**[Manifestation layer]** The cosmos is a living organism; \(T⁶⁴\) is the form of the cosmic living organism. The present paper is the master outline of the 24-constant readout system of the Yuanxian series. It unifies: - **Real-domain dimensional-reduction path**: readout tables and calibrated tables;- **\(seta\) pure-complex-domain path**: complete native-reading tables;- **Phase-masking quantities** \(Δₘₐₛₖ\): detail tables, numerical values, analytic expression \[ Δₘₐₛₖ(α_i)={δYXTn_i}{2π· n_i/68}, \] and the 35-step spectrum;- **Dual-path comparison master table**;- **Citation conventions**. The paper is in complete alignment with the ontological master outline *Yuanxian Theory: The Cosmos Is a Living Organism* in hierarchy, terminology, generative chain and citation relations. **Ontological positioning**- The cosmos is a living organism (already settled);- \(T⁶⁴\) is the form of the cosmic living organism (already settled);- Yuanxian has no outside;- Manifestation precedes; confirmation follows (constant readouts are records of manifestation). **Key technical elements**- Incomplete-ratio constant \(δYXT=(√5-1)/2≈0.618\) (first entropy critical value \(Ωcrit,1\));- Complementary relation \(Ωcrit,1+Ωcrit,2=1\);- Masking spectrum decays from \(5.71×10⁻²\) (\(n=1\)) to \(1.52×10⁻⁸\) (\(n=35\)), spanning ~6.6 orders of magnitude. **Criterion**: The present document is a citation master outline, not an ultimate physical verdict. It is an integrated structural restatement within the framework of the cosmic living organism. --- **【显影层】** 宇宙是生命体;\(T⁶⁴\) 是宇宙生命体的形态。 本文是元宪系列 24 常数读出体系的总纲。统一涵盖: - **实域降维路径**:读出表与校准表;- **\(seta\) 纯复域路径**:原生读数全表;- **相位遮蔽量** \(Δₘₐₛₖ\):明细表、数值、解析表达式 \[ Δₘₐₛₖ(α_i)={δYXTn_i}{2π· n_i/68}, \] 及 35 步谱;- **双路径对照总表**;- **引用规范**。 本文与本体总纲《元宪理论:宇宙就是生命体》在层级、术语、生成链、引用关系四个方面完全对接。 **本体论定位**- 宇宙即生命体(已确定);- \(T⁶⁴\) 为宇宙生命体之形态(已确定);- 元宪无外;- 显影先行,确认在后(常数读出系显影记录)。 **关键技术要素**- 未缺分常数 \(δYXT=(√5-1)/2≈0.618\)(第一熵临界值 \(Ωcrit,1\));- 互补关系 \(Ωcrit,1+Ωcrit,2=1\);- 遮蔽量谱从 \(n=1\) 的 \(5.71×10⁻²\) 衰减至 \(n=35\) 的 \(1.52×10⁻⁸\),跨越约 6.6 个数量级。 **判据**:本文系引用总纲,并非物理学终极判决,而是框架内结构性重述之集成。
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Zhenyuan Acharya (2026) studied this question.
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