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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 4, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrUlEQVRYhe1WSXLDMAwD+zL/rMzP1JehB23ULjX2tIdy4nGicUwQhEABD4Yq+OT7l0GA5BzEx9MIIPNHbgNAgrHiRL14EM16+Ue+3aeYgACdc5z97gI4AdGrpE5i+94D0gDQgOO49CpJF0C1XrPgNaDA6yXddgx7Z0IEEgX35VwpvChEey8TeAYUPlEEoTquapeJcn3AcEhIVSQgAQXJ3Ltp4lp0G6ATswmAT8JcOX9cuQWzAl34gKq/vxSACCJrKwZsj5MGCFzX1bUhAsyaCAzY6lVzS2aUes20W24K1gKhbYFmISo0t6LSwojuLab6KAwDlRhVtUw0cTvLwI5uugDqKwLqOdmIidM2zIeR5q/OXREyAG8+VnAQ/xGByHIG5hCSFBGfS6vLANFwQYFPEiIipZqDI57GtAWaZlUTcXfE1uwY1haAZM2q0yG1a9PLY5kFEJORLLZl7WgzAc6emwKwlUY6ix1QjdjVwWN5DrAA+mOYzYBqqgpTbjQDThjorof+NQwlL+i8/MiEVlHb9AjsO/HssfyO6G3TO9//6wxsWaetWkTO7fY//nJ8A5Y+Inc+DW/OAAAAAElFTkSuQmCC) 0 4, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnUlEQVRYhe1WW46EMAxzuNhysw0365zM+1FS0tAHjJBmtVprRhTUxq6TBoC/DFXwY+QkSIBkLSKKkseJgUwp+QZiv0OYyHG/kHzWpp30ldIhwsGTA4CYABF5zA0S7DkQsQDAJoIrTqjmnPK0r4Cd/PVKQ/JdLQmAmoenwL6Y4rUbExeFegEAqAqmlMoiHyilxFlg71Cc3xVcCYBbzHaQ0a5GbnXXeQHQ7ILu6Tg5cFFIFGRruwKMVDUvsKulI+7GO+Mby1udL6ZAtRbid95y4U5xTgXUInRPxYiQt4r0kgATUQvSblHmGLU4f5JuCfC1YFcT0StIALh85BpYbKA4j2yoADYA25alrOsqIhDrcl/rWjrfXQhJighUM5OGCfa8/AF8k9W7Y/YGHKJVA3ApMWTbaxwx3usTTQH+flZQvRPS6hPdHlER7rsqzUm1uNAKMuuU8ZQMBdSW8khBaMtRwIi4ODE6GTGf/rkGEd0UhMYUHWoSh912nSlOdObdIruL+J6YiXgHy3zKh9E5po/h4w5capd+109+vv/jV+AHOI4VRjA01DUAAAAASUVORK5CYII=) 0 4, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 4, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 4, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB40lEQVRYhe1WbZaCMAyccDG9GfFm9WSzP9qUtCSAT/2x+7ZPxIJkJpMvgL+8SFAV/BpAZFwVJEGiHfwigQjAwEspncixEfJlht7LjNR8PiTwKonMcATulQjzgSS18cg8nUHsXEoJiZdSRgXsd6SEEahgexKzzN5YFt8oBEYqJACAWm/uSGTxjEKgmsuf5oIRsEMnEgNoj6WGCszeXqkIIUkRMQ+aK8BKQkSEBEUgXhEI2mdUCtLcODjPzy1dvnZetW4eD6nqyBgKD+izWgTyLGUAm/czeDPEQX5V7SWjQTiGuEZh4EjSP7MDRxaCpsSj7de1hQOg9+52vwOs3g8EMm+DtQw7I6BawdvRw+HiebvdAQDPZxk9EshV8MZ4XwUttuM1a5oYszy12+6fTsMjApYHft9YpDlQbe57R9a0lvmCouaCqlWE9usAUAVmmtmlFKaVkClgHcxLr87jmsXcKoBbdURhCDthpoKfBdjKrh9nk/KoI+66YZQ3HnDzin02nJGIjO7mxkGyLttDtdb7HXVxPwCf+wCwlaJdn++PRpIXEj8lVbfZH70jvLUyeTuBoCV/ci2D7G7VScitG4qkZN8icPYHtS/9NPQFAqaCYX9LhcP1al94dV2aWh40y5n/9WvXD+R/4qCxU4oUAAAAAElFTkSuQmCC) 0 4, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 0 4, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
}
div.testarea{
animation:rwdcur171655 1.4s linear infinite forwards;
}
