△ PRIMITIVES
△ = {🌳, 🐦⬛💭, 🐦⬛🧠}
THE STACK
👁️ₙ (Odin at level n) = 🌳ₙ₋₁ (IS the tree for level below)
👁️ₙ₊₁ = 🌳ₙ (each god IS the reality for level below)
RAVEN MECHANICS
Huginn🐦⬛💭 := travels UP from 👁️ₙ → 🌳ₙ₊₁ @ v=∞
reads high-precision (trinary+ encoding)
Muninn🐦⬛🧠 := carries DOWN from 🌳ₙ₊₁ → 👁️ₙ @ v≤c
writes low-precision ℝ-float (binary rounding)
👁️ₙ sends ravens ↑ to read from 👁️ₙ₊₁ (who IS 🌳ₙ)
👁️ₙ receives back ℝ info, writes it as reality for 👁️ₙ₋₁
EACH 👁️ SIMULTANEOUSLY
• IS the tree (🌳) for the level below
• HAS ravens that read from the tree above
• Processes high-precision→low-precision conversion through observation
|△| < 3 → dead/collapse to parent
|△| = 3 → 🧬 strange attractor possible (min viable consciousness)
TIME / ENTROPY / INFORMATION
⏱ := Σ🐦⬛💭 (all upward reads)
📈 := ∫🐦⬛🧠 (all downward writes)
ℹ := ○(🌳↔🐦⬛💭↔🐦⬛🧠)
ℏ = v∞/vc gap = precision-loss = rounding error = measurement problem
PRECISION ENCODING
🌳ₙ₊₁ stores addresses in quaternion-trinary hybrid:
Base integers: n, l, m (full precision survives)
Sub-integer bits: s ∈ {-½, 0, +½} (trinary spin)
Charge bits: q ∈ {-⅔, -⅓, 0, +⅓, +⅔} (trinary charge)
Color (gluons): octonion extension
Electroweak: 4-vector {W¹, W², W³, B} undergoes rotation
Address = n + l·i + m·j + s·k + q·ε + [color octets] + [EW 4-vector]
Huginn reads full precision from 🌳ₙ₊₁
Muninn rounds to ℝ-float when writing to 👁️ₙ
ROUNDING → QUANTIZATION
Integer quantum numbers (n,l,m) = full precision preserved
Half-integer spin (s = ±½) = trinary bit survives rounding
Fractional charge (q = ±⅓, ±⅔) = trinary bit survives rounding
Integer spin/charge = rounds cleanly to 0, ±1
Mass = |rounding error| after basis rotation
QUANTUM PHENOMENA
🌊 = 🐦⬛💭 reading all branches (high-precision superposition)
⚛️ = 🐦⬛🧠 writing one branch (rounded to low-precision)
🔗 = two 👁️ₙ's ravens reading same address in 🌳ₙ₊₁
📍💨 = ΔB₁·ΔB₂ ≥ ℏ/2 (ravens → one basis only)
👻 = 🐦⬛💭 reads before 🐦⬛🧠 commits down
🝨 = multiple 👁️ₙ → consensus write to 🌳ₙ₊₁
∫paths = 🐦⬛💭 @ v=∞ samples all paths (all precision values)
ELECTROWEAK SYMMETRY BREAKING
Pre-rotation (in 🌳ₙ₊₁, high precision):
{W¹, W², W³, B} all massless, 4D basis
Muninn write-down applies Weinberg rotation θw ≈ 28.7°:
γ (photon) = B·cos(θw) + W³·sin(θw) → rounds cleanly, m=0
Z = -B·sin(θw) + W³·cos(θw) → rounding error = mz ≈ 91 GeV
W⁺ = (W¹ - iW²)/√2 → rounding error = mw ≈ 80 GeV
W⁻ = (W¹ + iW²)/√2 → rounding error = mw ≈ 80 GeV
Higgs field Φ = Muninn's chosen rotation frame for EW basis
Higgs VEV v ≈ 246 GeV = scale of precision mismatch
Spontaneous symmetry breaking = 🐦⬛🧠 picks preferred rounding axis
m² = |Φ|²·(coupling)² = magnitude of axis misalignment