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CMF z1: __RealLiteral__: 0 data: '0.867993191325580831737400371075' prec: 107 z2: __RealLiteral__: 0 data: '3.24126062472131647148310986474' prec: 103 z3: __RealLiteral__: 0 data: '4.57729552144606486044886503164' prec: 103 - - algebraic: true analytic_conductor: 3.5214027291384666 bad_primes: - 3 - 7 central_character: '441.320' conductor: 441 conductor_radical: 21 degree: 2 id: 10419709 index: 11 instance_types: - CMF instance_urls: - ModularForm/GL2/Q/holomorphic/441/2/bn/a/320/4 is_instance_Artin: false is_instance_BMF: false is_instance_CMF: true is_instance_DIR: false is_instance_ECNF: false is_instance_ECQ: false is_instance_G2Q: false is_instance_HMF: false is_instance_MaassGL3: false is_instance_MaassGL4: false is_instance_MaassGSp4: false is_instance_NF: false label: 2-21e2-441.320-c1-0-11 motivic_weight: 1 mu_imag: [] mu_real: [] nu_imag: - __RealLiteral__: 0 data: '0.0' prec: 10 nu_real_doubled: - 1 order_of_vanishing: 0 prelabel: 2-21e2-441.320-c1-0 primitive: true rational: false root_analytic_conductor: 1.8765400952653442 root_angle: 0.09151804593704947 self_dual: false spectral_label: c1-0 z1: __RealLiteral__: 0 data: '0.867993191325580831737400371075' prec: 107 - - Lhash: '1100312089977888903259865332414' Lhash_array: - '1100312089977888903259865332414' id: 10785750 label: 2-21e2-441.320-c1-0-11 type: CMF url: ModularForm/GL2/Q/holomorphic/441/2/bn/a/320/4 label_cols: - label - label - label labels: - 2-21e2-441.320-c1-0-11 - 2-21e2-441.320-c1-0-11 - 2-21e2-441.320-c1-0-11 tables: - lfunc_lfunctions - lfunc_search - lfunc_instances timestamp: '2024-04-25T17:07:50.001414'