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    twist_class_level: 270
    twisting_char_label: 1.a
    twisting_char_orbit: 1
    weight: 4
  - conductor: 3
    degree: 1
    id: 212238
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 6
    source_is_minimal: true
    source_label: 270.4.a.f
    source_level: 270
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 10
    target_is_minimal: true
    target_label: 270.4.a.j
    target_level: 270
    twist_class_label: 270.4.a.f
    twist_class_level: 270
    twisting_char_label: 3.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 9
    degree: 2
    id: 212239
    multiplicity: 2
    order: 6
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 6
    source_is_minimal: true
    source_label: 270.4.a.f
    source_level: 270
    target_char_orbit: 5
    target_dim: 2
    target_hecke_orbit: 6
    target_is_minimal: false
    target_label: 810.4.e.f
    target_level: 810
    twist_class_label: 270.4.a.f
    twist_class_level: 270
    twisting_char_label: 9.d
    twisting_char_orbit: 4
    weight: 4
  - conductor: 9
    degree: 2
    id: 212240
    multiplicity: 2
    order: 3
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 6
    source_is_minimal: true
    source_label: 270.4.a.f
    source_level: 270
    target_char_orbit: 5
    target_dim: 2
    target_hecke_orbit: 14
    target_is_minimal: false
    target_label: 810.4.e.n
    target_level: 810
    twist_class_label: 270.4.a.f
    twist_class_level: 270
    twisting_char_label: 9.c
    twisting_char_orbit: 3
    weight: 4
  - conductor: 15
    degree: 1
    id: 212241
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 6
    source_is_minimal: true
    source_label: 270.4.a.f
    source_level: 270
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 5
    target_is_minimal: false
    target_label: 1350.4.a.e
    target_level: 1350
    twist_class_label: 270.4.a.f
    twist_class_level: 270
    twisting_char_label: 15.d
    twisting_char_orbit: 4
    weight: 4
  - conductor: 5
    degree: 1
    id: 212242
    multiplicity: 1
    order: 2
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 6
    source_is_minimal: true
    source_label: 270.4.a.f
    source_level: 270
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 18
    target_is_minimal: false
    target_label: 1350.4.a.r
    target_level: 1350
    twist_class_label: 270.4.a.f
    twist_class_level: 270
    twisting_char_label: 5.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 15
    degree: 2
    id: 212243
    multiplicity: 2
    order: 4
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 6
    source_is_minimal: true
    source_label: 270.4.a.f
    source_level: 270
    target_char_orbit: 3
    target_dim: 2
    target_hecke_orbit: 10
    target_is_minimal: false
    target_label: 1350.4.c.j
    target_level: 1350
    twist_class_label: 270.4.a.f
    twist_class_level: 270
    twisting_char_label: 15.e
    twisting_char_orbit: 5
    weight: 4
  - conductor: 5
    degree: 2
    id: 212244
    multiplicity: 2
    order: 4
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 6
    source_is_minimal: true
    source_label: 270.4.a.f
    source_level: 270
    target_char_orbit: 3
    target_dim: 2
    target_hecke_orbit: 11
    target_is_minimal: false
    target_label: 1350.4.c.k
    target_level: 1350
    twist_class_label: 270.4.a.f
    twist_class_level: 270
    twisting_char_label: 5.c
    twisting_char_orbit: 3
    weight: 4
  - conductor: 12
    degree: 1
    id: 212245
    multiplicity: 1
    order: 2
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 6
    source_is_minimal: true
    source_label: 270.4.a.f
    source_level: 270
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 2
    target_is_minimal: false
    target_label: 2160.4.a.b
    target_level: 2160
    twist_class_label: 270.4.a.f
    twist_class_level: 270
    twisting_char_label: 12.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 4
    degree: 1
    id: 212246
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 6
    source_is_minimal: true
    source_label: 270.4.a.f
    source_level: 270
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 12
    target_is_minimal: false
    target_label: 2160.4.a.l
    target_level: 2160
    twist_class_label: 270.4.a.f
    twist_class_level: 270
    twisting_char_label: 4.b
    twisting_char_orbit: 2
    weight: 4
- - charpoly_factorization:
    - - - 2
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615450
    p: 2
  - charpoly_factorization:
    - - - 0
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615451
    p: 3
  - charpoly_factorization:
    - - - -5
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615452
    p: 5
  - charpoly_factorization:
    - - - -14
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615453
    p: 7
  - charpoly_factorization:
    - - - -3
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615454
    p: 11
  - charpoly_factorization:
    - - - -47
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615455
    p: 13
  - charpoly_factorization:
    - - - 39
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615456
    p: 17
  - charpoly_factorization:
    - - - -32
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615457
    p: 19
  - charpoly_factorization:
    - - - 99
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615458
    p: 23
  - charpoly_factorization:
    - - - -51
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615459
    p: 29
  - charpoly_factorization:
    - - - -83
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615460
    p: 31
  - charpoly_factorization:
    - - - -314
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615461
    p: 37
  - charpoly_factorization:
    - - - 108
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615462
    p: 41
  - charpoly_factorization:
    - - - -299
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615463
    p: 43
  - charpoly_factorization:
    - - - -531
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615464
    p: 47
  - charpoly_factorization:
    - - - -564
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615465
    p: 53
  - charpoly_factorization:
    - - - -12
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615466
    p: 59
  - charpoly_factorization:
    - - - -230
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615467
    p: 61
  - charpoly_factorization:
    - - - 268
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615468
    p: 67
  - charpoly_factorization:
    - - - -120
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615469
    p: 71
  - charpoly_factorization:
    - - - -1106
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615470
    p: 73
  - charpoly_factorization:
    - - - 739
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615471
    p: 79
  - charpoly_factorization:
    - - - -1086
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615472
    p: 83
  - charpoly_factorization:
    - - - 120
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615473
    p: 89
  - charpoly_factorization:
    - - - 1642
        - 1
      - 1
    hecke_orbit_code: 22517998203961614
    id: 615474
    p: 97
- - char_orbit_index: 1
    hecke_orbit: 6
    id: 38254
    label: 270.4.a.f
    level: 270
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
    weight: 4
- - hecke_orbit_code: 22517998203961614
    id: 168338000
    n: 1
    trace_an: 1
  - hecke_orbit_code: 22517998203961614
    id: 168338001
    n: 2
    trace_an: -2
  - hecke_orbit_code: 22517998203961614
    id: 168338002
    n: 3
    trace_an: 0
  - hecke_orbit_code: 22517998203961614
    id: 168338003
    n: 4
    trace_an: 4
  - hecke_orbit_code: 22517998203961614
    id: 168338004
    n: 5
    trace_an: 5
  - hecke_orbit_code: 22517998203961614
    id: 168338005
    n: 6
    trace_an: 0
  - hecke_orbit_code: 22517998203961614
    id: 168338006
    n: 7
    trace_an: 14
  - hecke_orbit_code: 22517998203961614
    id: 168338007
    n: 8
    trace_an: -8
  - hecke_orbit_code: 22517998203961614
    id: 168338008
    n: 9
    trace_an: 0
  - hecke_orbit_code: 22517998203961614
    id: 168338009
    n: 10
    trace_an: -10
  - hecke_orbit_code: 22517998203961614
    id: 168338010
    n: 11
    trace_an: 3
  - hecke_orbit_code: 22517998203961614
    id: 168338011
    n: 12
    trace_an: 0
  - hecke_orbit_code: 22517998203961614
    id: 168338012
    n: 13
    trace_an: 47
  - hecke_orbit_code: 22517998203961614
    id: 168338013
    n: 14
    trace_an: -28
  - hecke_orbit_code: 22517998203961614
    id: 168338014
    n: 15
    trace_an: 0
  - hecke_orbit_code: 22517998203961614
    id: 168338015
    n: 16
    trace_an: 16
  - hecke_orbit_code: 22517998203961614
    id: 168338016
    n: 17
    trace_an: -39
  - hecke_orbit_code: 22517998203961614
    id: 168338017
    n: 18
    trace_an: 0
  - hecke_orbit_code: 22517998203961614
    id: 168338018
    n: 19
    trace_an: 32
  - hecke_orbit_code: 22517998203961614
    id: 168338019
    n: 20
    trace_an: 20
  - hecke_orbit_code: 22517998203961614
    id: 168338020
    n: 21
    trace_an: 0
  - hecke_orbit_code: 22517998203961614
    id: 168338021
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    trace_an: -1000
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 270.4.a.f
- 270.4.a.f
- 270.4.a
- 270.4.a.f
- 22517998203961614
- 270.4.a.f
- 22517998203961614
tables:
- mf_newforms
- mf_hecke_nf
- mf_newspaces
- mf_twists_nf
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-25T12:42:29.399635'