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*The rank, regulator and analytic order of Ш are not known for all curves in the database; curves for which these are unknown will not appear in searches specifying one of these quantities.

## Results (8 matches)

72.1-c1 $$\Q(\sqrt{7})$$ 72.1 72.1-c $$\bigl[a + 1$$ , $$a$$ , $$0$$ , $$190 a + 504$$ , $$-16334 a - 43216\bigr]$$
72.1-d1 $$\Q(\sqrt{7})$$ 72.1 72.1-d $$\bigl[a + 1$$ , $$a - 1$$ , $$0$$ , $$189 a + 503$$ , $$17022 a + 45035\bigr]$$
432.1-c1 $$\Q(\sqrt{7})$$ 432.1 432.1-c $$\bigl[a + 1$$ , $$-a - 1$$ , $$a + 1$$ , $$-17 a + 40$$ , $$-428 a + 1123\bigr]$$
432.1-g1 $$\Q(\sqrt{7})$$ 432.1 432.1-g $$\bigl[a + 1$$ , $$0$$ , $$0$$ , $$-15 a + 45$$ , $$412 a - 1081\bigr]$$
432.2-c1 $$\Q(\sqrt{7})$$ 432.2 432.2-c $$\bigl[a + 1$$ , $$-1$$ , $$a + 1$$ , $$15 a + 40$$ , $$427 a + 1123\bigr]$$
432.2-g1 $$\Q(\sqrt{7})$$ 432.2 432.2-g $$\bigl[a + 1$$ , $$-a$$ , $$0$$ , $$15 a + 45$$ , $$-412 a - 1081\bigr]$$
648.1-f1 $$\Q(\sqrt{7})$$ 648.1 648.1-f $$\bigl[a + 1$$ , $$a + 1$$ , $$a + 1$$ , $$-1690 a + 4481$$ , $$451707 a - 1195095\bigr]$$
648.1-m1 $$\Q(\sqrt{7})$$ 648.1 648.1-m $$\bigl[a + 1$$ , $$a + 1$$ , $$0$$ , $$-1689 a + 4485$$ , $$-450610 a + 1192215\bigr]$$