各位师兄,小弟分析的可否正确
本帖最后由 md_2267 于 2026-5-15 15:44 编辑昨天收阴之后,正好听书听到零号战法,突然想起来这个票非常符合
心有所悟,就想用我的浅薄分析和师兄们交流一下,听听师兄们的高见,让我能尽快提升自己data:image/png;base64,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