Orders of sporadic finite simple groups
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Numbers
$G$ 
$|G|$
$\rm{M}_{11}$:
7920
$\rm{M}_{12}$:
95040
$\rm{M}_{22}$:
443520
$\rm{M}_{23}$:
10200960
$\rm{M}_{24}$:
244823040
$\rm{J}_{1}$:
175560
$\rm{J}_{2}$:
604800
$\rm{J}_{3}$:
50232960
$\rm{J}_{4}$:
86775571046077562880
$\rm{Co}_{3}$:
495766656000
$\rm{Co}_{2}$:
42305421312000
$\rm{Co}_{1}$:
4157776806543360000
$\rm{Fi}_{22}$:
64561751654400
$\rm{Fi}_{23}$:
4089470473293004800
$\rm{Fi}_{24}$:
1255205709190661721292800
$\rm{HS}$:
44352000
$\rm{McL}$:
898128000
$\rm{He}$:
4030387200
$\rm{Ru}$:
145926144000
$\rm{Suz}$:
448345497600
$\rm{O'N}$:
460815505920
$\rm{HN}$:
273030912000000
$\rm{Ly}$:
51765179004000000
$\rm{Th}$:
90745943887872000
$\rm{B}$:
4154781481226426191177580544000000
$\rm{M}$:
808017424794512875886459904961710757005754368000000000
Definition
This table lists the orders of all sporadic finite simple groups.
Parameters
$G$
—   group
Links
Data properties
Numbers are of type: integer
Sources of data: [1]
Reliability: Finite simple groups have been completely classified.
Table is complete: yes