%id
vnatural
%name
Moonshine Module V^#
%mtc
trivial
%central_charge
24
%character
1,0,196884,21493760
%group
%%name
monster
%%order
808017424794512875886459904961710757005754368000000000
%properties
rational
unitary
C2
framed
abelian fusion
%subvoas
%%subvoa
%%%id
ising
%%%orbit
%%%%centralizer
2.Baby
%%%%order
%%%%coset
vbnatural
%%%note
only one orbit
%%subvoa
%%%id
minimal2
%%subvoa
%%%id
minimal-ext3
%%%orbit
%%%%centralizer
3.Fischer24
%%%%coset
vfnatural
%%%%note
orbits are not all classified, conjecturally only one
%%subvoa
%%%id
minimal4
%%subvoa
%%%id
minimal5
%%subvoa
%%%id
minimal6
%%subvoa
%%%id
minimal7
%%subvoa
%%%id
minimal8
%%subvoa
%%%id
minimal9
%%subvoa
%%%id
minimal-except9
%%subvoa
%%%id
minimal10
%%subvoa
%%%id
minimal11
%%subvoa
%%%id
minimal12
%%subvoa
%%%id
minimal13
%%subvoa
%%%id
minimal14
%%subvoa
%%%id
minimal15
%%subvoa
%%%id
minimal16
%%subvoa
%%%id
minimal17
%%subvoa
%%%id
minimal18
%%subvoa
%%%id
minimal19
%%subvoa
%%%id
minimal20
%%subvoa
%%%id
minimal21
%%subvoa
%%%id
minimal22
%%subvoa
%%%id
minimal23
%%subvoa
%%%id
minimal24
%%subvoa
%%%id
U2A
%%subvoa
%%%id
U3A
%%subvoa
%%%id
U4A
%%subvoa
%%%id
U5A
%%subvoa
%%%id
U6A
%%subvoa
%%%id
U2B
%%subvoa
%%%id
U4B
%%subvoa
%%%id
U3C
%%subvoa
%%%id
babygriess
%%%orbit
%%%%normalizer
2^10.2^16.O+(10,2)
%references
%%ref
%%%author
R. E. Borcherds
%%%title
Vertex Algebras, Kac-Moody Algebras and the Monster
%%%classic
Proc. Natl. Acad. Sci. USA 83 (1986), 3068-3071 
%%%mathid
%%%arxiv
%%ref
%%%author
I. Frenkel
J. Lepowsky
A. Meurman
%%%title
Vertex Operrator Algebras and the Monster
%%%classic
Academic Press, New York, 1988
%source
G. H. by hand
%note
This is the first entry of the database
Here another test note

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German Umlaut: Gerald Höhn ßäöüÄÖÜ
Thai: หกดเหกดเหำพพพถถถถุุัพะัพะั
