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    source_conrey_index: 215
    source_dim: 8
    source_embedding_index: 3
    source_hecke_orbit_code: 13511486110433658
    source_is_minimal: true
    source_label: 378.2.k.d.215.3
    source_level: 378
    target_conrey_index: 269
    target_dim: 8
    target_embedding_index: 3
    target_hecke_orbit_code: 18015154457281646
    target_is_minimal: false
    target_label: 1134.2.l.e.269.3
    target_level: 1134
    twist_class_label: 378.2.k.d.215.2
    twist_class_level: 378
    twisting_char_label: '63.59'
    twisting_conrey_index: 59
    weight: 2
- - charpoly_factorization:
    - - - 1
        - 0
        - -1
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798650
    p: 2
  - charpoly_factorization:
    - - - 0
        - 1
      - 8
    hecke_orbit_code: 13511486110433658
    id: 798651
    p: 3
  - charpoly_factorization:
    - - - 36
        - 0
        - 6
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798652
    p: 5
  - charpoly_factorization:
    - - - 7
        - 2
        - 1
      - 4
    hecke_orbit_code: 13511486110433658
    id: 798653
    p: 7
  - charpoly_factorization:
    - - - 324
        - 0
        - -18
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798654
    p: 11
  - charpoly_factorization:
    - - - 9
        - 0
        - 18
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798655
    p: 13
  - charpoly_factorization:
    - - - 36
        - 0
        - 6
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798656
    p: 17
  - charpoly_factorization:
    - - - 576
        - 0
        - -24
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798657
    p: 19
  - charpoly_factorization:
    - - - 1296
        - 0
        - -36
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798658
    p: 23
  - charpoly_factorization:
    - - - 324
        - 0
        - 108
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798659
    p: 29
  - charpoly_factorization:
    - - - 2601
        - -306
        - -39
        - 6
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798660
    p: 31
  - charpoly_factorization:
    - - - 289
        - -34
        - 21
        - 2
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798661
    p: 37
  - charpoly_factorization:
    - - - -6
        - 0
        - 1
      - 4
    hecke_orbit_code: 13511486110433658
    id: 798662
    p: 41
  - charpoly_factorization:
    - - - -7
        - 1
      - 8
    hecke_orbit_code: 13511486110433658
    id: 798663
    p: 43
  - charpoly_factorization:
    - - - 108243216
        - 0
        - 2372112
        - 0
        - 41580
        - 0
        - 228
        - 0
        - 1
      - 1
    hecke_orbit_code: 13511486110433658
    id: 798664
    p: 47
  - charpoly_factorization:
    - - - 1679616
        - 0
        - -279936
        - 0
        - 45360
        - 0
        - -216
        - 0
        - 1
      - 1
    hecke_orbit_code: 13511486110433658
    id: 798665
    p: 53
  - charpoly_factorization:
    - - - 36
        - 0
        - 6
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798666
    p: 59
  - charpoly_factorization:
    - - - 9
        - 18
        - 9
        - -6
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798667
    p: 61
  - charpoly_factorization:
    - - - 2209
        - -470
        - 147
        - 10
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798668
    p: 67
  - charpoly_factorization:
    - - - 162
        - 0
        - 1
      - 4
    hecke_orbit_code: 13511486110433658
    id: 798669
    p: 71
  - charpoly_factorization:
    - - - 7056
        - 3024
        - 516
        - 36
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798670
    p: 73
  - charpoly_factorization:
    - - - 49
        - 70
        - 93
        - 10
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798671
    p: 79
  - charpoly_factorization:
    - - - 7056
        - 0
        - -264
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798672
    p: 83
  - charpoly_factorization:
    - - - 8503056
        - 0
        - 944784
        - 0
        - 102060
        - 0
        - 324
        - 0
        - 1
      - 1
    hecke_orbit_code: 13511486110433658
    id: 798673
    p: 89
  - charpoly_factorization:
    - - - 441
        - 0
        - 54
        - 0
        - 1
      - 2
    hecke_orbit_code: 13511486110433658
    id: 798674
    p: 97
- - char_orbit_index: 11
    hecke_orbit: 4
    id: 49144
    label: 378.2.k.d
    level: 378
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
    weight: 2
- - hecke_orbit_code: 13511486110433658
    id: 143820000
    n: 1
    trace_an: 8
  - hecke_orbit_code: 13511486110433658
    id: 143820001
    n: 2
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820002
    n: 3
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820003
    n: 4
    trace_an: 4
  - hecke_orbit_code: 13511486110433658
    id: 143820004
    n: 5
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820005
    n: 6
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820006
    n: 7
    trace_an: -8
  - hecke_orbit_code: 13511486110433658
    id: 143820007
    n: 8
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820008
    n: 9
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820009
    n: 10
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820010
    n: 11
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820011
    n: 12
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820012
    n: 13
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820013
    n: 14
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820014
    n: 15
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820015
    n: 16
    trace_an: -4
  - hecke_orbit_code: 13511486110433658
    id: 143820016
    n: 17
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820017
    n: 18
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820018
    n: 19
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820019
    n: 20
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820020
    n: 21
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820021
    n: 22
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820022
    n: 23
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820023
    n: 24
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820024
    n: 25
    trace_an: -4
  - hecke_orbit_code: 13511486110433658
    id: 143820025
    n: 26
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820026
    n: 27
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820027
    n: 28
    trace_an: -4
  - hecke_orbit_code: 13511486110433658
    id: 143820028
    n: 29
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820029
    n: 30
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820030
    n: 31
    trace_an: -12
  - hecke_orbit_code: 13511486110433658
    id: 143820031
    n: 32
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820032
    n: 33
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820033
    n: 34
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820034
    n: 35
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820035
    n: 36
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820036
    n: 37
    trace_an: -4
  - hecke_orbit_code: 13511486110433658
    id: 143820037
    n: 38
    trace_an: 0
  - hecke_orbit_code: 13511486110433658
    id: 143820038
    n: 39
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  - hecke_orbit_code: 13511486110433658
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  - hecke_orbit_code: 13511486110433658
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  - hecke_orbit_code: 13511486110433658
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  - hecke_orbit_code: 13511486110433658
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    trace_an: 216
  - hecke_orbit_code: 13511486110433658
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    trace_an: 0
  - hecke_orbit_code: 13511486110433658
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    trace_an: 0
  - hecke_orbit_code: 13511486110433658
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    trace_an: 84
  - hecke_orbit_code: 13511486110433658
    id: 143820997
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    trace_an: 0
  - hecke_orbit_code: 13511486110433658
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  - hecke_orbit_code: 13511486110433658
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label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 378.2.k.d
- 378.2.k.d.215.3
- 378.2.k
- 378.2.k.d.215.3
- 13511486110433658
- 378.2.k.d
- 13511486110433658
tables:
- mf_newforms
- mf_hecke_cc
- mf_newspaces
- mf_twists_cc
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-25T06:45:47.525510'