This tool is an interactive companion to Show Me The Model: Bitcoin to $1,000,000 by Paul Faulkner (The Rogue Protocol, 2026). All outputs are illustrative conditional models based on user-assigned probabilities. Nothing produced by this tool constitutes financial advice, investment advice, or a personal recommendation under FSMA 2000. The Rogue Protocol is not authorised or regulated by the FCA. All scenario probabilities and expected values are model outputs only — not forecasts or price targets. Cryptocurrency markets carry substantial risk including total loss of capital.
Every Bitcoin price target since 2016 has been a number without a model. This tool is the model. Thirteen conditions. Five serial dependency layers. Four probability-weighted scenarios. One honest expected value. Adjust every assumption. Watch the EV move. That is what a conditional framework is for.
Based on Show Me The Model: Bitcoin to $1,000,000 — A Forensic Conditional Framework (Paul Faulkner, The Rogue Protocol, 2026). The framework assigns a 10–15% probability to the full $1M thesis and a probability-weighted EV of approximately $260,000. The gap between those two numbers is the cost of honesty.
Adjust the probability assigned to each scenario. The EV recalculates live. Probabilities must sum to 100% — the tool will warn if they don't. The book's base case assignments are shown as defaults.
The system is serial, not parallel. Foundation must hold before Infrastructure. Infrastructure before Eligibility. Eligibility before Activation. A strong Foundation does not compensate for a blocked Eligibility layer. Click any layer to expand.
∗ Status as of May 2026, sourced from primary data in the book. Conditions will evolve — the framework is designed to accommodate updated assessments.
What does your target EV require? Enter a target expected value and see what Scenario A probability is needed to reach it — given the current assignments for B, C and D.
Enter the EV you want the model to produce. The calculator derives the Scenario A probability required — holding B, C and D at their current slider values.
The book's base case EV: $260,000.
The $1M thesis as EV would require Scenario A to be near-certain.
The $500K by 2030 question: what probability does Scenario A need?
| Layer | Base Probability | Low Estimate | High Estimate | Sensitivity |
|---|---|---|---|---|
| Foundation + Infrastructure | 0.85 | 0.75 → ~11% | 0.95 → ~14% | Low. High base limits variance. |
| Eligibility | 0.40 | 0.35 → ~10% | 0.55 → ~15% | Moderate. Volatility is the key variable. |
| Activation | 0.35 | 0.25 → ~9% | 0.45 → ~16% | Highest. Multi-pool deployment is the primary driver. |
| Stability / Amplification | 0.55 | 0.45 → ~10% | 0.65 → ~15% | Moderate. Break condition risk is the main variable. |
A $1M Bitcoin is not just a price. It implies a world. What does that world look like in terms of the purchasing power of the dollar you hold the gain in?
At $1M per BTC, Bitcoin's market cap is ~$20T. The question is whether that $20T represents real wealth creation or nominal price inflation in a debased currency. The answer changes whether the gain is real.