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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 8, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeElEQVRYhe2Uf0iUdxzHX/d4ODXPLnNylB0uahOpOP3D/MOJxliyTWcbLKFtRhkOivULCgYPfOJorphca7GtrUZhsUEs7MYctU3kJsdpok7ysHQGEpVHO/WK293tem5/PNqknXrDZP/0hgcenu/3+3m/vu/v8/0YGhsbY6b790lEZ0RMQBmQDzwHKBrcBK4p0LZVZNZC902mf30zJmLsFjF44eWVcNYGxdWQ9cLy5cmYzQz290dawO8B9ymRjXUilxPazaQMsyXgFkkCUgagzgb170GeBsoA4J+ckwEUAlGInoC+TmjcJXI+Xr14CShzAKbfgH02OPga5LtA+Ro8rbC/C1Z3weo22P8ZuFvBWAqF+XDwqMibCQYw+xHcA9sq2FIMy7qBEbgYgM0PIFotEps+1y1yJge2lsGaIdhyVGTJAZGxeQGEYPNWWFm+fj1qR4dXge0vifwVb64PtkchNwBlVij0Q+lc5jDHERihtHzt2mQsFkLQXAoPZppbLfIwAhf8etEsYN28AH4WSc2AHIqK+OPSJQJwPjjD7qcUhJYbwBCkAM8mBGC3230firwYZywL8F09fZovgXFIm6vYbYgogDZZOyGAWCyGAg0fiZRPH9Ageg98XwBewA+Vzfq1nE0lQcCoH9VoQgAAv6emlgANH4tsnBpIg3H0DhepAVZBTZZ+7ePKKZKUDpsz9KJ3gb6EATh+nHYo1uDwCZFNACUif0bB4YNbLiAKz/vgq26RJZ2PJdEpYhiHI1Z4Ixe0IPQCrkQADGazeXSsqSmb1lZ6HA7ehT4FDu0S+Q7glMjuIrB/unhxxo6JCSLQ7YMLQfg2BZIjUKbApkyoyABuQdcwNByYXD9dcTthLBbTyMyEnBwKKis5CuuSoeG4yOsAeXCiD47snJjw20A7W1BQuAwaMuBmMlxfBidtUFEK0SB03QZHMVxMZPdTCdwZu3rVgtcLLhe0tvJNTw/HYCgAO/eJXPaIpN6GbWnwTi7kZUG6FYzrgHaIDEPAD91ecGwT+XEms3gJ6ADXr1sYGYHOTvB44MoVTo6OcgpujMPOAyI/tYskBcEagmoNCqKQFYWQBkPAbxq0vD1H650Z4M4dC3fvwvAwtLXpEC4Xn4fDnIPhcdi9R+T76Qvb9R/RCERLRB4mEvfMAGNjFgIBGBiAvj4doreXcH8/54BjcE2Dg3tEfkjE6L8A/NOtjEYwmyEzE7KzITubZ5Yu5S3gfVgDHD4m8up8AOJJBwgG9QdAUXQQqxVycjAtWkQV8AHYQqA+aQAjQBAIKQphk4lfIxFyKyrw+/3UNDe3YTQqBrMZQDEYDHFjnDdAKBQiHA7jdrupr68PVlVVpdXW1gJoBoPBoarqpSfqOk0K8Mi8rq4uCJQ7nc5rmqYhIhuAwwtl/ghgurmqqh3AiNPpxGq1AozY7fbKhQTwPmYOcKipqWkgHA6zd+/eV1jAFIyqqm6YfJ8yR1XVDrvd3jI4OJi3YsUKgOiCAcwytsPhcPwCeIBPgJ6Fgniqp/pf9Tf7gb02DOh6qgAAAABJRU5ErkJggg==) 0 8, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur213496 0.6s linear infinite forwards;
}
