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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 (10 matches)

106875.2-a1 $$\Q(\sqrt{-3})$$ 106875.2 106875.2-a $$\bigl[a + 1$$ , $$0$$ , $$a + 1$$ , $$269 a - 133$$ , $$1143 a + 366\bigr]$$
106875.2-a2 $$\Q(\sqrt{-3})$$ 106875.2 106875.2-a $$\bigl[a + 1$$ , $$0$$ , $$a + 1$$ , $$144 a - 633$$ , $$-1857 a + 8491\bigr]$$
106875.2-a3 $$\Q(\sqrt{-3})$$ 106875.2 106875.2-a $$\bigl[a + 1$$ , $$0$$ , $$a + 1$$ , $$-231 a + 117$$ , $$-1107 a + 1366\bigr]$$
106875.2-a4 $$\Q(\sqrt{-3})$$ 106875.2 106875.2-a $$\bigl[a + 1$$ , $$0$$ , $$a + 1$$ , $$19 a - 8$$ , $$18 a - 9\bigr]$$
106875.2-b1 $$\Q(\sqrt{-3})$$ 106875.2 106875.2-b $$\bigl[a$$ , $$a$$ , $$a + 1$$ , $$-106 a - 25$$ , $$-222 a + 33\bigr]$$
106875.2-b2 $$\Q(\sqrt{-3})$$ 106875.2 106875.2-b $$\bigl[a$$ , $$a$$ , $$a + 1$$ , $$-1306 a - 400$$ , $$-26022 a + 5508\bigr]$$
106875.2-c1 $$\Q(\sqrt{-3})$$ 106875.2 106875.2-c $$\bigl[1$$ , $$a$$ , $$a + 1$$ , $$-625 a + 3257$$ , $$-21137 a - 1137\bigr]$$
106875.2-c2 $$\Q(\sqrt{-3})$$ 106875.2 106875.2-c $$\bigl[1$$ , $$a$$ , $$a + 1$$ , $$-10000 a + 42632$$ , $$-3167387 a + 623238\bigr]$$
106875.2-d1 $$\Q(\sqrt{-3})$$ 106875.2 106875.2-d $$\bigl[1$$ , $$a$$ , $$a + 1$$ , $$-75 a + 132$$ , $$238 a + 263\bigr]$$
106875.2-d2 $$\Q(\sqrt{-3})$$ 106875.2 106875.2-d $$\bigl[1$$ , $$a$$ , $$a + 1$$ , $$-1200 a + 2007$$ , $$18988 a + 14138\bigr]$$