$Γ$	$Aut Γ$	$(G, G_{α})$	$Γ$	$Aut Γ$	$(G, G_{α})$
$G_{20}^{1}$	$S_{5}$	$(A_{5}, ℤ_{3})$	$G_{20}^{2}$	$S_{5} \times ℤ_{2}$	$(S_{5}, S_{3})$
$N C_{30}$	$S_{6} . ℤ_{2}$	$(S_{6} . ℤ_{2}, S_{4} \times S_{2})$	$G_{28}^{1}$	$PGL (2, 7)$	$(PSL (2, 7), S_{3})$
$G_{28}^{2}$	$PGL (2, 7)$	$(PGL (2, 7), S_{3} \times S_{2})$	$G_{56}^{1}$	$PGL (2, 7)$	$(PSL (2, 7), ℤ_{3})$
$G_{56}^{2}$	$PGL (2, 7)$	$(PGL (2, 7), S_{3})$	$G_{56}^{3}$	$PGL (2, 7) \times ℤ_{2}$	$(PGL (2, 7), S_{3})$
$C_{110}$	$PGL (2, 11)$	$(PGL (2, 11), S_{3} \times S_{2})$	$N C_{182}^{1}$	$PSL (2, 13)$	$(PSL (2, 13), S_{3})$
$N C_{182}^{2}$	$PGL (2, 13)$	$(PGL (2, 13), S_{3} \times S_{2})$	$N C_{102}$	$PSL (2, 17)$	$(PSL (2, 17), S_{4})$
$N C_{506}$	$PGL (2, 23)$	$(PSL (2, 23), S_{3} \times S_{2})$	$C_{506}$	$PGL (2, 23)$	$(PGL (2, 23), S_{4})$
	$Aut (PSL (2, 25))$	$(PGL (2, 25), S_{4})$	$G_{650}^{2}$	$Aut (PSL (2, 25))$	$(Aut (PSL (2, 25)), S_{4} \times S_{2})$
$N C_{2162}$	$PSL (2, 47)$	$(PSL (2, 47), S_{4})$	$G_{234}^{1}$	$Aut (PSL (3, 3))$	$(PSL (3, 3), S_{4})$
$G_{234}^{2}$	$Aut (PSL (3, 3))$	$(Aut (PSL (3, 3)), S_{4} \times S_{2})$