👉 In mathematics, a colabelinear space is a geometric structure that satisfies four axioms related to its points and lines. These axioms are: 1. Axiom of Colablinear Structure: Given any two distinct points \(P\) and \(Q\), there exists exactly one unique line passing through them. 2. Axiom of Parallelism: Any two distinct points have at least one common line. 3. Axiom of Isogonality: Two lines are isogonal if
