@keyframes rwdcur229769 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACd0lEQVRYhe2VPWhTURTHf7FSpUuqhCRqyMegIjbaQapIG6Fi5iI0OmhJoSBVEMRWBXFxUxqUCnUJKqSDCSIOQtFOptJqXdQ2g3ZIUgwmQUwz+NGhPAe5r+8l7yOPCi75w4V37jnnnv8795xzoYkmmmiiif8Mm9amy2mXlHKpXNW0M/NrxHeznmJyOMThI0O8fRPnzP103cF6PkG/gzZ3n/Az9dHNwHI2z2r6FT+Lz5iWPLjz7wldSdTZVlKXWMh9o+jr5ITtC23uPgC2hI7hDfhMM6CrFCREEIBtkTuatkI/LXmInLoM0FBwQwK1JKyg0eAAm8wM0rfPyn/4r4MbEnA57dLkcIhUoZXdzyu6BzgGooyMxWR5OZvX7AbLBACCfgePK2tyoKXcnKxbys3hGIgC8OjjQqPxrBEAuBloBSB6IFinE3taug3D5bRLi5kpaTEzJa3+WJHX6OmIStZaWlfgctolsZT7lrpg7eVrPu9oZ8/XFVrC3bp+WoWoPEupN7yCUrlq8wZ8stwS7mZfsMMwuBHuXggD6kI1JOBy2qVDvnZK8f6Gg6SSMT7cOqnbCfMTgyrZtAitQkxCQUKsJ6O9HN2/i67zD8llZ2R70xp4d72LX8cv4g/0qHS57EzdnhLK4XXw6lNqJ6qoA93XUAwi11BCxVgPtYSU78aY5NEMDhu8glK8X15KpJLrk1F557nsTF2H6GYAYO/236YkPn3fCoBXQzc/MchspsDOUAeim2rbs6EM+AM9qr9KJWO8uLee4qKvU06/0m42UwBg5No4pXLVZuWRAv7WgZhuiQc3NL/Hz/XKsnLfaCoqYcrIysumBbO//gOprF5ydfnRbAAAAABJRU5ErkJggg==) 2 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
}
div.testarea{
animation:rwdcur229769 1.3333333333333s linear infinite forwards;
}
