{"Ciso": "279864bx", "Clabel": "279864bx4", "Cnumber": 4, "abc_quality": 0.9626262468353085, "absD": 27224675190982683648, "adelic_genus": 0, "adelic_index": 48, "adelic_level": 7176, "ainvs": [0, 0, 0, -1144299, -398698378], "analytic_rank": 1, "bad_primes": [2, 3, 13, 23], "class_deg": 4, "class_size": 4, "cm": 0, "conductor": 279864, "degree": 7077888, "elladic_images": ["4.6.0.1"], "faltings_height": {"__RealLiteral__": 0, "data": "2.4508518569136811681410030545", "prec": 100}, "faltings_index": 2, "faltings_ratio": 4, "iso_nlabel": 49, "isogeny_degrees": [1, 2, 4], "jinv": [45989074372, 7555707], "lmfdb_iso": "279864.bx", "lmfdb_label": "279864.bx1", "lmfdb_number": 1, "manin_constant": 1, "min_quad_twist_ainvs": [0, -1, 0, -752, 6972], "min_quad_twist_disc": -39, "modell_images": ["2B"], "modm_images": ["2.3.0.a.1", "4.6.0.c.1", "12.12.0.h.1", "52.12.0-4.c.1.1", "156.24.0.?", "184.12.0.?", "552.24.0.?", "2392.24.0.?", "7176.48.0.?"], "nonmax_primes": [2], "nonmax_rad": 2, "num_bad_primes": 4, "num_int_pts": 1, "optimality": 0, "potential_good_reduction": false, "rank": 1, "regulator": {"__RealLiteral__": 0, "data": "9.6716794496792846147987528814", "prec": 100}, "semistable": false, "serre_invariants": [[2, 2, 1521], [3, 2, 31096], [13, 86, 1656], [23, 24, 12168]], "sha": 1, "sha_primes": [], "signD": 1, "stable_faltings_height": {"__RealLiteral__": 0, "data": "0.041448383382236863235609947375", "prec": 107}, "szpiro_ratio": 4.262817704921533, "torsion": 2, "torsion_primes": [2], "torsion_structure": [2]} {"Ciso": "279864bx", "Clabel": "279864bx2", "Cnumber": 2, "abc_quality": 1.111576621893251, "absD": 347384796860365056, "adelic_genus": 0, "adelic_index": 48, "adelic_level": 3588, "ainvs": [0, 0, 0, -322959, 64701650], "analytic_rank": 1, "bad_primes": [2, 3, 13, 23], "class_deg": 4, "class_size": 4, "cm": 0, "conductor": 279864, "degree": 3538944, "elladic_images": ["2.6.0.1"], "faltings_height": {"__RealLiteral__": 0, "data": "2.1042782666337085134323869937", "prec": 100}, "faltings_index": 1, "faltings_ratio": 2, "iso_nlabel": 49, "isogeny_degrees": [1, 2], "jinv": [4135597648, 385641], "lmfdb_iso": "279864.bx", "lmfdb_label": "279864.bx2", "lmfdb_number": 2, "manin_constant": 1, "min_quad_twist_ainvs": [0, -1, 0, -212, -1020], "min_quad_twist_disc": -39, "modell_images": ["2Cs"], "modm_images": ["2.6.0.a.1", "12.12.0.a.1", "52.12.0-2.a.1.1", "92.12.0.?", "156.24.0.?", "276.24.0.?", "1196.24.0.?", "3588.48.0.?"], "nonmax_primes": [2], "nonmax_rad": 2, "num_bad_primes": 4, "num_int_pts": 5, "optimality": 0, "potential_good_reduction": false, "rank": 1, "regulator": {"__RealLiteral__": 0, "data": "4.8358397248396423073993764407", "prec": 100}, "semistable": false, "serre_invariants": [[2, 2, 1521], [3, 2, 31096], [13, 86, 1656], [23, 24, 12168]], "sha": 1, "sha_primes": [], "signD": 1, "stable_faltings_height": {"__RealLiteral__": 0, "data": "-0.18960067680441157323680075985", "prec": 107}, "szpiro_ratio": 3.9602305181887467, "torsion": 4, "torsion_primes": [2], "torsion_structure": [2, 2]} {"Ciso": "279864bx", "Clabel": "279864bx1", "Cnumber": 1, "abc_quality": 1.0662343776302834, "absD": 34962238009296, "adelic_genus": 0, "adelic_index": 48, "adelic_level": 7176, "ainvs": [0, 0, 0, -315354, 68161925], "analytic_rank": 1, "bad_primes": [2, 3, 13, 23], "class_deg": 4, "class_size": 4, "cm": 0, "conductor": 279864, "degree": 1769472, "elladic_images": ["4.6.0.1"], "faltings_height": {"__RealLiteral__": 0, "data": "1.7577046763537358587237709330", "prec": 100}, "faltings_index": 0, "faltings_ratio": 1, "iso_nlabel": 49, "isogeny_degrees": [1, 2, 4], "jinv": [61604313088, 621], "lmfdb_iso": "279864.bx", "lmfdb_label": "279864.bx3", "lmfdb_number": 3, "manin_constant": 1, "min_quad_twist_ainvs": [0, -1, 0, -207, -1080], "min_quad_twist_disc": -39, "modell_images": ["2B"], "modm_images": ["2.3.0.a.1", "4.6.0.c.1", "24.12.0.ba.1", "52.12.0-4.c.1.2", "138.6.0.?", "184.12.0.?", "276.12.0.?", "312.24.0.?", "552.24.0.?", "2392.24.0.?", "3588.24.0.?", "7176.48.0.?"], "nonmax_primes": [2], "nonmax_rad": 2, "num_bad_primes": 4, "num_int_pts": 3, "optimality": 1, "potential_good_reduction": false, "rank": 1, "regulator": {"__RealLiteral__": 0, "data": "2.4179198624198211536996882203", "prec": 100}, "semistable": false, "serre_invariants": [[2, 2, 34983], [3, 2, 31096], [13, 86, 1656], [23, 24, 12168]], "sha": 1, "sha_primes": [], "signD": 1, "stable_faltings_height": {"__RealLiteral__": 0, "data": "-0.30512520689773579147300611340", "prec": 107}, "szpiro_ratio": 3.9545306017543953, "torsion": 2, "torsion_primes": [2], "torsion_structure": [2]} {"Ciso": "279864bx", "Clabel": "279864bx3", "Cnumber": 3, "abc_quality": 0.9866077545749458, "absD": 44042350767166282752, "adelic_genus": 0, "adelic_index": 48, "adelic_level": 7176, "ainvs": [0, 0, 0, 376701, 306644078], "analytic_rank": 1, "bad_primes": [2, 3, 13, 23], "class_deg": 4, "class_size": 4, "cm": 0, "conductor": 279864, "degree": 7077888, "elladic_images": ["4.6.0.1"], "faltings_height": {"__RealLiteral__": 0, "data": "2.4508518569136811681410030545", "prec": 100}, "faltings_index": 3, "faltings_ratio": 4, "iso_nlabel": 49, "isogeny_degrees": [1, 2, 4], "jinv": [1640689628, 12223143], "lmfdb_iso": "279864.bx", "lmfdb_label": "279864.bx4", "lmfdb_number": 4, "manin_constant": 1, "min_quad_twist_ainvs": [0, -1, 0, 248, -5252], "min_quad_twist_disc": -39, "modell_images": ["2B"], "modm_images": ["2.3.0.a.1", "4.6.0.c.1", "24.12.0.ba.1", "46.6.0.a.1", "92.12.0.?", "104.12.0.?", "156.12.0.?", "312.24.0.?", "552.24.0.?", "2392.24.0.?", "3588.24.0.?", "7176.48.0.?"], "nonmax_primes": [2], "nonmax_rad": 2, "num_bad_primes": 4, "num_int_pts": 1, "optimality": 0, "potential_good_reduction": false, "rank": 1, "regulator": {"__RealLiteral__": 0, "data": "9.6716794496792846147987528814", "prec": 100}, "semistable": false, "serre_invariants": [[2, 2, 34983], [3, 2, 31096], [13, 86, 1656], [23, 24, 12168]], "sha": 1, "sha_primes": [], "signD": -1, "stable_faltings_height": {"__RealLiteral__": 0, "data": "0.041448383382236863235609947375", "prec": 107}, "szpiro_ratio": 4.194330602678985, "torsion": 2, "torsion_primes": [2], "torsion_structure": [2]}