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    - 0
    - 0
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    - 0
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    - 0
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    - 0
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    - 0
    - 0
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    - 0
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    - 0
    - 0
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    - 0
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    - 0
    - 0
    - 0
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    - 0
    - 0
    - -1168
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    - -292
    - 0
    - 0
    - -672
    - 768
    - 0
    - 0
    - 2
    - -1128
    - 0
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    - 0
    - -492
    - 0
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    - 0
    - 0
    - 0
    - 0
    - 30
    - 424
    - 0
    - -252
    weight: 2
    weight_parity: 1
- - conductor: 1
    degree: 1
    id: 38978002
    order: 1
    parity: 1
    source_conrey_index: 127
    source_dim: 4
    source_embedding_index: 1
    source_hecke_orbit_code: 4505798684180740
    source_is_minimal: true
    source_label: 260.2.bg.b.127.1
    source_level: 260
    target_conrey_index: 127
    target_dim: 4
    target_embedding_index: 1
    target_hecke_orbit_code: 4505798684180740
    target_is_minimal: true
    target_label: 260.2.bg.b.127.1
    target_level: 260
    twist_class_label: 260.2.bg.a.23.1
    twist_class_level: 260
    twisting_char_label: '1.1'
    twisting_conrey_index: 1
    weight: 2
  - conductor: 4
    degree: 1
    id: 38978003
    order: 2
    parity: -1
    source_conrey_index: 127
    source_dim: 4
    source_embedding_index: 1
    source_hecke_orbit_code: 4505798684180740
    source_is_minimal: true
    source_label: 260.2.bg.b.127.1
    source_level: 260
    target_conrey_index: 127
    target_dim: 4
    target_embedding_index: 1
    target_hecke_orbit_code: 4505798684180740
    target_is_minimal: true
    target_label: 260.2.bg.b.127.1
    target_level: 260
    twist_class_label: 260.2.bg.a.23.1
    twist_class_level: 260
    twisting_char_label: '4.3'
    twisting_conrey_index: 3
    weight: 2
  - conductor: 5
    degree: 2
    id: 38978004
    order: 4
    parity: -1
    source_conrey_index: 127
    source_dim: 4
    source_embedding_index: 1
    source_hecke_orbit_code: 4505798684180740
    source_is_minimal: true
    source_label: 260.2.bg.b.127.1
    source_level: 260
    target_conrey_index: 23
    target_dim: 4
    target_embedding_index: 1
    target_hecke_orbit_code: 2199056810244
    target_is_minimal: true
    target_label: 260.2.bg.a.23.1
    target_level: 260
    twist_class_label: 260.2.bg.a.23.1
    twist_class_level: 260
    twisting_char_label: '5.3'
    twisting_conrey_index: 3
    weight: 2
  - conductor: 13
    degree: 2
    id: 38978005
    order: 6
    parity: 1
    source_conrey_index: 127
    source_dim: 4
    source_embedding_index: 1
    source_hecke_orbit_code: 4505798684180740
    source_is_minimal: true
    source_label: 260.2.bg.b.127.1
    source_level: 260
    target_conrey_index: 147
    target_dim: 4
    target_embedding_index: 1
    target_hecke_orbit_code: 2199056810244
    target_is_minimal: true
    target_label: 260.2.bg.a.147.1
    target_level: 260
    twist_class_label: 260.2.bg.a.23.1
    twist_class_level: 260
    twisting_char_label: '13.4'
    twisting_conrey_index: 4
    weight: 2
  - conductor: 20
    degree: 2
    id: 38978006
    order: 4
    parity: 1
    source_conrey_index: 127
    source_dim: 4
    source_embedding_index: 1
    source_hecke_orbit_code: 4505798684180740
    source_is_minimal: true
    source_label: 260.2.bg.b.127.1
    source_level: 260
    target_conrey_index: 23
    target_dim: 4
    target_embedding_index: 1
    target_hecke_orbit_code: 2199056810244
    target_is_minimal: true
    target_label: 260.2.bg.a.23.1
    target_level: 260
    twist_class_label: 260.2.bg.a.23.1
    twist_class_level: 260
    twisting_char_label: '20.3'
    twisting_conrey_index: 3
    weight: 2
  - conductor: 52
    degree: 2
    id: 38978007
    order: 6
    parity: -1
    source_conrey_index: 127
    source_dim: 4
    source_embedding_index: 1
    source_hecke_orbit_code: 4505798684180740
    source_is_minimal: true
    source_label: 260.2.bg.b.127.1
    source_level: 260
    target_conrey_index: 147
    target_dim: 4
    target_embedding_index: 1
    target_hecke_orbit_code: 2199056810244
    target_is_minimal: true
    target_label: 260.2.bg.a.147.1
    target_level: 260
    twist_class_label: 260.2.bg.a.23.1
    twist_class_level: 260
    twisting_char_label: '52.43'
    twisting_conrey_index: 43
    weight: 2
  - conductor: 65
    degree: 4
    id: 38978008
    order: 12
    parity: -1
    source_conrey_index: 127
    source_dim: 4
    source_embedding_index: 1
    source_hecke_orbit_code: 4505798684180740
    source_is_minimal: true
    source_label: 260.2.bg.b.127.1
    source_level: 260
    target_conrey_index: 43
    target_dim: 4
    target_embedding_index: 1
    target_hecke_orbit_code: 4505798684180740
    target_is_minimal: true
    target_label: 260.2.bg.b.43.1
    target_level: 260
    twist_class_label: 260.2.bg.a.23.1
    twist_class_level: 260
    twisting_char_label: '65.43'
    twisting_conrey_index: 43
    weight: 2
  - conductor: 260
    degree: 4
    id: 38978009
    order: 12
    parity: 1
    source_conrey_index: 127
    source_dim: 4
    source_embedding_index: 1
    source_hecke_orbit_code: 4505798684180740
    source_is_minimal: true
    source_label: 260.2.bg.b.127.1
    source_level: 260
    target_conrey_index: 43
    target_dim: 4
    target_embedding_index: 1
    target_hecke_orbit_code: 4505798684180740
    target_is_minimal: true
    target_label: 260.2.bg.b.43.1
    target_level: 260
    twist_class_label: 260.2.bg.a.23.1
    twist_class_level: 260
    twisting_char_label: '260.43'
    twisting_conrey_index: 43
    weight: 2
- - charpoly_factorization:
    - - - 4
        - -4
        - 2
        - -2
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605125
    p: 2
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605126
    p: 3
  - charpoly_factorization:
    - - - 25
        - 20
        - 11
        - 4
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605127
    p: 5
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605128
    p: 7
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605129
    p: 11
  - charpoly_factorization:
    - - - 169
        - 78
        - 23
        - 6
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605130
    p: 13
  - charpoly_factorization:
    - - - 1
        - 14
        - 53
        - 4
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605131
    p: 17
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605132
    p: 19
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605133
    p: 23
  - charpoly_factorization:
    - - - 5041
        - 2130
        - 371
        - 30
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605134
    p: 29
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605135
    p: 31
  - charpoly_factorization:
    - - - 169
        - 104
        - 137
        - 22
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605136
    p: 37
  - charpoly_factorization:
    - - - 529
        - -552
        - 215
        - -24
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605137
    p: 41
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605138
    p: 43
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605139
    p: 47
  - charpoly_factorization:
    - - - 11881
        - -1090
        - 50
        - 10
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605140
    p: 53
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605141
    p: 59
  - charpoly_factorization:
    - - - 1521
        - -468
        - 183
        - 12
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605142
    p: 61
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605143
    p: 67
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605144
    p: 71
  - charpoly_factorization:
    - - - 529
        - -506
        - 242
        - -22
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605145
    p: 73
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605146
    p: 79
  - charpoly_factorization:
    - - - 0
        - 1
      - 4
    hecke_orbit_code: 4505798684180740
    id: 605147
    p: 83
  - charpoly_factorization:
    - - - 100
        - -10
        - 1
      - 2
    hecke_orbit_code: 4505798684180740
    id: 605148
    p: 89
  - charpoly_factorization:
    - - - 114244
        - -8788
        - 338
        - -26
        - 1
      - 1
    hecke_orbit_code: 4505798684180740
    id: 605149
    p: 97
- - char_orbit_index: 33
    hecke_orbit: 2
    id: 37477
    label: 260.2.bg.b
    level: 260
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    weight: 2
- - hecke_orbit_code: 4505798684180740
    id: 97945000
    n: 1
    trace_an: 4
  - hecke_orbit_code: 4505798684180740
    id: 97945001
    n: 2
    trace_an: 2
  - hecke_orbit_code: 4505798684180740
    id: 97945002
    n: 3
    trace_an: 0
  - hecke_orbit_code: 4505798684180740
    id: 97945003
    n: 4
    trace_an: 0
  - hecke_orbit_code: 4505798684180740
    id: 97945004
    n: 5
    trace_an: -4
  - hecke_orbit_code: 4505798684180740
    id: 97945005
    n: 6
    trace_an: 0
  - hecke_orbit_code: 4505798684180740
    id: 97945006
    n: 7
    trace_an: 0
  - hecke_orbit_code: 4505798684180740
    id: 97945007
    n: 8
    trace_an: 8
  - hecke_orbit_code: 4505798684180740
    id: 97945008
    n: 9
    trace_an: 0
  - hecke_orbit_code: 4505798684180740
    id: 97945009
    n: 10
    trace_an: 6
  - hecke_orbit_code: 4505798684180740
    id: 97945010
    n: 11
    trace_an: 0
  - hecke_orbit_code: 4505798684180740
    id: 97945011
    n: 12
    trace_an: 0
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    trace_an: 0
  - hecke_orbit_code: 4505798684180740
    id: 97945996
    n: 997
    trace_an: -136
  - hecke_orbit_code: 4505798684180740
    id: 97945997
    n: 998
    trace_an: 0
  - hecke_orbit_code: 4505798684180740
    id: 97945998
    n: 999
    trace_an: 0
  - hecke_orbit_code: 4505798684180740
    id: 97945999
    n: 1000
    trace_an: -72
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 260.2.bg.b
- 260.2.bg.b.127.1
- 260.2.bg
- 260.2.bg.b.127.1
- 4505798684180740
- 260.2.bg.b
- 4505798684180740
tables:
- mf_newforms
- mf_hecke_cc
- mf_newspaces
- mf_twists_cc
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-18T08:59:32.692705'