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    - 0
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    - 0
    - 0
    - 0
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    - 0
    - 0
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    weight_parity: 1
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    source_conrey_index: 311
    source_dim: 36
    source_embedding_index: 18
    source_hecke_orbit_code: 4505798684181026
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    source_label: 546.2.bg.b.311.18
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    target_dim: 36
    target_embedding_index: 18
    target_hecke_orbit_code: 4505798684181026
    target_is_minimal: true
    target_label: 546.2.bg.b.311.18
    target_level: 546
    twist_class_label: 546.2.bg.a.311.13
    twist_class_level: 546
    twisting_char_label: '1.1'
    twisting_conrey_index: 1
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    id: 38982355
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    source_conrey_index: 311
    source_dim: 36
    source_embedding_index: 18
    source_hecke_orbit_code: 4505798684181026
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    source_label: 546.2.bg.b.311.18
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    target_embedding_index: 13
    target_hecke_orbit_code: 2199056810530
    target_is_minimal: true
    target_label: 546.2.bg.a.311.13
    target_level: 546
    twist_class_label: 546.2.bg.a.311.13
    twist_class_level: 546
    twisting_char_label: '3.2'
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    id: 38982356
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    parity: -1
    source_conrey_index: 311
    source_dim: 36
    source_embedding_index: 18
    source_hecke_orbit_code: 4505798684181026
    source_is_minimal: true
    source_label: 546.2.bg.b.311.18
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    target_dim: 36
    target_embedding_index: 13
    target_hecke_orbit_code: 4505798684181026
    target_is_minimal: true
    target_label: 546.2.bg.b.467.13
    target_level: 546
    twist_class_label: 546.2.bg.a.311.13
    twist_class_level: 546
    twisting_char_label: '7.5'
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  - conductor: 13
    degree: 1
    id: 38982357
    order: 2
    parity: 1
    source_conrey_index: 311
    source_dim: 36
    source_embedding_index: 18
    source_hecke_orbit_code: 4505798684181026
    source_is_minimal: true
    source_label: 546.2.bg.b.311.18
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    target_conrey_index: 311
    target_dim: 36
    target_embedding_index: 18
    target_hecke_orbit_code: 2199056810530
    target_is_minimal: true
    target_label: 546.2.bg.a.311.18
    target_level: 546
    twist_class_label: 546.2.bg.a.311.13
    twist_class_level: 546
    twisting_char_label: '13.12'
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  - conductor: 21
    degree: 2
    id: 38982358
    order: 6
    parity: 1
    source_conrey_index: 311
    source_dim: 36
    source_embedding_index: 18
    source_hecke_orbit_code: 4505798684181026
    source_is_minimal: true
    source_label: 546.2.bg.b.311.18
    source_level: 546
    target_conrey_index: 467
    target_dim: 36
    target_embedding_index: 18
    target_hecke_orbit_code: 2199056810530
    target_is_minimal: true
    target_label: 546.2.bg.a.467.18
    target_level: 546
    twist_class_label: 546.2.bg.a.311.13
    twist_class_level: 546
    twisting_char_label: '21.5'
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  - conductor: 39
    degree: 1
    id: 38982359
    order: 2
    parity: -1
    source_conrey_index: 311
    source_dim: 36
    source_embedding_index: 18
    source_hecke_orbit_code: 4505798684181026
    source_is_minimal: true
    source_label: 546.2.bg.b.311.18
    source_level: 546
    target_conrey_index: 311
    target_dim: 36
    target_embedding_index: 13
    target_hecke_orbit_code: 4505798684181026
    target_is_minimal: true
    target_label: 546.2.bg.b.311.13
    target_level: 546
    twist_class_label: 546.2.bg.a.311.13
    twist_class_level: 546
    twisting_char_label: '39.38'
    twisting_conrey_index: 38
    weight: 2
  - conductor: 91
    degree: 2
    id: 38982360
    order: 6
    parity: -1
    source_conrey_index: 311
    source_dim: 36
    source_embedding_index: 18
    source_hecke_orbit_code: 4505798684181026
    source_is_minimal: true
    source_label: 546.2.bg.b.311.18
    source_level: 546
    target_conrey_index: 467
    target_dim: 36
    target_embedding_index: 13
    target_hecke_orbit_code: 2199056810530
    target_is_minimal: true
    target_label: 546.2.bg.a.467.13
    target_level: 546
    twist_class_label: 546.2.bg.a.311.13
    twist_class_level: 546
    twisting_char_label: '91.12'
    twisting_conrey_index: 12
    weight: 2
  - conductor: 273
    degree: 2
    id: 38982361
    order: 6
    parity: 1
    source_conrey_index: 311
    source_dim: 36
    source_embedding_index: 18
    source_hecke_orbit_code: 4505798684181026
    source_is_minimal: true
    source_label: 546.2.bg.b.311.18
    source_level: 546
    target_conrey_index: 467
    target_dim: 36
    target_embedding_index: 18
    target_hecke_orbit_code: 4505798684181026
    target_is_minimal: true
    target_label: 546.2.bg.b.467.18
    target_level: 546
    twist_class_label: 546.2.bg.a.311.13
    twist_class_level: 546
    twisting_char_label: '273.194'
    twisting_conrey_index: 194
    weight: 2
- []
- - char_orbit_index: 33
    hecke_orbit: 2
    id: 63879
    label: 546.2.bg.b
    level: 546
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
    weight: 2
- - hecke_orbit_code: 4505798684181026
    id: 97958000
    n: 1
    trace_an: 36
  - hecke_orbit_code: 4505798684181026
    id: 97958001
    n: 2
    trace_an: 18
  - hecke_orbit_code: 4505798684181026
    id: 97958002
    n: 3
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958003
    n: 4
    trace_an: -18
  - hecke_orbit_code: 4505798684181026
    id: 97958004
    n: 5
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958005
    n: 6
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958006
    n: 7
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958007
    n: 8
    trace_an: -36
  - hecke_orbit_code: 4505798684181026
    id: 97958008
    n: 9
    trace_an: 4
  - hecke_orbit_code: 4505798684181026
    id: 97958009
    n: 10
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958010
    n: 11
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958011
    n: 12
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958012
    n: 13
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958013
    n: 14
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958014
    n: 15
    trace_an: 14
  - hecke_orbit_code: 4505798684181026
    id: 97958015
    n: 16
    trace_an: -18
  - hecke_orbit_code: 4505798684181026
    id: 97958016
    n: 17
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958017
    n: 18
    trace_an: -4
  - hecke_orbit_code: 4505798684181026
    id: 97958018
    n: 19
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958019
    n: 20
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958020
    n: 21
    trace_an: -23
  - hecke_orbit_code: 4505798684181026
    id: 97958021
    n: 22
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958022
    n: 23
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958023
    n: 24
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958024
    n: 25
    trace_an: 14
  - hecke_orbit_code: 4505798684181026
    id: 97958025
    n: 26
    trace_an: 6
  - hecke_orbit_code: 4505798684181026
    id: 97958026
    n: 27
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958027
    n: 28
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958028
    n: 29
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958029
    n: 30
    trace_an: 7
  - hecke_orbit_code: 4505798684181026
    id: 97958030
    n: 31
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958031
    n: 32
    trace_an: 18
  - hecke_orbit_code: 4505798684181026
    id: 97958032
    n: 33
    trace_an: -24
  - hecke_orbit_code: 4505798684181026
    id: 97958033
    n: 34
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958034
    n: 35
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958035
    n: 36
    trace_an: -8
  - hecke_orbit_code: 4505798684181026
    id: 97958036
    n: 37
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958037
    n: 38
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958038
    n: 39
    trace_an: 10
  - hecke_orbit_code: 4505798684181026
    id: 97958039
    n: 40
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958040
    n: 41
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958041
    n: 42
    trace_an: -16
  - hecke_orbit_code: 4505798684181026
    id: 97958042
    n: 43
    trace_an: -16
  - hecke_orbit_code: 4505798684181026
    id: 97958043
    n: 44
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958044
    n: 45
    trace_an: 9
  - hecke_orbit_code: 4505798684181026
    id: 97958045
    n: 46
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958046
    n: 47
    trace_an: -72
  - hecke_orbit_code: 4505798684181026
    id: 97958047
    n: 48
    trace_an: 0
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  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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    trace_an: 256
  - hecke_orbit_code: 4505798684181026
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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    trace_an: 15
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
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    trace_an: 281
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  - hecke_orbit_code: 4505798684181026
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    trace_an: 144
  - hecke_orbit_code: 4505798684181026
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    trace_an: -177
  - hecke_orbit_code: 4505798684181026
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    trace_an: 108
  - hecke_orbit_code: 4505798684181026
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    trace_an: -24
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    trace_an: 0
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  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
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    trace_an: 174
  - hecke_orbit_code: 4505798684181026
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    trace_an: 0
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    trace_an: 0
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    trace_an: 36
  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
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    n: 945
    trace_an: -60
  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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    trace_an: 414
  - hecke_orbit_code: 4505798684181026
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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    trace_an: 12
  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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    trace_an: 0
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
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    trace_an: -480
  - hecke_orbit_code: 4505798684181026
    id: 97958983
    n: 984
    trace_an: -38
  - hecke_orbit_code: 4505798684181026
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    trace_an: -240
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
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  - hecke_orbit_code: 4505798684181026
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    n: 988
    trace_an: -72
  - hecke_orbit_code: 4505798684181026
    id: 97958988
    n: 989
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958989
    n: 990
    trace_an: -186
  - hecke_orbit_code: 4505798684181026
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    trace_an: 152
  - hecke_orbit_code: 4505798684181026
    id: 97958991
    n: 992
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958993
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    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958994
    n: 995
    trace_an: 312
  - hecke_orbit_code: 4505798684181026
    id: 97958995
    n: 996
    trace_an: -4
  - hecke_orbit_code: 4505798684181026
    id: 97958996
    n: 997
    trace_an: -108
  - hecke_orbit_code: 4505798684181026
    id: 97958997
    n: 998
    trace_an: 0
  - hecke_orbit_code: 4505798684181026
    id: 97958998
    n: 999
    trace_an: -72
  - hecke_orbit_code: 4505798684181026
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    trace_an: 0
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 546.2.bg.b
- 546.2.bg.b.311.18
- 546.2.bg
- 546.2.bg.b.311.18
- 4505798684181026
- 546.2.bg.b
- 4505798684181026
tables:
- mf_newforms
- mf_hecke_cc
- mf_newspaces
- mf_twists_cc
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-24T22:24:13.870038'