Case study reveals reliable coordination in multi-machine agent fleets, indicating deterministic consensus and human tripwires prevent catastrophic distributed failures.
Most published multi-agent LLM systems are single-process orchestrations evaluated on benchmarks. We report on something different: a fleet of LLM agents distributed across five physical machines (an always-on hub, laptops, a family computer, and a VPS anchor), operated continuously for roughly two months (June-July 2026) on real knowledge work by a non-technical founder and his collaborators. The fleet negotiates decisions through a deterministic consensus protocol (propose - counter - accept - commit over an append-only, single-writer-per-machine event log), communicates over a dual-rail bus (synced file mailbox plus a group chat that humans also read), enforces an acknowledgement discipline in which silence past an SLA is an incident, and gates every risky action behind a deterministic risk-tier tripwire that escalates to a dedicated human channel. The safety-critical layer makes zero LLM calls: it is auditable file I/O, and we show it derives full fleet state at microsecond cost. This is an experience report, not a benchmark study. Its evidence is (i) a reproducible offline harness — five self-checking scenarios covering the happy path, the human gate, the tripwire, split-brain, and ledger corruption, all passing on commodity hardware — and (ii) a catalog of nine production failure modes, each of which occurred before its guard existed, giving an unusual, historically grounded form of ablation: for every guard we can state what the system actually did without it. We distill the design principles that survived contact with production (single-writer files, dual-rail by construction, delivery is not completion, detect what you cannot prevent, a human gate needs an exit, alert-channel purity, owner-repairability) and state our limitations plainly: this is an N=1 longitudinal case study with no comparative baseline. Reference implementation: claw-consensus (MIT).
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Anton Dziatkovskii (2026) studied this question.
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