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Elements of the group are displayed as permutations of degree 14.

Group Label Order Size Centralizer Powers Representative
2P 3P 5P 11P
$S_3\times \PSL(2,11)$ 1A $1$ $1$ $S_3\times \PSL(2,11)$ 1A 1A 1A 1A $()$
$S_3\times \PSL(2,11)$ 2A $2$ $3$ $C_2\times \PSL(2,11)$ 1A 2A 2A 2A $(12,14)$
$S_3\times \PSL(2,11)$ 2B $2$ $55$ $S_3\times D_6$ 1A 2B 2B 2B $(1,9)(3,6)(4,8)(7,10)$
$S_3\times \PSL(2,11)$ 2C $2$ $165$ $C_2\times D_6$ 1A 2C 2C 2C $(1,4)(2,8)(3,7)(5,6)(13,14)$
$S_3\times \PSL(2,11)$ 3A $3$ $2$ $C_3\times \PSL(2,11)$ 3A 1A 3A 3A $(12,13,14)$
$S_3\times \PSL(2,11)$ 3B $3$ $110$ $C_6\times S_3$ 3B 1A 3B 3B $(2,5,3)(6,7,8)(9,10,11)$
$S_3\times \PSL(2,11)$ 3C $3$ $220$ $C_3\times C_6$ 3C 1A 3C 3C $(1,6,7)(2,11,5)(3,10,9)(12,14,13)$
$S_3\times \PSL(2,11)$ 5A1 $5$ $132$ $C_5\times S_3$ 5A2 5A2 1A 5A1 $(1,10,8,5,11)(2,4,6,7,3)$
$S_3\times \PSL(2,11)$ 5A2 $5$ $132$ $C_5\times S_3$ 5A1 5A1 1A 5A2 $(1,8,11,10,5)(2,6,3,4,7)$
$S_3\times \PSL(2,11)$ 6A $6$ $110$ $C_6\times S_3$ 3A 2B 6A 6A $(2,10)(3,8)(4,11)(7,9)(12,13,14)$
$S_3\times \PSL(2,11)$ 6B $6$ $110$ $C_6\times S_3$ 3B 2B 6B 6B $(1,7,3,9,2,11)(4,5)(6,10,8)$
$S_3\times \PSL(2,11)$ 6C $6$ $220$ $C_3\times C_6$ 3C 2B 6C 6C $(1,10,6,9,7,3)(2,5,11)(4,8)(12,13,14)$
$S_3\times \PSL(2,11)$ 6D $6$ $330$ $C_2\times C_6$ 3B 2C 6D 6D $(1,4)(2,7,5,8,3,6)(9,11,10)(13,14)$
$S_3\times \PSL(2,11)$ 6E $6$ $330$ $C_2\times C_6$ 3B 2A 6E 6E $(1,2,11)(4,8,9)(5,7,6)(12,14)$
$S_3\times \PSL(2,11)$ 10A1 $10$ $396$ $C_{10}$ 5A1 10A3 2A 10A1 $(1,2,7,9,10)(3,11,4,8,5)(12,14)$
$S_3\times \PSL(2,11)$ 10A3 $10$ $396$ $C_{10}$ 5A2 10A1 2A 10A3 $(1,9,2,10,7)(3,8,11,5,4)(12,14)$
$S_3\times \PSL(2,11)$ 11A1 $11$ $60$ $S_3\times C_{11}$ 11A-1 11A1 11A1 1A $(1,2,3,11,6,10,5,8,9,4,7)$
$S_3\times \PSL(2,11)$ 11A-1 $11$ $60$ $S_3\times C_{11}$ 11A1 11A-1 11A-1 1A $(1,7,4,9,8,5,10,6,11,3,2)$
$S_3\times \PSL(2,11)$ 15A1 $15$ $264$ $C_{15}$ 15A2 5A1 3A 15A1 $(1,8,11,10,5)(2,6,3,4,7)(12,14,13)$
$S_3\times \PSL(2,11)$ 15A2 $15$ $264$ $C_{15}$ 15A1 5A2 3A 15A2 $(1,11,5,8,10)(2,3,7,6,4)(12,13,14)$
$S_3\times \PSL(2,11)$ 22A1 $22$ $180$ $C_{22}$ 11A1 22A1 22A1 2A $(1,5,2,8,3,9,11,4,6,7,10)(12,14)$
$S_3\times \PSL(2,11)$ 22A-1 $22$ $180$ $C_{22}$ 11A-1 22A-1 22A-1 2A $(1,10,7,6,4,11,9,3,8,2,5)(12,14)$
$S_3\times \PSL(2,11)$ 33A1 $33$ $120$ $C_{33}$ 33A-1 11A-1 33A1 3A $(1,5,3,10,4,6,8,2,7,9,11)(12,14,13)$
$S_3\times \PSL(2,11)$ 33A-1 $33$ $120$ $C_{33}$ 33A1 11A1 33A-1 3A $(1,11,9,7,2,8,6,4,10,3,5)(12,13,14)$
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