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    weight: 3
  - conductor: 5
    degree: 2
    id: 41687
    multiplicity: 1
    order: 4
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 3
    source_dim: 2
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 50.3.c.b
    source_level: 50
    target_char_orbit: 3
    target_dim: 2
    target_hecke_orbit: 2
    target_is_minimal: true
    target_label: 50.3.c.b
    target_level: 50
    twist_class_label: 50.3.c.a
    twist_class_level: 50
    twisting_char_label: 5.c
    twisting_char_orbit: 3
    weight: 3
  - conductor: 20
    degree: 1
    id: 41688
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 3
    source_dim: 2
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 50.3.c.b
    source_level: 50
    target_char_orbit: 16
    target_dim: 2
    target_hecke_orbit: 1
    target_is_minimal: false
    target_label: 400.3.p.a
    target_level: 400
    twist_class_label: 50.3.c.a
    twist_class_level: 50
    twisting_char_label: 20.d
    twisting_char_orbit: 4
    weight: 3
  - conductor: 20
    degree: 2
    id: 41689
    multiplicity: 1
    order: 4
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 3
    source_dim: 2
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 50.3.c.b
    source_level: 50
    target_char_orbit: 16
    target_dim: 2
    target_hecke_orbit: 1
    target_is_minimal: false
    target_label: 400.3.p.a
    target_level: 400
    twist_class_label: 50.3.c.a
    twist_class_level: 50
    twisting_char_label: 20.e
    twisting_char_orbit: 5
    weight: 3
  - conductor: 4
    degree: 1
    id: 41690
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 3
    source_dim: 2
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 50.3.c.b
    source_level: 50
    target_char_orbit: 16
    target_dim: 2
    target_hecke_orbit: 7
    target_is_minimal: false
    target_label: 400.3.p.g
    target_level: 400
    twist_class_label: 50.3.c.a
    twist_class_level: 50
    twisting_char_label: 4.b
    twisting_char_orbit: 2
    weight: 3
  - conductor: 20
    degree: 2
    id: 41691
    multiplicity: 1
    order: 4
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 3
    source_dim: 2
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 50.3.c.b
    source_level: 50
    target_char_orbit: 16
    target_dim: 2
    target_hecke_orbit: 7
    target_is_minimal: false
    target_label: 400.3.p.g
    target_level: 400
    twist_class_label: 50.3.c.a
    twist_class_level: 50
    twisting_char_label: 20.e
    twisting_char_orbit: 5
    weight: 3
  - conductor: 3
    degree: 1
    id: 41692
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 3
    source_dim: 2
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 50.3.c.b
    source_level: 50
    target_char_orbit: 7
    target_dim: 2
    target_hecke_orbit: 3
    target_is_minimal: false
    target_label: 450.3.g.c
    target_level: 450
    twist_class_label: 50.3.c.a
    twist_class_level: 50
    twisting_char_label: 3.b
    twisting_char_orbit: 2
    weight: 3
  - conductor: 15
    degree: 2
    id: 41693
    multiplicity: 1
    order: 4
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 3
    source_dim: 2
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 50.3.c.b
    source_level: 50
    target_char_orbit: 7
    target_dim: 2
    target_hecke_orbit: 3
    target_is_minimal: false
    target_label: 450.3.g.c
    target_level: 450
    twist_class_label: 50.3.c.a
    twist_class_level: 50
    twisting_char_label: 15.e
    twisting_char_orbit: 5
    weight: 3
  - conductor: 15
    degree: 1
    id: 41694
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 3
    source_dim: 2
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 50.3.c.b
    source_level: 50
    target_char_orbit: 7
    target_dim: 2
    target_hecke_orbit: 5
    target_is_minimal: false
    target_label: 450.3.g.e
    target_level: 450
    twist_class_label: 50.3.c.a
    twist_class_level: 50
    twisting_char_label: 15.d
    twisting_char_orbit: 4
    weight: 3
  - conductor: 15
    degree: 2
    id: 41695
    multiplicity: 1
    order: 4
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 3
    source_dim: 2
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 50.3.c.b
    source_level: 50
    target_char_orbit: 7
    target_dim: 2
    target_hecke_orbit: 5
    target_is_minimal: false
    target_label: 450.3.g.e
    target_level: 450
    twist_class_label: 50.3.c.a
    twist_class_level: 50
    twisting_char_label: 15.e
    twisting_char_orbit: 5
    weight: 3
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    - - - 2
        - -2
        - 1
      - 1
    hecke_orbit_code: 4503737116655666
    id: 168325
    p: 2
  - charpoly_factorization:
    - - - 18
        - 6
        - 1
      - 1
    hecke_orbit_code: 4503737116655666
    id: 168326
    p: 3
  - charpoly_factorization:
    - - - 0
        - 1
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    hecke_orbit_code: 4503737116655666
    id: 168327
    p: 5
  - charpoly_factorization:
    - - - 18
        - -6
        - 1
      - 1
    hecke_orbit_code: 4503737116655666
    id: 168328
    p: 7
  - charpoly_factorization:
    - - - -12
        - 1
      - 2
    hecke_orbit_code: 4503737116655666
    id: 168329
    p: 11
  - charpoly_factorization:
    - - - 288
        - -24
        - 1
      - 1
    hecke_orbit_code: 4503737116655666
    id: 168330
    p: 13
  - charpoly_factorization:
    - - - 288
        - 24
        - 1
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    hecke_orbit_code: 4503737116655666
    id: 168331
    p: 17
  - charpoly_factorization:
    - - - 400
        - 0
        - 1
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    hecke_orbit_code: 4503737116655666
    id: 168332
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  - charpoly_factorization:
    - - - 18
        - 6
        - 1
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
    - - - 900
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    hecke_orbit_code: 4503737116655666
    id: 168334
    p: 29
  - charpoly_factorization:
    - - - 8
        - 1
      - 2
    hecke_orbit_code: 4503737116655666
    id: 168335
    p: 31
  - charpoly_factorization:
    - - - 4608
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        - 1
      - 1
    hecke_orbit_code: 4503737116655666
    id: 168336
    p: 37
  - charpoly_factorization:
    - - - 48
        - 1
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
    - - - 1458
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
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  - charpoly_factorization:
    - - - 17298
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
    - - - 900
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    hecke_orbit_code: 4503737116655666
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  - charpoly_factorization:
    - - - 288
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    hecke_orbit_code: 4503737116655666
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- - char_orbit_index: 3
    hecke_orbit: 2
    id: 9805
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    level: 50
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
    weight: 3
- - hecke_orbit_code: 4503737116655666
    id: 81754000
    n: 1
    trace_an: 2
  - hecke_orbit_code: 4503737116655666
    id: 81754001
    n: 2
    trace_an: 2
  - hecke_orbit_code: 4503737116655666
    id: 81754002
    n: 3
    trace_an: -6
  - hecke_orbit_code: 4503737116655666
    id: 81754003
    n: 4
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754004
    n: 5
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754005
    n: 6
    trace_an: -12
  - hecke_orbit_code: 4503737116655666
    id: 81754006
    n: 7
    trace_an: 6
  - hecke_orbit_code: 4503737116655666
    id: 81754007
    n: 8
    trace_an: -4
  - hecke_orbit_code: 4503737116655666
    id: 81754008
    n: 9
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754009
    n: 10
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754010
    n: 11
    trace_an: 24
  - hecke_orbit_code: 4503737116655666
    id: 81754011
    n: 12
    trace_an: -12
  - hecke_orbit_code: 4503737116655666
    id: 81754012
    n: 13
    trace_an: 24
  - hecke_orbit_code: 4503737116655666
    id: 81754013
    n: 14
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754014
    n: 15
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754015
    n: 16
    trace_an: -8
  - hecke_orbit_code: 4503737116655666
    id: 81754016
    n: 17
    trace_an: -24
  - hecke_orbit_code: 4503737116655666
    id: 81754017
    n: 18
    trace_an: 18
  - hecke_orbit_code: 4503737116655666
    id: 81754018
    n: 19
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754019
    n: 20
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754020
    n: 21
    trace_an: -36
  - hecke_orbit_code: 4503737116655666
    id: 81754021
    n: 22
    trace_an: 24
  - hecke_orbit_code: 4503737116655666
    id: 81754022
    n: 23
    trace_an: -6
  - hecke_orbit_code: 4503737116655666
    id: 81754023
    n: 24
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754024
    n: 25
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754025
    n: 26
    trace_an: 48
  - hecke_orbit_code: 4503737116655666
    id: 81754026
    n: 27
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754027
    n: 28
    trace_an: -12
  - hecke_orbit_code: 4503737116655666
    id: 81754028
    n: 29
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754029
    n: 30
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754030
    n: 31
    trace_an: -16
  - hecke_orbit_code: 4503737116655666
    id: 81754031
    n: 32
    trace_an: -8
  - hecke_orbit_code: 4503737116655666
    id: 81754032
    n: 33
    trace_an: -72
  - hecke_orbit_code: 4503737116655666
    id: 81754033
    n: 34
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754034
    n: 35
    trace_an: 0
  - hecke_orbit_code: 4503737116655666
    id: 81754035
    n: 36
    trace_an: 36
  - hecke_orbit_code: 4503737116655666
    id: 81754036
    n: 37
    trace_an: 96
  - hecke_orbit_code: 4503737116655666
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    trace_an: 216
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label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 50.3.c.b
- 50.3.c.b
- 50.3.c
- 50.3.c.b
- 4503737116655666
- 50.3.c.b
- 4503737116655666
tables:
- mf_newforms
- mf_hecke_nf
- mf_newspaces
- mf_twists_nf
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-20T04:19:16.887100'