Simplified educational model. Anchored to published resource estimates: RSA-2048 — Gidney, arXiv:2505.15917 (2025): <1M noisy qubits, <1 week (supersedes Gidney & Ekerå 2019: 20M qubits, 8 h); FeMoco — Lee et al., PRX Quantum 2, 030305 (2021): ~2,200 logical / ~4M physical qubits, <4 days; derivative pricing — Chakrabarti et al., Quantum 5, 463 (2021): ~8k logical qubits, T-depth 5.4×10⁷. Surface-code overhead modeled as ≈2·d² physical qubits per logical qubit at code distances d≈27/13/9 for error rates 10⁻³/10⁻⁴/10⁻⁵ — a generic, conservative estimate: optimized layouts (e.g. yoked surface codes in Gidney 2025) reach ~2× fewer physical qubits than shown here. Qubit counts for the optimization and quantum-ML cases are illustrative assumptions, not published estimates. Real requirements depend on architecture, gate speeds, and error-correction scheme. Prototype — not investment or security advice.