10.60507/FK2/JK95PCCook, WilliamWilliamCook0000-0002-6732-9471University of Waterloo, CanadaHougardy, StefanStefanHougardy0000-0001-8656-3418University of BonnPetrich, MoritzMoritzPetrichUniversity of Bonnbonndata2026Mathematical SciencesHougardy, StefanStefanHougardyUniversity of Bonn2026-03-032026-07-173141219013754522516614885389888011675745244661606293254667469229212567822223541447615183252109415318042382215071743278651454383499426433472589836809618620934115468154image/pngtext/plaintext/plaintext/plaintext/plaintext/plaintext/plaintext/plaintext/plaintext/plaintext/plaintext/plaintext/plaintext/plaintext/plaintext/plaintext/plainapplication/x-7z-compressedtext/plainapplication/x-7z-compressedtext/plainapplication/x-7z-compressedtext/plaintext/plaintext/plaintext/plain2.1CC BY-NC 4.0We provide all vertices of the subtour polytope up to n=15 and all half-integral vertices of the subtour polytope up to n=17.