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32,400,859 matroids, showing 16,701–16,750

label ▲rank ⇅n ⇅#bases ⇅#automorphisms ⇅simple ⇅char set ⇅rs dim ⇅birational type ⇅
3.11.47573111561✓all5rational
3.11.47583111561✓all5rational
3.11.47593111551✓all4rational
3.11.47603111551✓all4rational
3.11.47613111552✓all4rational
3.11.47623111551✓all4rational
3.11.47633111561✓all5rational
3.11.47643111551✓all4rational
3.11.47653111551✓all4rational
3.11.47663111551✓all4rational
3.11.47673111561✓all5rational
3.11.47683111551✓all4rational
3.11.47693111552✓all4rational
3.11.47703111561✓all5rational
3.11.47713111551✓all4rational
3.11.47723111551✓all4rational
3.11.47733111551✓all4rational
3.11.47743111551✓all4rational
3.11.47753111571✓all6rational
3.11.47763111561✓all5rational
3.11.47773111561✓all5rational
3.11.47783111561✓all5rational
3.11.47793111561✓all5rational
3.11.47803111561✓all5rational
3.11.47813111561✓all5rational
3.11.47823111552✓all4rational
3.11.47833111551✓all4rational
3.11.47843111561✓all5rational
3.11.47853111551✓all4rational
3.11.47863111551✓all4rational
3.11.47873111551✓all4rational
3.11.47883111561✓all5rational
3.11.47893111551✓all4rational
3.11.47903111551✓all4rational
3.11.47913111551✓all4rational
3.11.47923111561✓all5rational
3.11.47933111551✓all4rational
3.11.47943111551✓all4rational
3.11.47953111551✓all4rational
3.11.47963111541✓all3Calabi-Yau threefold (elliptic over P^1 x P^1, K trivial; kappa = 0, not rational)
3.11.47973111551✓all4rational
3.11.47983111571✓all6rational
3.11.47993111561✓all5rational
3.11.48003111561✓all5rational
3.11.48013111561✓all5rational
3.11.48023111561✓all5rational
3.11.48033111561✓all5rational
3.11.48043111561✓all5rational
3.11.48053111561✓all5rational
3.11.48063111551✓all4rational

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