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    order: 4
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: true
    source_label: 135.4.a.a
    source_level: 135
    target_char_orbit: 2
    target_dim: 2
    target_hecke_orbit: 3
    target_is_minimal: false
    target_label: 675.4.b.c
    target_level: 675
    twist_class_label: 135.4.a.a
    twist_class_level: 135
    twisting_char_label: 15.e
    twisting_char_orbit: 5
    weight: 4
  - conductor: 5
    degree: 2
    id: 115530
    multiplicity: 2
    order: 4
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: true
    source_label: 135.4.a.a
    source_level: 135
    target_char_orbit: 2
    target_dim: 2
    target_hecke_orbit: 4
    target_is_minimal: false
    target_label: 675.4.b.d
    target_level: 675
    twist_class_label: 135.4.a.a
    twist_class_level: 135
    twisting_char_label: 5.c
    twisting_char_orbit: 3
    weight: 4
  - conductor: 12
    degree: 1
    id: 115531
    multiplicity: 1
    order: 2
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: true
    source_label: 135.4.a.a
    source_level: 135
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 4
    target_is_minimal: false
    target_label: 2160.4.a.d
    target_level: 2160
    twist_class_label: 135.4.a.a
    twist_class_level: 135
    twisting_char_label: 12.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 4
    degree: 1
    id: 115532
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: true
    source_label: 135.4.a.a
    source_level: 135
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 14
    target_is_minimal: false
    target_label: 2160.4.a.n
    target_level: 2160
    twist_class_label: 135.4.a.a
    twist_class_level: 135
    twisting_char_label: 4.b
    twisting_char_orbit: 2
    weight: 4
- - charpoly_factorization:
    - - - 2
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369925
    p: 2
  - charpoly_factorization:
    - - - 0
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369926
    p: 3
  - charpoly_factorization:
    - - - -5
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369927
    p: 5
  - charpoly_factorization:
    - - - 0
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369928
    p: 7
  - charpoly_factorization:
    - - - -10
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369929
    p: 11
  - charpoly_factorization:
    - - - 80
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369930
    p: 13
  - charpoly_factorization:
    - - - -7
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369931
    p: 17
  - charpoly_factorization:
    - - - 113
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369932
    p: 19
  - charpoly_factorization:
    - - - 81
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369933
    p: 23
  - charpoly_factorization:
    - - - 220
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369934
    p: 29
  - charpoly_factorization:
    - - - 189
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369935
    p: 31
  - charpoly_factorization:
    - - - -170
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369936
    p: 37
  - charpoly_factorization:
    - - - 130
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369937
    p: 41
  - charpoly_factorization:
    - - - -10
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369938
    p: 43
  - charpoly_factorization:
    - - - -160
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369939
    p: 47
  - charpoly_factorization:
    - - - -631
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369940
    p: 53
  - charpoly_factorization:
    - - - 560
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369941
    p: 59
  - charpoly_factorization:
    - - - -229
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369942
    p: 61
  - charpoly_factorization:
    - - - -750
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369943
    p: 67
  - charpoly_factorization:
    - - - -890
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369944
    p: 71
  - charpoly_factorization:
    - - - 890
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369945
    p: 73
  - charpoly_factorization:
    - - - 27
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369946
    p: 79
  - charpoly_factorization:
    - - - -429
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369947
    p: 83
  - charpoly_factorization:
    - - - 750
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369948
    p: 89
  - charpoly_factorization:
    - - - 1480
        - 1
      - 1
    hecke_orbit_code: 67108999
    id: 369949
    p: 97
- - char_orbit_index: 1
    hecke_orbit: 1
    id: 22746
    label: 135.4.a.a
    level: 135
    portrait: 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
    weight: 4
- - hecke_orbit_code: 67108999
    id: 10112000
    n: 1
    trace_an: 1
  - hecke_orbit_code: 67108999
    id: 10112001
    n: 2
    trace_an: -2
  - hecke_orbit_code: 67108999
    id: 10112002
    n: 3
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112003
    n: 4
    trace_an: -4
  - hecke_orbit_code: 67108999
    id: 10112004
    n: 5
    trace_an: 5
  - hecke_orbit_code: 67108999
    id: 10112005
    n: 6
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112006
    n: 7
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112007
    n: 8
    trace_an: 24
  - hecke_orbit_code: 67108999
    id: 10112008
    n: 9
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112009
    n: 10
    trace_an: -10
  - hecke_orbit_code: 67108999
    id: 10112010
    n: 11
    trace_an: 10
  - hecke_orbit_code: 67108999
    id: 10112011
    n: 12
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112012
    n: 13
    trace_an: -80
  - hecke_orbit_code: 67108999
    id: 10112013
    n: 14
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112014
    n: 15
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112015
    n: 16
    trace_an: -16
  - hecke_orbit_code: 67108999
    id: 10112016
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    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112900
    n: 901
    trace_an: 4417
  - hecke_orbit_code: 67108999
    id: 10112901
    n: 902
    trace_an: 2600
  - hecke_orbit_code: 67108999
    id: 10112902
    n: 903
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112903
    n: 904
    trace_an: 52080
  - hecke_orbit_code: 67108999
    id: 10112904
    n: 905
    trace_an: 6205
  - hecke_orbit_code: 67108999
    id: 10112905
    n: 906
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112906
    n: 907
    trace_an: -6780
  - hecke_orbit_code: 67108999
    id: 10112907
    n: 908
    trace_an: -9812
  - hecke_orbit_code: 67108999
    id: 10112908
    n: 909
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112909
    n: 910
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112910
    n: 911
    trace_an: -24740
  - hecke_orbit_code: 67108999
    id: 10112911
    n: 912
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112912
    n: 913
    trace_an: 4290
  - hecke_orbit_code: 67108999
    id: 10112913
    n: 914
    trace_an: 35680
  - hecke_orbit_code: 67108999
    id: 10112914
    n: 915
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112915
    n: 916
    trace_an: 24852
  - hecke_orbit_code: 67108999
    id: 10112916
    n: 917
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112917
    n: 918
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112918
    n: 919
    trace_an: -48344
  - hecke_orbit_code: 67108999
    id: 10112919
    n: 920
    trace_an: -9720
  - hecke_orbit_code: 67108999
    id: 10112920
    n: 921
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112921
    n: 922
    trace_an: 4500
  - hecke_orbit_code: 67108999
    id: 10112922
    n: 923
    trace_an: -71200
  - hecke_orbit_code: 67108999
    id: 10112923
    n: 924
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112924
    n: 925
    trace_an: 4250
  - hecke_orbit_code: 67108999
    id: 10112925
    n: 926
    trace_an: -2460
  - hecke_orbit_code: 67108999
    id: 10112926
    n: 927
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112927
    n: 928
    trace_an: 35200
  - hecke_orbit_code: 67108999
    id: 10112928
    n: 929
    trace_an: -29650
  - hecke_orbit_code: 67108999
    id: 10112929
    n: 930
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112930
    n: 931
    trace_an: 38759
  - hecke_orbit_code: 67108999
    id: 10112931
    n: 932
    trace_an: 13800
  - hecke_orbit_code: 67108999
    id: 10112932
    n: 933
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112933
    n: 934
    trace_an: -11626
  - hecke_orbit_code: 67108999
    id: 10112934
    n: 935
    trace_an: 350
  - hecke_orbit_code: 67108999
    id: 10112935
    n: 936
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112936
    n: 937
    trace_an: 10260
  - hecke_orbit_code: 67108999
    id: 10112937
    n: 938
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112938
    n: 939
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112939
    n: 940
    trace_an: -3200
  - hecke_orbit_code: 67108999
    id: 10112940
    n: 941
    trace_an: -16270
  - hecke_orbit_code: 67108999
    id: 10112941
    n: 942
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112942
    n: 943
    trace_an: 10530
  - hecke_orbit_code: 67108999
    id: 10112943
    n: 944
    trace_an: 8960
  - hecke_orbit_code: 67108999
    id: 10112944
    n: 945
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112945
    n: 946
    trace_an: -200
  - hecke_orbit_code: 67108999
    id: 10112946
    n: 947
    trace_an: -23103
  - hecke_orbit_code: 67108999
    id: 10112947
    n: 948
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112948
    n: 949
    trace_an: 71200
  - hecke_orbit_code: 67108999
    id: 10112949
    n: 950
    trace_an: 5650
  - hecke_orbit_code: 67108999
    id: 10112950
    n: 951
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112951
    n: 952
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112952
    n: 953
    trace_an: -32090
  - hecke_orbit_code: 67108999
    id: 10112953
    n: 954
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112954
    n: 955
    trace_an: -24950
  - hecke_orbit_code: 67108999
    id: 10112955
    n: 956
    trace_an: -25960
  - hecke_orbit_code: 67108999
    id: 10112956
    n: 957
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112957
    n: 958
    trace_an: 13500
  - hecke_orbit_code: 67108999
    id: 10112958
    n: 959
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112959
    n: 960
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112960
    n: 961
    trace_an: 5930
  - hecke_orbit_code: 67108999
    id: 10112961
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    trace_an: 27200
  - hecke_orbit_code: 67108999
    id: 10112962
    n: 963
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112963
    n: 964
    trace_an: 13604
  - hecke_orbit_code: 67108999
    id: 10112964
    n: 965
    trace_an: -11300
  - hecke_orbit_code: 67108999
    id: 10112965
    n: 966
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112966
    n: 967
    trace_an: -42010
  - hecke_orbit_code: 67108999
    id: 10112967
    n: 968
    trace_an: -29544
  - hecke_orbit_code: 67108999
    id: 10112968
    n: 969
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112969
    n: 970
    trace_an: 14800
  - hecke_orbit_code: 67108999
    id: 10112970
    n: 971
    trace_an: 17490
  - hecke_orbit_code: 67108999
    id: 10112971
    n: 972
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112972
    n: 973
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112973
    n: 974
    trace_an: 13220
  - hecke_orbit_code: 67108999
    id: 10112974
    n: 975
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112975
    n: 976
    trace_an: -3664
  - hecke_orbit_code: 67108999
    id: 10112976
    n: 977
    trace_an: -22130
  - hecke_orbit_code: 67108999
    id: 10112977
    n: 978
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112978
    n: 979
    trace_an: -7500
  - hecke_orbit_code: 67108999
    id: 10112979
    n: 980
    trace_an: 6860
  - hecke_orbit_code: 67108999
    id: 10112980
    n: 981
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112981
    n: 982
    trace_an: 9980
  - hecke_orbit_code: 67108999
    id: 10112982
    n: 983
    trace_an: 40959
  - hecke_orbit_code: 67108999
    id: 10112983
    n: 984
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112984
    n: 985
    trace_an: -11235
  - hecke_orbit_code: 67108999
    id: 10112985
    n: 986
    trace_an: 3080
  - hecke_orbit_code: 67108999
    id: 10112986
    n: 987
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112987
    n: 988
    trace_an: -36160
  - hecke_orbit_code: 67108999
    id: 10112988
    n: 989
    trace_an: -810
  - hecke_orbit_code: 67108999
    id: 10112989
    n: 990
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112990
    n: 991
    trace_an: 61169
  - hecke_orbit_code: 67108999
    id: 10112991
    n: 992
    trace_an: 30240
  - hecke_orbit_code: 67108999
    id: 10112992
    n: 993
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112993
    n: 994
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112994
    n: 995
    trace_an: 22820
  - hecke_orbit_code: 67108999
    id: 10112995
    n: 996
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112996
    n: 997
    trace_an: 26190
  - hecke_orbit_code: 67108999
    id: 10112997
    n: 998
    trace_an: -2966
  - hecke_orbit_code: 67108999
    id: 10112998
    n: 999
    trace_an: 0
  - hecke_orbit_code: 67108999
    id: 10112999
    n: 1000
    trace_an: 3000
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 135.4.a.a
- 135.4.a.a
- 135.4.a
- 135.4.a.a
- 67108999
- 135.4.a.a
- 67108999
tables:
- mf_newforms
- mf_hecke_nf
- mf_newspaces
- mf_twists_nf
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-20T16:40:55.717923'