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    weight_parity: 1
- - conductor: 7
    degree: 1
    id: 742756
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 2
    source_hecke_orbit: 43
    source_is_minimal: true
    source_label: 1470.4.a.bq
    source_level: 1470
    target_char_orbit: 1
    target_dim: 2
    target_hecke_orbit: 37
    target_is_minimal: true
    target_label: 1470.4.a.bk
    target_level: 1470
    twist_class_label: 1470.4.a.bk
    twist_class_level: 1470
    twisting_char_label: 7.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 1
    degree: 1
    id: 742757
    multiplicity: 1
    order: 1
    parity: 1
    self_twist_disc: 1
    source_char_orbit: 1
    source_dim: 2
    source_hecke_orbit: 43
    source_is_minimal: true
    source_label: 1470.4.a.bq
    source_level: 1470
    target_char_orbit: 1
    target_dim: 2
    target_hecke_orbit: 43
    target_is_minimal: true
    target_label: 1470.4.a.bq
    target_level: 1470
    twist_class_label: 1470.4.a.bk
    twist_class_level: 1470
    twisting_char_label: 1.a
    twisting_char_orbit: 1
    weight: 4
- - charpoly_factorization:
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        - 1
      - 2
    hecke_orbit_code: 189151184416671166
    id: 1974625
    p: 2
  - charpoly_factorization:
    - - - -3
        - 1
      - 2
    hecke_orbit_code: 189151184416671166
    id: 1974626
    p: 3
  - charpoly_factorization:
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        - 1
      - 2
    hecke_orbit_code: 189151184416671166
    id: 1974627
    p: 5
  - charpoly_factorization:
    - - - 0
        - 1
      - 2
    hecke_orbit_code: 189151184416671166
    id: 1974628
    p: 7
  - charpoly_factorization:
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        - 1
      - 1
    hecke_orbit_code: 189151184416671166
    id: 1974629
    p: 11
  - charpoly_factorization:
    - - - 644
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        - 1
      - 1
    hecke_orbit_code: 189151184416671166
    id: 1974630
    p: 13
  - charpoly_factorization:
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        - 1
      - 1
    hecke_orbit_code: 189151184416671166
    id: 1974631
    p: 17
  - charpoly_factorization:
    - - - -1006
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        - 1
      - 1
    hecke_orbit_code: 189151184416671166
    id: 1974632
    p: 19
  - charpoly_factorization:
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        - 1
      - 1
    hecke_orbit_code: 189151184416671166
    id: 1974633
    p: 23
  - charpoly_factorization:
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        - 1
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    hecke_orbit_code: 189151184416671166
    id: 1974634
    p: 29
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974635
    p: 31
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974636
    p: 37
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974637
    p: 41
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974638
    p: 43
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974639
    p: 47
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974640
    p: 53
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974641
    p: 59
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974642
    p: 61
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974643
    p: 67
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974644
    p: 71
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974645
    p: 73
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974646
    p: 79
  - charpoly_factorization:
    - - - 1551868
        - -2492
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    hecke_orbit_code: 189151184416671166
    id: 1974647
    p: 83
  - charpoly_factorization:
    - - - -30852
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    hecke_orbit_code: 189151184416671166
    id: 1974648
    p: 89
  - charpoly_factorization:
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    hecke_orbit_code: 189151184416671166
    id: 1974649
    p: 97
- - char_orbit_index: 1
    hecke_orbit: 43
    id: 119340
    label: 1470.4.a.bq
    level: 1470
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
    weight: 4
- - hecke_orbit_code: 189151184416671166
    id: 274861000
    n: 1
    trace_an: 2
  - hecke_orbit_code: 189151184416671166
    id: 274861001
    n: 2
    trace_an: 4
  - hecke_orbit_code: 189151184416671166
    id: 274861002
    n: 3
    trace_an: 6
  - hecke_orbit_code: 189151184416671166
    id: 274861003
    n: 4
    trace_an: 8
  - hecke_orbit_code: 189151184416671166
    id: 274861004
    n: 5
    trace_an: 10
  - hecke_orbit_code: 189151184416671166
    id: 274861005
    n: 6
    trace_an: 12
  - hecke_orbit_code: 189151184416671166
    id: 274861006
    n: 7
    trace_an: 0
  - hecke_orbit_code: 189151184416671166
    id: 274861007
    n: 8
    trace_an: 16
  - hecke_orbit_code: 189151184416671166
    id: 274861008
    n: 9
    trace_an: 18
  - hecke_orbit_code: 189151184416671166
    id: 274861009
    n: 10
    trace_an: 20
  - hecke_orbit_code: 189151184416671166
    id: 274861010
    n: 11
    trace_an: -104
  - hecke_orbit_code: 189151184416671166
    id: 274861011
    n: 12
    trace_an: 24
  - hecke_orbit_code: 189151184416671166
    id: 274861012
    n: 13
    trace_an: -68
  - hecke_orbit_code: 189151184416671166
    id: 274861013
    n: 14
    trace_an: 0
  - hecke_orbit_code: 189151184416671166
    id: 274861014
    n: 15
    trace_an: 30
  - hecke_orbit_code: 189151184416671166
    id: 274861015
    n: 16
    trace_an: 32
  - hecke_orbit_code: 189151184416671166
    id: 274861016
    n: 17
    trace_an: -104
  - hecke_orbit_code: 189151184416671166
    id: 274861017
    n: 18
    trace_an: 36
  - hecke_orbit_code: 189151184416671166
    id: 274861018
    n: 19
    trace_an: -52
  - hecke_orbit_code: 189151184416671166
    id: 274861019
    n: 20
    trace_an: 40
  - hecke_orbit_code: 189151184416671166
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    trace_an: 27376
  - hecke_orbit_code: 189151184416671166
    id: 274861962
    n: 963
    trace_an: -2628
  - hecke_orbit_code: 189151184416671166
    id: 274861963
    n: 964
    trace_an: 10752
  - hecke_orbit_code: 189151184416671166
    id: 274861964
    n: 965
    trace_an: 3780
  - hecke_orbit_code: 189151184416671166
    id: 274861965
    n: 966
    trace_an: 0
  - hecke_orbit_code: 189151184416671166
    id: 274861966
    n: 967
    trace_an: -99120
  - hecke_orbit_code: 189151184416671166
    id: 274861967
    n: 968
    trace_an: 22096
  - hecke_orbit_code: 189151184416671166
    id: 274861968
    n: 969
    trace_an: -9984
  - hecke_orbit_code: 189151184416671166
    id: 274861969
    n: 970
    trace_an: 840
  - hecke_orbit_code: 189151184416671166
    id: 274861970
    n: 971
    trace_an: 77936
  - hecke_orbit_code: 189151184416671166
    id: 274861971
    n: 972
    trace_an: 1944
  - hecke_orbit_code: 189151184416671166
    id: 274861972
    n: 973
    trace_an: 0
  - hecke_orbit_code: 189151184416671166
    id: 274861973
    n: 974
    trace_an: 27648
  - hecke_orbit_code: 189151184416671166
    id: 274861974
    n: 975
    trace_an: -5100
  - hecke_orbit_code: 189151184416671166
    id: 274861975
    n: 976
    trace_an: -15104
  - hecke_orbit_code: 189151184416671166
    id: 274861976
    n: 977
    trace_an: 59112
  - hecke_orbit_code: 189151184416671166
    id: 274861977
    n: 978
    trace_an: -23184
  - hecke_orbit_code: 189151184416671166
    id: 274861978
    n: 979
    trace_an: -58272
  - hecke_orbit_code: 189151184416671166
    id: 274861979
    n: 980
    trace_an: 0
  - hecke_orbit_code: 189151184416671166
    id: 274861980
    n: 981
    trace_an: 15012
  - hecke_orbit_code: 189151184416671166
    id: 274861981
    n: 982
    trace_an: -19472
  - hecke_orbit_code: 189151184416671166
    id: 274861982
    n: 983
    trace_an: -14528
  - hecke_orbit_code: 189151184416671166
    id: 274861983
    n: 984
    trace_an: -3936
  - hecke_orbit_code: 189151184416671166
    id: 274861984
    n: 985
    trace_an: -20040
  - hecke_orbit_code: 189151184416671166
    id: 274861985
    n: 986
    trace_an: -20384
  - hecke_orbit_code: 189151184416671166
    id: 274861986
    n: 987
    trace_an: 0
  - hecke_orbit_code: 189151184416671166
    id: 274861987
    n: 988
    trace_an: 14496
  - hecke_orbit_code: 189151184416671166
    id: 274861988
    n: 989
    trace_an: 66584
  - hecke_orbit_code: 189151184416671166
    id: 274861989
    n: 990
    trace_an: -9360
  - hecke_orbit_code: 189151184416671166
    id: 274861990
    n: 991
    trace_an: -34304
  - hecke_orbit_code: 189151184416671166
    id: 274861991
    n: 992
    trace_an: -8832
  - hecke_orbit_code: 189151184416671166
    id: 274861992
    n: 993
    trace_an: -25224
  - hecke_orbit_code: 189151184416671166
    id: 274861993
    n: 994
    trace_an: 0
  - hecke_orbit_code: 189151184416671166
    id: 274861994
    n: 995
    trace_an: 4780
  - hecke_orbit_code: 189151184416671166
    id: 274861995
    n: 996
    trace_an: 29904
  - hecke_orbit_code: 189151184416671166
    id: 274861996
    n: 997
    trace_an: 19612
  - hecke_orbit_code: 189151184416671166
    id: 274861997
    n: 998
    trace_an: 24408
  - hecke_orbit_code: 189151184416671166
    id: 274861998
    n: 999
    trace_an: -8532
  - hecke_orbit_code: 189151184416671166
    id: 274861999
    n: 1000
    trace_an: 2000
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 1470.4.a.bq
- 1470.4.a.bq
- 1470.4.a
- 1470.4.a.bq
- 189151184416671166
- 1470.4.a.bq
- 189151184416671166
tables:
- mf_newforms
- mf_hecke_nf
- mf_newspaces
- mf_twists_nf
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-05-22T02:14:07.154517'