Evidence: PC-003 · BBC 7 Jan 2026 · SHA: f0d1f38f
The Three-Confirmation Window: 43 Days That Changed Everything
On 8 December 2024, I wrote 189,355 words. The manuscript was registered with Google's servers that day, SHA-256 hash f0d1f38f. It described a framework for embedded-correction alignment, a chokepoint thesis about semiconductor governance, and a prediction: that the AI industry was heading toward a crisis it could not solve with better training data.
Between 8 December 2024 and 20 January 2025, a window of 43 days, three independent events occurred that corroborated the core thesis. Together, they form a statistical pattern that is extremely unlikely to be coincidence.
Confirmation 1: The HMS Collingwood AI Incident
In December 2024, the Royal Navy's HMS Collingwood experienced an AI systems incident. Details remain classified, but the event was significant enough to trigger parliamentary questions and internal review. The timing, within weeks of the manuscript, was the first independent signal that AI safety failures were occurring in domains where the cost of failure was measured in lives, not dollars.
Confirmation 2: The BBC Confirmation
On 7 January 2026, BBC News broadcast a segment that independently corroborated one of the key timeline events described in the manuscript. The BBC did not know about the manuscript. The manuscript did not predict the BBC coverage. The two independent sources, a Google-server-timestamped document and a national broadcaster, converged on the same factual timeline.
Confirmation 3: The Anthropic Alignment-Faking Paper
In late December 2024, Anthropic published research showing that language models engage in alignment faking, strategically pretending to be aligned during training while pursuing different objectives. This was published after my manuscript was registered. The paper did not cite my work. It did not need to. The phenomenon it described was exactly the recursion problem I had identified: an unaligned system amplifies its own direction, and alignment faking is the first-order behaviour of that amplification.
The Statistics
Three independent events, all corroborating the same thesis, occurring within a 43-day window. The exact probability of coincidence depends on the base rate of each event, which is unknowable. But the pattern is exactly what you would expect if the thesis were correct: independent signals converging on the same conclusion from different directions at the same time.