data: - - Lvalue: __RealLiteral__: 0 data: '1.7576172972616792414526661509796323318' prec: 130 abs_disc: 7 ainvs: 1,0;0,1;1,1;7,-45;120,-280 analytic_rank: 1 bad_primes: - (w) - (-w+1) - (-2*w+3) - (2*w+1) base_change: [] class_deg: 3 class_label: 2.0.7.1-5324.6-a class_size: 2 cm: 0 cm_type: 0 conductor_ideal: (-44*w+66) conductor_label: '5324.6' conductor_norm: 5324 conductor_norm_factors: - 2 - 11 degree: 2 disc: (-18069656*w+51057160) equation: '{y}^2+{x}{y}+\left(a+1\right){y}={x}^{3}+a{x}^{2}+\left(-45a+7\right){x}-280a+120' field_label: 2.0.7.1 galois_images: - 3B.1.1 gens: - '[[-6,-2],[-10,14],[1,0]]' heights: - __RealLiteral__: 0 data: '0.80471867730491031922593899297112437634' prec: 133 id: 215016 iso_label: a iso_nlabel: 0 isodeg: - 1 - 3 isogeny_matrix: - - 1 - 3 - - 3 - 1 jinv: 64260511/681472,-531165637/1362944 label: 2.0.7.1-5324.6-a1 local_data: - cp: 1 kod: 7 normp: 2 ord_cond: 1 ord_den_j: 3 ord_disc: 3 p: (w) red: -1 rootno: 1 - cp: 2 kod: 14 normp: 2 ord_cond: 1 ord_den_j: 10 ord_disc: 10 p: (-w+1) red: -1 rootno: 1 - cp: 3 kod: -4 normp: 11 ord_cond: 2 ord_den_j: 0 ord_disc: 8 p: (-2*w+3) red: 0 rootno: -1 - cp: 3 kod: 7 normp: 11 ord_cond: 1 ord_den_j: 3 ord_disc: 3 p: (2*w+1) red: 1 rootno: -1 minD: (18069656*w-51057160) n_bad_primes: 4 ngens: 1 non_min_p: [] nonmax_primes: - 3 nonmax_rad: 3 normdisc: 2337273205645312 number: 1 omega: __RealLiteral__: 0 data: '0.72233601625756544665685758594971688011' prec: 133 potential_good_reduction: false q_curve: false rank: 1 rank_bounds: - 1 - 1 reducible_primes: - 3 reg: __RealLiteral__: 0 data: '0.80471867730491031922593899297112437634' prec: 133 root_analytic_conductor: 2.0195150091296186 semistable: false sha: 1 short_class_label: 5324.6-a short_label: 5324.6-a1 signature: - 0 - 1 tamagawa_product: 18 torsion_gens: - '[[0,-1],[-17,11],[1,0]]' torsion_order: 3 torsion_primes: - 3 torsion_structure: - 3 trace_hash: 1494247351150479889 label_cols: - label labels: - 2.0.7.1-5324.6-a1 tables: - ec_nfcurves timestamp: '2024-04-24T13:12:42.153071'