Primitive Root Finder

g generates (Z/nZ)*

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About Primitive Root Finder

A primitive root finder computing generators g of (Z/nZ)* where ord(g) = φ(n). Shows all primitive roots, verifies order, and lists powers of g. Primitive roots exist iff n = 1,2,4,pᵏ,2pᵏ. All calculations are client-side.

Primitive Root Finder Features

  • Find roots
  • All roots
  • Verify order
  • Power table
  • Existence check

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