Newspace data - 25.18.b

Formats: - HTML - YAML - JSON - 2024-05-22T14:09:02.839239

• mf_newspaces •

  Column	Type
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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

  
  {'Nk2': 8100, 'analytic_conductor': 45.80552183613992, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [25, 2, [2], [1]], 'conrey_index': 24, 'cusp_dim': 40, 'dim': 24, 'eis_dim': 6, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69021466649, 'hecke_orbit_dims': [2, 4, 6, 12], 'label': '25.18.b', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 46, 'mf_new_dim': 26, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 24, 'sturm_bound': 45, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [24, 0, 0, -1332178, 0, 2905738, 0, 0, -1000861012, 0, -309522672, 0, 0, 42168252204, 0, 104723527234, 0, 0, -43059592400, 0, -276478542792, 0, 0, -2530824843150, 0, 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139713550216060171530684, 0, -98330709263025730895492, 0, 0, 17203717546525897453200, 0, -84383391252181755877452, 0, 0, 109614282855434780483844, 0, 32645315962311741729600, 0, 0, -104432564836066882083300, 0, -102106866998331615653472, 0, 0, 38438526991863383974296, 0, 76292162442754726725768, 0, 0, 13560290397124632260400, 0, 56127748368623374634408, 0, 0, -60928648122038421846900, 0, 52336392278660959127896, 0, 0, -154743287353134458745088, 0, 33747272963792363151888, 0, 0, 100895874799698258803448, 0, -103211487982482004285300, 0, 0, -159726448052738946926000, 0, 276703880730575960529284, 0, 0, -49213975041472779124916, 0, -34107733313060216370792, 0, 0, 363584262894673585872300, 0, 245910233773820941887296, 0, 0, -100822420675923617547656, 0, 511959235298537761539750, 0, 0, -3671095171976002715200, 0, -264834791557820925895272, 0, 0, -5694187677128632958400, 0, 456846069199733828164068, 0, 0, -15026184884928268451816, 0, 34668098146343080753408, 0, 0, -350621306232599161901100, 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-22857531986799020733204744, 0, 0, 32291556848800868451445096, 0, 1900656708908151001120368, 0, 0, -9282665396435336004512016, 0, -16653889206197118064774200, 0, 0, 21086817194758117763006864, 0, 3188540161645802980479600, 0, 0, -32924328038093941608912606, 0, 14457271127825518442857776, 0, 0, -24934711548276063328686000, 0, -21713697975539450330937872, 0, 0, -17050900839409693555074692, 0, 61108885431359576584301018, 0, 0, 63871429622613338072087616, 0, 42311151680462521374125808, 0, 0, -35653724595280551826019400, 0, 3335016038743138713729600, 0, 0, 7096700339660567945431400, 0, -26117679152266539914616912, 0, 0, -43964060328784046664171050, 0, 40846177587510614505203850, 0, 0, -16504921757618874540861600, 0, 36468715822027435259947384, 0, 0, 79053227499921598804004434, 0, 15600389320611755834577808, 0, 0, 5993709604839685021501836, 0, -34990575569157543955841952, 0, 0, -47405856680543989221059112, 0, 128415964207809077117630550, 0, 0, 3438461511618545263555600, 0, 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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: 106490
    {'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 24, 'conrey_indexes': [24], 'label': '25.18.b', 'level': 25, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4], 'sub_dim': 8, 'sub_label': '5.18.b', 'sub_level': 5, 'sub_mult': 2, 'weight': 18}
  • id: 106489
    {'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 24, 'conrey_indexes': [24], 'label': '25.18.b', 'level': 25, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 24, 'sub_conrey_indexes': [24], 'sub_dim': 24, 'sub_label': '25.18.b', 'sub_level': 25, 'sub_mult': 1, 'weight': 18}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 2, 'label': '25.18.b', 'level': 25, 'portrait': 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', 'weight': 18}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 25398000
    {'hecke_orbit_code': 69021466649, 'n': 1, 'trace_an': 24}
  • id: 25398001
    {'hecke_orbit_code': 69021466649, 'n': 2, 'trace_an': 0}
  • id: 25398002
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  • id: 25398959
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  • id: 25398960
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  • id: 25398961
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  • id: 25398962
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  • id: 25398963
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  • id: 25398964
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  • id: 25398965
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  • id: 25398966
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  • id: 25398967
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  • id: 25398968
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  • id: 25398969
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  • id: 25398970
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  • id: 25398971
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  • id: 25398972
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  • id: 25398973
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  • id: 25398974
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  • id: 25398975
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  • id: 25398976
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  • id: 25398977
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  • id: 25398978
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  • id: 25398979
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  • id: 25398980
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  • id: 25398981
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  • id: 25398982
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  • id: 25398983
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  • id: 25398984
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  • id: 25398985
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  • id: 25398986
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  • id: 25398987
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  • id: 25398988
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  • id: 25398989
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  • id: 25398990
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  • id: 25398991
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  • id: 25398992
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  • id: 25398993
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  • id: 25398994
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  • id: 25398995
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  • id: 25398996
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  • id: 25398997
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  • id: 25398998
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  • id: 25398999
    {'hecke_orbit_code': 69021466649, 'n': 1000, 'trace_an': 0}