Axioms of stereometry

The stereometry axiom system consists of planimetry axioms and the following 3:

1. Whatever the plane, there are points belonging to this plane, and points that do not belong to it.
2. If two different planes have a common point, then they intersect in a straight line passing through this point.
3. If two different straight lines have a common point, then a plane can be drawn through them, and moreover only one.