## Results (displaying all 26 matches)

Label Base field Conductor norm Conductor label Isogeny class Weierstrass coefficients
52.1-a1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-a $$\bigl[1$$ , $$0$$ , $$1$$ , $$-5416 a + 24540$$ , $$63920 a - 289630\bigr]$$
52.1-b1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-b $$\bigl[a$$ , $$-a + 1$$ , $$0$$ , $$212 a - 912$$ , $$-3120 a + 14144\bigr]$$
52.1-c1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-c $$\bigl[a$$ , $$-a + 1$$ , $$a$$ , $$-86 a + 352$$ , $$24 a - 192\bigr]$$
52.1-c2 $$\Q(\sqrt{65})$$ 52 52.1 52.1-c $$\bigl[a$$ , $$-a + 1$$ , $$a$$ , $$9 a - 48$$ , $$-22 a + 96\bigr]$$
52.1-d1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-d $$\bigl[1$$ , $$-a + 1$$ , $$1$$ , $$-53 a - 180$$ , $$535 a + 1893\bigr]$$
52.1-d2 $$\Q(\sqrt{65})$$ 52 52.1 52.1-d $$\bigl[1$$ , $$-a + 1$$ , $$1$$ , $$362 a + 1285$$ , $$-2717 a - 9591\bigr]$$
52.1-e1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-e $$\bigl[a$$ , $$a + 1$$ , $$0$$ , $$-138 a - 488$$ , $$1364 a + 4816\bigr]$$
52.1-f1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-f $$\bigl[1$$ , $$1$$ , $$a$$ , $$a - 10$$ , $$-3 a + 4\bigr]$$
52.1-g1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-g $$\bigl[a$$ , $$-a + 1$$ , $$0$$ , $$834028 a - 3779088$$ , $$834559696 a - 3781497536\bigr]$$
52.1-g2 $$\Q(\sqrt{65})$$ 52 52.1 52.1-g $$\bigl[a$$ , $$-a + 1$$ , $$0$$ , $$8203 a - 37168$$ , $$1639881 a - 7430512\bigr]$$
52.1-g3 $$\Q(\sqrt{65})$$ 52 52.1 52.1-g $$\bigl[a$$ , $$-a + 1$$ , $$0$$ , $$-872 a + 3952$$ , $$-48214 a + 218464\bigr]$$
52.1-h1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-h $$\bigl[a$$ , $$-a - 1$$ , $$a$$ , $$386026 a - 1749144$$ , $$288323272 a - 1306429908\bigr]$$
52.1-h2 $$\Q(\sqrt{65})$$ 52 52.1 52.1-h $$\bigl[a$$ , $$-a - 1$$ , $$a$$ , $$4876 a - 22104$$ , $$-560288 a + 2538732\bigr]$$
52.1-i1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-i $$\bigl[1$$ , $$-1$$ , $$1$$ , $$-213$$ , $$-1257\bigr]$$
52.1-i2 $$\Q(\sqrt{65})$$ 52 52.1 52.1-i $$\bigl[1$$ , $$-1$$ , $$1$$ , $$-3$$ , $$3\bigr]$$
52.1-j1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-j $$\bigl[1$$ , $$0$$ , $$1$$ , $$-460$$ , $$-3830\bigr]$$
52.1-j2 $$\Q(\sqrt{65})$$ 52 52.1 52.1-j $$\bigl[1$$ , $$0$$ , $$1$$ , $$-5$$ , $$-8\bigr]$$
52.1-j3 $$\Q(\sqrt{65})$$ 52 52.1 52.1-j $$\bigl[1$$ , $$0$$ , $$1$$ , $$0$$ , $$0\bigr]$$
52.1-k1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-k $$\bigl[a$$ , $$a + 1$$ , $$a$$ , $$-29 a - 112$$ , $$-344 a - 1216\bigr]$$
52.1-l1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-l $$\bigl[1$$ , $$1$$ , $$a + 1$$ , $$-2 a - 9$$ , $$2 a + 1\bigr]$$
52.1-m1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-m $$\bigl[a$$ , $$0$$ , $$0$$ , $$-54 a + 253$$ , $$-101 a + 462\bigr]$$
52.1-m2 $$\Q(\sqrt{65})$$ 52 52.1 52.1-m $$\bigl[a$$ , $$0$$ , $$0$$ , $$706 a - 3187$$ , $$23075 a - 104546\bigr]$$
52.1-n1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-n $$\bigl[1$$ , $$a$$ , $$1$$ , $$-362 a + 1647$$ , $$2717 a - 12308\bigr]$$
52.1-n2 $$\Q(\sqrt{65})$$ 52 52.1 52.1-n $$\bigl[1$$ , $$a$$ , $$1$$ , $$53 a - 233$$ , $$-535 a + 2428\bigr]$$
52.1-o1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-o $$\bigl[1$$ , $$a$$ , $$a + 1$$ , $$948 a - 4290$$ , $$-36448 a + 165148\bigr]$$
52.1-p1 $$\Q(\sqrt{65})$$ 52 52.1 52.1-p $$\bigl[a$$ , $$0$$ , $$0$$ , $$-1191 a + 5397$$ , $$5398 a - 24458\bigr]$$