E(2,1) norm 3 family |
This family corresponds to an Eisenstein integer with norm 3. Since it is a prime, all generator integers have norm 1. There are two generator shapes in this family. Two of the curves are self-avoiding.
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name:
Terdragon
reference: Larry Riddle comment: Palindrome curve (point-symmetry) |
name:
Inverted Terdragon
reference: fractalcurves.com comment: Different skin than the Terdragon |
name:
Half-Terdragon
reference: Tom Karzes' fractal page comment: |
name:
Walking Terdragon
reference: The Family Tree of Fractal Curves comment: This is a self-avoiding curve. |
name:
Fractal Chair
reference: comment: Christoph Bandt |
name:
reference: comment: |
name:
Avoid-3
reference: fractalcurves.com comment: This is a self-avoiding curve. |
name:
Hook 3
reference: fractalcurves.com comment: |
name:
Box 3
reference: The Family Tree of Fractal Curves comment: similar to the Original Peano Curve |
name:
Blob 3
reference: fractalcurves.com comment: |
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fractalcurves.com |