TORSIONAL G SPACE

n.LRH def. You've got an xyz coordinate there. (See illustration) Now, there's no reason at all why we can't have space that looks this way. That's the z coordinate and that is the y coordinate and that is the x coordinate and this is the G coordinate. And back thisaway-we get more complicated space now-back thisaway from the point of origin we always have a spiral. And that's twisted space when viewed backwards from the point of origin. This would merely be a fixed point of origin, a more fixed viewpoint. You would say the forward look in this space gives you this picture, and objects which are in that conform to that pattern and are distorted to that degree; and back of this there is a negative viewpoint and everything just all sort of twists away. Once upon a time you probably made a lot of experiments with this sort of thing. Space is terribly interesting in that it is- well, this is, by the way, torsional G space. And that is-it would be the general viewpoint, I'm sure, taken by the "torsional" people. You've seen