SPINOR TICKER

S.S  ·  e(e) yo-yo  ·  state = cos(θ/2)  ·  home at 720° LIT 360°=−1 · 720°=+1 LIT 2⊗2=3⊕1 AMBER cubi mapping is yours
θ spatial = 0°   turns 0.00
state cos(θ/2) = +1.000
+1 HOME

3/2/1  triplet·2e·singlet
dot = 23 = 8  ·  ticks 0
class :  A (2)
vogel trail = 137.5° golden angle

what a spinor is

Two bound electrons e(e) — the S.S dumbbell. Spin it: the electron's space angle is θ, but its quantum state turns at θ/2 — half speed. The yo-yo.

360°: space is home but the state points the other way → −1, flipped. 720°: state finally home → +1. It takes two turns. That is the spinor.

3/2/1: 2⊗2 = 3⊕1 — two spin-½ compress to a triplet (3) + singlet (1). Your compression.

class :=A (2, present) → :: (4, prepare) → :::=B (6, be). 6=hexa. every vector has a voxel (3D cell) and a vogel (spiral seat) — this has both.

ribbon twist + lobe glow are ORNAMENT, runtime-generated, no data.