]> 2026-07-04T02:50:38+00:00 CDIN-subgroup 0 en CDIN-subgroup Sylow and TI implies CDIN 0 en Sylow and TI implies CDIN 0 Characteristic of CDIN implies CDIN#CDIN-subgroup# a64d0f0fedf41cd22c851f054aa2d6a3 0 Sylow and TI implies CDIN#CDIN-subgroup;2# 5cee2730a201717a9319fe8c41f4889c 0 CDIN of conjugacy-closed implies CDIN#CDIN-subgroup# a64d0f0fedf41cd22c851f054aa2d6a3 0 Sylow not implies CDIN#CDIN-subgroup;2# 5cee2730a201717a9319fe8c41f4889c Proves property satisfaction of 132 en Proves property satisfaction of Page 132 en Page