Newspace data - 63.6.e

Formats: - HTML - YAML - JSON - 2023-02-09T05:50:11.658483

• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	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

  
  {'Nk2': 2268, 'analytic_conductor': 10.10418064821778, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [63, 3, [29, 10], [3, 1]], 'conrey_indexes': [37, 46], 'cusp_dim': 72, 'dim': 32, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274978570303, 'hecke_orbit_dims': [2, 2, 4, 4, 8, 12], 'label': '63.6.e', 'level': 63, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 88, 'mf_new_dim': 36, 'num_forms': 6, 'prim_orbit_index': 3, 'relative_dim': 16, 'sturm_bound': 48, 'trace_bound': 2, 'trace_display': [0, 0, -60, -70], 'traces': [32, 0, 0, -268, -60, 0, -70, 72, 0, 282, -42, 0, -236, -1884, 0, -3892, -498, 0, 3982, 1968, 0, -9204, 5220, 0, -6478, -15882, 0, 22712, 12624, 0, 16426, 3288, 0, -41940, -8262, 0, -7424, -27612, 0, 50004, 43812, 0, -30716, 32580, 0, 2862, -40074, 0, 9398, 1308, 0, 27436, -44610, 0, 41472, -22992, 0, -76128, 1956, 0, 13102, 282144, 0, 157544, 37206, 0, 147586, -61152, 0, -150822, -301764, 0, -37352, -287940, 0, -586736, 139206, 0, 51130, -28860, 0, 2712, 639396, 0, 363228, 224106, 0, 440364, -189786, 0, -193502, -812544, 0, -212502, -482982, 0, -803528, -58050, 0, -162076, -25848, 0, 154066, 2059008, 0, 843972, 193848, 0, 193384, -750042, 0, 792488, -299508, 0, 476904, -1082820, 0, -2100492, -239532, 0, -714574, -303138, 0, 1084900, 2556492, 0, 200524, 868272, 0, 1033056, -1075854, 0, -280628, -219024, 0, 942936, -858342, 0, -558116, -919056, 0, -218244, -779538, 0, 1307820, 3630600, 0, -1734800, 582918, 0, 34048, -1648776, 0, 1353648, -908076, 0, -864842, -1638984, 0, -4790040, 13314, 0, -217676, -405480, 0, 728232, 2970492, 0, 1834716, 1520958, 0, 1853956, -1081758, 0, 1410920, -1250832, 0, 1306074, -485934, 0, -2975828, -201402, 0, -2647968, -985704, 0, -145296, 2422416, 0, 2291556, 137814, 0, 703468, -129240, 0, -5846176, -4268520, 0, 1070056, -1389156, 0, 5859684, 2078676, 0, 2883528, 2087112, 0, 410272, 2661408, 0, 85912, -66360, 0, -200958, 827046, 0, -2717618, 807144, 0, -6216912, 19788, 0, -3423416, -136092, 0, -907968, 218946, 0, -2469332, -7605588, 0, 7097640, -1440648, 0, -1431876, 2146356, 0, 10066272, -522348, 0, 4101238, 304098, 0, 3570376, 3501318, 0, -2237986, 1588656, 0, -3686286, -2240208, 0, -1820124, 883890, 0, 667964, 1678596, 0, -8505938, 8229576, 0, -97194, 5177760, 0, 7514532, -5093862, 0, 8921128, -3099876, 0, 1442128, -13388568, 0, -19324164, -6094038, 0, -3449636, 3972630, 0, 3119568, -34848, 0, -3959702, 5998476, 0, 5642160, 2984214, 0, 4467662, 5429796, 0, -2513648, -6138456, 0, 8742264, -2561496, 0, -10409502, 538944, 0, 10872622, 17520972, 0, 5278408, 7590198, 0, -546860, -8788980, 0, -13777698, -5940066, 0, -1154132, -29646516, 0, -22468568, -6517446, 0, -448416, 8004708, 0, -10070142, 5446176, 0, 6727618, 6427446, 0, 38304336, 6517812, 0, 10955026, 8124000, 0, 273420, -9400092, 0, -9161420, 3606966, 0, -8717292, 3544200, 0, -2259208, 6242256, 0, -22473342, 8656752, 0, -7540568, -11493222, 0, 4456404, -4303092, 0, 141204, -26074728, 0, 13808868, -9851712, 0, -6046896, 10115370, 0, 19654336, -477936, 0, 7957402, 10214508, 0, 26987052, 17283552, 0, 1490968, 16983462, 0, -21984288, -2045016, 0, 1606108, 247032, 0, 6584706, 4279896, 0, -38584380, 4542624, 0, 2582212, 7277520, 0, 4798056, 1121796, 0, 9239724, -11008638, 0, 4622776, -46357644, 0, -4205488, -11731974, 0, -3311914, 9959868, 0, 22303860, -6648492, 0, -21968, -3321804, 0, 3944416, 23454198, 0, 1049700, 9498396, 0, -13327722, 12805908, 0, 43322428, 16647852, 0, -8314788, 2980272, 0, -5226008, 6002712, 0, -27784260, -3567870, 0, -6070268, -21921858, 0, -13259144, -13019322, 0, -16348784, -6360504, 0, -39028200, -17807556, 0, -8323806, -1049676, 0, -36042220, -23403420, 0, 27056388, -15667032, 0, 22864764, 14522946, 0, 15932632, 20711292, 0, 33955740, 46962624, 0, -22045988, 13832868, 0, 32340102, -17681370, 0, 5780026, 21631644, 0, 3930900, 6417594, 0, -13887884, -21850788, 0, -37440660, -27831000, 0, 13513502, 7165644, 0, 70300088, -11934360, 0, -3366554, -12620100, 0, 48819054, -30063528, 0, -70908, -20224398, 0, -93899384, 18225102, 0, 10537990, 8365104, 0, -13368060, 54375300, 0, -37817028, 46893066, 0, 2815432, -15451704, 0, -33363380, 13481472, 0, 3539454, -3149610, 0, -56167476, -54488370, 0, -1986720, -28422462, 0, 44092942, 62809320, 0, -28522596, 3964572, 0, 25142078, -22731078, 0, 92750500, -35674500, 0, 30783876, -40387188, 0, 46129020, 15574422, 0, 298648, 26111694, 0, 38912664, 79509288, 0, 59631304, 21948804, 0, 15222084, -32929908, 0, -24181568, -7173528, 0, -53390612, -15336996, 0, -71856460, -26608104, 0, -31601028, -32989170, 0, -45833184, 59080992, 0, -75844800, -14994192, 0, -2890358, -38687028, 0, -30227376, -17237040, 0, 44746996, -35515854, 0, -84050712, 37584906, 0, 16496652, 3356436, 0, 88292112, 101407344, 0, 78935168, 35278734, 0, 80862496, 7403964, 0, 20944440, -13957032, 0, 18520908, -14956920, 0, -21644564, -42411918, 0, -47981288, -25692282, 0, 40817086, 20909688, 0, 96551508, -6712806, 0, -48036146, 1260942, 0, -52431732, -87159588, 0, -47731730, -46764108, 0, -9744972, 44291604, 0, 31348040, 41034576, 0, -145771388, 73105812, 0, -33915608, 22363128, 0, 13596414, -20833650, 0, -68921774, 3984240, 0, 51466332, -17183658, 0, -86155940, -4111884, 0, -23533566, -27387210, 0, 27396990, -41596068, 0, 27283672, -25885440, 0, 46441128, -7327440, 0, 161252682, 2142504, 0, 58974292, -40573572, 0, 69346872, 49595538, 0, -30443808, 19383672, 0, 8436162, 77797008, 0, 147690868, 40935930, 0, -13244856, 2163318, 0, -57114656, -18263736, 0, -203040450, 38319276, 0, 21408732, -45173892, 0, 66786640, -23781552, 0, -62013962, -48360120, 0, -256749300, -21114570, 0, 9630780, 37105824, 0, -136522204, -96956520, 0, 39602642, 10017000, 0, -103967724, 25403280, 0, 18325078, 47807652, 0, 143143416, -54880620, 0, 14389320, 38395764, 0, 61714926, -29489262, 0, 98397136, 72215184, 0, 107837692, 26976180, 0, 75791956, 2159928, 0, -67241358, -49627608, 0, 12466048, -56872392, 0, 283232544, -27983736, 0, -77335142, 26382000, 0, -1764900, 69350748, 0, -90937362, 99744, 0, 117496344, 48113958, 0, 32169550, 22058580, 0, -216589272, -17616960, 0, -196779200, -17077662, 0, -135433464, 6591558, 0, -99759440, 66428520, 0, 98840574, 22611708, 0, -97580420, -60305454, 0, -1673468, 9609804, 0, 142610902, -66329088, 0, -86489916, -35850066, 0, 85077804, 23706126, 0, 246345572, -23092572, 0, 107732056, 124576944, 0, 387535356, -35535654, 0, -12565084, -2144256, 0, 99788164, -69012648, 0, 132066984, -34884576, 0, -106468566, -4000794, 0, -65451726, 145878660, 0, -254100384, 71020944, 0, -58078880, -76741992, 0, 37203594, 2274612, 0, -209868694, -266519592, 0, -548057136, -12061920, 0, -84971048, 68891148, 0, -161631300, 109997484, 0, 82527280, 78671388, 0, 32464864, 51724014, 0, 77870220, -11237472, 0, 155745756, -124712808, 0, -41059648, -42010458, 0, 89462560, 99284166, 0, 233018882, 25846008, 0, 71540520, 26149872, 0, 199754044, 3744750, 0, -91771740, 62255310, 0, 37539616, -265079880, 0, 477625188, -11204370, 0, -85751274, 32431542, 0, 9929632, 22651488, 0, -166318030, 25077612, 0, -162612012, -21284748, 0, 52037350, 10136790, 0, -470660172, -71182488, 0, -364717388, -84703848, 0, -94624398, 11227266, 0, -264559694, 110573724, 0, 155259964, 25377756, 0, 114379680, 59375592, 0, 230453856, -34940556, 0, 142105722, -152057160, 0, -119599536, -50253666, 0, 83817034, 92516484, 0, 322682676, 40802832, 0, -32178948, 55005828, 0, 274754656, 36213216, 0, -63984410, 67416012, 0, -46519164, -200431380, 0, 463300828, -88347582, 0, -191892324, 104905056, 0, 52044100, 33213744, 0, -238726350, 78050940, 0, 4731652, 113539170, 0, 62175300, 62739990, 0, -282656976, -98706960, 0, -310901832, 47302086, 0, -20450446, 67752594, 0, -606519264, -60088944, 0, 131176044, 98565516, 0, 208248828, -64979172, 0, -13928736, 43680558, 0, 401789248, -143374008, 0, -143391620, -47354100, 0, 202049784, -34401156, 0, 173472682, -116883576, 0, 13902760, -55660536, 0, 237106368, 49124724, 0, -120680628, 39913896, 0, -10618068, 97420224, 0, 722269304, -66645072, 0, -78912830, 58308060, 0, 27964236, 92031456, 0, -289291424, 46486560, 0, -56830008], 'weight': 6, 'weight_parity': 1}
• mf_subspaces •

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

  
  
  • id: 116032
    {'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [37, 46], 'label': '63.6.e', 'level': 63, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [2, 4], 'sub_dim': 4, 'sub_label': '7.6.c', 'sub_level': 7, 'sub_mult': 3, 'weight': 6}
  • id: 116030
    {'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [37, 46], 'label': '63.6.e', 'level': 63, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [4, 16], 'sub_dim': 14, 'sub_label': '21.6.e', 'sub_level': 21, 'sub_mult': 2, 'weight': 6}
  • id: 116031
    {'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [37, 46], 'label': '63.6.e', 'level': 63, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [37, 46], 'sub_dim': 32, 'sub_label': '63.6.e', 'sub_level': 63, 'sub_mult': 1, 'weight': 6}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 5, 'label': '63.6.e', 'level': 63, 'portrait': 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', 'weight': 6}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51106000
    {'hecke_orbit_code': 274978570303, 'n': 1, 'trace_an': 32}
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  • id: 51106022
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  • id: 51106990
    {'hecke_orbit_code': 274978570303, 'n': 991, 'trace_an': -78912830}
  • id: 51106991
    {'hecke_orbit_code': 274978570303, 'n': 992, 'trace_an': 58308060}
  • id: 51106992
    {'hecke_orbit_code': 274978570303, 'n': 993, 'trace_an': 0}
  • id: 51106993
    {'hecke_orbit_code': 274978570303, 'n': 994, 'trace_an': 27964236}
  • id: 51106994
    {'hecke_orbit_code': 274978570303, 'n': 995, 'trace_an': 92031456}
  • id: 51106995
    {'hecke_orbit_code': 274978570303, 'n': 996, 'trace_an': 0}
  • id: 51106996
    {'hecke_orbit_code': 274978570303, 'n': 997, 'trace_an': -289291424}
  • id: 51106997
    {'hecke_orbit_code': 274978570303, 'n': 998, 'trace_an': 46486560}
  • id: 51106998
    {'hecke_orbit_code': 274978570303, 'n': 999, 'trace_an': 0}
  • id: 51106999
    {'hecke_orbit_code': 274978570303, 'n': 1000, 'trace_an': -56830008}