@keyframes rwdcur91807 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 7 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5UlEQVRYhe2VO67qMBRFlz8p+AwAgUTJBOhoQJTMFgkGwCAoaGiYAJ/E2IkT34KHn3hc7kVA8Yps6SixHXkvn2OdQK1atZ5X+BN380qp7+Y/Z5okSciyLBhjrhAxvPfBe/8I7lfJn8z3+z2n0wmlFEIIhBAAOOfI8xyAqqooiuIVbwD0v6Y3g3AZttttlFJIeeHVWsc17/1HAdjtdkgp6fV6VFWFEIJGo4HWGiklQgiklDcA12y8orsSnM9nzudz3DyEwHa7jaevqgq4ZCdNU5xzWGs/BiAGgwHGGACstTjn2Gw28YPj8QhAnues12ustW9l4K4EAFmWAZCmKUIInHM3a61WC+dcjI+WAC5lWK1WZFlGmqYYY0jTlBACh8MBay3WWoqiIM9zvPcfBRDT6RRrLcYYsiyj0+nE936/H0/e7XYpiuItgG9LAFCWJc45pJRordFaI4RAKRXr7r3He89wOAQQrwA8akRiNpvhvY+ZOJ1OMYwx8YKWZfmK71+jH9YCwHK5JEkSGo0GzWYTKWXsflVVMRqNntnrJYAIsVgsSJKEJEnQ+lK1EALj8fgt86cA5vN5bD5KqdgRr/diMpm8BfDwEkZCIQghUJZl7PvXLFyf7+gZ8t9+sy+fvlatWrX+C30B7sYx0JHdWXcAAAAASUVORK5CYII=) 7 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
}
div.testarea{
animation:rwdcur91807 0.93333333333333s linear infinite forwards;
}
