Newspace data - 33.14.a

Formats: - HTML - YAML - JSON - 2023-12-01T01:10:02.138807

• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'AL_dims': [[[[3, -1], [11, -1]], 4, 1], [[[3, -1], [11, 1]], 5, 2], [[[3, 1], [11, 1]], 5, 1], [[[3, 1], [11, -1]], 6, 1]], 'ALdims': [5, 6, 5, 4], 'Nk2': 6468, 'analytic_conductor': 35.38620655413119, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [33, 1, [23, 13], [1, 1]], 'conrey_index': 1, 'cusp_dim': 50, 'dim': 20, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 234881057, 'hecke_orbit_dims': [1, 4, 4, 5, 6], 'label': '33.14.a', 'level': 33, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 54, 'mf_new_dim': 20, 'num_forms': 5, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 20, 'sturm_bound': 56, 'trace_bound': 2, 'trace_display': [128, -1458, -83728, 215484], 'traces': [20, 128, -1458, 82284, -83728, 154548, 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• mf_subspaces •

  Column	Type
  char_orbit_index	smallint
  char_orbit_label	text
  conrey_index	integer
  conrey_indexes	integer[]
  label	text
  level	integer
  sub_char_orbit_index	smallint
  sub_char_orbit_label	text
  sub_conrey_index	integer
  sub_conrey_indexes	integer[]
  sub_dim	integer
  sub_label	text
  sub_level	integer
  sub_mult	integer
  weight	smallint

  
  
  • id: 108441
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '33.14.a', 'level': 33, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '3.14.a', 'sub_level': 3, 'sub_mult': 2, 'weight': 14}
  • id: 108439
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '33.14.a', 'level': 33, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '11.14.a', 'sub_level': 11, 'sub_mult': 2, 'weight': 14}
  • id: 108440
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '33.14.a', 'level': 33, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '33.14.a', 'sub_level': 33, 'sub_mult': 1, 'weight': 14}
• mf_newspace_portraits •

  Column	Type
  char_orbit_index	smallint
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'label': '33.14.a', 'level': 33, 'portrait': 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', 'weight': 14}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 14915000
    {'hecke_orbit_code': 234881057, 'n': 1, 'trace_an': 20}
  • id: 14915001
    {'hecke_orbit_code': 234881057, 'n': 2, 'trace_an': 128}
  • id: 14915002
    {'hecke_orbit_code': 234881057, 'n': 3, 'trace_an': -1458}
  • id: 14915003
    {'hecke_orbit_code': 234881057, 'n': 4, 'trace_an': 82284}
  • id: 14915004
    {'hecke_orbit_code': 234881057, 'n': 5, 'trace_an': -83728}
  • id: 14915005
    {'hecke_orbit_code': 234881057, 'n': 6, 'trace_an': 154548}
  • id: 14915006
    {'hecke_orbit_code': 234881057, 'n': 7, 'trace_an': 215484}
  • id: 14915007
    {'hecke_orbit_code': 234881057, 'n': 8, 'trace_an': 3726612}
  • id: 14915008
    {'hecke_orbit_code': 234881057, 'n': 9, 'trace_an': 10628820}
  • id: 14915009
    {'hecke_orbit_code': 234881057, 'n': 10, 'trace_an': -11908976}
  • id: 14915010
    {'hecke_orbit_code': 234881057, 'n': 11, 'trace_an': 0}
  • id: 14915011
    {'hecke_orbit_code': 234881057, 'n': 12, 'trace_an': -17915904}
  • id: 14915012
    {'hecke_orbit_code': 234881057, 'n': 13, 'trace_an': -20283240}
  • id: 14915013
    {'hecke_orbit_code': 234881057, 'n': 14, 'trace_an': 131354084}
  • id: 14915014
    {'hecke_orbit_code': 234881057, 'n': 15, 'trace_an': -45562500}
  • id: 14915015
    {'hecke_orbit_code': 234881057, 'n': 16, 'trace_an': 191568948}
  • id: 14915016
    {'hecke_orbit_code': 234881057, 'n': 17, 'trace_an': 357515588}
  • id: 14915017
    {'hecke_orbit_code': 234881057, 'n': 18, 'trace_an': 68024448}
  • id: 14915018
    {'hecke_orbit_code': 234881057, 'n': 19, 'trace_an': -196661812}
  • id: 14915019
    {'hecke_orbit_code': 234881057, 'n': 20, 'trace_an': -1624637732}
  • id: 14915020
    {'hecke_orbit_code': 234881057, 'n': 21, 'trace_an': 716452452}
  • id: 14915021
    {'hecke_orbit_code': 234881057, 'n': 22, 'trace_an': -226759808}
  • id: 14915022
    {'hecke_orbit_code': 234881057, 'n': 23, 'trace_an': -156952640}
  • id: 14915023
    {'hecke_orbit_code': 234881057, 'n': 24, 'trace_an': 2893602204}
  • id: 14915024
    {'hecke_orbit_code': 234881057, 'n': 25, 'trace_an': 5709168396}
  • id: 14915025
    {'hecke_orbit_code': 234881057, 'n': 26, 'trace_an': 1569938300}
  • id: 14915026
    {'hecke_orbit_code': 234881057, 'n': 27, 'trace_an': -774840978}
  • id: 14915027
    {'hecke_orbit_code': 234881057, 'n': 28, 'trace_an': 958880464}
  • id: 14915028
    {'hecke_orbit_code': 234881057, 'n': 29, 'trace_an': 3845627028}
  • id: 14915029
    {'hecke_orbit_code': 234881057, 'n': 30, 'trace_an': 10841699664}
  • id: 14915030
    {'hecke_orbit_code': 234881057, 'n': 31, 'trace_an': 686582952}
  • id: 14915031
    {'hecke_orbit_code': 234881057, 'n': 32, 'trace_an': 10045776172}
  • id: 14915032
    {'hecke_orbit_code': 234881057, 'n': 33, 'trace_an': -2582935938}
  • id: 14915033
    {'hecke_orbit_code': 234881057, 'n': 34, 'trace_an': -43230545888}
  • id: 14915034
    {'hecke_orbit_code': 234881057, 'n': 35, 'trace_an': 21814169672}
  • id: 14915035
    {'hecke_orbit_code': 234881057, 'n': 36, 'trace_an': 43729091244}
  • id: 14915036
    {'hecke_orbit_code': 234881057, 'n': 37, 'trace_an': -55280506744}
  • id: 14915037
    {'hecke_orbit_code': 234881057, 'n': 38, 'trace_an': 63604617504}
  • id: 14915038
    {'hecke_orbit_code': 234881057, 'n': 39, 'trace_an': 45566923572}
  • id: 14915039
    {'hecke_orbit_code': 234881057, 'n': 40, 'trace_an': -140821350312}
  • id: 14915040
    {'hecke_orbit_code': 234881057, 'n': 41, 'trace_an': -19363855060}
  • id: 14915041
    {'hecke_orbit_code': 234881057, 'n': 42, 'trace_an': 65504478708}
  • id: 14915042
    {'hecke_orbit_code': 234881057, 'n': 43, 'trace_an': -32583510124}
  • id: 14915043
    {'hecke_orbit_code': 234881057, 'n': 44, 'trace_an': -102793055464}
  • id: 14915044
    {'hecke_orbit_code': 234881057, 'n': 45, 'trace_an': -44496492048}
  • id: 14915045
    {'hecke_orbit_code': 234881057, 'n': 46, 'trace_an': 237230620400}
  • id: 14915046
    {'hecke_orbit_code': 234881057, 'n': 47, 'trace_an': 3713807272}
  • id: 14915047
    {'hecke_orbit_code': 234881057, 'n': 48, 'trace_an': 79102530288}
  • id: 14915048
    {'hecke_orbit_code': 234881057, 'n': 49, 'trace_an': 315636257460}
  • id: 14915049
    {'hecke_orbit_code': 234881057, 'n': 50, 'trace_an': 73830763696}
  • id: 14915050
    {'hecke_orbit_code': 234881057, 'n': 51, 'trace_an': -362593204272}
  • id: 14915051
    {'hecke_orbit_code': 234881057, 'n': 52, 'trace_an': 44644454824}
  • id: 14915052
    {'hecke_orbit_code': 234881057, 'n': 53, 'trace_an': 408834210504}
  • id: 14915053
    {'hecke_orbit_code': 234881057, 'n': 54, 'trace_an': 82133143668}
  • id: 14915054
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  • id: 14915969
    {'hecke_orbit_code': 234881057, 'n': 970, 'trace_an': 42683893424928131888}
  • id: 14915970
    {'hecke_orbit_code': 234881057, 'n': 971, 'trace_an': -40545489886212914336}
  • id: 14915971
    {'hecke_orbit_code': 234881057, 'n': 972, 'trace_an': -5059980462358093824}
  • id: 14915972
    {'hecke_orbit_code': 234881057, 'n': 973, 'trace_an': 61043459781441293072}
  • id: 14915973
    {'hecke_orbit_code': 234881057, 'n': 974, 'trace_an': 48586121150009755144}
  • id: 14915974
    {'hecke_orbit_code': 234881057, 'n': 975, 'trace_an': 72180797272944704460}
  • id: 14915975
    {'hecke_orbit_code': 234881057, 'n': 976, 'trace_an': -49957385852950770856}
  • id: 14915976
    {'hecke_orbit_code': 234881057, 'n': 977, 'trace_an': 44567086901805172560}
  • id: 14915977
    {'hecke_orbit_code': 234881057, 'n': 978, 'trace_an': 33731050969149960240}
  • id: 14915978
    {'hecke_orbit_code': 234881057, 'n': 979, 'trace_an': -12847643141764025760}
  • id: 14915979
    {'hecke_orbit_code': 234881057, 'n': 980, 'trace_an': -115768285578419163156}
  • id: 14915980
    {'hecke_orbit_code': 234881057, 'n': 981, 'trace_an': 42536451696768735768}
  • id: 14915981
    {'hecke_orbit_code': 234881057, 'n': 982, 'trace_an': -99169265107085184464}
  • id: 14915982
    {'hecke_orbit_code': 234881057, 'n': 983, 'trace_an': -63426462844332746928}
  • id: 14915983
    {'hecke_orbit_code': 234881057, 'n': 984, 'trace_an': -33027915390314208408}
  • id: 14915984
    {'hecke_orbit_code': 234881057, 'n': 985, 'trace_an': 24158428379703342376}
  • id: 14915985
    {'hecke_orbit_code': 234881057, 'n': 986, 'trace_an': -155851837323120574320}
  • id: 14915986
    {'hecke_orbit_code': 234881057, 'n': 987, 'trace_an': 63472541398747334496}
  • id: 14915987
    {'hecke_orbit_code': 234881057, 'n': 988, 'trace_an': -126814063267338730952}
  • id: 14915988
    {'hecke_orbit_code': 234881057, 'n': 989, 'trace_an': 16649886077882862816}
  • id: 14915989
    {'hecke_orbit_code': 234881057, 'n': 990, 'trace_an': -13867079950130317020}
  • id: 14915990
    {'hecke_orbit_code': 234881057, 'n': 991, 'trace_an': 30675340591031615640}
  • id: 14915991
    {'hecke_orbit_code': 234881057, 'n': 992, 'trace_an': -320171762143138239464}
  • id: 14915992
    {'hecke_orbit_code': 234881057, 'n': 993, 'trace_an': -123057705520877672232}
  • id: 14915993
    {'hecke_orbit_code': 234881057, 'n': 994, 'trace_an': 16530732117739134048}
  • id: 14915994
    {'hecke_orbit_code': 234881057, 'n': 995, 'trace_an': 16195233588155401296}
  • id: 14915995
    {'hecke_orbit_code': 234881057, 'n': 996, 'trace_an': 16764930992585789352}
  • id: 14915996
    {'hecke_orbit_code': 234881057, 'n': 997, 'trace_an': 121505622162216849808}
  • id: 14915997
    {'hecke_orbit_code': 234881057, 'n': 998, 'trace_an': 159517015509034922752}
  • id: 14915998
    {'hecke_orbit_code': 234881057, 'n': 999, 'trace_an': -16301786669810077068}
  • id: 14915999
    {'hecke_orbit_code': 234881057, 'n': 1000, 'trace_an': -4483257605613361344}