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    - 94
    - 16
    - -12
    - -8
    - -72
    - 132
    - 16
    - -116
    - 20
    - -2
    - -80
    - -262
    - -18
    - 8
    - 0
    - -56
    - 40
    - -128
    - 1
    - 21
    - -44
    - -4
    - -6
    - 18
    - 8
    - 56
    - 37
    - 24
    - -54
    - -156
    - 1
    - -128
    - -16
    - 14
    - 14
    - -174
    - 52
    - 144
    - -7
    - 38
    - 76
    - -88
    - -38
    - 94
    - 204
    - 0
    - 24
    - -96
    - 4
    - -144
    - 1
    - 60
    - 40
    - -40
    - 20
    - 54
    - 116
    - 6
    - -3
    weight: 2
    weight_parity: 1
- - conductor: 1
    degree: 1
    id: 574848
    multiplicity: 1
    order: 1
    parity: 1
    self_twist_disc: 1
    source_char_orbit: 1
    source_dim: 2
    source_hecke_orbit: 18
    source_is_minimal: true
    source_label: 930.2.a.r
    source_level: 930
    target_char_orbit: 1
    target_dim: 2
    target_hecke_orbit: 18
    target_is_minimal: true
    target_label: 930.2.a.r
    target_level: 930
    twist_class_label: 930.2.a.r
    twist_class_level: 930
    twisting_char_label: 1.a
    twisting_char_orbit: 1
    weight: 2
  - conductor: 3
    degree: 1
    id: 574849
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 2
    source_hecke_orbit: 18
    source_is_minimal: true
    source_label: 930.2.a.r
    source_level: 930
    target_char_orbit: 1
    target_dim: 2
    target_hecke_orbit: 30
    target_is_minimal: false
    target_label: 2790.2.a.bd
    target_level: 2790
    twist_class_label: 930.2.a.r
    twist_class_level: 930
    twisting_char_label: 3.b
    twisting_char_orbit: 2
    weight: 2
  - conductor: 5
    degree: 1
    id: 574850
    multiplicity: 1
    order: 2
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 2
    source_hecke_orbit: 18
    source_is_minimal: true
    source_label: 930.2.a.r
    source_level: 930
    target_char_orbit: 1
    target_dim: 2
    target_hecke_orbit: 51
    target_is_minimal: false
    target_label: 4650.2.a.by
    target_level: 4650
    twist_class_label: 930.2.a.r
    twist_class_level: 930
    twisting_char_label: 5.b
    twisting_char_orbit: 2
    weight: 2
  - conductor: 5
    degree: 2
    id: 574851
    multiplicity: 2
    order: 4
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 2
    source_hecke_orbit: 18
    source_is_minimal: true
    source_label: 930.2.a.r
    source_level: 930
    target_char_orbit: 4
    target_dim: 4
    target_hecke_orbit: 34
    target_is_minimal: false
    target_label: 4650.2.d.bh
    target_level: 4650
    twist_class_label: 930.2.a.r
    twist_class_level: 930
    twisting_char_label: 5.c
    twisting_char_orbit: 3
    weight: 2
  - conductor: 4
    degree: 1
    id: 574852
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 2
    source_hecke_orbit: 18
    source_is_minimal: true
    source_label: 930.2.a.r
    source_level: 930
    target_char_orbit: 1
    target_dim: 2
    target_hecke_orbit: 33
    target_is_minimal: false
    target_label: 7440.2.a.bg
    target_level: 7440
    twist_class_label: 930.2.a.r
    twist_class_level: 930
    twisting_char_label: 4.b
    twisting_char_orbit: 2
    weight: 2
- - charpoly_factorization:
    - - - -1
        - 1
      - 2
    hecke_orbit_code: 76561193698853794
    id: 1502075
    p: 2
  - charpoly_factorization:
    - - - -1
        - 1
      - 2
    hecke_orbit_code: 76561193698853794
    id: 1502076
    p: 3
  - charpoly_factorization:
    - - - -1
        - 1
      - 2
    hecke_orbit_code: 76561193698853794
    id: 1502077
    p: 5
  - charpoly_factorization:
    - - - -8
        - -1
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502078
    p: 7
  - charpoly_factorization:
    - - - 4
        - -7
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502079
    p: 11
  - charpoly_factorization:
    - - - 2
        - 1
      - 2
    hecke_orbit_code: 76561193698853794
    id: 1502080
    p: 13
  - charpoly_factorization:
    - - - -32
        - -2
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502081
    p: 17
  - charpoly_factorization:
    - - - 4
        - 7
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502082
    p: 19
  - charpoly_factorization:
    - - - -8
        - -1
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502083
    p: 23
  - charpoly_factorization:
    - - - -24
        - 6
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502084
    p: 29
  - charpoly_factorization:
    - - - 1
        - 1
      - 2
    hecke_orbit_code: 76561193698853794
    id: 1502085
    p: 31
  - charpoly_factorization:
    - - - -8
        - -10
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502086
    p: 37
  - charpoly_factorization:
    - - - -8
        - 10
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502087
    p: 41
  - charpoly_factorization:
    - - - 4
        - -7
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502088
    p: 43
  - charpoly_factorization:
    - - - -32
        - 2
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502089
    p: 47
  - charpoly_factorization:
    - - - -6
        - 3
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502090
    p: 53
  - charpoly_factorization:
    - - - -24
        - 6
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502091
    p: 59
  - charpoly_factorization:
    - - - -132
        - 0
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502092
    p: 61
  - charpoly_factorization:
    - - - -8
        - -10
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502093
    p: 67
  - charpoly_factorization:
    - - - -8
        - -1
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502094
    p: 71
  - charpoly_factorization:
    - - - -74
        - -1
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502095
    p: 73
  - charpoly_factorization:
    - - - 48
        - 15
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502096
    p: 79
  - charpoly_factorization:
    - - - 12
        - 1
      - 2
    hecke_orbit_code: 76561193698853794
    id: 1502097
    p: 83
  - charpoly_factorization:
    - - - -6
        - -3
        - 1
      - 1
    hecke_orbit_code: 76561193698853794
    id: 1502098
    p: 89
  - charpoly_factorization:
    - - - -2
        - 1
      - 2
    hecke_orbit_code: 76561193698853794
    id: 1502099
    p: 97
- - char_orbit_index: 1
    hecke_orbit: 18
    id: 93904
    label: 930.2.a.r
    level: 930
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    weight: 2
- - hecke_orbit_code: 76561193698853794
    id: 240700000
    n: 1
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700001
    n: 2
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700002
    n: 3
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700003
    n: 4
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700004
    n: 5
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700005
    n: 6
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700006
    n: 7
    trace_an: 1
  - hecke_orbit_code: 76561193698853794
    id: 240700007
    n: 8
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700008
    n: 9
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700009
    n: 10
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700010
    n: 11
    trace_an: 7
  - hecke_orbit_code: 76561193698853794
    id: 240700011
    n: 12
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700012
    n: 13
    trace_an: -4
  - hecke_orbit_code: 76561193698853794
    id: 240700013
    n: 14
    trace_an: 1
  - hecke_orbit_code: 76561193698853794
    id: 240700014
    n: 15
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700015
    n: 16
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
    id: 240700016
    n: 17
    trace_an: 2
  - hecke_orbit_code: 76561193698853794
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    n: 984
    trace_an: -10
  - hecke_orbit_code: 76561193698853794
    id: 240700984
    n: 985
    trace_an: 16
  - hecke_orbit_code: 76561193698853794
    id: 240700985
    n: 986
    trace_an: 60
  - hecke_orbit_code: 76561193698853794
    id: 240700986
    n: 987
    trace_an: -34
  - hecke_orbit_code: 76561193698853794
    id: 240700987
    n: 988
    trace_an: 14
  - hecke_orbit_code: 76561193698853794
    id: 240700988
    n: 989
    trace_an: -13
  - hecke_orbit_code: 76561193698853794
    id: 240700989
    n: 990
    trace_an: 7
  - hecke_orbit_code: 76561193698853794
    id: 240700990
    n: 991
    trace_an: -55
  - hecke_orbit_code: 76561193698853794
    id: 240700991
    n: 992
    trace_an: -2
  - hecke_orbit_code: 76561193698853794
    id: 240700992
    n: 993
    trace_an: 20
  - hecke_orbit_code: 76561193698853794
    id: 240700993
    n: 994
    trace_an: 17
  - hecke_orbit_code: 76561193698853794
    id: 240700994
    n: 995
    trace_an: -31
  - hecke_orbit_code: 76561193698853794
    id: 240700995
    n: 996
    trace_an: -24
  - hecke_orbit_code: 76561193698853794
    id: 240700996
    n: 997
    trace_an: 12
  - hecke_orbit_code: 76561193698853794
    id: 240700997
    n: 998
    trace_an: 44
  - hecke_orbit_code: 76561193698853794
    id: 240700998
    n: 999
    trace_an: 10
  - hecke_orbit_code: 76561193698853794
    id: 240700999
    n: 1000
    trace_an: 2
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 930.2.a.r
- 930.2.a.r
- 930.2.a
- 930.2.a.r
- 76561193698853794
- 930.2.a.r
- 76561193698853794
tables:
- mf_newforms
- mf_hecke_nf
- mf_newspaces
- mf_twists_nf
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-23T10:54:51.838445'