#############################################################################
##
#W  small.tbl    Small loops                     G. P. Nagy / P. Vojtechovsky
##  
#H  @(#)$Id: small.tbl, v 3.1.0 2015/09/23 gap Exp $
##  
#Y  Copyright (C)  2004,  G. P. Nagy (University of Szeged, Hungary),  
#Y                        P. Vojtechovsky (University of Denver, USA)
##

LOOPS_small_data := [
# implemented orders
[ 5, 6 ],
# number of loops of given order
[ 5, 107 ],
# the loops
[
#order 5
[
"0342340141202013",
"0342341040212103",
"0342401324013120",
"0342410324103021",
"2043340141200312"
],
#order 6
[
"0325434501254105013241023",
"0325434501254105102340132",
"0325434501450125012321430",
"0325434501451205103220413",
"0325434501504122513041023",
"0325434510450215013221403",
"0325434510451025102320431",
"0325434510514022503140123",
"0325440513514022513034021",
"0325440513514023502124130",
"0325440513514023512024031",
"0325440513514203510224031",
"0325440513540213510221430",
"0325440531514023512024013",
"0325440531514202501334102",
"0325440531514202510334012",
"0325440531514203501224103",
"0325440531540122510331420",
"0325440531540123512021403",
"0325440531541022501331420",
"0325440531541202501331402",
"0325440531541203501221403",
"0325441503504122513034021",
"0325441503504123512024031",
"0325441503504212513034012",
"0325441503541202503130412",
"0325441503541203501220431",
"0325441530504123502124103",
"0325441530504212501334102",
"0325441530541022501330421",
"0325441530541023502120413",
"0325445013504212153034102",
"0325445013514202053134102",
"0325445031504123152024103",
"0325445103514202053134012",
"0325445130514023052124013",
"0345230514450215120324130",
"0345230514450215123024103",
"0345230514541202503141203",
"0345231504451205021324031",
"0345231504451205023124013",
"0345231504541202501340231",
"0345231504541202503140213",
"0345231504542102503140123",
"0345234501250145012341230",
"0345234501250145123040123",
"0345234501452105012321034",
"0345234501452105102320134",
"0345234501502142513041023",
"0345234501510242513040213",
"0345234510251045023141023",
"0345234510251045102340231",
"0345234510452015102320134",
"0345234510501242503141203",
"0345234510510242510340231",
"0345234510512042503140123",
"0345235014245015123040123",
"0345235014541202053141203",
"0345235014542012153040123",
"0345235104245105023141023",
"0345235104542102053141023",
"0345240531510242510334210",
"0345241503502142513034021",
"0345241503542102503130124",
"0345241530501242501334201",
"0345241530542012501330124",
"0345245013542012153030124",
"0345245103542102053131024",
"0345250134245013521041023",
"0345250134245103520141023",
"0345251034245013512040213",
"0345251034245013521040123",
"0345254031205143512041203",
"0345254031215043512040213",
"0345254130205143502141203",
"2045301534451025321034021",
"2045301534451205301234201",
"2045301534541023521043021",
"2045301534541203501243201",
"2045303514451025123034021",
"2045303514451205103234201",
"2045303514542013512041032",
"2045331504451205301204231",
"2045331504452105302104132",
"2045331504541200523143012",
"2045331504542100513243021",
"2045334501051245123043012",
"2045334501051245321041032",
"2045334501451205301201234",
"2045334510451025302101234",
"2045334510512040513243021",
"2045335014045215123043102",
"2045335014541200153243201",
"2045335104045125123043021",
"2045335104045215123043012",
"2045335104045215321041032",
"2045335104542100153243021",
"2045335104542100352141032",
"2305404513451025123030421",
"2305404531451205021331402",
"2305404531504123512041203",
"2305434510054215013241203",
"2305434510452015013201423",
"2305434510504210513241203",
"2305441530504120512334201",
"2305445103045125123030421",
"2305445103542100153230421"
]
]
];