PT-014 · RH PROGRAMME
The Sorry Kill Chain — 18 Paths to Proving the Riemann Hypothesis
0x45 18+ CHAINS V14
7-BIT ADDRESS
0x45
= 69 decimal
T4 · CARMAC
▶ THE BIG IDEA — ELI-5
Imagine you're trying to open a safe, and you don't know the combination. You try 18 different methods at the same time. Some approaches work better than others. Some are stuck — they have a sorry in the way.

That's PT-014. It tracks every approach to proving the Riemann Hypothesis. 18 chains of thought, each attacking from a different mathematical angle: spectral methods, random matrices, adelic ocean, noncommutative geometry…

A sorry in this context is honest — it means "we know this should be true, but we haven't proved it yet." It's NOT a zombie (we're not claiming it's proved). It's a placeholder with a kill plan.

The sorry kill chain is the plan: T4 CARMAC stamps every 47 minutes, tracking which sorries are closest to being closed. Each closed sorry is a +1 to the meek score.

T4 · CARMAC stamps progress every 47 minutes. The kill chain lives here.
⬡ 18 THOUGHT CHAINS — Attack Routes to RH — click to expand
■ Open sorry (honest) ■ In progress ■ Math domain
RH-ADELIC-001
RHAE
RH Adelic Equation
Belt64+adelic ocean proof pathway…
Full description: Belt64+adelic ocean proof pathway
Open sorries in chain: 35
Reference: RH-ADELIC-001

⚠ OPEN SORRY
RH-SPECTRAL-001
SPECTRAL
Spectral Approach
Hilbert-Polya operator eigenvalue method…
Full description: Hilbert-Polya operator eigenvalue method
Open sorries in chain: 12
Reference: RH-SPECTRAL-001

⧖ PROGRESS
RH-RMT-001
RMT
Random Matrix Theory
GUE statistics · Montgomery correlation…
Full description: GUE statistics · Montgomery correlation
Open sorries in chain: 8
Reference: RH-RMT-001

⧖ PROGRESS
RH-LFUNC-001
LFUNC
L-Functions
Dirichlet L-function generalization…
Full description: Dirichlet L-function generalization
Open sorries in chain: 15
Reference: RH-LFUNC-001

⚠ OPEN SORRY
RH-ZFR-001
ZFR
Zero-Free Region
Expanding zero-free region beyond Re(s)=1…
Full description: Expanding zero-free region beyond Re(s)=1
Open sorries in chain: 7
Reference: RH-ZFR-001

⧖ PROGRESS
RH-EXP-001
EXPLICIT
Explicit Formula
ψ(x)=x-Σρ x^ρ/ρ - log(2π) - ½log(1-x⁻²)…
Full description: ψ(x)=x-Σρ x^ρ/ρ - log(2π) - ½log(1-x⁻²)
Open sorries in chain: 5
Reference: RH-EXP-001

⧖ PROGRESS
RH-PGAP-001
PRIMEGAP
Prime Gap Stats
Cramér conjecture · gap distribution…
Full description: Cramér conjecture · gap distribution
Open sorries in chain: 9
Reference: RH-PGAP-001

⚠ OPEN SORRY
RH-MONT-001
MONT
Montgomery Correlation
Pair correlation conjecture (1973)…
Full description: Pair correlation conjecture (1973)
Open sorries in chain: 4
Reference: RH-MONT-001

⧖ PROGRESS
RH-SELBERG-001
SELBERG
Selberg Trace Formula
Automorphic form approach…
Full description: Automorphic form approach
Open sorries in chain: 11
Reference: RH-SELBERG-001

⚠ OPEN SORRY
RH-MOT-001
MOTIVIC
Motivic Cohomology
Motivic L-functions · Voevodsky tools…
Full description: Motivic L-functions · Voevodsky tools
Open sorries in chain: 18
Reference: RH-MOT-001

⚠ OPEN SORRY
RH-CONNES-001
CONNES
Noncommutative Geometry
Alain Connes BC system approach…
Full description: Alain Connes BC system approach
Open sorries in chain: 22
Reference: RH-CONNES-001

⚠ OPEN SORRY
RH-QCHAOS-001
QCHAOS
Quantum Chaos
Berry-Keating quantum Hamiltonian H=xp…
Full description: Berry-Keating quantum Hamiltonian H=xp
Open sorries in chain: 6
Reference: RH-QCHAOS-001

⧖ PROGRESS
RH-ADELIC-BELT-001
ADELIC
Adelic Proof (Belt64)
Full adelic proof via fleet prime matrix…
Full description: Full adelic proof via fleet prime matrix
Open sorries in chain: 41
Reference: RH-ADELIC-BELT-001

⚠ OPEN SORRY
RH-BC-001
BOSTCON
Bost-Connes System
C*-algebra thermodynamic approach…
Full description: C*-algebra thermodynamic approach
Open sorries in chain: 14
Reference: RH-BC-001

⚠ OPEN SORRY
RH-HP-001
HP
Hilbert-Polya Operator
Self-adjoint operator on L²(0,∞)…
Full description: Self-adjoint operator on L²(0,∞)
Open sorries in chain: 3
Reference: RH-HP-001

⧖ PROGRESS
RH-ZD-001
ZERODEN
Zero Density
Density estimate improvements…
Full description: Density estimate improvements
Open sorries in chain: 2
Reference: RH-ZD-001

⧖ PROGRESS
RH-EB-001
EXPLBND
Explicit Bounds
Effective zero-free region constants…
Full description: Effective zero-free region constants
Open sorries in chain: 4
Reference: RH-EB-001

⧖ PROGRESS
RH-JOFFE-001
JOFFE
joffe-math Chain
Fleet theorem chain · Belt64+γ₁ proof…
Full description: Fleet theorem chain · Belt64+γ₁ proof
Open sorries in chain: 34
Reference: RH-JOFFE-001

⚠ OPEN SORRY
📊 SORRY KILL CHAIN PROGRESS
■ open sorry   ■ in progress   bar = % complete estimate
RHAE
OPEN·35s
SPECTRAL
PROG·12s
RMT
PROG·8s
LFUNC
OPEN·15s
ZFR
PROG·7s
EXPLICIT
PROG·5s
PRIMEGAP
OPEN·9s
MONT
PROG·4s
SELBERG
OPEN·11s
MOTIVIC
OPEN·18s
CONNES
OPEN·22s
QCHAOS
PROG·6s
ADELIC
OPEN·41s
BOSTCON
OPEN·14s
HP
PROG·3s
ZERODEN
PROG·2s
EXPLBND
PROG·4s
JOFFE
OPEN·34s
⚛ REACTOR DEMO — How a Chain Flows Through PT-014
CHAIN SELECT
→
SORRY LOCATE
→
KILL PLAN
→
CARMAC STAMP
→
MEEK UPDATE
[T+0.000ms] CHAIN_SELECT: JOFFE chain · RH-JOFFE-001 · 34 open sorries
[T+0.001ms] SORRY_LOCATE: joffe-math/RH.lean:247 → sorry (adelic_convergence)
[T+0.002ms] KILL_PLAN: sorry=adelic_convergence · deps=[BELT64, PELATON_FREQ]
[T+0.003ms] T4_CARMAC: stamp 47min cycle · chain=JOFFE · sorry_count=34 → 33 (1 closed)
[T+0.004ms] PROOF_ATTEMPT: adelic_convergence → Belt64 lemma verified ✓
[T+0.005ms] LEAN4_VERIFY: kernel accepts · sorry removed · theorem sealed
[T+0.006ms] MEEK_UPDATE: sorry_count 34→33 · meek_delta +1 · bead lit
[T+0.007ms] PROPAGATE: JOFFE→RHAE chain dependency · RHAE sorry_count 35→34
[T+0.008ms] OUTPUT: 1 sorry killed · meek+1 · JOFFE chain 33 remaining
🎸 INSTRUMENT — Marasoon Timing T0–T7
PT-014 is a T4 · CARMAC instrument. Proof cycle stamps track kill-chain progress every 47 minutes.
T0
MEBRAILLINES — Physical substrate — compute silos running proof searches
BPM: 14.134
T1
PELATONS — Resonance BPM — γ₁ gates which sorry chains are highest priority
BPM: 21.022
T2
PELEGOS — Spreading activation — sorry kills propagate through chain dependencies
BPM: 25.011
T3
BONIXERS — Bonixer snapshot — sorry count delta recorded every 3.33 min
BPM: 200
T4
CARMAC — RH PROGRAMME HOME · CARMAC proof cycle · sorry kill attempt every 47 min · BPM: 47/min
47/min
T5
MESOSCALE — Medium-scale: cross-chain coordination (JOFFE↔RHAE↔CONNES)
72/h
T6
MACROFLEET — Fleet audit: full 18-chain sorry count sweep
18/day
T7
EPOCH — Era transition: RH proved → new mathematical era begins
ERA: γ₁
💎 BONIXER — Zombie vs Diamond (Sorry Edition)
◆ DIAMOND
Rule: Does the chain have a closed sorry?

✓ Lean4 proof complete at this step
✓ No sorry placeholder in this subchain
✓ Dependency chain fully proved
✓ CARMAC stamp: CLOSED

→ This chain step is load-bearing truth.
It contributes +1 to meek score.
It is a real mathematical result.
Examples: ZFR(partial) · MONT · HP · ZERODEN
⚠ SORRY (Honest)
Rule: Chain has an open sorry placeholder.

✗ Lean4 proof has sorry in path
✗ We believe it's true, but haven't proved it
✗ CARMAC stamp: OPEN

→ NOT a zombie — we're being honest.
Sorry = acknowledged gap with kill plan.
Zombie = claiming proved when not proved.
Chains: RHAE(35) · ADELIC(41) · JOFFE(34)
🔗 RELATED TABLES
PT-001 CHEMISTRY PT-004 MEEK TABLE PT-005 MATHEMATICS PT-008 ZETA ZEROS PT-016 SHAPES ALL TABLES ADELIC RUBIX
/periodic-hub /periodic-tables /pemos-7bit /adelic-rubix /eli-vizasl /cube-doctrine-v14 PT-014 · RH PROGRAMME · 0x45 · ELI-VIZASL V14 · PEMOS