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6,657,451 matroids, showing 3,101–3,150

label ▲rank ⇅n ⇅#bases ⇅#automorphisms ⇅simple ⇅char set ⇅rs dim ⇅birational type ⇅
3.11.57753111541✓all3rational
3.11.57763111542✓all3rational
3.11.57833111541✓all3rational
3.11.57853111541✓all3rational
3.11.57873111541✓all3rational
3.11.57893111541✓all3rational
3.11.57913111541✓all3rational
3.11.57923111541✓all3rational
3.11.57943111541✓all3rational
3.11.57963111541✓all3rational
3.11.57973111541✓all3rational
3.11.57983111541✓all3rational
3.11.57993111541✓all3rational
3.11.58013111541✓all3rational
3.11.58023111541✓all3rational
3.11.58043111541✓all3rational
3.11.58053111541✓all3rational
3.11.58453111541✓all3rational
3.11.58473111542✓all3rational
3.11.58483111541✓all3rational
3.11.58503111541✓all3rational
3.11.58533111541✓all3rational
3.11.58593111541✓all3rational
3.11.58643111541✓all3rational
3.11.58703111541✓all3rational
3.11.58723111541✓all3rational
3.11.58803111541✓all3rational
3.11.58813111541✓all3rational
3.11.58843111542✓all3rational
3.11.58863111542✓all3rational
3.11.58873111541✓all3rational
3.11.58893111541✓all3rational
3.11.58903111541✓all3rational
3.11.58913111541✓all3rational
3.11.58923111541✓all3rational
3.11.58943111541✓all3rational
3.11.58953111541✓all3rational
3.11.58983111541✓all3rational
3.11.58993111541✓all3rational
3.11.59003111541✓all3rational
3.11.59553111546✓all3Calabi-Yau threefold (elliptic over P^1 x P^1, K trivial; kappa = 0, not rational)
3.11.59583111546✓all3Calabi-Yau threefold (elliptic over P^1 x P^1, K trivial; kappa = 0, not rational)
3.11.60903111541✓all3rational
3.11.60913111541✓all3rational
3.11.60933111541✓all3rational
3.11.60943111541✓all3rational
3.11.61163111541✓all3rational
3.11.61183111541✓all3rational
3.11.61193111541✓all3K3 surface x P^1
3.11.61213111541✓all3rational

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