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    weight: 2
    weight_parity: 1
- - conductor: 1
    degree: 1
    id: 45384321
    order: 1
    parity: 1
    source_conrey_index: 97
    source_dim: 32
    source_embedding_index: 6
    source_hecke_orbit_code: 22519097682035058
    source_is_minimal: true
    source_label: 370.2.q.f.97.6
    source_level: 370
    target_conrey_index: 97
    target_dim: 32
    target_embedding_index: 6
    target_hecke_orbit_code: 22519097682035058
    target_is_minimal: true
    target_label: 370.2.q.f.97.6
    target_level: 370
    twist_class_label: 370.2.q.f.97.6
    twist_class_level: 370
    twisting_char_label: '1.1'
    twisting_conrey_index: 1
    weight: 2
  - conductor: 5
    degree: 2
    id: 45384322
    order: 4
    parity: -1
    source_conrey_index: 97
    source_dim: 32
    source_embedding_index: 6
    source_hecke_orbit_code: 22519097682035058
    source_is_minimal: true
    source_label: 370.2.q.f.97.6
    source_level: 370
    target_conrey_index: 23
    target_dim: 32
    target_embedding_index: 6
    target_hecke_orbit_code: 22519166401511794
    target_is_minimal: true
    target_label: 370.2.r.f.23.6
    target_level: 370
    twist_class_label: 370.2.q.f.97.6
    twist_class_level: 370
    twisting_char_label: '5.3'
    twisting_conrey_index: 3
    weight: 2
  - conductor: 37
    degree: 4
    id: 45384323
    order: 12
    parity: -1
    source_conrey_index: 97
    source_dim: 32
    source_embedding_index: 6
    source_hecke_orbit_code: 22519097682035058
    source_is_minimal: true
    source_label: 370.2.q.f.97.6
    source_level: 370
    target_conrey_index: 177
    target_dim: 32
    target_embedding_index: 6
    target_hecke_orbit_code: 22519166401511794
    target_is_minimal: true
    target_label: 370.2.r.f.177.6
    target_level: 370
    twist_class_label: 370.2.q.f.97.6
    twist_class_level: 370
    twisting_char_label: '37.29'
    twisting_conrey_index: 29
    weight: 2
  - conductor: 185
    degree: 4
    id: 45384324
    order: 12
    parity: 1
    source_conrey_index: 97
    source_dim: 32
    source_embedding_index: 6
    source_hecke_orbit_code: 22519097682035058
    source_is_minimal: true
    source_label: 370.2.q.f.97.6
    source_level: 370
    target_conrey_index: 103
    target_dim: 32
    target_embedding_index: 6
    target_hecke_orbit_code: 22519097682035058
    target_is_minimal: true
    target_label: 370.2.q.f.103.6
    target_level: 370
    twist_class_label: 370.2.q.f.97.6
    twist_class_level: 370
    twisting_char_label: '185.103'
    twisting_conrey_index: 103
    weight: 2
- []
- - char_orbit_index: 17
    hecke_orbit: 6
    id: 48493
    label: 370.2.q.f
    level: 370
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
    weight: 2
- - hecke_orbit_code: 22519097682035058
    id: 173724000
    n: 1
    trace_an: 32
  - hecke_orbit_code: 22519097682035058
    id: 173724001
    n: 2
    trace_an: 16
  - hecke_orbit_code: 22519097682035058
    id: 173724002
    n: 3
    trace_an: -2
  - hecke_orbit_code: 22519097682035058
    id: 173724003
    n: 4
    trace_an: -16
  - hecke_orbit_code: 22519097682035058
    id: 173724004
    n: 5
    trace_an: 6
  - hecke_orbit_code: 22519097682035058
    id: 173724005
    n: 6
    trace_an: 8
  - hecke_orbit_code: 22519097682035058
    id: 173724006
    n: 7
    trace_an: -10
  - hecke_orbit_code: 22519097682035058
    id: 173724007
    n: 8
    trace_an: -32
  - hecke_orbit_code: 22519097682035058
    id: 173724008
    n: 9
    trace_an: 12
  - hecke_orbit_code: 22519097682035058
    id: 173724009
    n: 10
    trace_an: 6
  - hecke_orbit_code: 22519097682035058
    id: 173724010
    n: 11
    trace_an: 0
  - hecke_orbit_code: 22519097682035058
    id: 173724011
    n: 12
    trace_an: 10
  - hecke_orbit_code: 22519097682035058
    id: 173724012
    n: 13
    trace_an: 10
  - hecke_orbit_code: 22519097682035058
    id: 173724013
    n: 14
    trace_an: -8
  - hecke_orbit_code: 22519097682035058
    id: 173724014
    n: 15
    trace_an: -8
  - hecke_orbit_code: 22519097682035058
    id: 173724015
    n: 16
    trace_an: -16
  - hecke_orbit_code: 22519097682035058
    id: 173724016
    n: 17
    trace_an: -12
  - hecke_orbit_code: 22519097682035058
    id: 173724017
    n: 18
    trace_an: 12
  - hecke_orbit_code: 22519097682035058
    id: 173724018
    n: 19
    trace_an: 2
  - hecke_orbit_code: 22519097682035058
    id: 173724019
    n: 20
    trace_an: 0
  - hecke_orbit_code: 22519097682035058
    id: 173724020
    n: 21
    trace_an: -54
  - hecke_orbit_code: 22519097682035058
    id: 173724021
    n: 22
    trace_an: 6
  - hecke_orbit_code: 22519097682035058
    id: 173724022
    n: 23
    trace_an: 12
  - hecke_orbit_code: 22519097682035058
    id: 173724023
    n: 24
    trace_an: 2
  - hecke_orbit_code: 22519097682035058
    id: 173724024
    n: 25
    trace_an: -16
  - hecke_orbit_code: 22519097682035058
    id: 173724025
    n: 26
    trace_an: 20
  - hecke_orbit_code: 22519097682035058
    id: 173724026
    n: 27
    trace_an: 40
  - hecke_orbit_code: 22519097682035058
    id: 173724027
    n: 28
    trace_an: 2
  - hecke_orbit_code: 22519097682035058
    id: 173724028
    n: 29
    trace_an: 6
  - hecke_orbit_code: 22519097682035058
    id: 173724029
    n: 30
    trace_an: 8
  - hecke_orbit_code: 22519097682035058
    id: 173724030
    n: 31
    trace_an: -4
  - hecke_orbit_code: 22519097682035058
    id: 173724031
    n: 32
    trace_an: 16
  - hecke_orbit_code: 22519097682035058
    id: 173724032
    n: 33
    trace_an: 26
  - hecke_orbit_code: 22519097682035058
    id: 173724033
    n: 34
    trace_an: -12
  - hecke_orbit_code: 22519097682035058
    id: 173724034
    n: 35
    trace_an: -12
  - hecke_orbit_code: 22519097682035058
    id: 173724035
    n: 36
    trace_an: 0
  - hecke_orbit_code: 22519097682035058
    id: 173724036
    n: 37
    trace_an: 20
  - hecke_orbit_code: 22519097682035058
    id: 173724037
    n: 38
    trace_an: -26
  - hecke_orbit_code: 22519097682035058
    id: 173724038
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  - hecke_orbit_code: 22519097682035058
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  - hecke_orbit_code: 22519097682035058
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    trace_an: 214
  - hecke_orbit_code: 22519097682035058
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  - hecke_orbit_code: 22519097682035058
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    trace_an: 36
  - hecke_orbit_code: 22519097682035058
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  - hecke_orbit_code: 22519097682035058
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  - hecke_orbit_code: 22519097682035058
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    trace_an: 222
  - hecke_orbit_code: 22519097682035058
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  - hecke_orbit_code: 22519097682035058
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  - hecke_orbit_code: 22519097682035058
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    trace_an: 30
  - hecke_orbit_code: 22519097682035058
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    trace_an: 92
  - hecke_orbit_code: 22519097682035058
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    trace_an: 186
  - hecke_orbit_code: 22519097682035058
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    trace_an: 192
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    trace_an: -396
  - hecke_orbit_code: 22519097682035058
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  - hecke_orbit_code: 22519097682035058
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    trace_an: -140
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  - hecke_orbit_code: 22519097682035058
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    trace_an: 340
  - hecke_orbit_code: 22519097682035058
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    trace_an: -108
  - hecke_orbit_code: 22519097682035058
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    trace_an: 294
  - hecke_orbit_code: 22519097682035058
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    trace_an: -8
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    trace_an: 152
  - hecke_orbit_code: 22519097682035058
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    trace_an: 162
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    trace_an: 90
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  - hecke_orbit_code: 22519097682035058
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    trace_an: 96
  - hecke_orbit_code: 22519097682035058
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    n: 984
    trace_an: 88
  - hecke_orbit_code: 22519097682035058
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    trace_an: -160
  - hecke_orbit_code: 22519097682035058
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    trace_an: -154
  - hecke_orbit_code: 22519097682035058
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    n: 987
    trace_an: 248
  - hecke_orbit_code: 22519097682035058
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    n: 988
    trace_an: -38
  - hecke_orbit_code: 22519097682035058
    id: 173724988
    n: 989
    trace_an: 432
  - hecke_orbit_code: 22519097682035058
    id: 173724989
    n: 990
    trace_an: -222
  - hecke_orbit_code: 22519097682035058
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    n: 991
    trace_an: -232
  - hecke_orbit_code: 22519097682035058
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    n: 992
    trace_an: 10
  - hecke_orbit_code: 22519097682035058
    id: 173724992
    n: 993
    trace_an: 0
  - hecke_orbit_code: 22519097682035058
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    n: 994
    trace_an: 60
  - hecke_orbit_code: 22519097682035058
    id: 173724994
    n: 995
    trace_an: -36
  - hecke_orbit_code: 22519097682035058
    id: 173724995
    n: 996
    trace_an: -4
  - hecke_orbit_code: 22519097682035058
    id: 173724996
    n: 997
    trace_an: 204
  - hecke_orbit_code: 22519097682035058
    id: 173724997
    n: 998
    trace_an: 196
  - hecke_orbit_code: 22519097682035058
    id: 173724998
    n: 999
    trace_an: 46
  - hecke_orbit_code: 22519097682035058
    id: 173724999
    n: 1000
    trace_an: -36
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 370.2.q.f
- 370.2.q.f.97.6
- 370.2.q
- 370.2.q.f.97.6
- 22519097682035058
- 370.2.q.f
- 22519097682035058
tables:
- mf_newforms
- mf_hecke_cc
- mf_newspaces
- mf_twists_cc
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-19T08:22:25.232002'