A modern textbook on affine and projective spaces

Requirements:

• Scalar fields other than $\mathbb{R}$ and $\mathbb{C}$.
• Precise. Visual explanations are good, but they must complement definitions and proofs, not replace them.
• No repetition of text. It may reference other textbooks for linear algebra, order theory, etc.
• Modern. Semilinear transformations, category theory.
• Well-known prerequisites. Phrases “it is a well-known fact” and “it is evident” without references must occur as rarely as possible.

There was a similar request, but concentrated on problem-solving, not on slick theory. Some examples I found so far:

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All spaces are over arbitrary fields (but $\mathbb R$ and $\mathbb C$ are given extra consideration), the book is rigorous, self-contained, contains many drawings,studies semilinear transformations, is fairly advanced and has a key to the exercises at the end.