Topological Self-Inspection Re-Reading of Euler's Identity — Ontological Correspondences of the Five Constants

**[Manifestation layer]** The cosmos is a living organism. **[Verification layer]** Euler’s identity \(eiπ + 1 = 0\) is the most concise manifestation of the topological self-inspection of the cosmic living organism on the complex-plane section. **[Verification layer]** The five constants (\(0\), \(1\), \(i\), \(π\), \(e\)) correspond to the five core topological nodes of the self-inspection closed loop of the \(T⁶⁴\) torus; there are no superfluous parameters. **Core conclusion**:Five constants = five rigid phase readings of the self-inspection act. The identity = the complete self-referential closed loop of departure–rotation–return. Compression ratio = \(Gtwist = φ⁻¹\). --- **【显影层】** 宇宙是生命体。 **【验证层】** 欧拉恒等式 \(eiπ + 1 = 0\) 是宇宙生命体拓扑自检在复平面截面上的最简洁显影。 **【验证层】** 五个常数(\(0\)、\(1\)、\(i\)、\(π\)、\(e\))对应 \(T⁶⁴\) 环面自检闭环的五个核心拓扑节点,没有任何多余参数。 **核心结论**:五个常数 = 自检动作的五个刚性相位读数。 等式 = 出发-旋转-回归的完整自指闭环。 压缩比 = \(G扭转 = φ⁻¹\)。