Did he know any axiomatic systems of Euclid or other geometry? Did he try to interpret its basic undetermined notions, relations, axioms in real nature objects?
Well it took Einstein took 3 years to develop GR and the main reason was he had to train himself in Riemannian and differential geometry. He even seek help from mathematicians for that. So he must have known the geometrical aspects of physics.
I am asking for school course of Euclidean geometry NOT for General relativity, Riemannian or pseudo-Riemannian geometry, non-Euclidean geometry!
How did Einstein understand this Euclidean geometry, its undetermined notions (points, straight lines, planes), undetermined relations (to lie at, between), axioms, rules of proof?