G(2,0) norm 4 family

This family corresponds to a Gaussian integer with norm 4. Since it is a power of 2, some of its curves have similarities with the 2 family (the classic dragon curve and the Polya Sweep). Generators in this family can have integers with norm 2 as well as with norm 1.

name: Peano Sweep reference: The Fractal Geometry of Nature comment: (This curve has overlapping segments)

name: Dragon of Eve reference: Brainfilling Curves comment: This is a self-avoiding curve

name: Carbajo curve reference: Victor Carbajo comment: self-avoiding curve

name: Tile Curve reference: Brainfilling Curves comment:

name: V1 Dragon reference: Brainfilling Curves comment: This curve has interesting similarities to the classic dragon curve

name: Textured Dragon reference: comment: same overall body shape as the classic dragon curve

name: Triangle 4 reference: Brainfilling Curves comment:

name: City 4 reference: comment:

name: Box 4 reference: Brainfilling Curves comment: This curve has similarities to the Peano Sweep

name: Tossed City reference: comment:

name: Cesaro Sweep reference: The Fractal Geometry of Nature comment:

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