]> 2026-06-17T13:26:59+00:00 Permutable subgroup 0 en Permutable subgroup Normal implies permutable 0 en Normal implies permutable Permutable implies locally subnormal 0 en Permutable implies locally subnormal Permutable implies ascendant 0 en Permutable implies ascendant Permutable implies modular 0 en Permutable implies modular Normal subgroup 0 en Normal subgroup 0 Permutable implies locally subnormal#Permutable subgroup;2# 7bb1dbe0d19ae2fb3049bfe20ad80aeb 0 Normal implies permutable#Permutable subgroup;2# 7bb1dbe0d19ae2fb3049bfe20ad80aeb 0 Normal implies permutable#Permutable subgroup# 5bde3caa717f0dac7a21ca78766b3063 0 Permutable implies ascendant#Permutable subgroup;2# 7bb1dbe0d19ae2fb3049bfe20ad80aeb 0 Left-transitively permutable implies characteristic#Permutable subgroup# 5bde3caa717f0dac7a21ca78766b3063 0 Permutable implies modular#Permutable subgroup;2# 7bb1dbe0d19ae2fb3049bfe20ad80aeb 0 Permutable not implies normal#Permutable subgroup;2# 7bb1dbe0d19ae2fb3049bfe20ad80aeb 0 Automorph-permutable not implies permutable#Permutable subgroup;2# 7bb1dbe0d19ae2fb3049bfe20ad80aeb 0 Modular not implies permutable#Permutable subgroup;2# 7bb1dbe0d19ae2fb3049bfe20ad80aeb Proves property satisfaction of 132 en Proves property satisfaction of Uses property satisfaction of 132 en Uses property satisfaction of Stronger than 132 en Stronger than Page 132 en Page