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link:
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sort:
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order: descending desc asc ascending rand random
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headers:
Display the headers/property names
mainlabel:
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intro:
The text to display before the query results, if there are any
outro:
The text to display after the query results, if there are any
searchlabel:
Text for continuing the search
default:
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sep:
The separator for values
template:
The name of a template with which to display the printouts
template arguments:
Sets how the named arguments are passed to the template
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Name the arguments passed to the template
userparam:
A value passed into each template call, if a template is used
introtemplate:
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outrotemplate:
The name of a template to display after the query results, if there are any
import-annotation:
Additional annotated data are to be copied during the parsing of a subject
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The query [[Satisfies property::Solvable group]] [[Dissatisfies property::Abelian group]] was answered by the SMWSQLStore3 in 0.0055 seconds.


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Alternating group:A4, Amalgamated free product of Z and Z over 2Z, Baumslag-Solitar group:BS(1,2), Binary octahedral group, Central product of D8 and Q8, Central product of D8 and Z4, Dicyclic group:Dic20, Dihedral group:D10, Dihedral group:D16, Dihedral group:D20, Dihedral group:D8, Direct product of A4 and Z2, Direct product of D8 and Z2, Direct product of D8 and Z3, Faithful semidirect product of E8 and Z4, GAPlus(1,R), General affine group of degree one, General affine group:GA(1,5), General affine group:GA(1,7), General affine group:GA(1,8), General affine group:GA(1,9), General affine group:GA(1,Q), General linear group:GL(2,3), Generalized dihedral group for 2-quasicyclic group, Generalized dihedral group for additive group of 2-adic integers, Generalized dihedral group for direct product of Z4 and Z4, Generalized quaternion group:Q16, Holomorph of Z9, Infinite dihedral group, Inner holomorph of D8, M16, M64, Mathieu group:M9, Quaternion group, Restricted regular wreath product of group of prime order and quasicyclic group, Semidihedral group:SD16, Semidirect product of Z8 and Z4 of M-type, SmallGroup(32,10), SmallGroup(32,15), SmallGroup(32,2), SmallGroup(32,24), SmallGroup(32,30), SmallGroup(32,31), SmallGroup(32,44), SmallGroup(32,5), SmallGroup(32,7), SmallGroup(32,9), Special linear group:SL(2,3), Symmetric group:S3, Symmetric group:S4