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curve #4970
y2 = x3 − 76197062126735080537548403616364583240650075
- a-invariants
[0, 0, 0, 0, -76197062126735080537548403616364583240650075]
- c-invariants
[0, 65834261677499109584441820724538999919921664800]
- rank (lower bound)
- ≥ 6
- torsion subgroup
- trivial
- families
- y2 = x3 + k (Mordell curves); x3 + y3 = A (cube-sum curves)
- conductor (N)
304788248506940322150193614465458332962600300
- discriminant (Δ)
-2508188663554067056889196885127619328016353897456949176451292170858864694135960514122430000
- Faltings height
- 16.0249
- naive height
- 215.6069
- primes of bad reduction
2, 3, 5, 7, 11, 17, 23, 29, 41, 71, 89, 443, 971, 1151
- regulator
3289644852.6148562827618610033483695370857329174392
- submitted by
- Andrii Prokhorenkov
- submitted at
- last updated
(423952511533699, 48506516686698204968)
(750616439589619, 18620392984842448313828)
(1462538108930956159/1089, 1740686320455299005296067498/35937)
(28259987457133858759/1369, 150229792065227530235010142202/50653)
(1330261832949219658819/10609, 48518312537501812279360586167172/1092727)
(6417860780037350182106089/7038874404, 15419838435790755722035419364429813013/590547484746792)
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