]> 2026-07-10T00:05:46+00:00 Periodic group 0 en Periodic group Artinian implies periodic 0 en Artinian implies periodic Finite group 0 en Finite group 0 Artinian implies periodic#Periodic group;2# 5b14ecd1b85cce4bc3f03997352b890c 0 Solvable and generated by finitely many periodic elements not implies periodic#Periodic group;2# 5b14ecd1b85cce4bc3f03997352b890c 0 Periodic not implies locally finite#Periodic group;2# 5b14ecd1b85cce4bc3f03997352b890c Proves property satisfaction of 132 en Proves property satisfaction of Stronger than 132 en Stronger than Page 132 en Page