For every direction at any point in a glome, there is a plane containing the point, the direction and the origin. By cutting the glome with the plane we get a great section mentioned above. So in any direction at any point in a glome we go straight and get to the starting point. This means that a glome can be a representation of a three-dimensional looped space. But the glome shows just the relationship between points, not the shape of the space. The shape of a three-dimensional space is a space.
The distance, area and volume in a glome is different from those in Euclidean geometry.
