Newspace data - 280.6.q

Formats: - HTML - YAML - JSON - 2024-05-18T00:46:47.369165

• 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

  
  {'Nk2': 10080, 'analytic_conductor': 44.90746954763458, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 3, 'char_parity': 1, 'char_values': [280, 3, [71, 141, 57, 241], [3, 3, 3, 2]], 'conrey_index': 81, 'cusp_dim': 464, 'dim': 80, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 1099612291352, 'hecke_orbit_dims': [18, 20, 20, 22], 'label': '280.6.q', 'level': 280, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 496, 'mf_new_dim': 80, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 40, 'sturm_bound': 288, 'trace_bound': 3, 'trace_display': [0, 36, -50, -124], 'traces': [80, 0, 36, 0, -50, 0, -124, 0, -3430, 0, 10, 0, 1584, 0, 0, 0, -3396, 0, -4026, 0, 9986, 0, 0, 0, -25000, 0, -23328, 0, -6892, 0, 4336, 0, -17920, 0, -1450, 0, -2284, 0, -9948, 0, -4360, 0, -52368, 0, -3300, 0, -18852, 0, -29826, 0, -24252, 0, -21076, 0, 0, 0, -12888, 0, -28820, 0, 45634, 0, -32668, 0, 31650, 0, -29388, 0, 126788, 0, 193712, 0, -16348, 0, 22500, 0, -102912, 0, -6840, 0, -309992, 0, -590552, 0, 0, 0, -143756, 0, -110138, 0, -22052, 0, 210884, 0, 37900, 0, 290736, 0, 192844, 0, -315662, 0, -188036, 0, 117250, 0, -123256, 0, -378202, 0, -1313264, 0, -710008, 0, 45950, 0, -846220, 0, -622032, 0, -379930, 0, 645660, 0, 62500, 0, 670312, 0, -213046, 0, 598546, 0, -67092, 0, 47400, 0, -266880, 0, -1700368, 0, -602720, 0, -366548, 0, -126050, 0, -54812, 0, 846422, 0, 1221624, 0, 3556080, 0, 0, 0, -175624, 0, 1059108, 0, -1602390, 0, -640952, 0, -147300, 0, -1530768, 0, 328692, 0, -52774, 0, -1125540, 0, 155000, 0, 2189592, 0, 3046426, 0, 7490788, 0, 2338984, 0, -479950, 0, 2266632, 0, -201790, 0, -1577192, 0, -700112, 0, -1825200, 0, -149760, 0, 176140, 0, -3446238, 0, 99760, 0, 522350, 0, 2774484, 0, 7827076, 0, 8060740, 0, -1910104, 0, 621300, 0, -1832536, 0, 456148, 0, -3097508, 0, -12454016, 0, 4287500, 0, 4728116, 0, -2698364, 0, 532008, 0, 2791032, 0, 503650, 0, 9444112, 0, 4440808, 0, -295650, 0, 890588, 0, 67550, 0, -7435412, 0, -7251642, 0, -5714500, 0, -1219024, 0, -29500, 0, -6121676, 0, -5092670, 0, 1307388, 0, 6195316, 0, 3100300, 0, 6870928, 0, 665262, 0, 3230836, 0, 3124864, 0, 6250, 0, -2802484, 0, -14760744, 0, -4518980, 0, -2262528, 0, -2912000, 0, 8883076, 0, -2147104, 0, 3829864, 0, 16805064, 0, -4330600, 0, -7216380, 0, -929370, 0, -2464450, 0, -4672676, 0, -338850, 0, -16673168, 0, -9924484, 0, -4302400, 0, -675548, 0, -881750, 0, 2925748, 0, 7676648, 0, 4347628, 0, 12388976, 0, -495000, 0, 13556284, 0, 718674, 0, 1668018, 0, -5765092, 0, -425400, 0, 11300496, 0, -970900, 0, -3228388, 0, 3193064, 0, 3626150, 0, -6748912, 0, -9179804, 0, 355704, 0, 942176, 0, 3024600, 0, -10784968, 0, 693468, 0, -12208826, 0, -21652272, 0, 3331000, 0, -2806736, 0, 14407782, 0, -5197022, 0, 2475880, 0, 0, 0, 6958368, 0, 19617204, 0, -1788688, 0, -3291864, 0, -4126700, 0, 3201760, 0, -5373968, 0, 13312784, 0, -26674984, 0, 8059500, 0, -9282188, 0, -4681492, 0, -3245444, 0, -5146964, 0, -1516300, 0, -17209000, 0, 4784306, 0, -292400, 0, 5977728, 0, -5044300, 0, 17067852, 0, -10017108, 0, -16752124, 0, -19351132, 0, -2122500, 0, 7973692, 0, -26434192, 0, 769324, 0, -21260800, 0, -18673800, 0, -13242268, 0, -27829488, 0, 9681354, 0, 8371036, 0, 5520750, 0, 19507544, 0, 1311240, 0, 11563550, 0, 25192964, 0, 11854000, 0, 225976, 0, -12856916, 0, -35951064, 0, -4970288, 0, -6581700, 0, 26641640, 0, 20136222, 0, -12672312, 0, -145764, 0, 5032500, 0, 67811256, 0, -41732420, 0, 21942906, 0, -46517440, 0, 297500, 0, -6226384, 0, -34785920, 0, 591240, 0, 15104884, 0, 9070800, 0, -37648248, 0, 30590224, 0, 15662582, 0, 102574504, 0, 20294900, 0, 33178304, 0, 50801034, 0, 35458172, 0, -42216968, 0, -13924500, 0, -29820472, 0, 4032832, 0, 8731562, 0, -10734824, 0, -4300000, 0, -24292472, 0, 7736952, 0, 23412944, 0, 31984448, 0, 2171600, 0, -9511280, 0, -43513590, 0, -5324710, 0, -2201588, 0, 10779500, 0, -56507736, 0, 31352776, 0, -16199284, 0, 16864920, 0, 4242700, 0, 42160768, 0, 104231136, 0, 70490128, 0, 27073576, 0, -7011100, 0, 129254992, 0, -2318198, 0, -31464356, 0, -82527432, 0, 0, 0, -14730476, 0, -61766768, 0, 42118170, 0, -2652172, 0, 16446550, 0, -12143736, 0, -50693528, 0, -58979376, 0, 38282908, 0, 3733900, 0, -5101608, 0, -9742360, 0, -86239552, 0, 114992056, 0, -14185250, 0, 12092624, 0, 76159774, 0, 67853450, 0, 2621120, 0, 15112800, 0, 134789872, 0, 19206418, 0, 13429786, 0, 34817560, 0, -15625000, 0, -87754084, 0, -54615272, 0, -60087912, 0, 10765428, 0, 27974950, 0, -71997324, 0, -37545604, 0, 17777612, 0, -45203664, 0, 52636900, 0, -1316848, 0, 65763920, 0, -110734632, 0, -47789248, 0, -11204200, 0, -57115872, 0, 120870744, 0, 12560846, 0, -59002152, 0, -41678650, 0, 39215868, 0, 12338456, 0, 60890632, 0, -53941240, 0, 7290000, 0, -45609944, 0, 16858104, 0, -59803952, 0, -16837824, 0, 5855600, 0, -192690480, 0, 18581674, 0, -38050472, 0, -18254016, 0, -7251200, 0, 30691228, 0, -27759400, 0, 119256460, 0, -94606604, 0, -25599100, 0, 12824728, 0, -49407626, 0, 30834524, 0, -29701120, 0, -36118100, 0, -31948884, 0, -29967100, 0, -49555336, 0, 95205716, 0, 2153750, 0, 109847248, 0, -100160800, 0, 33275660, 0, 16694592, 0, 52075600, 0, 44374248, 0, -7319390, 0, -65567168, 0, -88494352, 0, -15027850, 0, 50967604, 0, 36757912, 0, -74868568, 0, -20994488, 0, -68919800, 0, 115256312, 0, -247185712, 0, 43431130, 0, -165075196, 0, -235500, 0, 9834184, 0, -36478444, 0, 143415200, 0, -48437992, 0, 2710000, 0, -70917096, 0, 112438282, 0, -27840532, 0, 218170008, 0, 22893500, 0, 71728088, 0, 77991498, 0, 174368972, 0, 24221992, 0, 5766400, 0, 188352912, 0, 55382072, 0, -19003000, 0, 66085472, 0, -33928950, 0, -115795228, 0, -15852804, 0, -208727868, 0, -125728960, 0, 6875600, 0, -88215560, 0, -292856410, 0, 34776976, 0, 66938772, 0, 22400000, 0, 10323008, 0, 57062360, 0, -63150820, 0, 6147384, 0, 10050850, 0, -51786012, 0, 6348200, 0, 6453100, 0, 153669996, 0, -23660350, 0, 146171832, 0, -25285536, 0, -1021170, 0, -15401960, 0, -72876400, 0, -74142104, 0, -47184160, 0, -63217998, 0, -46622016, 0, 3132650, 0, -454182936, 0, -50065624, 0, -130424600, 0, 37469348, 0, 1812500, 0, -7944436, 0, 133890376, 0, 218687440, 0, 351597472, 0, -18797400, 0, 113193716, 0, 72529256, 0, 51160706, 0, 8453836, 0, 19331400, 0, 72218320, 0, 179025724, 0, 32368620, 0, 79173028, 0, 13099950, 0, -42016476, 0, 291916120, 0, -78985160, 0, -34394240, 0, 44681300, 0, -218366404, 0, -140796692, 0, -155414694, 0, -493882968, 0, 2855000, 0, -175751480, 0, -154606844, 0, -118782634, 0, -66098880, 0, 8286300, 0, 162314720, 0, 335309360, 0, -5117596, 0, -101121672, 0, 29147200, 0, 51801932, 0, -145728096, 0, 48460232, 0, 6099440, 0, 37141200, 0, -187977748, 0, 168123008, 0, 27040744, 0, 144779216, 0, 26356000, 0, 2595080, 0, 83586040, 0, 143751874, 0, 76312756, 0, -6217500, 0, -57202956, 0, -306570232, 0, -198477872, 0, -110590464, 0, -19509750, 0, -97788984, 0, 126865938, 0, 196169420, 0, 424012848, 0, 7451800, 0, 45118296, 0, -17117856, 0], 'weight': 6, 'weight_parity': 1}
• 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: 173950
    {'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 81, 'conrey_indexes': [81, 121], 'label': '280.6.q', 'level': 280, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 4], 'sub_dim': 4, 'sub_label': '7.6.c', 'sub_level': 7, 'sub_mult': 8, 'weight': 6}
  • id: 173944
    {'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 81, 'conrey_indexes': [81, 121], 'label': '280.6.q', 'level': 280, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 11], 'sub_dim': 8, 'sub_label': '14.6.c', 'sub_level': 14, 'sub_mult': 6, 'weight': 6}
  • id: 173946
    {'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 81, 'conrey_indexes': [81, 121], 'label': '280.6.q', 'level': 280, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 6, 'sub_label': '28.6.e', 'sub_level': 28, 'sub_mult': 4, 'weight': 6}
  • id: 173947
    {'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 81, 'conrey_indexes': [81, 121], 'label': '280.6.q', 'level': 280, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 16], 'sub_dim': 28, 'sub_label': '35.6.e', 'sub_level': 35, 'sub_mult': 4, 'weight': 6}
  • id: 173948
    {'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 81, 'conrey_indexes': [81, 121], 'label': '280.6.q', 'level': 280, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 20, 'sub_label': '56.6.i', 'sub_level': 56, 'sub_mult': 2, 'weight': 6}
  • id: 173949
    {'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 81, 'conrey_indexes': [81, 121], 'label': '280.6.q', 'level': 280, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 51], 'sub_dim': 24, 'sub_label': '70.6.e', 'sub_level': 70, 'sub_mult': 3, 'weight': 6}
  • id: 173943
    {'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 81, 'conrey_indexes': [81, 121], 'label': '280.6.q', 'level': 280, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 81, 'sub_conrey_indexes': [81, 121], 'sub_dim': 28, 'sub_label': '140.6.i', 'sub_level': 140, 'sub_mult': 2, 'weight': 6}
  • id: 173945
    {'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 81, 'conrey_indexes': [81, 121], 'label': '280.6.q', 'level': 280, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 81, 'sub_conrey_indexes': [81, 121], 'sub_dim': 80, 'sub_label': '280.6.q', 'sub_level': 280, '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': 17, 'label': '280.6.q', 'level': 280, 'portrait': 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', 'weight': 6}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 136477000
    {'hecke_orbit_code': 1099612291352, 'n': 1, 'trace_an': 80}
  • id: 136477001
    {'hecke_orbit_code': 1099612291352, 'n': 2, 'trace_an': 0}
  • id: 136477002
    {'hecke_orbit_code': 1099612291352, 'n': 3, 'trace_an': 36}
  • id: 136477003
    {'hecke_orbit_code': 1099612291352, 'n': 4, 'trace_an': 0}
  • id: 136477004
    {'hecke_orbit_code': 1099612291352, 'n': 5, 'trace_an': -50}
  • id: 136477005
    {'hecke_orbit_code': 1099612291352, 'n': 6, 'trace_an': 0}
  • id: 136477006
    {'hecke_orbit_code': 1099612291352, 'n': 7, 'trace_an': -124}
  • id: 136477007
    {'hecke_orbit_code': 1099612291352, 'n': 8, 'trace_an': 0}
  • id: 136477008
    {'hecke_orbit_code': 1099612291352, 'n': 9, 'trace_an': -3430}
  • id: 136477009
    {'hecke_orbit_code': 1099612291352, 'n': 10, 'trace_an': 0}
  • id: 136477010
    {'hecke_orbit_code': 1099612291352, 'n': 11, 'trace_an': 10}
  • id: 136477011
    {'hecke_orbit_code': 1099612291352, 'n': 12, 'trace_an': 0}
  • id: 136477012
    {'hecke_orbit_code': 1099612291352, 'n': 13, 'trace_an': 1584}
  • id: 136477013
    {'hecke_orbit_code': 1099612291352, 'n': 14, 'trace_an': 0}
  • id: 136477014
    {'hecke_orbit_code': 1099612291352, 'n': 15, 'trace_an': 0}
  • id: 136477015
    {'hecke_orbit_code': 1099612291352, 'n': 16, 'trace_an': 0}
  • id: 136477016
    {'hecke_orbit_code': 1099612291352, 'n': 17, 'trace_an': -3396}
  • id: 136477017
    {'hecke_orbit_code': 1099612291352, 'n': 18, 'trace_an': 0}
  • id: 136477018
    {'hecke_orbit_code': 1099612291352, 'n': 19, 'trace_an': -4026}
  • id: 136477019
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  • id: 136477995
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  • id: 136477996
    {'hecke_orbit_code': 1099612291352, 'n': 997, 'trace_an': 45118296}
  • id: 136477997
    {'hecke_orbit_code': 1099612291352, 'n': 998, 'trace_an': 0}
  • id: 136477998
    {'hecke_orbit_code': 1099612291352, 'n': 999, 'trace_an': -17117856}
  • id: 136477999
    {'hecke_orbit_code': 1099612291352, 'n': 1000, 'trace_an': 0}