CSU CKM/PMNS Validation and Audit Package (v1.0)

This deposit contains the complete validation, audit, and replication package for the CSU (Chrono‑Singularity Unification) framework's predictions for the CKM and PMNS mixing matrices benchmarked against PDG and NuFIT references. The CKM sector passes stringent validation, with global consistency characterized by a total chi-squared of approximately 7.63 for 9 degrees of freedom (p ≈ 0.57), stable under rephasing invariance and parameterization re‑expressions, and with a Jarlskog invariant consistent with PDG within uncertainties. The PMNS sector shows significant tension in current CSU predictions, most notably for sin²θ23 (≈6σ from PDG/NuFIT best fits), which we document as a falsifiable prediction pending upcoming neutrino data releases. Contents include: Final PDF reports (executive and full validation), Preregistration, audit, and adversarial/replication scripts, CSV/JSON comparison tables and null controls, External replication and hardened packages, A top-level README with step‑by‑step reproduction instructions, Published SHA‑256 checksums for integrity verification. This package is organized to enable independent replication, adversarial audit, and long‑term archival. It includes unitary and unitarity‑triangle checks, rephasing invariance tests, parameterization equivalence tests, and null‑control analyses. See README for deterministic environment setup and exact command lines.本数据存储包包含CSU（Chrono-Singularity Unification，时序奇点统一）框架针对CKM混合矩阵（CKM mixing matrix）与PMNS混合矩阵（PMNS mixing matrix）的预测的完整验证、审核与复现套件，该套件以粒子数据组（PDG）与NuFIT的参考结果为基准进行对标验证。 CKM子模块通过了严格的验证，其全局一致性的总卡方值约为7.63，对应9个自由度（p≈0.57），在重相不变性与参数化重表达下保持稳定，且其雅尔斯洛格不变量（Jarlskog invariant）在不确定度范围内与PDG的结果一致。PMNS子模块的当前CSU预测存在显著偏差，尤以sin²θ23最为突出（与PDG/NuFIT的最优拟合结果相差约6σ），我们将其记录为一项可证伪的预测，有待未来中微子数据发布后验证。 本套件包含：最终版PDF报告（执行摘要与完整验证报告）、预注册文档、审核与对抗性复现脚本、CSV/JSON格式的对比表与空白对照组、外部复现与强化版套件、包含分步复现指南的顶层README文件，以及用于完整性验证的已发布SHA-256校验和。 本套件的组织架构旨在支持独立复现、对抗性审核与长期归档，其中包含幺正性检验、幺正三角形检验、重相不变性测试、参数化等价性测试以及空白对照分析。详见README文件以获取确定性环境搭建方法与精确命令行指令。