Euclidean Geometry
Discover the foundational principles of geometry through interactive axioms, proofs, and ruler-and-compass constructions.
Axiomatic Explorer
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Active Postulate
Parallel Postulate [Through a point not on a line, exactly one parallel exists]
Euclidean Modules
FIVE AXIOMS
Experiment with Euclid's foundational postulates. Draw lines, create circles, and explore the limits of geometric constructions through a virtual compass interface.
Continue to Module →GEOMETRIC THEOREMS
Prove and apply classical theorems with interactive visuals. Build congruence proofs, parallel line relationships, and triangle properties dynamically.
Continue to Module →CONSTRUCTIONS
Use a virtual compass and ruler to create geometric constructions. Bisect angles, create perpendicular lines, and explore the power of Euclidean tools.
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