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    source_conrey_index: 529
    source_dim: 6
    source_embedding_index: 2
    source_hecke_orbit_code: 54043470439908342
    source_is_minimal: false
    source_label: 1014.2.e.m.529.2
    source_level: 1014
    target_conrey_index: 1351
    target_dim: 6
    target_embedding_index: 5
    target_hecke_orbit_code: 76561262418332642
    target_is_minimal: false
    target_label: 3042.2.b.r.1351.5
    target_level: 3042
    twist_class_label: 1014.2.a.m.1.2
    twist_class_level: 1014
    twisting_char_label: '39.20'
    twisting_conrey_index: 20
    weight: 2
  - conductor: 39
    degree: 4
    id: 47577957
    order: 12
    parity: 1
    source_conrey_index: 529
    source_dim: 6
    source_embedding_index: 2
    source_hecke_orbit_code: 54043470439908342
    source_is_minimal: false
    source_label: 1014.2.e.m.529.2
    source_level: 1014
    target_conrey_index: 1351
    target_dim: 6
    target_embedding_index: 2
    target_hecke_orbit_code: 76561262418332642
    target_is_minimal: false
    target_label: 3042.2.b.r.1351.2
    target_level: 3042
    twist_class_label: 1014.2.a.m.1.2
    twist_class_level: 1014
    twisting_char_label: '39.32'
    twisting_conrey_index: 32
    weight: 2
  - conductor: 39
    degree: 2
    id: 47577958
    order: 6
    parity: -1
    source_conrey_index: 529
    source_dim: 6
    source_embedding_index: 2
    source_hecke_orbit_code: 54043470439908342
    source_is_minimal: false
    source_label: 1014.2.e.m.529.2
    source_level: 1014
    target_conrey_index: 1
    target_dim: 3
    target_embedding_index: 2
    target_hecke_orbit_code: 135107988854672354
    target_is_minimal: false
    target_label: 3042.2.a.be.1.2
    target_level: 3042
    twist_class_label: 1014.2.a.m.1.2
    twist_class_level: 1014
    twisting_char_label: '39.35'
    twisting_conrey_index: 35
    weight: 2
  - conductor: 52
    degree: 2
    id: 47577959
    order: 6
    parity: -1
    source_conrey_index: 529
    source_dim: 6
    source_embedding_index: 2
    source_hecke_orbit_code: 54043470439908342
    source_is_minimal: false
    source_label: 1014.2.e.m.529.2
    source_level: 1014
    target_conrey_index: 1
    target_dim: 3
    target_embedding_index: 2
    target_hecke_orbit_code: 252201579166310320
    target_is_minimal: false
    target_label: 8112.2.a.ce.1.2
    target_level: 8112
    twist_class_label: 1014.2.a.m.1.2
    twist_class_level: 1014
    twisting_char_label: '52.35'
    twisting_conrey_index: 35
    weight: 2
  - conductor: 52
    degree: 2
    id: 47577960
    order: 6
    parity: -1
    source_conrey_index: 529
    source_dim: 6
    source_embedding_index: 2
    source_hecke_orbit_code: 54043470439908342
    source_is_minimal: false
    source_label: 1014.2.e.m.529.2
    source_level: 1014
    target_conrey_index: 1
    target_dim: 3
    target_embedding_index: 2
    target_hecke_orbit_code: 229683581029457840
    target_is_minimal: false
    target_label: 8112.2.a.bz.1.2
    target_level: 8112
    twist_class_label: 1014.2.a.m.1.2
    twist_class_level: 1014
    twisting_char_label: '52.43'
    twisting_conrey_index: 43
    weight: 2
- - charpoly_factorization:
    - - - 1
        - -1
        - 1
      - 3
    hecke_orbit_code: 54043470439908342
    id: 1599700
    p: 2
  - charpoly_factorization:
    - - - 1
        - 1
        - 1
      - 3
    hecke_orbit_code: 54043470439908342
    id: 1599701
    p: 3
  - charpoly_factorization:
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        - -4
        - -3
        - 1
      - 2
    hecke_orbit_code: 54043470439908342
    id: 1599702
    p: 5
  - charpoly_factorization:
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        - 4
        - 13
        - 14
        - 13
        - -3
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599703
    p: 7
  - charpoly_factorization:
    - - - 169
        - 208
        - 243
        - 42
        - 17
        - -1
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599704
    p: 11
  - charpoly_factorization:
    - - - 0
        - 1
      - 6
    hecke_orbit_code: 54043470439908342
    id: 1599705
    p: 13
  - charpoly_factorization:
    - - - 10816
        - -2080
        - 1648
        - 448
        - 124
        - 12
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599706
    p: 17
  - charpoly_factorization:
    - - - 4096
        - -2048
        - 1280
        - 0
        - 48
        - -4
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599707
    p: 19
  - charpoly_factorization:
    - - - 10816
        - 7904
        - 4112
        - 1008
        - 180
        - 16
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599708
    p: 23
  - charpoly_factorization:
    - - - 49729
        - -2676
        - 3043
        - 602
        - 157
        - 13
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599709
    p: 29
  - charpoly_factorization:
    - - - 29
        - -22
        - -9
        - 1
      - 2
    hecke_orbit_code: 54043470439908342
    id: 1599710
    p: 31
  - charpoly_factorization:
    - - - 64
        - 160
        - 304
        - 224
        - 124
        - 12
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599711
    p: 37
  - charpoly_factorization:
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        - 3136
        - 2352
        - 672
        - 140
        - 14
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599712
    p: 41
  - charpoly_factorization:
    - - - 118336
        - -15136
        - 4688
        - -336
        - 108
        - -8
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599713
    p: 43
  - charpoly_factorization:
    - - - -64
        - -32
        - 4
        - 1
      - 2
    hecke_orbit_code: 54043470439908342
    id: 1599714
    p: 47
  - charpoly_factorization:
    - - - 1247
        - -72
        - -15
        - 1
      - 2
    hecke_orbit_code: 54043470439908342
    id: 1599715
    p: 53
  - charpoly_factorization:
    - - - 169
        - 260
        - 283
        - 154
        - 61
        - 9
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599716
    p: 59
  - charpoly_factorization:
    - - - 64
        - -192
        - 496
        - -224
        - 76
        - -10
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599717
    p: 61
  - charpoly_factorization:
    - - - 1236544
        - 204608
        - 40528
        - 1120
        - 220
        - 6
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599718
    p: 67
  - charpoly_factorization:
    - - - 10816
        - -7488
        - 5808
        - 224
        - 108
        - -6
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599719
    p: 71
  - charpoly_factorization:
    - - - -13
        - -22
        - 5
        - 1
      - 2
    hecke_orbit_code: 54043470439908342
    id: 1599720
    p: 73
  - charpoly_factorization:
    - - - -1469
        - -204
        - 5
        - 1
      - 2
    hecke_orbit_code: 54043470439908342
    id: 1599721
    p: 79
  - charpoly_factorization:
    - - - 1477
        - -224
        - -7
        - 1
      - 2
    hecke_orbit_code: 54043470439908342
    id: 1599722
    p: 83
  - charpoly_factorization:
    - - - 64
        - 192
        - 496
        - 224
        - 76
        - 10
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599723
    p: 89
  - charpoly_factorization:
    - - - 49
        - -98
        - 245
        - 84
        - 63
        - -7
        - 1
      - 1
    hecke_orbit_code: 54043470439908342
    id: 1599724
    p: 97
- - char_orbit_index: 5
    hecke_orbit: 13
    id: 100337
    label: 1014.2.e.m
    level: 1014
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    weight: 2
- - hecke_orbit_code: 54043470439908342
    id: 225341000
    n: 1
    trace_an: 6
  - hecke_orbit_code: 54043470439908342
    id: 225341001
    n: 2
    trace_an: 3
  - hecke_orbit_code: 54043470439908342
    id: 225341002
    n: 3
    trace_an: -3
  - hecke_orbit_code: 54043470439908342
    id: 225341003
    n: 4
    trace_an: -3
  - hecke_orbit_code: 54043470439908342
    id: 225341004
    n: 5
    trace_an: 6
  - hecke_orbit_code: 54043470439908342
    id: 225341005
    n: 6
    trace_an: 3
  - hecke_orbit_code: 54043470439908342
    id: 225341006
    n: 7
    trace_an: 3
  - hecke_orbit_code: 54043470439908342
    id: 225341007
    n: 8
    trace_an: -6
  - hecke_orbit_code: 54043470439908342
    id: 225341008
    n: 9
    trace_an: -3
  - hecke_orbit_code: 54043470439908342
    id: 225341009
    n: 10
    trace_an: 3
  - hecke_orbit_code: 54043470439908342
    id: 225341010
    n: 11
    trace_an: 1
  - hecke_orbit_code: 54043470439908342
    id: 225341011
    n: 12
    trace_an: 6
  - hecke_orbit_code: 54043470439908342
    id: 225341012
    n: 13
    trace_an: 0
  - hecke_orbit_code: 54043470439908342
    id: 225341013
    n: 14
    trace_an: 6
  - hecke_orbit_code: 54043470439908342
    id: 225341014
    n: 15
    trace_an: -3
  - hecke_orbit_code: 54043470439908342
    id: 225341015
    n: 16
    trace_an: -3
  - hecke_orbit_code: 54043470439908342
    id: 225341016
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    trace_an: 14
  - hecke_orbit_code: 54043470439908342
    id: 225341973
    n: 974
    trace_an: 2
  - hecke_orbit_code: 54043470439908342
    id: 225341974
    n: 975
    trace_an: 0
  - hecke_orbit_code: 54043470439908342
    id: 225341975
    n: 976
    trace_an: -20
  - hecke_orbit_code: 54043470439908342
    id: 225341976
    n: 977
    trace_an: 36
  - hecke_orbit_code: 54043470439908342
    id: 225341977
    n: 978
    trace_an: -16
  - hecke_orbit_code: 54043470439908342
    id: 225341978
    n: 979
    trace_an: 8
  - hecke_orbit_code: 54043470439908342
    id: 225341979
    n: 980
    trace_an: -50
  - hecke_orbit_code: 54043470439908342
    id: 225341980
    n: 981
    trace_an: -20
  - hecke_orbit_code: 54043470439908342
    id: 225341981
    n: 982
    trace_an: 13
  - hecke_orbit_code: 54043470439908342
    id: 225341982
    n: 983
    trace_an: -24
  - hecke_orbit_code: 54043470439908342
    id: 225341983
    n: 984
    trace_an: 14
  - hecke_orbit_code: 54043470439908342
    id: 225341984
    n: 985
    trace_an: -22
  - hecke_orbit_code: 54043470439908342
    id: 225341985
    n: 986
    trace_an: 10
  - hecke_orbit_code: 54043470439908342
    id: 225341986
    n: 987
    trace_an: 8
  - hecke_orbit_code: 54043470439908342
    id: 225341987
    n: 988
    trace_an: 0
  - hecke_orbit_code: 54043470439908342
    id: 225341988
    n: 989
    trace_an: -160
  - hecke_orbit_code: 54043470439908342
    id: 225341989
    n: 990
    trace_an: -22
  - hecke_orbit_code: 54043470439908342
    id: 225341990
    n: 991
    trace_an: -1
  - hecke_orbit_code: 54043470439908342
    id: 225341991
    n: 992
    trace_an: 9
  - hecke_orbit_code: 54043470439908342
    id: 225341992
    n: 993
    trace_an: 24
  - hecke_orbit_code: 54043470439908342
    id: 225341993
    n: 994
    trace_an: 48
  - hecke_orbit_code: 54043470439908342
    id: 225341994
    n: 995
    trace_an: -54
  - hecke_orbit_code: 54043470439908342
    id: 225341995
    n: 996
    trace_an: 14
  - hecke_orbit_code: 54043470439908342
    id: 225341996
    n: 997
    trace_an: -26
  - hecke_orbit_code: 54043470439908342
    id: 225341997
    n: 998
    trace_an: 12
  - hecke_orbit_code: 54043470439908342
    id: 225341998
    n: 999
    trace_an: -12
  - hecke_orbit_code: 54043470439908342
    id: 225341999
    n: 1000
    trace_an: -72
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 1014.2.e.m
- 1014.2.e.m.529.2
- 1014.2.e
- 1014.2.e.m.529.2
- 54043470439908342
- 1014.2.e.m
- 54043470439908342
tables:
- mf_newforms
- mf_hecke_cc
- mf_newspaces
- mf_twists_cc
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-05-15T10:51:08.181768'