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10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNElEQVRYhb3Wf2yVVx3H8ddtb+8tXWEwaFZ+FUnHRhgRaygpMQ6dRLM4ZjLN/tj8wR9OMzVZNA41amJMdBNMlOiIgX+G2x+aLGYMTcwAw4bJSgUEWoSwFUrHhbTF/m7XS2/v8Y/73Mu9pS0MZJ/k5J7nOed8z+d5n+/3uU8Mu/CwnN5FGfbgJM6iH2PuoNpDQemAfNuH7+Ah1KLyThk4GsKOUKoDH6qRfaFtW7jexKUPzcg+hNC6LYTwYphad85IGfYWrtpG8ccppj0khCEhHICN+B1+ii9h3e0aWSVPIbU9hNatIYSXpiExHkI4838lEosWfAPbQ+s27qmgZ4w1lXh2iiXjuIJBpMRin8kP7HcL5RsrorAdG0PYSWpE6B4Va6jB09MsvRz93p6Rsuj3nHwutPWTjInNT8i0pBh+cZqlNajCfFwQwplbypFYUf8ahas76B1h9Kr0xQHJ1TXM+340LVvkexQ9WISLeAOf+kBE8pFKKZzqJxuYHZdckDDQ0kH3z6dYUoVlkYlyrI72OX3TRIoJlFLI/p6hESbGuNCv53yvmsZalrwwBchMUf+diNJ/kMIjk4n8FX9GCzqLH6eEwvjhbmaVM5FlYYUFCxNSB8/SPlVl5DWIeyNKq/CJiEhHMZFH8Qs8hrrJBEoppLcyMEB8NpkxV1tPe++dXvUfr6LxtUkEuqL+LPTJHXVVRKMPJxjsZM7n8jQ68ePJBEooDL6ZIo6QIZ6QqC5375KE0//spu3L0fSuSctjuAdzkXAtZ9YwZy3D+/Mk6rBhKgNjcpm7/+7PbqcsMJFhqJ/ZC1RXl6tdlnRybxvHn4iQ/xdJuRfjbExEoYaQjqjMQi3VjzD6j7yJj01loIRC1xsdVCS42MHsSurvN+++5WoXJxzf08rRxyMTA5GJvmjjTHQM/eiO2nBuXlWjXDFYNFUO5HUtFy59k+EkYZxMmuQs+vpcPnlKy797feGrDTTuca0cT0YhPjpD+KxYrKY3PsOMPIWN7a+fU//witxRlCMzTCKovCth1Ueq7PhNs299dxONe3Ew2nir5i1PTRu8aetTMDwTgVIK7z5B2ULGB5kYRyW9vQYuntPVOWLf0QHf/t5a1r3sa43Lcs+YDTMGf+XYyJEbGSj8U7ZtXevBR1eTzRCyZMZJVJMe0Hf2rO4Low4cG3C4PW33S1/kwd/iNbmzL9YEfiQWi8GfpkvCvAoVsXrLEeYm6E9TvYCyMvr7iZUZGcqoWVrp0w1zQPPufZx6FpuxBZ+PWoXcGRZ09kYGKKqI4zvfonZWjsD4RC7pxyYsua/eex2jXni1R9f7CUtXVGvevR+jUrse4NBmDm3WvOXXWJ+PexWtMyXhdRQafnZmY/h6E6O9pDPcneD9NOPB5NOuW74S563/yWX5b4fOVx/A8vyUhBzHm1KBwpEdB4nPIwQq5zMvQbxMLBEvJN3ilXOE+EWwYUn2WpT6Gpwv8XmzBgoUGn/ZQfYcc5O5kcoFzKlQlSyaXV9jYV114TJvIvW3drkX0JtCCNBwM0eQV+G90LKr1bqnN+XuhizJuLvK6xQ+09p7XO4cthgvHz08KUwLGvMX99+oDCer6L3wTG7zvHpbfeWZE3rSSX8/9Eku9br0VkVhuPP8GdD0+BqafoANYrHYTVVBsQq50Lzz9ZKB1IkrhX7z8/8q2RyaNi1St3yl5r+coPlX+dtXPigBchSex2NvP7fI0hXVJYM//EPKK8dGrlv09nOLosrI0Vi/7RLsuIX9VeJJuQ+BcButC0/+DwqkkpFM6DHBAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur255432 1s linear infinite forwards;
}
