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Black Hole Equation Rises from Chalkboard Plane as Isometric Architectural Spectacle
Black Hole Equation Rises from Chalkboard Plane as Isometric Architectural Spectacle — explore this gpt-image-2.5 creation on OpenZhenZhen, with its original prompt and a reusable generation example.
Prompt
Chinese prompt
创作一幅受黑洞理论启发的高角度等距建筑可视化图。在石板黑板平面上用 white chalk on a slate-blackboard plane 写出 the Schwarzschild metric for a non-rotating black hole。让符号线条从二维表面物理性升起：先形成纤细白色线框，随后逐渐增加不透明度与材质纹理。画面上方将其凝成一座宏伟、照片级真实却不可能存在的结构，造型灵感来自黑洞事件视界及周围吸积形态。明确将其作为受科学启发的可视化，而非声称黑洞真的是建筑。平面上放置一尊明确成年的微型科学家小雕像，敬畏地仰望结构以建立尺度；使用固定人物身份参考 ref-10a-v1 引导小雕像面部。突出从草图符号到实体体量的维度变化，空间深度清楚、细节克制准确。不增加其他人物、标签、标志或水印；将等距投影视作构图方向，不要求严格的技术投影精度。
English prompt
Create a high-angle isometric architectural visualization inspired by black-hole theory. On a flat slate-blackboard plane, write the Schwarzschild metric for a non-rotating black hole in white chalk on a slate-blackboard plane. Let the notation lines physically lift from the 2D surface: begin as fine white wireframes, then gain opacity and material texture as they rise. At the top of the composition, solidify them into a monumental photoreal but impossible structure inspired by a black hole's event horizon and surrounding accretion forms. Keep this clearly a science-inspired visualization, not a claim that a black hole is literally a building. Place one tiny, clearly adult scientist figurine on the flat plane, looking up in awe to establish scale; use fixed identity reference ref-10a-v1 to guide the figurine's face. Emphasize the dimensional transition from sketch marks to solid mass, with legible spatial depth and restrained precise detail. Do not add extra people, labels, logos or watermark; treat isometric projection as composition guidance rather than strict technical projection accuracy.
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