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| by Jeffrey Ventrella | (these images are explained in fractalcurves.com) |
A clever self-avoiding curve. |
The same curve with filled-in colors |
Can you find the root of the top-most extremity? |
A remarkable specimen |
Bats |
Check out the interplay between symmetry and asymmetry |
Another symmetry / asymmetry beauty |
A Root 9 space-filler |
A specimen of the Root 9 Square Grid family with dimension < 2 |
A specimen of the Root 7 family with eyeballs added |
A self-avoider from the Root 4 Square Grid family |
A root 9 Triangle Grid specimen on a triangle initiator |
A Root 13 Triangular Grid space-filler |
A Root 9 Square grid space filler |
A Koch variation |
The Brain-filler! |
I call this one "Mandala" |
Two specimens in a tangled embrace |
A space-filler of the Root 9 Triangle family |
A specimen of the Root 5 family |
Two Root 5 specimens mating |
Root 9 triangle space-filler |
A lacey space-filler |
An intricate space-filler |
dimension < 2 |
a self-avoider of the Root 4 square grid family |
A relative from the Root 8 family |
My proud discovery! The Dragon of Eve |
A Craggy Dragon |
Not quite filling the Koch Snowflake |
a self-avoider with dimension < 2 |
Three craggy Root 7 species, mating |
Space-filling a triangle with variable-length goodness |
Analyzing the anatomy of a self-crossing Root 7 dragon |
Scrolls within scrolls |
A Ter Dragon with complex phisiology |
A complex Root 7 self-crosser |
Three of these curves mate to form a Gosper Island |
A space-filler with its chambers playfully-colored |
A variation of the 7-Dragon |
A variation of the Harter-Heighway Dragon |
Another variation of the Harter-Heighway Dragon |
Another variation of the Harter-Heighway Dragon |
Another variation of the Harter-Heighway Dragon |
Slef-similar poem |
Roots and Leaves |
Space-filler |
Vascular Twin-Dragon |
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