keyframes rwdcur246343 {
0%,58.723529411765%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
58.823529411765%,66.958823529412% {cursor:url(data:image/png;base64,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) 6 6, auto;}
67.058823529412%,75.194117647059% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75.294117647059%,83.429411764706% {cursor:url(data:image/png;base64,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) 6 6, auto;}
83.529411764706%,91.664705882353% {cursor:url(data:image/png;base64,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) 6 6, auto;}
91.764705882353%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGZ0lEQVRYhZWXfVBU1xnGf1epxJiMkmkqLhEQCQKhKjpV1K4ocaywZNKSBuwINWOqHVPFaXdWC25MwRXGqPnSGTJMcGIxiZ9REmBpJiFFBKkGMQoISBAwbIp/GK0jAUZ7+sdyzt7L7krzzOycc8957/s85z3vec9dDR2EEEL2NU3TEqPSxT/bj6Ifk/3tK/OV7a7PdqhxPRKj0pWNPz8BevKGBQ4vMaPH5Mu7PtuhbV+ZL1LMFgChFyGJC7K2AbDYPs+vnwA9+cIaO60vdjMxLUi9sLDGzo28Mu5HLaNhgQMhhFg2KwOAs93NpJgtzI2IN6xWEuvJffnRNE3T9OQ9eZ/w1PxY2g8FMGvtfcanRnIjrwzT/GdoPxTAxLQgbr67n4TzduodF3H1uQwhN4WYAKisrQDA8Y9XFfn5ZwuV3WNP/I67Nw+TcN7OODkoyQFij4czPjWSB+WdmOY/A0C0NZwfPv7eJ6EpxKT6AClmCyNbo3wDJJzL1QAmpgWpuXEAdf11BscPyjvxB2nr6nPh6nMZiCX0kanrr1MLa1hUIPTjABq4c2BfWDJb9u4H4NvGVgD6z7Qw/88vAtB+KICqKxux9jipd1z0K1AvwhRiYrF9HtK39tNIeq7f4VTeaqw9TjRN09QpQHiI9Wh88zgAT/7hFbj8/5HGrZoNVSO54ABrj5N9Ycn8pc3JqZc85DCyBZqmadZeJyc/LFLOZNgAQpOWcOpvq7H2OvnPV/fVeNyq2Ya+KcSEq89Fc5VbaYrZQmVtBfZf7cTa4+SN6GQDOYxsgQqCEGJfaDIAW/btp/HN45z99gwA1l6nynz9vuufXX0uzNkr6Gy7gdZyV9lU1laQYraw2D6P/quD5OUUUlSW76kDSs3IsQSQQqy9TgBObCz3mXBjQZID1Dsuklu6G3AXq5qOY5pBQGJUuqh3XKS9vUMR6xNOOpPnPMVsUWHXi4uMnk4nxijoUdNxTEV+nE8LYOfL79F/dZCZL8RSWVvBpa4mtmZPU+SyL+dkW7z3sPKx+4t8rgw38sG5Q2qsIGuboWoaIiDxzc1rbH7LppxtzZ6m5vz19Xh772GSUhPZ9uwOwFMZfUEJkKpyS3cbavmWNI9x4NKlfh0NnTljeOftj2v4qqscgKmB3tvkJUDuS2JUusg7XUDkuRDET6YQuHSNX1I9RosbeueoVwR8ifC6xxOj0kVB1jZmvhBLXk4hQ9fvUdHv3op/f7qfoZ/Ngice8bxwa5DAm+0EP7cZAMvUTACmBU/mynCjisDKGSkAXOpqYvNbNnUUfQoIfPwBkVPdEdALUCKi53hW3va1IpewTM1kWvBkdfwqayuYGxGvBNya6C5mRWX5ms8kXP+LlzBnryAvp5D3PhqmoXoBM+IGuN78qIEcQEyq5ZTdM5+QFI52byF2e5sXObi/Ifwew8SodLEpKYvq7y5Q+87nvFaYw59yg0hYHgGgWj20sBzDvBaWw7LME8yNiPf6XvAFrzpwoLqUorJ8rfq7Cx6SgSUET/ojw4+tA2Cgskm1Q/+9y3DoKwTNeMM933rW4GtuRDzm7BVc6mriQHWpYfXgIwn10YiNiQZACEGR/eeGBByobOLRFE9oZTIuyzxh8LMpKQtz9goyfr0W6U/eA2MK+GV4HGe7m1k46YYaf3pGmJfttes9hud/3ZtOTccxTb+lelI9xvycruk4ptmKj4jouNm0NV9mgvMatlQbAHvK92BLtbHrwWleznBfXiVHnUw40aGSTR9JfyIeClvxEdF2546QbUl9q7hdMii2/2anuF0yKErqW4WErfiIan352vj8DiF/cszvZeQP6xbFcDKmi+HkpzkZ08W6RTFeNq+vz8CXCBmB1wpzkCJ81gEJW/ERIUM7WsTBkdYfXl+fASD2bFj90LA/VABAXUuf4fnguatefb0Q/bweMq/WrM38cQJ+e8v9+ezgcepa+rh3uF7NVXxTjGXmBg7q7NfEjVf9V5s9xJuSstwXUctdOvGcqjGzcmv8IrWXxd8/wun348h+9ykAehuqCE1YpWx7G6rYEDSonp9POwAY/yeYQkzklu5WBelHHYvJ4ctF2Ahhb0MVt7u/1KaELxehCavY8vX7WH8IZs6EJ5W9EILC3//VIGJ0NRxzC/QIopvlLQMAlNHNbWDKyNjlgHSm8HdqOr40LCq3VDOchtGl+H/RTSMckvZAQwAAAABJRU5ErkJggg==) 6 6, auto;}
}
div.testarea{
animation:rwdcur246343 1.4166666666667s linear infinite forwards;
}
