I'm reading Gruenbaum's Tilings and Patterns:
It's curious that almost all aspects of geometry relevant to the "man in the street" are ignored by our educational systems. Geometry has been almost squeezed out of school and university syllabuses and what little remains is rarely of any use to people who wish to apply geometric ideas in their work[...]
I kinda felt that when I was in high school, and once I've seen the proof which states that an exterior angle of a triangle is greater than either remote interior angle in euclidean geometry and I felt it was kind magic, it was another way of thinking, I don't know how to explain but this experience made me get interested in geometry.
So I'm curious on what I should start studying/reading for learning geometry and what way I should follow, I know that euclidean geometry is one of the first geometries arround, but I've read somewhere that there's a discrepancy between euclidean geometry and the modern way of looking at geometry, so I'm not sure on where to start.
My question is a little extense, I'm trying to figure out where to start studying geometry and I'm trying to find a reasonable way to follow and also books and video lectures for it, I want to use this question as a reference for the next years and it also would be useful to MSE members to find a guide into the study of geometry. Can you help me?