Newspace data - 320.10.bf

Formats: - HTML - YAML - JSON - 2024-04-29T12:19:08.559365

• 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': 32000, 'analytic_conductor': 164.8114675724394, 'char_conductor': 320, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 32, 'char_orbit_label': 'bf', 'char_order': 16, 'char_parity': 1, 'char_values': [320, 16, [191, 261, 257], [16, 11, 8]], 'conrey_index': 29, 'cusp_dim': 3440, 'dim': 3440, 'eis_dim': 32, 'eis_new_dim': 32, 'hecke_orbit_code': 2130471551296, 'label': '320.10.bf', 'level': 320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 3472, 'mf_new_dim': 3472, 'prim_orbit_index': 32, 'relative_dim': 430, 'sturm_bound': 480, 'trace_display': [0, 0, -8, 0], 'traces': [3440, 0, 0, -16, -8, -16, 0, 0, -16, -8, -16, 0, 0, -16, -8, -16, 0, 0, -16, -8, -16, 0, 0, -16, -8, 4211904, 0, 0, -16, 44263272, 0, 0, 0, -16, -8, 221001424, 0, 0, -16, 97089632, -16, 0, 0, -16, -8, -16, 0, 0, -16, -182758304, -360057328, 0, 0, 646232240, -280217672, 348279440, 0, 0, 576150448, -230939432, -16, 0, 0, 1364809808, -16, 186001488, 0, 0, -16, -1869092072, -476202960, 0, 0, 3740885648, -2309166152, -888710992, 0, 0, 2269128656, 912355216, -16, 0, 0, -6148771904, -8, -16, 0, 0, -16, -8, -16, 0, 0, -12302565280, 0, -16, 0, 0, -314944, -8, -16, 0, 0, 10589712608, -8, -16, 0, 0, -16, -8472194592, -16, 0, 0, 21360133168, 9968736072, -16, 0, 0, -16, -35919132320, -16, 0, 0, 4194288, -16292148584, 8176, 0, 0, -32, 12068751240, -16, 0, 0, -16, -56591078248, 32883932288, 0, 0, -16, 2002636496, -16, 0, 0, 137998930160, -8, 16775046304, 0, 0, -16, -77610748848, -16, 0, 0, -50946005104, 15624992, 44694750224, 0, 0, 0, 103283524000, 0, 0, 0, -30105516288, -15625008, 62460176528, 0, 0, -16, 7466748720, -5508626160, 0, 0, 190343437040, 136495145080, 397970865104, 0, 0, -16, 134562743912, -16, 0, 0, -163635921808, -8, 76161189360, 0, 0, 314912, -237150756936, -553639158208, 0, 0, -8208, 83202470624, 92856230416, 0, 0, -16, 562213948456, -16, 0, 0, -358052868656, -8, 407200275952, 0, 0, -16, -246926212048, -596171632912, 0, 0, 500890459424, -290950248856, -1257514893616, 0, 0, -16, -589695970456, -16, 0, 0, -307966439568, 0, 208740167536, 0, 0, -341213137360, 253770279656, -645657728, 0, 0, 1330833712064, -8, -578136991456, 0, 0, 133019283632, -468764525048, -16, 0, 0, -1227159802496, -8, 372215772624, 0, 0, 75262462832, 645073595664, -16, 0, 0, 21673734160, -16, -16, 0, 0, 378288854192, 1117784546688, -16, 0, 0, -1322526565584, -8, -16, 0, 0, -501827060624, -285825415944, -16, 0, 0, 703437891680, -8, -16, 0, 0, 672241214720, 482681097352, -16, 0, 0, -812936348880, -157472, -892074490224, 0, 0, 0, -589060513136, -1163139995072, 0, 0, -2185020851952, 922906360424, -944907372400, 0, 0, 2096450726672, 1067952473688, -16, 0, 0, 1678181878752, -8, 2610272955152, 0, 0, -16, -1574801690336, -576994307984, 0, 0, -1240604463328, 1585898043216, -4328523237424, 0, 0, 3313696358688, -2378338114776, -32, 0, 0, -2218244928656, -8, -3519778561168, 0, 0, -16, 5408893502584, -1616413710224, 0, 0, 3782291388112, -1474114329432, 7192720179920, 0, 0, 3317932915664, -4945353566464, 37727163040, 0, 0, -4236785885056, -8, -5647663015024, 0, 0, 1486125388208, 1104607209120, 0, 0, 0, 1679507766688, 2281178121160, -7889404461024, 0, 0, 4778569700560, 2105523344520, -16, 0, 0, -97222122160, 1322236634648, 14018720401232, 0, 0, -16, -4806978547688, 5501100980432, 0, 0, -2826381740768, -1825811888344, -8915728891984, 0, 0, 4387020678992, 7654408892720, 4836897720096, 0, 0, 10022054688768, -16, 1752645794240, 0, 0, -1157982148880, 4333400017008, 2179599329936, 0, 0, -5814296560096, -7204638101464, 6918217368864, 0, 0, -6719661213424, -4372264010024, -16, 0, 0, 7020352585264, -3401181799912, -5075188415152, 0, 0, -16, 5439239428648, -7405101215472, 0, 0, -9574597500656, 0, 8617470667472, 0, 0, -8036277159824, 108458696832, -1788143569360, 0, 0, 6669222948800, -8, -16, 0, 0, -169671989984, -9478416559688, -16, 0, 0, 6443967020880, 8327740149496, -16, 0, 0, -16, -2550881714544, 645657696, 0, 0, -34127297025616, -8, -2616952025040, 0, 0, -32, 26171978093424, -16, 0, 0, 19911363366832, 1326290380608, 5835324582416, 0, 0, -16, -19468480349240, -16, 0, 0, -34749521494352, 307546874992, -7321398464176, 0, 0, -16, -4342783245808, -12274740065072, 0, 0, 18655260012704, -8069783017320, 3715551258128, 0, 0, 0, 6289073290520, 0, 0, 0, 16516512380720, -9050065973968, 34853183468000, 0, 0, -16, 3634204734688, -13949212676688, 0, 0, -48540286332688, 21003972003376, -36352391779008, 0, 0, -16, -7862843512672, -18244383359376, 0, 0, 51796155603216, -4505979317960, 27951076480832, 0, 0, -16, -11514522342848, 30546511135136, 0, 0, -22917080369408, -11086549394152, 29527837444384, 0, 0, -16, -14740362707488, -11739415495312, 0, 0, 58742275710224, 24005788838072, -51131539207312, 0, 0, -16, 32803982077912, -36936317697904, 0, 0, -22456634630352, -4194902584552, 15630349648192, 0, 0, 3908488646928, -63874806667928, 35855849203504, 0, 0, -25954738384768, 0, 61019397106544, 0, 0, -16, 12369390874768, -38251684530992, 0, 0, -24343024679488, 4450238096520, 216102486944, 0, 0, 33184445296304, 9927278000344, -1897406023968, 0, 0, -5524487081280, -8, -4168071045024, 0, 0, -16, -15865363096144, -16, 0, 0, 9110018138832, -16, 27055716107456, 0, 0, -47577940520992, -13327063048072, -16, 0, 0, 15738205738960, -3099363920, -37570407852976, 0, 0, 5163003164448, 10977949355456, -24295167809584, 0, 0, -20540377198256, 28579759155064, 28744827391936, 0, 0, 48796692464016, -2442275769968, -16, 0, 0, 17027074773200, 24736259961752, -38537366456752, 0, 0, 0, -66164646743560, -17566150203056, 0, 0, -17508266970624, 6938476257016, 20070360089120, 0, 0, 115140913365296, 70078305510368, -40138641835792, 0, 0, 151972832601456, -8, 125498822113776, 0, 0, -16702890677328, -12344908065112, -6739437660496, 0, 0, -82871315197792, -25615804930736, -167069961027792, 0, 0, -112039898235584, -35849770931424, -32, 0, 0, -71537817080288, 26993376183312, -2173111926208, 0, 0, -16, -23172012844400, 44400898726400, 0, 0, 128954837763168, 67686197447240, 204275262291072, 0, 0, 163334999767344, -70259516490408, -36192674670352, 0, 0, 26264210847392, -322828864, -198471734145056, 0, 0, 95029871158208, 59816358400512, 0, 0, 0, -63270452599168, -99836377465008, -176858862817664, 0, 0, 24457420488896, -13266640767760, -16, 0, 0, -48017338041056, -57431500129160, 302664750937216, 0, 0, -16, -241663120484440, -69722099806576, 0, 0, 15502022143984, -13502054384936, 25378439419840, 0, 0, -71401748355472, 112369153412320, -16, 0, 0, -10586484409408, -16, -225090874081568, 0, 0, -16, 90252649132504, 21231552909680, 0, 0, 41369691073728, 95716529311680, 268644454046400, 0, 0, 49198433070896, -335566492753032, -16, 0, 0, -9733578509360, -19340706282024, 127110504134576, 0, 0, -16, 87032071468168, 13840881127120, 0, 0, 48088193372560, 0, -76297764652272, 0, 0, -62004074043056, 58692066378872, -16, 0, 0, 61779441475568, 71523244594936, 120661137989792, 0, 0, -16, -412179946334008, -124509962686288, 0, 0, -17887472503344, -80044650078312, -145988711544032, 0, 0, -28818442583424, 109162566970080, -16, 0, 0, 115003034674800, 135083739456432, 147587164287776, 0, 0, -32, 216187852136576, 314912, 0, 0, -381151543089680, 68279153795136, 32749085560736, 0, 0, -16, -176987910728312, -16, 0, 0, -90497002343680, -8, -325625425093424, 0, 0, -16, -175184916899920, -167129257236944, 0, 0, 97902424741776, 126048850151088, 503547604724336, 0, 0, 0, 190959009492840, 0, 0, 0, 324461881927808, 137378231632928, 48131894724400, 0, 0, -16, 237785331592352, 368198088127184, 0, 0, -18415832978160, -269030138111528, -732028332011312, 0, 0, 169671989952, -165090122467288, -16, 0, 0, -433715686587088, -30517578125008, 402101493071360, 0, 0, -16, -292803551535472, -427279547270048, 0, 0, 429084100872864, 177240855250360, 415085585505472, 0, 0, 89822355044400, 426120473787608, -16, 0, 0, -55311518313040, 84835994976, -731950651736368, 0, 0, -16, 153998340753168, 267973783487504, 0, 0, 80584460627712, -184549744859696, 16803969371936, 0, 0, 146131677630160, -250370114135816, -314944, 0, 0, -146076550247408, 0, 543724353296928, 0, 0, 138174970641008, -549245162852168, -366191406531088, 0, 0, -131039119458160, 59211129116376, -93585283726160, 0, 0, -230904865474096, 539488445373136, -16, 0, 0, 229662453140064, -8, -439991156471200, 0, 0, 645657696, -170757391001872, -122009559759808, 0, 0, 553817234279264, -16, 178551026540976, 0, 0, 370358177100992, -513176026927480, -16, 0, 0, 89501967569824, -8, 673661508620464, 0, 0, 161142676778032, 540938864991384, -133204147439344, 0, 0, -52809419344688, 171875975766088, -416393746568800, 0, 0, 212388246698000, -573654614120680, -16, 0, 0, -902580283660816, -8, -138718422133728, 0, 0, 0, 59579246891488, -99800050438384, 0, 0, 725725084545856, -375781052988936, 1015871751643248, 0, 0, -643535950961840, 241453110741048, -16, 0, 0, 256340467823024, 307546874992, -122670884107744, 0, 0, 211690056446832, 357385738596952, 143953432541616, 0, 0, -504806462392032, 289497313181808, -653633941733168, 0, 0, 974376739308640, -657842154780688, -2524557470825392, 0, 0, -297495050156224, -36545387934592, 865106306828208, 0, 0, -226691113511824, -917856787345048, 107003117430064, 0, 0, 629553268266528, -332855546136856, 518436029735376, 0, 0, -360237306756112, 1036200570255760, -302266800970000, 0, 0, 1377115744022192, 275095088752888, -631303756566320, 0, 0, 181097203111280, 523243262862192, 0, 0, 0, -829424874551920, 239893682189528, -935447659253696, 0, 0, 635537336221840, -729864400781216], 'weight': 10, '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

  
  {'char_orbit_index': 32, 'char_orbit_label': 'bf', 'conrey_index': 29, 'conrey_indexes': [29, 69, 109, 149, 189, 229, 269, 309], 'label': '320.10.bf', 'level': 320, 'sub_char_orbit_index': 32, 'sub_char_orbit_label': 'bf', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29, 69, 109, 149, 189, 229, 269, 309], 'sub_dim': 3440, 'sub_label': '320.10.bf', 'sub_level': 320, 'sub_mult': 1, 'weight': 10}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 32, 'label': '320.10.bf', 'level': 320, 'portrait': 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', 'weight': 10}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 201636000
    {'hecke_orbit_code': 2130471551296, 'n': 1, 'trace_an': 3440}
  • id: 201636001
    {'hecke_orbit_code': 2130471551296, 'n': 2, 'trace_an': 0}
  • id: 201636002
    {'hecke_orbit_code': 2130471551296, 'n': 3, 'trace_an': 0}
  • id: 201636003
    {'hecke_orbit_code': 2130471551296, 'n': 4, 'trace_an': -16}
  • id: 201636004
    {'hecke_orbit_code': 2130471551296, 'n': 5, 'trace_an': -8}
  • id: 201636005
    {'hecke_orbit_code': 2130471551296, 'n': 6, 'trace_an': -16}
  • id: 201636006
    {'hecke_orbit_code': 2130471551296, 'n': 7, 'trace_an': 0}
  • id: 201636007
    {'hecke_orbit_code': 2130471551296, 'n': 8, 'trace_an': 0}
  • id: 201636008
    {'hecke_orbit_code': 2130471551296, 'n': 9, 'trace_an': -16}
  • id: 201636009
    {'hecke_orbit_code': 2130471551296, 'n': 10, 'trace_an': -8}
  • id: 201636010
    {'hecke_orbit_code': 2130471551296, 'n': 11, 'trace_an': -16}
  • id: 201636011
    {'hecke_orbit_code': 2130471551296, 'n': 12, 'trace_an': 0}
  • id: 201636012
    {'hecke_orbit_code': 2130471551296, 'n': 13, 'trace_an': 0}
  • id: 201636013
    {'hecke_orbit_code': 2130471551296, 'n': 14, 'trace_an': -16}
  • id: 201636014
    {'hecke_orbit_code': 2130471551296, 'n': 15, 'trace_an': -8}
  • id: 201636015
    {'hecke_orbit_code': 2130471551296, 'n': 16, 'trace_an': -16}
  • id: 201636016
    {'hecke_orbit_code': 2130471551296, 'n': 17, 'trace_an': 0}
  • id: 201636017
    {'hecke_orbit_code': 2130471551296, 'n': 18, 'trace_an': 0}
  • id: 201636018
    {'hecke_orbit_code': 2130471551296, 'n': 19, 'trace_an': -16}
  • id: 201636019
    {'hecke_orbit_code': 2130471551296, 'n': 20, 'trace_an': -8}
  • id: 201636020
    {'hecke_orbit_code': 2130471551296, 'n': 21, 'trace_an': -16}
  • id: 201636021
    {'hecke_orbit_code': 2130471551296, 'n': 22, 'trace_an': 0}
  • id: 201636022
    {'hecke_orbit_code': 2130471551296, 'n': 23, 'trace_an': 0}
  • id: 201636023
    {'hecke_orbit_code': 2130471551296, 'n': 24, 'trace_an': -16}
  • id: 201636024
    {'hecke_orbit_code': 2130471551296, 'n': 25, 'trace_an': -8}
  • id: 201636025
    {'hecke_orbit_code': 2130471551296, 'n': 26, 'trace_an': 4211904}
  • id: 201636026
    {'hecke_orbit_code': 2130471551296, 'n': 27, 'trace_an': 0}
  • id: 201636027
    {'hecke_orbit_code': 2130471551296, 'n': 28, 'trace_an': 0}
  • id: 201636028
    {'hecke_orbit_code': 2130471551296, 'n': 29, 'trace_an': -16}
  • id: 201636029
    {'hecke_orbit_code': 2130471551296, 'n': 30, 'trace_an': 44263272}
  • id: 201636030
    {'hecke_orbit_code': 2130471551296, 'n': 31, 'trace_an': 0}
  • id: 201636031
    {'hecke_orbit_code': 2130471551296, 'n': 32, 'trace_an': 0}
  • id: 201636032
    {'hecke_orbit_code': 2130471551296, 'n': 33, 'trace_an': 0}
  • id: 201636033
    {'hecke_orbit_code': 2130471551296, 'n': 34, 'trace_an': -16}
  • id: 201636034
    {'hecke_orbit_code': 2130471551296, 'n': 35, 'trace_an': -8}
  • id: 201636035
    {'hecke_orbit_code': 2130471551296, 'n': 36, 'trace_an': 221001424}
  • id: 201636036
    {'hecke_orbit_code': 2130471551296, 'n': 37, 'trace_an': 0}
  • id: 201636037
    {'hecke_orbit_code': 2130471551296, 'n': 38, 'trace_an': 0}
  • id: 201636038
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