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    primitive: false
    rational: true
    root_analytic_conductor: 3.7964453854679796
    root_angle: 0.0
    root_number: '1'
    self_dual: true
    sign_arg: 0
    spectral_label: c1e4-0
    trace_hash: 2012587078334575833
    types:
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    z1:
      __RealLiteral__: 0
      data: '0.60122646125341031000255316467'
      prec: 103
    z2:
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      data: '1.14612242046054120534481519678'
      prec: 103
    z3:
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      data: '1.23339406749050078765882619428'
      prec: 103
- - algebraic: true
    analytic_conductor: 43153.62199339725
    bad_primes:
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    central_character: '1.1'
    conductor: 10614726900625
    conductor_radical: 95
    degree: 8
    dirichlet_coefficients:
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    id: 20362666
    index: 2
    instance_types:
    - CMF
    instance_urls:
    - ModularForm/GL2/Q/holomorphic/1805/2/a/m
    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: 8-1805e4-1.1-c1e4-0-2
    motivic_weight: 1
    mu_imag: []
    mu_real: []
    nu_imag:
    - __RealLiteral__: 0
      data: '0.0'
      prec: 10
    - __RealLiteral__: 0
      data: '0.0'
      prec: 10
    - __RealLiteral__: 0
      data: '0.0'
      prec: 10
    - __RealLiteral__: 0
      data: '0.0'
      prec: 10
    nu_real_doubled:
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    order_of_vanishing: 0
    prelabel: 8-1805e4-1.1-c1e4-0
    primitive: false
    rational: true
    root_analytic_conductor: 3.7964453854679796
    root_angle: 0.0
    self_dual: true
    spectral_label: c1e4-0
    trace_hash: 2012587078334575833
    z1:
      __RealLiteral__: 0
      data: '0.60122646125341031000255316467'
      prec: 103
- - Lhash: 762145084480979886936769175450,1452882774231836169343740334513,1563512729972270607609124975248,1764698677969589915911432789953
    Lhash_array:
    - '762145084480979886936769175450'
    - '1452882774231836169343740334513'
    - '1563512729972270607609124975248'
    - '1764698677969589915911432789953'
    id: 20735251
    label: 8-1805e4-1.1-c1e4-0-2
    type: CMF
    url: ModularForm/GL2/Q/holomorphic/1805/2/a/m
label_cols:
- label
- label
- label
labels:
- 8-1805e4-1.1-c1e4-0-2
- 8-1805e4-1.1-c1e4-0-2
- 8-1805e4-1.1-c1e4-0-2
tables:
- lfunc_lfunctions
- lfunc_search
- lfunc_instances
timestamp: '2024-04-23T08:04:48.470540'