Embedded newform data - 21.8.g.b.5.10

Formats: - HTML - YAML - JSON - 2025-12-31T23:23:26.105417

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  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
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1344, 'analytic_conductor': 6.560085535166557, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 21, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 6, 'char_parity': 1, 'char_values': [21, 6, [8, 10], [3, 5]], 'cm_discs': [], 'conrey_index': 5, 'dim': 32, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [683173281605171253573112767184896, 0, -205027142479117702608131123576832, 0, 52276306224263979542419882377216, 0, -2429246588759910974060126797824, 0, 71443706837989906554396344320, 0, -1355016326174288122775076864, 0, 18848935098933275944108032, 0, -192655711932540690878464, 0, 1515349782370765347840, 0, -9129121533409158144, 0, 43090952288627904, 0, -157316012820720, 0, 447659189388, 0, -958606738, 0, 1524771, 0, -1599, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504012078448661, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 7, 4, -1, 6, 0], [1, 1, 21, 7, 1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '21.8.g.b', 'level': 21, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.8.g.b', 'prim_orbit_index': 7, 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '7.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '21.8.g', 'trace_display': [0, -84, 0, 2464], 'traces': [32, 0, -84, 1150, 0, 0, 2464, 0, -3516, -630, 0, -3864, 0, 0, 27576, -19594, 0, 33498, -47880, 0, 151788, 105132, 0, -211554, -331252, 0, 0, -353122, 0, -40662, 628152, 0, -66024, 0, 0, -227244, -618748, 0, 1996104, 1986138, 0, 4274802, -1416064, 0, -4757508, -3492840, 0, 0, -6640312, 0, 677340, 11962272, 0, -6743898, 0, 0, -6279408, -2064342, 0, 7521282, 10948728, 0, 13194636, -589508, 0, -6977250, -1944728, 0, 0, -24852702, 0, -1544472, 13351212, 0, -23106048, 0, 0, 1917432, 7626328, 0, 8703036, 14640192, 0, 15191904, 3418848, 0, 15346296, 12313398, 0, 0, 3988992, 0, -24832104, -51594732, 0, -57374730, 0, 0, 35642232, 51466528, 0, -43722270, 96432, 0, -14159628, -96294108, 0, 206867052, 52162892, 0, 0, -16402400, 0, -119464290, -184028040, 0, -11644164, 0, 0, 98251920, 93125932, 0, -70327656, 280340718, 0, 36291150, -89687072, 0, 221015004, 95298180, 0, 0, 24355044, 0, -185735592, -510767964, 0, -359285094, 0, 0, 107379576, 357367920, 0, -179744622, 334340244, 0, 112472556, -281873024, 0, 613197900, 44112080, 0, 0, -359190594, 0, -411091284, -434458584, 0, -654024924, 0, 0, 429497316, 267166504, 0, -26137836, 1104181722, 0, 896372694, 148906952, 0, 231164388, -25529276, 0, 0, -776160560, 0, -495982152, -805080528, 0, -1917002052, 0, 0, 268129272, 1033494156, 0, 105529644, 1380697416, 0, 910773612, -322107696, 0, 929034624, -249718576, 0, 0, -1735438208, 0, -1165145724, -630750120, 0, -1189065360, 0, 0, 864294192, 920426304, 0, 176278644, 2342807796, 0, 2043731466, -1078497664, 0, 1207228680, 298693338, 0, 0, -1531199964, 0, -933987204, -2265340770, 0, -3785587722, 0, 0, 537257928, 2127769896, 0, -30199248, 2602069428, 0, 1409164092, -2182240116, 0, 2833049520, -86599416, 0, 0, -2358580644, 0, -2920143078, -1029233100, 0, -1820205324, 0, 0, 1724932440, 823693464, 0, -775482876, 5211331902, 0, 1787218986, -47577216, 0, 3383069004, 1447351838, 0, 0, 361889080, 0, -1784548080, -5434512174, 0, -4322702664, 0, 0, 678114216, 3590649536, 0, -1699102980, -21815472, 0, -67707696, -3519282768, 0, 6204417912, 1737969532, 0, 0, -541820580, 0, -3079510146, -5103307608, 0, -2362050180, 0, 0, 2982292992, 1306554680, 0, -1660799856, 4037050332, 0, 602078778, -1953760992, 0, 3116588076, 1696575936, 0, 0, 114114196, 0, -1821095172, -1715549220, 0, -4377875418, 0, 0, -902108496, 3138853398, 0, -839553660, 4902386832, 0, 718802532, 3351053756, 0, 2399482638, 860253576, 0, 0, -4161250968, 0, -1655710974, -5028672684, 0, -9139452, 0, 0, 3344242176, 858513512, 0, 524998056, -1983147516, 0, 486832248, -3484304032, 0, 1706813136, 245466828, 0, 0, 1977767008, 0, 1113907572, 4404892212, 0, -925247610, 0, 0, -1174082832, -1971400998, 0, 1467304506, -2341951920, 0, 1310947596, -5296703112, 0, -7147093590, -5685755452, 0, 0, -4600513596, 0, 3085723206, 7789531176, 0, 4898830104, 0, 0, -1502449968, -523510796, 0, 4724745084, 2168050248, 0, 2221158996, 17640974912, 0, -9677787252, -3975292644, 0, 0, -315859404, 0, 4294575120, 5811537354, 0, 2543519664, 0, 0, -10625735376, -6225462012, 0, 2996778924, -13827570204, 0, 1675527336, -417693208, 0, -19137106422, -3223539120, 0, 0, 5526291288, 0, 9623393928, 8075100432, 0, 13555184076, 0, 0, 6317544852, -11711866152, 0, 1937092092, -5916722112, 0, -7132858866, 3318618808, 0, -9283013964, -6273214830, 0, 0, 8077207656, 0, 7985288232, 24791624928, 0, 19803580776, 0, 0, -10773907200, -15701367992, 0, -63586422, -10515605184, 0, -16853643744, 20661075216, 0, -16722705552, 852908832, 0, 0, 14232952874, 0, 15240004488, 5967092880, 0, 18460206156, 0, 0, -10934511480, -7874821168, 0, -573214320, -48269566548, 0, -14769765486, 3948338416, 0, -7540653960, 5464047672, 0, 0, 24455826080, 0, 9539537004, 26647261578, 0, 27771498468, 0, 0, -22094564328, -17074239252, 0, -692414352, -24369902340, 0, -24013026072, -28044946192, 0, -27889031268, -4304999848, 0, 0, 28553526372, 0, 25056549504, 6094111464, 0, 38839816764, 0, 0, 10475022096, -13314877384, 0, 2570945832, -13842875718, 0, -32980415832, 60548896176, 0, 11458973148, 17860284362, 0, 0, 5008307976, 0, 9478566324, 19804437576, 0, 42531281268, 0, 0, -18660601656, -17147803452, 0, -5526148194, -71339799048, 0, -24681277740, -36392617752, 0, -25219121886, 2715768568, 0, 0, 35194317984, 0, 17604968634, 5613968304, 0, 42740996508, 0, 0, 1076131980, -15785305652, 0, 4936048920, -29040604236, 0, -13846399308, 1728287968, 0, -7721541828, -9561187596, 0, 0, 20944774172, 0, 14716037412, 59586242856, 0, -7199749746, 0, 0, -41798289096, -12824247660, 0, 4389586452, -22534226064, 0, -18287992044, 40722922800, 0, -47877059286, -9551849288, 0, 0, -18474839544, 0, 9964197654, 3315463536, 0, 28521218460, 0, 0, 47221622244, -14997803088, 0, 16813771344, -3676741866, 0, 23797331628, 48624964776, 0, -12256661088, -12031137988, 0, 0, 13488690096, 0, 20790585204, 20444344200, 0, -11618803476, 0, 0, -32861264088, -22968286994, 0, -3275016462, -13208545224, 0, 2237433660, -100122427896, 0, -28388857644, -16219209176, 0, 0, -7338832662, 0, -13200942042, -6059678520, 0, 26289825912, 0, 0, -4697150064, 10055778368, 0, 11957793012, 83765838240, 0, 51865641198, 110769840112, 0, 3439079952, 6871054434, 0, 0, -21140092092, 0, 6288837912, 17408135430, 0, -80441512326, 0, 0, -64682207136, 16053050844, 0, 11101097304, -13177385172, 0, 1742875260, -55683827464, 0, -38577776454, -17897469360, 0, 0, -79346556996, 0, -28635058548, -5173602588, 0, -9587017440, 0, 0, 122337301572, 4156682544, 0, 7539984576, 166704414408, 0, 48501434772, -110659744, 0, 54560496816, -33981992822, 0, 0, -3197199432, 0, -10303552008, 9533295198, 0, -92262413124, 0, 0, -63418555608, 79556031896, 0, -39634236486, -35952108024, 0, 22546087200, -83105052360, 0, 45038584080, 17097991344, 0, 0, -83803623148, 0, -66945442788, -139252000608, 0, -13872125988, 0, 0, 119300957460, 21019801736, 0, 18514586148, 89740939428, 0, 79536363606, 42289765152, 0, 113338680336, 43273313376, 0, 0, 23195151924, 0, -41764808004, -153860502348, 0, -180409571244, 0, 0, -51544809648, 98621521308, 0, -41465499924, -35240620548, 0, -11293819488, -65600773896, 0, 102521989332, 11206345960, 0, 0, -26861984142, 0, -102606628158, -132693479856, 0, 30636642960, 0, 0, 230346613620, 49721317544, 0, -15480650556, 257495892948, 0, 17486489664, 91106841008, 0, 143336928924, 113524408836, 0, 0, -11543013608, 0, 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0, -59088793428, 0, 0, 45471715200, -34375416128, 0, 58107544992, 251847073422, 0, 188505846018, 139948631936, 0, 83847593340, 120375624354, 0, 0, -48930123928, 0, 6114728556, 186904145862, 0, -307981490418, 0, 0, -249931239552, 94885689948, 0, 32589909816, -37781072784, 0, 63299944848, -86680576752, 0, -247413807648, -107530614088, 0, 0, -384731776884, 0, 46614682440, -229706198316, 0, 77870826684, 0, 0, 392934069576, -44928529216, 0, 108115667364, 43217865432, 0, 142727484942, 298425449960, 0, -6612785172, -106020764346, 0, 0, 133826904792, 0, -26815407732, 270424630224, 0, -20271275136, 0, 0, -148766645736, 80932345344, 0, -4126505814, -33037650576, 0, 29794344048, -403808178048, 0, -39451285776, -106142290524, 0, 0, -68531687532, 0, 44082511920, 86432527944, 0, 204745017456, 0, 0, 125531041716, -103441389952, 0, 27756295668, 161957277510, 0, 35295201522, 284957660128, 0, -22447703124, -52865557026, 0, 0, -218503992084, 0, -6523885608, -69862085328, 0, -330483071646, 0, 0, -317486086080, -35396131890, 0, 11442593232, -432962876808, 0, -178670244816, 232551475704, 0, -297447941826, -43211762008, 0, 0, 297487974504, 0, 190310970150, 63601719636, 0, 360867034080, 0], 'weight': 8, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.5663159776013533, 0.32696268211452745], [-0.25405060402121016, 0.9671909276851486], [-0.28619080900894894, -0.49569702186274034], [-0.36330649901306855, 0.6292653150106069], [-0.4601082560092601, 0.4646706088555842], [-0.7518962415793832, 0.6592814587858495], [0.0, -1.0282202222694246], [-0.8709165811929166, -0.49143087876449315], [-0.41149255031502213, 0.23757533469390366], [-0.3818322002021706, 0.22045092357199028], [0.5521406103202314, -0.15086902624458431], [0.0, 0.9940018729510784], [-0.6413712891378114, 0.12751961202812695], [-0.5163214682660949, -0.5112519831825351], [0.04999883266865767, -0.08660051850124968], [0.22783015864980832, 0.39461341027794594], [-0.33253441689275715, -0.5630623798158567], [0.30144094498093554, 0.1740370107295183], [0.415899923483036, 0.0], [-0.44663135139418386, -0.8947180762406698], [-0.2883169009828906, 0.0], [1.2151380909434621, 0.7015603039087759], [0.9944852706413944, 0.26121996853437024], [0.2360167755497344, 0.4087930466907199], [-0.32500151840694835, 0.5629191424178662], [0.6965643710295056, -0.7174943045155614], [0.5419896493578604, 0.18403243364616548], [0.0, -1.4856478705706242], [-0.12524077739994677, -0.4583480187542413], [-0.509041215598611, 0.2938950828544724], [-0.833834557566849, 0.4814146062708327], [-0.116213432182532, -0.42531033022409653], [0.0, 0.29796783895487855], [-0.14169416369423996, -0.7126634639684577], [0.005647497895960116, 0.5723537563537973], [-0.926018706380105, 1.603911448209548], [0.1138072156306362, 0.19711987974020878], [-0.9613895936203287, -0.25252677622143566], [0.6470233220666457, 0.37355908916714387], [-0.769279993305113, 0.0], [0.03960495155178886, -0.6527249265921155], [-0.6834549169089988, 0.0], [0.21855373256305233, 0.12618205632767573], [0.6256500607773076, -0.36949756474147777], [0.4587680772621927, 0.794609618708802], [0.5381975115361808, -0.9321854344878021], [0.07105700218741066, 0.070359331385766], [0.1306959162024043, -0.9914225020081066], 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[-0.1900338640451837, 0.3291483076848946], [0.41459440617172677, 0.3946291867258427], [0.07112885996138148, 0.08112092606287155], [0.0, 0.836303732217978], [-0.12367288171079317, -0.4526099364965599], [-0.08446235175422848, 0.04876436152169267], [0.7305458187400463, -0.4217808251049213], [0.1516890985047029, 0.5551418572261041], [0.0, -0.6738229890037584], [0.05435642154812524, -0.4123325427245317], [-0.007647386953806041, -0.7750353749459497], [0.011663754526215977, -0.02020221544641753], [-0.3464524617108872, -0.6000732660905678], [-0.7650376223410453, -0.20095129564528216], [-0.14428365817709912, -0.08330220888821213], [0.44267528544184603, 0.0], [-1.0744190405388905, -0.06519180180390591], [0.19803615771340127, 0.0], [-0.8304921029787234, -0.47948483921462437], [-0.18038548662307047, 0.10653239278698784], [-0.137475985708354, -0.238115392067482], [0.2829707711946392, -0.49011975276606284], [-0.07726629080512595, -0.07650765431066836], [0.22402105601259478, 1.1267339290298357], [0.0, -0.19796403743088747], [0.5513502748321075, -0.15065307193281827], [-0.9688630155645599, 0.5593733228440713], [-0.729735044078035, 0.421312724135557], [0.5057656912664422, 1.7816407168117006], [0.0, 1.0997830251443876]], 'angles': [-0.1136540945213785, None, -0.4758427746190518, None, -0.3687097757694991, 0.08278272532908953, -0.04675178417401423, -0.1388260473244248, -0.04291021712745119, -0.3667429711556174, -0.3808091487015057, 0.27172908876434304, -0.3128372017672308, -0.30550598657562467, -0.326219389596105, -0.34497629328443796, 0.06750904889926398, -0.24774046593669982, -0.009424709565435856, -0.32931273015227996, -0.27085158915870994, -0.43020394341296214, -0.16679816425099858, 0.22175193245539318, 0.029929539249880278, 0.02182999589688034, -0.1034303598263232, -0.16977068208411636, -0.019996380477490448, -0.49967227817256477, -0.3031633741424518, -0.39096490472667056, -0.23344654637320494, -0.4914103399089423, -0.12505863271943277, -0.38761615528151927, 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'embedding_m': 10, 'hecke_orbit': 2, 'hecke_orbit_code': 4504012078448661, 'label': '21.8.g.b.5.10', 'level': 21, 'weight': 8}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': 1344, 'analytic_conductor': 6.560085535166557, 'char_conductor': 21, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 6, 'char_parity': 1, 'char_values': [21, 6, [8, 10], [3, 5]], 'conrey_index': 5, 'cusp_dim': 34, 'dim': 34, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 412451078165, 'hecke_orbit_dims': [2, 32], 'label': '21.8.g', 'level': 21, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 42, 'mf_new_dim': 42, 'num_forms': 2, 'prim_orbit_index': 7, 'relative_dim': 17, 'sturm_bound': 21, 'trace_bound': 1, 'trace_display': [0, -3, 0, 701], 'traces': [34, 0, -3, 1022, 0, 0, 701, 0, -1329, -630, 0, -14232, 0, 0, 27576, -35978, 0, 33498, 52659, 0, 70302, 105132, 0, -211554, -253127, 0, 0, -288098, 0, -40662, 601707, 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30636642960, 0, 0, 230346613620, 58057640125, 0, -15480650556, 257495892948, 0, 40297354560, 76851091084, 0, 143336928924, 113524408836, 0, 0, -6502776292, 0, -64367729028, -10822022568, 0, -235879410768, 0, 0, -94213427256, 116654289854, 0, -70591066344, 24540304479, 0, -21805675659, -308530133472, 0, 178403544900, -32403641088, 0, 0, -169828670570, 0, -101244787650, -238405423206, 0, -1291131828, 0, 0, 131791464108, 75817603236, 0, -16888896252, 157946362404, 0, 163113612858, 123914749104, 0, 131307044652, 29035623756, 0, 0, 80083241952, 0, -25600568652, -167272147728, 0, -336277119780, 0, 0, -62001522588, 122708813400, 0, -53957714724, 3764798145, 0, -3568341915, -247451286096, 0, 75498974838, 39777879380, 0, 0, -149965594590, 0, -165608974116, -51226848441, 0, 44995846803, 0, 0, 321947975376, 70738180464, 0, -2543634855, 478131634260, 0, 135296817264, 174700589090, 0, 184898498400, 20976636632, 0, 0, -14074434611, 0, -24431266353, -182006290872, 0, -211633778160, 0, 0, -193325992920, 24983359830, 0, -36858480912, -88000731870, 0, -10109393784, -313049401848, 0, 59966955342, -71829739416, 0, 0, -2315768880, 0, -132280101450, -90704929341, 0, -9229759884, 0, 0, 123665864832, 1900493450, 0, 58107544992, 251847073422, 0, 188505846018, 148285362874, 0, 83847593340, 120375624354, 0, 0, -103604027819, 0, 6114728556, 231566063814, 0, -307981490418, 0, 0, -249931239552, 94885689948, 0, 10719909816, -37781072784, 0, 29931835278, -86680576752, 0, -247413807648, -100722809585, 0, 0, -384731776884, 0, 2139446088, -229706198316, 0, 77870826684, 0, 0, 392934069576, -39507285725, 0, 92028908847, 43217865432, 0, 142727484942, 350872793710, 0, 58879005291, -106020764346, 0, 0, 185207159664, 0, -26815407732, 270424630224, 0, -20271275136, 0, 0, -235855587294, 80932345344, 0, -4126505814, -33037650576, 0, 29794344048, -403808178048, 0, -86289938832, -3501156321, 0, 0, -68531687532, 0, 44082511920, 86432527944, 0, 204745017456, 0, 0, 125531041716, -130720891388, 0, 27756295668, 257459558214, 0, 35295201522, 262901822174, 0, -22447703124, -52865557026, 0, 0, -204484133985, 0, 50891192517, -62306636496, 0, -330483071646, 0, 0, -360883719978, -35396131890, 0, 11442593232, -432962876808, 0, -178670244816, -969253128, 0, -297447941826, -100917306251, 0, 0, 297487974504, 0, 190310970150, 171764677743, 0, 301405340619, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 35553202
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504012078448661, 'source_is_minimal': True, 'source_label': '21.8.g.b.5.10', 'source_level': 21, 'target_conrey_index': 5, 'target_dim': 32, 'target_embedding_index': 10, 'target_hecke_orbit_code': 4504012078448661, 'target_is_minimal': True, 'target_label': '21.8.g.b.5.10', 'target_level': 21, 'twist_class_label': '21.8.g.b.5.7', 'twist_class_level': 21, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 35553203
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504012078448661, 'source_is_minimal': True, 'source_label': '21.8.g.b.5.10', 'source_level': 21, 'target_conrey_index': 5, 'target_dim': 32, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4504012078448661, 'target_is_minimal': True, 'target_label': '21.8.g.b.5.7', 'target_level': 21, 'twist_class_label': '21.8.g.b.5.7', 'twist_class_level': 21, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 35553204
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504012078448661, 'source_is_minimal': True, 'source_label': '21.8.g.b.5.10', 'source_level': 21, 'target_conrey_index': 146, 'target_dim': 32, 'target_embedding_index': 19, 'target_hecke_orbit_code': 4503737200541843, 'target_is_minimal': False, 'target_label': '147.8.c.b.146.19', 'target_level': 147, 'twist_class_label': '21.8.g.b.5.7', 'twist_class_level': 21, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 35553205
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504012078448661, 'source_is_minimal': True, 'source_label': '21.8.g.b.5.10', 'source_level': 21, 'target_conrey_index': 17, 'target_dim': 32, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4504012078448661, 'target_is_minimal': True, 'target_label': '21.8.g.b.17.7', 'target_level': 21, 'twist_class_label': '21.8.g.b.5.7', 'twist_class_level': 21, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 35553206
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504012078448661, 'source_is_minimal': True, 'source_label': '21.8.g.b.5.10', 'source_level': 21, 'target_conrey_index': 146, 'target_dim': 32, 'target_embedding_index': 13, 'target_hecke_orbit_code': 4503737200541843, 'target_is_minimal': False, 'target_label': '147.8.c.b.146.13', 'target_level': 147, 'twist_class_label': '21.8.g.b.5.7', 'twist_class_level': 21, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 35553207
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504012078448661, 'source_is_minimal': True, 'source_label': '21.8.g.b.5.10', 'source_level': 21, 'target_conrey_index': 146, 'target_dim': 32, 'target_embedding_index': 14, 'target_hecke_orbit_code': 4503737200541843, 'target_is_minimal': False, 'target_label': '147.8.c.b.146.14', 'target_level': 147, 'twist_class_label': '21.8.g.b.5.7', 'twist_class_level': 21, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 35553208
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504012078448661, 'source_is_minimal': True, 'source_label': '21.8.g.b.5.10', 'source_level': 21, 'target_conrey_index': 146, 'target_dim': 32, 'target_embedding_index': 20, 'target_hecke_orbit_code': 4503737200541843, 'target_is_minimal': False, 'target_label': '147.8.c.b.146.20', 'target_level': 147, 'twist_class_label': '21.8.g.b.5.7', 'twist_class_level': 21, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 35553209
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504012078448661, 'source_is_minimal': True, 'source_label': '21.8.g.b.5.10', 'source_level': 21, 'target_conrey_index': 17, 'target_dim': 32, 'target_embedding_index': 10, 'target_hecke_orbit_code': 4504012078448661, 'target_is_minimal': True, 'target_label': '21.8.g.b.17.10', 'target_level': 21, 'twist_class_label': '21.8.g.b.5.7', 'twist_class_level': 21, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 8}
• hecke_orbit_code 4504012078448661 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 7, 'hecke_orbit': 2, 'label': '21.8.g.b', 'level': 21, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 22910119
    {'hecke_orbit_code': 4504012078448661, 'n': 1, 'trace_an': 32}
  • id: 22910120
    {'hecke_orbit_code': 4504012078448661, 'n': 2, 'trace_an': 0}
  • id: 22910121
    {'hecke_orbit_code': 4504012078448661, 'n': 3, 'trace_an': -84}
  • id: 22910122
    {'hecke_orbit_code': 4504012078448661, 'n': 4, 'trace_an': 1150}
  • id: 22910123
    {'hecke_orbit_code': 4504012078448661, 'n': 5, 'trace_an': 0}
  • id: 22910124
    {'hecke_orbit_code': 4504012078448661, 'n': 6, 'trace_an': 0}
  • id: 22910125
    {'hecke_orbit_code': 4504012078448661, 'n': 7, 'trace_an': 2464}
  • id: 22910126
    {'hecke_orbit_code': 4504012078448661, 'n': 8, 'trace_an': 0}
  • id: 22910127
    {'hecke_orbit_code': 4504012078448661, 'n': 9, 'trace_an': -3516}
  • id: 22910128
    {'hecke_orbit_code': 4504012078448661, 'n': 10, 'trace_an': -630}
  • id: 22910129
    {'hecke_orbit_code': 4504012078448661, 'n': 11, 'trace_an': 0}
  • id: 22910130
    {'hecke_orbit_code': 4504012078448661, 'n': 12, 'trace_an': -3864}
  • id: 22910131
    {'hecke_orbit_code': 4504012078448661, 'n': 13, 'trace_an': 0}
  • id: 22910132
    {'hecke_orbit_code': 4504012078448661, 'n': 14, 'trace_an': 0}
  • id: 22910133
    {'hecke_orbit_code': 4504012078448661, 'n': 15, 'trace_an': 27576}
  • id: 22910134
    {'hecke_orbit_code': 4504012078448661, 'n': 16, 'trace_an': -19594}
  • id: 22910135
    {'hecke_orbit_code': 4504012078448661, 'n': 17, 'trace_an': 0}
  • id: 22910136
    {'hecke_orbit_code': 4504012078448661, 'n': 18, 'trace_an': 33498}
  • id: 22910137
    {'hecke_orbit_code': 4504012078448661, 'n': 19, 'trace_an': -47880}
  • id: 22910138
    {'hecke_orbit_code': 4504012078448661, 'n': 20, 'trace_an': 0}
  • id: 22910139
    {'hecke_orbit_code': 4504012078448661, 'n': 21, 'trace_an': 151788}
  • id: 22910140
    {'hecke_orbit_code': 4504012078448661, 'n': 22, 'trace_an': 105132}
  • id: 22910141
    {'hecke_orbit_code': 4504012078448661, 'n': 23, 'trace_an': 0}
  • id: 22910142
    {'hecke_orbit_code': 4504012078448661, 'n': 24, 'trace_an': -211554}
  • id: 22910143
    {'hecke_orbit_code': 4504012078448661, 'n': 25, 'trace_an': -331252}
  • id: 22910144
    {'hecke_orbit_code': 4504012078448661, 'n': 26, 'trace_an': 0}
  • id: 22910145
    {'hecke_orbit_code': 4504012078448661, 'n': 27, 'trace_an': 0}
  • id: 22910146
    {'hecke_orbit_code': 4504012078448661, 'n': 28, 'trace_an': -353122}
  • id: 22910147
    {'hecke_orbit_code': 4504012078448661, 'n': 29, 'trace_an': 0}
  • id: 22910148
    {'hecke_orbit_code': 4504012078448661, 'n': 30, 'trace_an': -40662}
  • id: 22910149
    {'hecke_orbit_code': 4504012078448661, 'n': 31, 'trace_an': 628152}
  • id: 22910150
    {'hecke_orbit_code': 4504012078448661, 'n': 32, 'trace_an': 0}
  • id: 22910151
    {'hecke_orbit_code': 4504012078448661, 'n': 33, 'trace_an': -66024}
  • id: 22910152
    {'hecke_orbit_code': 4504012078448661, 'n': 34, 'trace_an': 0}
  • id: 22910153
    {'hecke_orbit_code': 4504012078448661, 'n': 35, 'trace_an': 0}
  • id: 22910154
    {'hecke_orbit_code': 4504012078448661, 'n': 36, 'trace_an': -227244}
  • id: 22910155
    {'hecke_orbit_code': 4504012078448661, 'n': 37, 'trace_an': -618748}
  • id: 22910156
    {'hecke_orbit_code': 4504012078448661, 'n': 38, 'trace_an': 0}
  • id: 22910157
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    {'hecke_orbit_code': 4504012078448661, 'n': 859, 'trace_an': -32442284280}
  • id: 22910357
    {'hecke_orbit_code': 4504012078448661, 'n': 863, 'trace_an': 0}
  • id: 22910358
    {'hecke_orbit_code': 4504012078448661, 'n': 877, 'trace_an': -34375416128}
  • id: 22910359
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  • id: 22910360
    {'hecke_orbit_code': 4504012078448661, 'n': 883, 'trace_an': 139948631936}
  • id: 22910361
    {'hecke_orbit_code': 4504012078448661, 'n': 887, 'trace_an': 0}
  • id: 22910362
    {'hecke_orbit_code': 4504012078448661, 'n': 907, 'trace_an': -107530614088}
  • id: 22910363
    {'hecke_orbit_code': 4504012078448661, 'n': 911, 'trace_an': 0}
  • id: 22910364
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  • id: 22910365
    {'hecke_orbit_code': 4504012078448661, 'n': 929, 'trace_an': 0}
  • id: 22910366
    {'hecke_orbit_code': 4504012078448661, 'n': 937, 'trace_an': 0}
  • id: 22910367
    {'hecke_orbit_code': 4504012078448661, 'n': 941, 'trace_an': 0}
  • id: 22910368
    {'hecke_orbit_code': 4504012078448661, 'n': 947, 'trace_an': 0}
  • id: 22910369
    {'hecke_orbit_code': 4504012078448661, 'n': 953, 'trace_an': 0}
  • id: 22910370
    {'hecke_orbit_code': 4504012078448661, 'n': 961, 'trace_an': -103441389952}
  • id: 22910371
    {'hecke_orbit_code': 4504012078448661, 'n': 967, 'trace_an': 284957660128}
  • id: 22910372
    {'hecke_orbit_code': 4504012078448661, 'n': 971, 'trace_an': 0}
  • id: 22910373
    {'hecke_orbit_code': 4504012078448661, 'n': 977, 'trace_an': 0}
  • id: 22910374
    {'hecke_orbit_code': 4504012078448661, 'n': 983, 'trace_an': 0}
  • id: 22910375
    {'hecke_orbit_code': 4504012078448661, 'n': 991, 'trace_an': -43211762008}
  • id: 22910376
    {'hecke_orbit_code': 4504012078448661, 'n': 997, 'trace_an': 63601719636}