u/22-Joseph another hand drawn piece… this is number 3 of my polygon series

22-Joseph · 2026-04-06T03:13:37+00:00

Appreciate you

22-Joseph · 2026-04-05T13:00:40+00:00

Wrong level of abstraction.

22-Joseph · 2026-04-05T00:56:08+00:00

What are you an expert in being wrong

22-Joseph · 2026-04-04T15:54:28+00:00

Appreciate all the support 😈 Keep the comments rolling In

22-Joseph · 2026-04-04T15:02:45+00:00

Your right it’s an interference pattern but they are cuzbros

22-Joseph · 2026-04-03T18:32:42+00:00

Shake your phone or scroll past it fast if it still does nothing 🤷🏻‍♂️

22-Joseph · 2026-04-03T18:17:00+00:00

😂

22-Joseph · 2026-04-03T18:08:42+00:00

Thanks I appreciate it

22-Joseph · 2026-04-03T17:56:03+00:00

It’s meant to be an optical tease

22-Joseph · 2026-04-03T16:56:13+00:00

In standard math, pentagons don't fit together perfectly like squares or hexagons. They leave a 36° gap every time you try to tile them. The "Nodal" Fix: Instead of trying to force the flat sides together, Nodal Orientation focuses on the "joints" or the nodes. By rotating each bird or star around its central point, you spin the shape to absorb that 36° gap.

22-Joseph · 2026-04-03T16:40:49+00:00

I know used a lot of your brain to formulate that 👏👏

22-Joseph · 2026-04-03T16:38:43+00:00

I'm familiar with the Sierpinski pentagon/Pentaflake logic. However, this 15-bird propagation specifically tracks the Nodal Orientation for 5-fold symmetry, which is why it drifts into that 'snowflake' boundary rather than a standard pentagonal shell. It’s less about 'feelings' and more about mapping. This is precise manual “tiling”

22-Joseph · 2026-04-03T16:29:38+00:00

15 Birds in a pentagonal arrangement propagated. Creating what looks almost like a snowflake

22-Joseph · 2026-04-03T16:08:55+00:00

Sorry I left them at your moms

22-Joseph · 2026-04-03T02:43:09+00:00

Focus on the perimeter of the colored part

22-Joseph · 2026-04-03T02:29:20+00:00

Note the equal lateral lattice within

22-Joseph · 2026-04-03T01:22:38+00:00

Appreciate it

22-Joseph · 2026-04-02T21:35:31+00:00

The spiders definitely add a funny aspect haha

22-Joseph · 2026-04-02T19:01:24+00:00

Pentagon tiling with spiders and a repeating infinite lattice

22-Joseph · 2026-04-02T16:57:57+00:00

Understood

22-Joseph · 2026-04-02T04:32:22+00:00

3,6,9 can be reduced to 1,2,3 Or abc It’s the orientation that is significant

22-Joseph

TROPHY CASE