@keyframes rwdcur85924 {
0%,5.1631578947368%,100% {cursor:url(data:image/png;base64,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) 11 6, auto;}
5.2631578947368%,10.426315789474% {cursor:url(data:image/png;base64,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) 11 6, auto;}
10.526315789474%,15.689473684211% {cursor:url(data:image/png;base64,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) 11 6, auto;}
15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,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) 11 6, auto;}
21.052631578947%,26.215789473684% {cursor:url(data:image/png;base64,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) 11 6, auto;}
26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 11 6, auto;}
31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,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) 11 6, auto;}
36.842105263158%,42.005263157895% {cursor:url(data:image/png;base64,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) 11 6, auto;}
42.105263157895%,47.268421052632% {cursor:url(data:image/png;base64,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) 11 6, auto;}
47.368421052632%,52.531578947368% {cursor:url(data:image/png;base64,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) 11 6, auto;}
52.631578947368%,57.794736842105% {cursor:url(data:image/png;base64,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) 11 6, auto;}
57.894736842105%,63.057894736842% {cursor:url(data:image/png;base64,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) 11 6, auto;}
63.157894736842%,68.321052631579% {cursor:url(data:image/png;base64,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) 11 6, auto;}
68.421052631579%,73.584210526316% {cursor:url(data:image/png;base64,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) 11 6, auto;}
73.684210526316%,78.847368421053% {cursor:url(data:image/png;base64,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) 11 6, auto;}
78.947368421053%,84.110526315789% {cursor:url(data:image/png;base64,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) 11 6, auto;}
84.210526315789%,89.373684210526% {cursor:url(data:image/png;base64,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) 11 6, auto;}
89.473684210526%,94.636842105263% {cursor:url(data:image/png;base64,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) 11 6, auto;}
94.736842105263%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe3WX2hbVRzA8W/O/Zd7k6xJtqWQbW1B9iIzMDG2tDpwdEgZDHwSYQgOwTdhDBHxyec97EH2IILosy8ijLG3sUHrpsxSoXXi0jSst2m20Iykuflz7zk+BCWItflX9rLf04X7O7/zOefce86BF/EinnNovSZOTRF3HGZ1nfVG4zkAAKFpXBUCgNV2GzUKgOg1sVKhbhgULIuvbJuLltV725EAAByHn6enOaTrXI9GuWSawyP6WQJMEzU/zwcTEzgrK5wNh6m02/wqJXJQQF8jCIUoeh6FCxcgnSYaBFyNRvlY09AHBfQ1A+02zePHeXthgZORCNy6hWEYvGlZNHyfX6QkOFCA7yPjcV6Zm+ONTAbW1uDRIwzT5IxpIqXkpyDoD9EXAMCyiGSzvJfJgOPAzZvQaqFblpg1DGUIwVK7jX9gANMkdOoUFzMZwuk0bG3B8jIEgdLDYTFj28oKh1nyPNoHAohEkFNTvJPNMh6LQTIJd+7Azg5IqTTbFjOOo2LJJHcrlf0RfQN2d2lOTnJ2ZoaXo1E4cgRqNVhchCAA31ciGtVei8dVIpXi7vY2rZECABWL8dLcHPOpFOg6pFKdZdjaAt+HZlOJSER79ejRUOrECXW7UNgbMdBOViqJ+66LVKoz6rExmJ7+53Wr0YBCQenVqvjw2DG+PH+eQyMFeB75zU1KQQAPHsCNG5DPkzMMLgPngB89T/pra1I8fqy/n0pxfWGB+CB9/WccPkz0yhWxtLGBunYNNTlJeWyM2a4UB7gErNu2UKdP60E2y/fj4yT/XWugGSiXqRUK/F6tgmHA5ib+s2eUulLqwDfAOc+T3z58KP1CQZv3PM6MBACwscG9crkDUAqxR60/gY/qdflutapc29Y/SyTExEgAxWJo2XVp6Tqo/7+atIAf6nX5Vr2uFi1LfJdIiPTQgFZLua4r3K7O96tVqlaDT6TUvnAc7dNkEnMoQK0m3WKRvOeBlNzvsZlfKjVvG4b2uRCdvWHgc7xWw19fZyUW43Xga+Bpr23z+Ubt7+ehrlS5HPd2dkQNWO0H0B1DAba3Q6uuK106v91AMRSg1QrcXE78AdT2Td4jBv4GAJ484alphn5jiBkY5DTsDuU4ocrurnIHLfAXLxFElFheB9EAAAAASUVORK5CYII=) 11 6, auto;}
}
div.testarea{
animation:rwdcur85924 1.2666666666667s linear infinite forwards;
}
