Euangelion original editorial illustration

Identity: AI-generated editorial illustration of a theorem's limited domain and structured possibilities beyond it; not a proof diagram, a quantum device or a claim that quantum advantage is eliminated.

Production: Built-in OpenAI image generation, commissioned for this edition on November 9, 2026. No third-party documentary image is incorporated. This is original generated editorial artwork; no exclusive-rights claim is made. The owner may publish and reuse the commissioned output subject to applicable service terms.

Reporting basis: https://psi.inc/research/aaronson-ambainis/

Final generation prompt:
Use case: stylized-concept. Wide 3:2 original editorial illustration for Euangelion about a mathematical proof that narrows one class of quantum advantage, without disproving quantum computing. Create a sublime printmaker's mathematical still life: a large cream plane with many tiny irregular ink marks is crossed by a precise cobalt measuring bridge, its two supports resting on a clear finite region of that plane. Beside that region a separate ordered copper helix of repeating forms continues past the bridge entirely untouched. The central visual argument is that a theorem has a defined domain; structured possibilities outside that domain remain open. Refined geometric engraving and sculptural paper construction, warm uncoated ivory, deep blue, carbon ink and sparse copper. Large authoritative forms, delicate controlled detail, ample negative space, contemplative scientific elegance. No words, letters, equations, graphs with invented data, axes, numerals, logos, computer hardware, neon, magical particles, humanoid robots or stock icons. Do not show all paths blocked or the helix broken. Non-documentary conceptual editorial art, not a proof diagram or measured quantum architecture.