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    twist_class_label: 270.4.a.e
    twist_class_level: 270
    twisting_char_label: 1.a
    twisting_char_orbit: 1
    weight: 4
  - conductor: 3
    degree: 1
    id: 212228
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 5
    source_is_minimal: true
    source_label: 270.4.a.e
    source_level: 270
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 9
    target_is_minimal: true
    target_label: 270.4.a.i
    target_level: 270
    twist_class_label: 270.4.a.e
    twist_class_level: 270
    twisting_char_label: 3.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 9
    degree: 2
    id: 212229
    multiplicity: 2
    order: 6
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 5
    source_is_minimal: true
    source_label: 270.4.a.e
    source_level: 270
    target_char_orbit: 5
    target_dim: 2
    target_hecke_orbit: 8
    target_is_minimal: false
    target_label: 810.4.e.h
    target_level: 810
    twist_class_label: 270.4.a.e
    twist_class_level: 270
    twisting_char_label: 9.d
    twisting_char_orbit: 4
    weight: 4
  - conductor: 9
    degree: 2
    id: 212230
    multiplicity: 2
    order: 3
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 5
    source_is_minimal: true
    source_label: 270.4.a.e
    source_level: 270
    target_char_orbit: 5
    target_dim: 2
    target_hecke_orbit: 17
    target_is_minimal: false
    target_label: 810.4.e.q
    target_level: 810
    twist_class_label: 270.4.a.e
    twist_class_level: 270
    twisting_char_label: 9.c
    twisting_char_orbit: 3
    weight: 4
  - conductor: 15
    degree: 1
    id: 212231
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 5
    source_is_minimal: true
    source_label: 270.4.a.e
    source_level: 270
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 7
    target_is_minimal: false
    target_label: 1350.4.a.g
    target_level: 1350
    twist_class_label: 270.4.a.e
    twist_class_level: 270
    twisting_char_label: 15.d
    twisting_char_orbit: 4
    weight: 4
  - conductor: 5
    degree: 1
    id: 212232
    multiplicity: 1
    order: 2
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 5
    source_is_minimal: true
    source_label: 270.4.a.e
    source_level: 270
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 21
    target_is_minimal: false
    target_label: 1350.4.a.u
    target_level: 1350
    twist_class_label: 270.4.a.e
    twist_class_level: 270
    twisting_char_label: 5.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 5
    degree: 2
    id: 212233
    multiplicity: 2
    order: 4
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 5
    source_is_minimal: true
    source_label: 270.4.a.e
    source_level: 270
    target_char_orbit: 3
    target_dim: 2
    target_hecke_orbit: 4
    target_is_minimal: false
    target_label: 1350.4.c.d
    target_level: 1350
    twist_class_label: 270.4.a.e
    twist_class_level: 270
    twisting_char_label: 5.c
    twisting_char_orbit: 3
    weight: 4
  - conductor: 15
    degree: 2
    id: 212234
    multiplicity: 2
    order: 4
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 5
    source_is_minimal: true
    source_label: 270.4.a.e
    source_level: 270
    target_char_orbit: 3
    target_dim: 2
    target_hecke_orbit: 17
    target_is_minimal: false
    target_label: 1350.4.c.q
    target_level: 1350
    twist_class_label: 270.4.a.e
    twist_class_level: 270
    twisting_char_label: 15.e
    twisting_char_orbit: 5
    weight: 4
  - conductor: 12
    degree: 1
    id: 212235
    multiplicity: 1
    order: 2
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 5
    source_is_minimal: true
    source_label: 270.4.a.e
    source_level: 270
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 5
    target_is_minimal: false
    target_label: 2160.4.a.e
    target_level: 2160
    twist_class_label: 270.4.a.e
    twist_class_level: 270
    twisting_char_label: 12.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 4
    degree: 1
    id: 212236
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 5
    source_is_minimal: true
    source_label: 270.4.a.e
    source_level: 270
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 15
    target_is_minimal: false
    target_label: 2160.4.a.o
    target_level: 2160
    twist_class_label: 270.4.a.e
    twist_class_level: 270
    twisting_char_label: 4.b
    twisting_char_orbit: 2
    weight: 4
- - charpoly_factorization:
    - - - 2
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615425
    p: 2
  - charpoly_factorization:
    - - - 0
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615426
    p: 3
  - charpoly_factorization:
    - - - -5
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615427
    p: 5
  - charpoly_factorization:
    - - - 4
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615428
    p: 7
  - charpoly_factorization:
    - - - 42
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615429
    p: 11
  - charpoly_factorization:
    - - - -20
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615430
    p: 13
  - charpoly_factorization:
    - - - 93
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615431
    p: 17
  - charpoly_factorization:
    - - - -59
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615432
    p: 19
  - charpoly_factorization:
    - - - 9
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615433
    p: 23
  - charpoly_factorization:
    - - - 120
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615434
    p: 29
  - charpoly_factorization:
    - - - -47
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615435
    p: 31
  - charpoly_factorization:
    - - - 262
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615436
    p: 37
  - charpoly_factorization:
    - - - 126
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615437
    p: 41
  - charpoly_factorization:
    - - - 178
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615438
    p: 43
  - charpoly_factorization:
    - - - 144
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615439
    p: 47
  - charpoly_factorization:
    - - - 741
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615440
    p: 53
  - charpoly_factorization:
    - - - -444
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615441
    p: 59
  - charpoly_factorization:
    - - - -221
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615442
    p: 61
  - charpoly_factorization:
    - - - 538
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615443
    p: 67
  - charpoly_factorization:
    - - - 690
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615444
    p: 71
  - charpoly_factorization:
    - - - 1126
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615445
    p: 73
  - charpoly_factorization:
    - - - -665
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615446
    p: 79
  - charpoly_factorization:
    - - - 75
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615447
    p: 83
  - charpoly_factorization:
    - - - -1086
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615448
    p: 89
  - charpoly_factorization:
    - - - -1544
        - 1
      - 1
    hecke_orbit_code: 18014398576591118
    id: 615449
    p: 97
- - char_orbit_index: 1
    hecke_orbit: 5
    id: 38253
    label: 270.4.a.e
    level: 270
    portrait: 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
    weight: 4
- - hecke_orbit_code: 18014398576591118
    id: 154204000
    n: 1
    trace_an: 1
  - hecke_orbit_code: 18014398576591118
    id: 154204001
    n: 2
    trace_an: -2
  - hecke_orbit_code: 18014398576591118
    id: 154204002
    n: 3
    trace_an: 0
  - hecke_orbit_code: 18014398576591118
    id: 154204003
    n: 4
    trace_an: 4
  - hecke_orbit_code: 18014398576591118
    id: 154204004
    n: 5
    trace_an: 5
  - hecke_orbit_code: 18014398576591118
    id: 154204005
    n: 6
    trace_an: 0
  - hecke_orbit_code: 18014398576591118
    id: 154204006
    n: 7
    trace_an: -4
  - hecke_orbit_code: 18014398576591118
    id: 154204007
    n: 8
    trace_an: -8
  - hecke_orbit_code: 18014398576591118
    id: 154204008
    n: 9
    trace_an: 0
  - hecke_orbit_code: 18014398576591118
    id: 154204009
    n: 10
    trace_an: -10
  - hecke_orbit_code: 18014398576591118
    id: 154204010
    n: 11
    trace_an: -42
  - hecke_orbit_code: 18014398576591118
    id: 154204011
    n: 12
    trace_an: 0
  - hecke_orbit_code: 18014398576591118
    id: 154204012
    n: 13
    trace_an: 20
  - hecke_orbit_code: 18014398576591118
    id: 154204013
    n: 14
    trace_an: 8
  - hecke_orbit_code: 18014398576591118
    id: 154204014
    n: 15
    trace_an: 0
  - hecke_orbit_code: 18014398576591118
    id: 154204015
    n: 16
    trace_an: 16
  - hecke_orbit_code: 18014398576591118
    id: 154204016
    n: 17
    trace_an: -93
  - hecke_orbit_code: 18014398576591118
    id: 154204017
    n: 18
    trace_an: 0
  - hecke_orbit_code: 18014398576591118
    id: 154204018
    n: 19
    trace_an: 59
  - hecke_orbit_code: 18014398576591118
    id: 154204019
    n: 20
    trace_an: 20
  - hecke_orbit_code: 18014398576591118
    id: 154204020
    n: 21
    trace_an: 0
  - hecke_orbit_code: 18014398576591118
    id: 154204021
    n: 22
    trace_an: 84
  - hecke_orbit_code: 18014398576591118
    id: 154204022
    n: 23
    trace_an: -9
  - hecke_orbit_code: 18014398576591118
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- hecke_orbit_code
labels:
- 270.4.a.e
- 270.4.a.e
- 270.4.a
- 270.4.a.e
- 18014398576591118
- 270.4.a.e
- 18014398576591118
tables:
- mf_newforms
- mf_hecke_nf
- mf_newspaces
- mf_twists_nf
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-24T16:52:39.403723'