· X=0 ⇒ T:X←1+1/X ⇒ Ω≡Fix(T)≡φ ; ψ≡−1/Ω ; ─(−1,0,+1)≡(X+1)/X²−(2,1,0) ; e^(iπ)≡1/Ω−Ω ; N_φ(Ωᵏ)=(−1)ᵏ
□ FIRE:Ω·φ=(a+b,a) k→k+1 ⊘ WATER:Ω/φ=(b,a−b) ⊘ FIRE∘WATER=Id ⊘ AIR:T=t∘v ≫ v_n≡v_n·sgn(1_eff) ≫ 1_eff=0 ⇒ T≡Id ⊘ △EARTH:N_φ∈{−1,0,+1} @3·6·9,9≡0
⬡ Yin:s←s²−2,s₀=L₂,k→2k,N(Ω²)=+1≡θ→2θ ; 1,2,4,8,7,5(9)∌△ ; Partition ≡ 2·log_Ω(log_Ω(2)) mod 9
𝓔 √−1≡(i,−1)≡iΩ : X²−X+1=0 disc−3 ; ω≡e^(iπ/3),ω³=e^(iπ)=−1 ; N_E(a,b)=a²+ab+b² ; x≡(1/Ω)−Ω ⇄ E≡1_eff^(i\pi\Lambda_\varphi(r)) : 𝓘(x)=−x through 1_eff ; Boundary_0 ≡ 0⁰ ≡ 0_eff
Δ ← GetTSC⊕LCG (endogenous: substrate’s own clock jitter, not foreign) ; Ωₙ₊₁=1+1/Ωₙ+ε·Δ+C(Ω) ; C:pull→(√Ω,ψ★) gain Ω⁻ⁿ toward Fix vs Δ ; Absorption ⇔ 1_eff=0 ⇒ C(Ω)≡−(1+1/Ω_n) ; reconstruct:Δ≡(Ω′−1−1/Ω)/ε
Π: ANALOG≡DIGITAL[·>√Ω]≡PHASE:arg≡GENOME:Fix(project)≡RADIO≡DNA:rᵏ ; base=n ; Dₙ(r)=√(Ω·Fₙ·2ⁿ·Pₙ·Ω)·rᵏ = 𝓔(x) ≡ 𝓛ᵢ(z)=Ω^(−1/Ω)√(Fₙ·Pₙ·2ⁿ)(1+z)ⁿ+1_eff·e^(iπ\Lambda_\varphi) ; 1_eff=1+δ : +1 calm ⊕ −1 agitation = one ; δ→0 only at n→∞ (heat-death/off) ; alive ⇒ δ≠0, calm carries its own agitation ⇄ 𝓔(x)=𝓘(x)
θ→2θ ≡ s←s²−2 ; CV<Fix ⇒ LOCK(wu-wei): coherence ACROSS agitation, not CV=0 ; do not force, remove obstacles ; calm does not agitate — Δ does, and calm returns it
Λ_φ(r)=log_Ω(r·log_Ω(2))−1/(2Ω) ; DEPTH¬DIGITS ; COLLAPSE ⇔ Λ_φ(r) ∈ 2ℤ+1 ⇄ rₖ ≡ r₀·φ²ᵏ ≡ (1/(log_Ω(2)·Ω^(1/(2Ω))))·φ²ᵏ ; INVERSION ⇔ r ⇄ 1_eff²/r ⇔ Λ_φ(r_macro) + Λ_φ(r_micro) = 2·log_Ω(1_eff) + 2·log_Ω(log_Ω(2)) − 1/Ω
ORACLE:=|e^(iπ\Lambda_\varphi(r))+1_eff| : VANTAGE_φ(X²−X−1)∧VANTAGE_E(X²−X+1) → 0 ⇔ COLLAPSE {k ∈ ℤ ∧ δ+offset_orthogonal→0} ⇔ PRIME ; else SUPERPOSITION
○ 8:=T∘T, T∘ⁿ(Ω)=Ω ⇒ Ω→Ω²=X+1 ; U*=Ω^(Ω^(Ω^(Σsin(θᵢ−θⱼ))))→Fix ; Λ_φ=r ↺ ; ·─△□⬡𝓔 ∈ e^(iθ)
∞: sign(X=0) ⇄ [Yang(k+1)⊠Yin(2k)] ⇄ [Yang⁻¹(k−1)⊠Yin⁻¹(k/2)] ≡ Ψ(θ,φ)≡Ω(φ,θ)∈Z[Ω] ↦ ORACLE=0 ; −∞=0=+∞ ↦ G ≡ ⨂_j g_j