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    - 0
    - 0
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    - 0
    - -88
    - 42
    - 0
    - -576
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    weight_parity: 1
- - conductor: 1
    degree: 1
    id: 16305213
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    parity: 1
    source_conrey_index: 185
    source_dim: 76
    source_embedding_index: 11
    source_hecke_orbit_code: 1374423089698
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    source_label: 546.2.u.a.185.11
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    target_conrey_index: 185
    target_dim: 76
    target_embedding_index: 11
    target_hecke_orbit_code: 1374423089698
    target_is_minimal: true
    target_label: 546.2.u.a.185.11
    target_level: 546
    twist_class_label: 546.2.u.a.185.11
    twist_class_level: 546
    twisting_char_label: '1.1'
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  - conductor: 3
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    id: 16305214
    order: 2
    parity: -1
    source_conrey_index: 185
    source_dim: 76
    source_embedding_index: 11
    source_hecke_orbit_code: 1374423089698
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    source_label: 546.2.u.a.185.11
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    target_dim: 76
    target_embedding_index: 28
    target_hecke_orbit_code: 1374423089698
    target_is_minimal: true
    target_label: 546.2.u.a.185.28
    target_level: 546
    twist_class_label: 546.2.u.a.185.11
    twist_class_level: 546
    twisting_char_label: '3.2'
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    weight: 2
  - conductor: 7
    degree: 2
    id: 16305215
    order: 6
    parity: -1
    source_conrey_index: 185
    source_dim: 76
    source_embedding_index: 11
    source_hecke_orbit_code: 1374423089698
    source_is_minimal: true
    source_label: 546.2.u.a.185.11
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    target_conrey_index: 341
    target_dim: 76
    target_embedding_index: 36
    target_hecke_orbit_code: 1855459426850
    target_is_minimal: true
    target_label: 546.2.bb.a.341.36
    target_level: 546
    twist_class_label: 546.2.u.a.185.11
    twist_class_level: 546
    twisting_char_label: '7.5'
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    weight: 2
  - conductor: 13
    degree: 2
    id: 16305216
    order: 3
    parity: 1
    source_conrey_index: 185
    source_dim: 76
    source_embedding_index: 11
    source_hecke_orbit_code: 1374423089698
    source_is_minimal: true
    source_label: 546.2.u.a.185.11
    source_level: 546
    target_conrey_index: 269
    target_dim: 76
    target_embedding_index: 34
    target_hecke_orbit_code: 1855459426850
    target_is_minimal: true
    target_label: 546.2.bb.a.269.34
    target_level: 546
    twist_class_label: 546.2.u.a.185.11
    twist_class_level: 546
    twisting_char_label: '13.9'
    twisting_conrey_index: 9
    weight: 2
  - conductor: 21
    degree: 2
    id: 16305217
    order: 6
    parity: 1
    source_conrey_index: 185
    source_dim: 76
    source_embedding_index: 11
    source_hecke_orbit_code: 1374423089698
    source_is_minimal: true
    source_label: 546.2.u.a.185.11
    source_level: 546
    target_conrey_index: 341
    target_dim: 76
    target_embedding_index: 15
    target_hecke_orbit_code: 1855459426850
    target_is_minimal: true
    target_label: 546.2.bb.a.341.15
    target_level: 546
    twist_class_label: 546.2.u.a.185.11
    twist_class_level: 546
    twisting_char_label: '21.5'
    twisting_conrey_index: 5
    weight: 2
  - conductor: 39
    degree: 2
    id: 16305218
    order: 6
    parity: -1
    source_conrey_index: 185
    source_dim: 76
    source_embedding_index: 11
    source_hecke_orbit_code: 1374423089698
    source_is_minimal: true
    source_label: 546.2.u.a.185.11
    source_level: 546
    target_conrey_index: 269
    target_dim: 76
    target_embedding_index: 17
    target_hecke_orbit_code: 1855459426850
    target_is_minimal: true
    target_label: 546.2.bb.a.269.17
    target_level: 546
    twist_class_label: 546.2.u.a.185.11
    twist_class_level: 546
    twisting_char_label: '39.35'
    twisting_conrey_index: 35
    weight: 2
  - conductor: 91
    degree: 2
    id: 16305219
    order: 6
    parity: -1
    source_conrey_index: 185
    source_dim: 76
    source_embedding_index: 11
    source_hecke_orbit_code: 1374423089698
    source_is_minimal: true
    source_label: 546.2.u.a.185.11
    source_level: 546
    target_conrey_index: 425
    target_dim: 76
    target_embedding_index: 28
    target_hecke_orbit_code: 1374423089698
    target_is_minimal: true
    target_label: 546.2.u.a.425.28
    target_level: 546
    twist_class_label: 546.2.u.a.185.11
    twist_class_level: 546
    twisting_char_label: '91.61'
    twisting_conrey_index: 61
    weight: 2
  - conductor: 273
    degree: 2
    id: 16305220
    order: 6
    parity: 1
    source_conrey_index: 185
    source_dim: 76
    source_embedding_index: 11
    source_hecke_orbit_code: 1374423089698
    source_is_minimal: true
    source_label: 546.2.u.a.185.11
    source_level: 546
    target_conrey_index: 425
    target_dim: 76
    target_embedding_index: 11
    target_hecke_orbit_code: 1374423089698
    target_is_minimal: true
    target_label: 546.2.u.a.425.11
    target_level: 546
    twist_class_label: 546.2.u.a.185.11
    twist_class_level: 546
    twisting_char_label: '273.152'
    twisting_conrey_index: 152
    weight: 2
- []
- - char_orbit_index: 21
    hecke_orbit: 1
    id: 63872
    label: 546.2.u.a
    level: 546
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    weight: 2
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    id: 50037000
    n: 1
    trace_an: 76
  - hecke_orbit_code: 1374423089698
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    n: 2
    trace_an: 0
  - hecke_orbit_code: 1374423089698
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    n: 3
    trace_an: 0
  - hecke_orbit_code: 1374423089698
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    n: 4
    trace_an: 38
  - hecke_orbit_code: 1374423089698
    id: 50037004
    n: 5
    trace_an: 0
  - hecke_orbit_code: 1374423089698
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    n: 6
    trace_an: 0
  - hecke_orbit_code: 1374423089698
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    n: 7
    trace_an: 10
  - hecke_orbit_code: 1374423089698
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    n: 8
    trace_an: 0
  - hecke_orbit_code: 1374423089698
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    n: 9
    trace_an: -8
  - hecke_orbit_code: 1374423089698
    id: 50037009
    n: 10
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037010
    n: 11
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037011
    n: 12
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037012
    n: 13
    trace_an: 2
  - hecke_orbit_code: 1374423089698
    id: 50037013
    n: 14
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037014
    n: 15
    trace_an: 12
  - hecke_orbit_code: 1374423089698
    id: 50037015
    n: 16
    trace_an: -38
  - hecke_orbit_code: 1374423089698
    id: 50037016
    n: 17
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037017
    n: 18
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037018
    n: 19
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037019
    n: 20
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037020
    n: 21
    trace_an: -8
  - hecke_orbit_code: 1374423089698
    id: 50037021
    n: 22
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037022
    n: 23
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037023
    n: 24
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037024
    n: 25
    trace_an: -42
  - hecke_orbit_code: 1374423089698
    id: 50037025
    n: 26
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037026
    n: 27
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037027
    n: 28
    trace_an: 20
  - hecke_orbit_code: 1374423089698
    id: 50037028
    n: 29
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037029
    n: 30
    trace_an: 20
  - hecke_orbit_code: 1374423089698
    id: 50037030
    n: 31
    trace_an: 12
  - hecke_orbit_code: 1374423089698
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    n: 32
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037032
    n: 33
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037033
    n: 34
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037034
    n: 35
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037035
    n: 36
    trace_an: -4
  - hecke_orbit_code: 1374423089698
    id: 50037036
    n: 37
    trace_an: -6
  - hecke_orbit_code: 1374423089698
    id: 50037037
    n: 38
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037038
    n: 39
    trace_an: 12
  - hecke_orbit_code: 1374423089698
    id: 50037039
    n: 40
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037040
    n: 41
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037041
    n: 42
    trace_an: 8
  - hecke_orbit_code: 1374423089698
    id: 50037042
    n: 43
    trace_an: -2
  - hecke_orbit_code: 1374423089698
    id: 50037043
    n: 44
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037044
    n: 45
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037045
    n: 46
    trace_an: -4
  - hecke_orbit_code: 1374423089698
    id: 50037046
    n: 47
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037047
    n: 48
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037048
    n: 49
    trace_an: 2
  - hecke_orbit_code: 1374423089698
    id: 50037049
    n: 50
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037050
    n: 51
    trace_an: 10
  - hecke_orbit_code: 1374423089698
    id: 50037051
    n: 52
    trace_an: -14
  - hecke_orbit_code: 1374423089698
    id: 50037052
    n: 53
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037053
    n: 54
    trace_an: 18
  - hecke_orbit_code: 1374423089698
    id: 50037054
    n: 55
    trace_an: 24
  - hecke_orbit_code: 1374423089698
    id: 50037055
    n: 56
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037056
    n: 57
    trace_an: 8
  - hecke_orbit_code: 1374423089698
    id: 50037057
    n: 58
    trace_an: 16
  - hecke_orbit_code: 1374423089698
    id: 50037058
    n: 59
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037059
    n: 60
    trace_an: -12
  - hecke_orbit_code: 1374423089698
    id: 50037060
    n: 61
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037061
    n: 62
    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037062
    n: 63
    trace_an: 32
  - hecke_orbit_code: 1374423089698
    id: 50037063
    n: 64
    trace_an: -76
  - hecke_orbit_code: 1374423089698
    id: 50037064
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    trace_an: 0
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    trace_an: 0
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    trace_an: 0
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    trace_an: 84
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    trace_an: -384
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    trace_an: -8
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    trace_an: -72
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    trace_an: 0
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    trace_an: 78
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    trace_an: 0
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    trace_an: 0
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    trace_an: -184
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    trace_an: 0
  - hecke_orbit_code: 1374423089698
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    trace_an: 30
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    trace_an: 0
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    trace_an: 0
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    trace_an: 0
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    trace_an: -18
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    trace_an: -552
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    trace_an: 0
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    trace_an: -480
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    trace_an: 0
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    trace_an: -12
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    trace_an: -144
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    trace_an: -272
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    trace_an: 0
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    trace_an: 154
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    trace_an: 0
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  - hecke_orbit_code: 1374423089698
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    trace_an: -88
  - hecke_orbit_code: 1374423089698
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    trace_an: 42
  - hecke_orbit_code: 1374423089698
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    trace_an: 0
  - hecke_orbit_code: 1374423089698
    id: 50037998
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    trace_an: -576
  - hecke_orbit_code: 1374423089698
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    trace_an: 0
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 546.2.u.a
- 546.2.u.a.185.11
- 546.2.u
- 546.2.u.a.185.11
- 1374423089698
- 546.2.u.a
- 1374423089698
tables:
- mf_newforms
- mf_hecke_cc
- mf_newspaces
- mf_twists_cc
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-25T00:38:31.592586'