Embedded newform data - 55.6.a.a.1.1

Formats: - HTML - YAML - JSON - 2026-09-08T22:08:36.767217

• 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': 1980, 'analytic_conductor': 8.821110089713935, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [11, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [55, 1, [12, 46], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 21865, 'field_disc_factorization': [[5, 1], [4373, 1]], 'field_poly': [40, -30, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-268, -44, 7, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663351, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '55.6.a.a', 'level': 55, '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': [5, 11], 'level_radical': 55, 'minimal_twist': '55.6.a.a', 'nf_label': '3.3.21865.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2-\\beta _{2})q^{2}+(-11-3\\beta _{1})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '55.6.a', 'trace_display': [-7, -36, 75, -102], 'trace_hash': 2194438218762836136, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '2.866', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '21.136', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '224.847', 'prec': 20}], 'trace_zratio': 0, 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21807358, -219615, 87875550, -27126200, 44376, -1406272, -41283840, -50897028, 12205000, 48357871, -41832042, -54227797, 3080660, -13360450, -29939610, 22718731, 26339844, -21707090, 25467450, -35888845, 60643676, -36812870, -70637232, -9304900, -37936544, 57705501, -57095632, -14058601, 39023500, -70751954, -16668242, 55655500, -16643700, -234375], 'weight': 6, '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], [-1.4946686043522561, 0.0], [-1.7176478331980816, 0.0], [1.234034236836321, 0.0], [0.4472135954999579, 0.0], [2.5673142896148535, 0.0], [0.17195633452278686, 0.0], [-0.3498036261427893, 0.0], [1.950314078890065, 0.0], [-0.6684361206332765, 0.0], [0.30151134457776363, 0.0], [-2.1196362329941554, 0.0], [-0.37015097510834544, 0.0], [-0.2570177345307035, 0.0], [-0.7681554632872262, 0.0], [-0.7111937391521197, 0.0], [-0.8892320891909116, 0.0], [-2.9150732223431692, 0.0], [1.6052392173582333, 0.0], [0.5518768880256177, 0.0], [-0.2953604253977493, 0.0], [-0.4506595405964181, 0.0], [-0.13300124381587933, 0.0], [0.600839440488994, 0.0], [0.2, 0.0], [0.5532530413648173, 0.0], [-1.6323049184631508, 0.0], [0.2122000040419984, 0.0], [-1.6879517944075009, 0.0], [1.148137854237079, 0.0], [1.262433303560795, 0.0], [1.4128025796653507, 0.0], [-0.5178903076986359, 0.0], [1.3291072856962207, 0.0], [0.07690121063092906, 0.0], [2.406754345934234, 0.0], [-0.6801035630830959, 0.0], [-2.3993006606603386, 0.0], [0.6357890203510066, 0.0], [-0.1564369373662399, 0.0], [-1.2372531397413395, 0.0], [0.4414659548101426, 0.0], [0.7428661236407235, 0.0], [0.37207532200351356, 0.0], [0.8722069715746146, 0.0], [0.19879278347139448, 0.0], [-1.0990521196883645, 0.0], [1.2215803850386802, 0.0], [-0.9704310190174874, 0.0], [-0.2989337208704512, 0.0], [1.5273875712089724, 0.0], [-0.45677897608204715, 0.0], [1.0397066718215906, 0.0], [2.439754914356641, 0.0], [0.13483997249264842, 0.0], [-0.060150949354293354, 0.0], [-2.7572356634599537, 0.0], [2.5229285527609457, 0.0], [-1.6578966510356141, 0.0], [-0.9479301409093027, 0.0], [-1.2590743745416861, 0.0], [-1.8869194239210216, 0.0], [0.33536886017412093, 0.0], [-1.400477920821557, 0.0], [-0.1655365484560186, 0.0], [0.7740743834154805, 0.0], [-1.2475655948187196, 0.0], [-1.097342842555074, 0.0], [0.2284492982529949, 0.0], [-0.11494182516672961, 0.0], [-0.7504807295657536, 0.0], [-0.6822269369130788, 0.0], [1.096763205836831, 0.0], [1.0165294434484076, 0.0], [-0.3435295666396163, 0.0], [1.9809201525324007, 0.0], [0.05184678563062918, 0.0], [-0.9502938877105271, 0.0], [0.869948556350771, 0.0], [-0.3180555091832787, 0.0], [0.8534109274267376, 0.0], [1.8492834236076348, 0.0], [1.0524244331261325, 0.0], [-0.3644848771473627, 0.0], [-0.39767667984100685, 0.0], [-1.1103386722426505, 0.0], [2.8993067422068575, 0.0], [-0.10546976165648976, 0.0], [-1.6600177745719706, 0.0], [-1.303660376909737, 0.0], [-0.0636498048996664, 0.0], [-0.1641280884106101, 0.0], [-2.1684158284182957, 0.0], [1.6427186978449964, 0.0], [0.717884802032314, 0.0], [-2.4266972896988497, 0.0], [0.7969781596797637, 0.0], [1.4504727768150056, 0.0], [0.588041820275086, 0.0], [0.24680684736726421, 0.0]], 'angles': [-0.38433330981389263, -0.41440218797489936, None, -0.23629923428959473, None, -0.2796264819918543, -0.32332993341330674, -0.10171947291881905, -0.2605917191837361, -0.4098954922044469, -0.14127793876040992, -0.30522230253254173, -0.3561553015315664, -0.18943326362846818, -0.34259584658015746, -0.16299329423527015, -0.405530157473713, -0.35837773694671304, -0.3572025102298985, -0.3112199156220867, -0.15762206982474017, -0.1783787300827706, -0.16180587506016153, -0.40583236375834497, -0.1847673403117916, -0.1044713468669056, -0.2527230271029617, -0.28215611542510916, -0.24740927413212055, -0.36286905872559166, -0.40046709910210737, -0.3092255308737899, -0.3292521363554627, -0.22041316871461966, -0.23022950428583103, -0.2717083015302828, -0.36497365245533825, -0.30661844689893003, -0.3561302389183134, -0.23501059625775894, -0.21457342903639592, -0.18736237042030943, -0.4116308909895168, -0.27544081819571875, -0.14720863524401517, -0.14773545201681618, -0.2764311320798576, -0.293624746300082, -0.1809964915570819, -0.31669220045999097, -0.1698355938068217, -0.16725944275898028, -0.31312645912214615, -0.19122716552577532, -0.16404347029213415, -0.35360308673981544, -0.26715406502829825, -0.3379857175699002, -0.16909936166876494, -0.33480264113141206, -0.17137772606629917, -0.31074538559805615, -0.17879005147555022, -0.2101315691895063, -0.20096389508584395, -0.4412561339735868, -0.14306153277592465, -0.366702614699319, -0.24007758188228767, -0.18475857347903385, -0.21238715439406683, -0.15934394122678486, -0.23530740834962766, -0.26015960657202053, -0.1599005551535319, -0.2910344677272885, -0.12366942287567705, -0.36030084045047894, -0.31238926807277795, -0.40976043022122405, -0.07762702807359918, -0.3894181753571508, -0.18855558746909992, -0.3049404420587749, -0.24297386677784463, -0.2829472798603664, -0.26249783677436717, -0.1750522881182348, -0.37348697523965324, -0.2808376346695799, -0.3674143828993403, -0.2715964656674936, -0.20792596269722696, -0.2969466168991052, -0.367175267003794, -0.16352888184974476, -0.15190180448235543, -0.12042712440862464, -0.26077201411021045, -0.20423410386808794], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 5.258493283162342, 'hecke_orbit': 1, 'hecke_orbit_code': 100663351, 'label': '55.6.a.a.1.1', 'level': 55, 'weight': 6}
• 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

  
  {'ALdims': [4, 6, 5, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [1, 3, 2, 4], 'Nk2': 1980, 'analytic_conductor': 8.821110089713935, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [55, 1, [12, 46], [1, 1]], 'conrey_index': 1, 'cusp_dim': 28, 'dim': 18, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663351, 'hecke_orbit_dims': [3, 4, 5, 6], 'label': '55.6.a', 'level': 55, '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': [5, 11], 'level_radical': 55, 'mf_dim': 32, 'mf_new_dim': 18, 'num_forms': 4, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 36, 'trace_bound': 1, 'trace_display': [0, -36, -50, -188], 'traces': [18, 0, -36, 332, -50, 32, 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-25768, 1072300, 816656, 368176, -597256, 724092, 39300, 608876, -1382852, 357600, -934628, 20000, -177992, 2437368, -1305228, 75988, -373000, 448152, 1590628, 915424, -1147384, 34300, -247920, -176128, -922788, -880344, -108900, -1112460, -127532, -3986056, -610890, 779900, -79352, -961236, 2533236, 164764, -117500, 214896, 584832, 3889336, 1306360, 1218300, -2226892, -938624, 2183624, -2176192, -463100, 3929056, -133584, -1277352, -2387008, -1993900, -1057576, -32688, -1218172, 322528, 91000, 3386504, -172028, -167464, 637048, 532500, 3617760, -621872, 2220488, -4984, 488700, 484608, -1211396, -5365700, 376552, -1231700, -4256304, 547472, 2618112, 302068, 759700, -7353688, -1413664, -787952, -2489432, -387200, 196960, -3277632, -4669876, 4933664, 1351250, 1976728, -1967260, 1170880, 2916380, -1820000, 890560, -2517368, 4335012, 2603756, 1990500, -2191160, 5225920, 2762224, 1684032, -1804900, 1321284, 0, 2273844, -8124984, -3555450, -5348752, -1924192, -7024464, 1995104, 62500, 574312, 6765708, 1402148, 2059908, 2298600, 13951464, 1685876, 1493720, -1958472, 1883700, -599748, 2126040, -7693812, 3496900, -902300, -8575616, 1594456, 6305904, 3062524, 1995400, -1301048, 9357060, 3307856, 1746008, 0, 5137144, -1094940, -12698144, -4206888, 4552300, 2021508, -11177488, -3412100, -10033572, 818000, -303468, -524680, 12042904, 3995958, 744300, -5380968, 8170004, 7122868, -2986168, -1625200, 1398952, -1292280, -1080376, 1686024, -1460000, -5172936, 2615272, -7411288, 5047616, -801900, 2551340, 14499092, -5878180, 1478304, -1795400, -697936, -15791144, 2651476, 2969112, -1162900, -5670368, -2123644, 448768, 1556544, -5255900, 2969760, 2036520, 391744, -7938580, -187500, 7583344, -6453912, 1359080, -6228192, -435600, 259072, -2629044, 2790548, -4448752, -1936700, -16625744, -11621884, 4126840, -281416, -2107100, 2256408, -29673752, 3444440, -4517268, -1012800, -10038148, 5218324, 11369920, -1071508, 925000, 7173168, -2380796, -1941644, 4937928, -3281600, 8648860, 17638624, -607408, 9709776, 11312400, 14834002, -8298616, -527076, 34121192, 1795300, 7741396, 780884, -17489512, -19614604, -5228400, -15887144, 25777776, -6915276, -2049740, -562500, 8460792, -12177544, -3263592, -5364112, 6339600, -2153600, 23607472, -5042964, -11030168, -592900, 2917288, 12102524, 15671368, 14519148, 5296600, 4617528, -15024548, -819696, -19682604, 6362000, -2753476, -13755116, -2705936, 6259456, 3875000, 18256628, 32369456, -411056, -26960640, 765150, -3008112, -5561160, 28109600, -7050812, 1092400, 896792, 21474440, -1659216, 14658592, -1899100, -23120884, 19908720, 5016176, 15348632, -13573400, -14469692, 9545864, -18191692, -9537640, -597500, 1686240, -29442296, 5894012, 9386696, -11458900, 15776024, -42598680, -11369020, -22807828, 16665800, 6597792, 11545296, -26031808, -3406560, -3484800, 2095338, 4499480, 14682044, 26670260, -1263900, 790864, -28722552, -11679172, 11156604, 4420000, 987360, -42853168, -34240352, 21778068, -8643200, 24283028, 8178660, 26752208, -12323024, 5417400, -28218100, -6054840, 23712924, 8493792, 3476200, 10821840, 5945652, 4709628, 3112752, 11526400, -20984184, 16262320, 6434780, 58982680, -1195000, -46860660, 10218356, -20481152, -24382160, -38334600, -2408456, -3294576, 14431520, 4860812, -9406900, 26357912, -8334828, -34444040, -16814840, 25370300, 2025856, 13907392, 11099240, -49159848, -4900500, -6269708, -6128064, 44960360, 11645872, -312500, -9460096, -25856640, -5399268, 9831612, 18585300, -221672, -40304636, -42616956, 16502924, -5274300, 3811008, 73787288, -5368000, -38259064, 1889900, 638704, -12816804, 20690632, -5848200, 1875500, 5015644, 67109688, -10987012, 67416320, 80000, -12815120, 57558384, 16754144, 15900418, 2407200, -9789984, -19856480, 2752632, -90158664, -22436500, 40611160, -3227968, 27680144, 2812040, -43517300, -8363332, -40496688, -15290008, -66159512, 17196900, 49819736, 13129284, 39298088, -61403316, -605000, 5767632, 24880832, 57727616, -173612, 16847400, -29624624, -31934300, -86989136, -11792752, 48320900, -4174016, -92286056, 25425756, 27910592, -7757300, -35193916, 85625732, -16993808, 6262964, 17983000, -8099296, -26955412, 18759072, 60506856, -3212500, 21943464, 9173060, -86063016, 72262504, 3809800, 17740408, 58702672, 1950520, 121189892, 393700, -23195076, -24424812, -33006472, -58248512, -44643400, -950888, 40675368, 22409668, 16834004, -15107200, 6139216, -28022592, 16803744, -40119392, 5065000, 63806484, 64097672, 1708036, -39590800, -732050, 5263496, 5208260, 77548440, -11572376, 25815700, 45667576, -129174700, -19146700, -8898548, 26898200, -11089892, -88508636, 23618176, 37482744, -36707400, -30570224, 89712800, -15517128, -72604296, 7031250, -48881040, -30598480, 77750552, -24387576, -13548300, 4455632, 85686160, -44486672, 95289304, 8150300, -59147260, 3254708, 30149328, 112578720, 3313200, 593748, 18761264, -2786308, -111900504, -51560400, 32232088, -7897884, -47683884, 16971944, -11727500, -4638432, -162209440, -29735708, -72394712, 22900400, 20538224, 139037044, -14767432, 37585576, -5227200, 27309244, -56261664, 10093968, -12196932, 22065000, -23492784, -71441816, -110788204, -419488, 15065200, 2580688, -332196680, -30609532, 31127824, -2625000, -17263956, 120832356, -11213728, -20285800, 17256500, -74309072, -23627912, 18626236, -17031992, -14535700, 31241788, 72832424, -39994556, 36224152, 36160600, -9051496, 96530948, 23769724, 129150596, -567000, 9653780, 6876776, 12340232, -95059288, -11362500, 46529004, 47008568, -19751408, 44271964, -77018400, -21952760, 19221208, 141462248, -54479196, 52135000, 15700736, 195706864, 45458960, -158674144, -4089800, 99625648, -65122624, -28718680, 13033152, 106526000, 3861280, -166244336, -95231752, -111962184, 8127500, 468512, -108206588, -11875392, 75712730, 5737300, -40666768, 281657744, 4318676, -134683808, 19244700, -97624256, -15593996, 165685784, 11953016, -34253300, 15960080, 193197192, -50049796, 344361888, 2349700, 19146164, 95387020, 28889476, 63719160, -4750000, 22375584, -54256424, -37874832, -159362496, -14171000, -20059776, 52081428, -88988832, 15586736, -131437300, -61340220, -176133776, 7585432, -38693296, 49997300, 100850760, 72241568, -45507712, -79084764, -20509500, 60416376, 50910964, 47705364, 35530380, 7675000, -79003272, -181410400, 77083584, -35553072, 73578000, 13238368, -197146920, 72123856, 128586228, -14126700, -45827940, 125738372, 66839700, -118727616, -23892000, 91635864, -86783136, 72102488, 46669000, -54008600, 29551324, 65104020, -50301760, 100740296, 28815000, -4736212, 147835544, -6745024, 234978416, -12840800, 89501992, -72610936, -110725240, -95168156, -86979100, -104170032, 22327264, -92147328, 30139164, -63364900, 37431912, -102010864, 60317968, -144598208, 112208800, -110983428, 71592848, -18436, -117909496, -2722500, -53278696, -55135292, -29078208, 9572548, -2872100, -110067912, -340793876, 33888612, 97152048, 32299100, 25181068, -309636960, -80958896, 48735160, -25143100, 29139622, 209657672, 239194072, -2789984, 18788650, 25620512, -2752508, 135255096, 17056288, -21645000, -32973624, 253595840, -78768140, 188410336, 88429800, 135098380, 98855460, -11592768, 190649400, -4155500, -54117344, -95759728, -57662356, -501190104, -34499900, -3739568, 132779476, -322031328, 33161744, -142836400, 52563928, 48930344, -53315916, -162425080, 1937500, -56839456, 56539908, -85198200, -197286216, -51170900, -70536348, 130674952, -37227540, -96289760, 60211200, 45423128, -163976348, 111352688, 8940296, 44393600, 33485056, -290790544, 38124272, 230678804, 9387400, 14829112, 217033408, 268344712, -233364304, 1750000, 34680680, -68450184, 155779968, -87485472, -10667300, -219363776, 164847460, -161114876, 251583756, 85215400, 72033544, 513656320, 3437852, 273616104, 40589800, 145833128, -93699904, -163421904, -120558208, -68978600, -85519312, -75253384, -45537312, 91983716, -18197500, -66055896, -175178420, 48841648, -30888756, 207261400, -177565592, 185841308, -46908256, -143377880, -30637200, 56982068, 22413604, 5380576, 1931064, 81096000, -48048036, -454811456, 50943320, 95051640, 41554000, -10501348, -246503420, 5695904, 30817648, 4065000, 122890568, 402621904, 49141604, -39235104, 2891800, 53728664, -37150872, 41084928, 102597432, -182578900, 235746522, 32457888, -160413740, 226910504, 100131300, 63129608, 77147636, 12474132, 456629816, 12863600, 176826320, 16520248, -170279376, -366911376, -15065000, -328894176, 160637892, -175740800, 53482968, -127305900, 15824924, -212421584, 135749500, -340900128, 16882500, -37110264, 97805664, -91293768, 699664, -49743100, -14073448, -219957904, 119875264, 118625844, 37618200, 166801560, -258091964, -9844768, -160480816, 9750000], 'weight': 6, '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: 382205
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663351, 'source_is_minimal': True, 'source_label': '55.6.a.a.1.1', 'source_level': 55, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663351, 'target_is_minimal': True, 'target_label': '55.6.a.a.1.1', 'target_level': 55, 'twist_class_label': '55.6.a.a.1.1', 'twist_class_level': 55, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 382206
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663351, 'source_is_minimal': True, 'source_label': '55.6.a.a.1.1', 'source_level': 55, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22517998237516271, 'target_is_minimal': False, 'target_label': '495.6.a.f.1.3', 'target_level': 495, 'twist_class_label': '55.6.a.a.1.1', 'twist_class_level': 55, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 382207
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663351, 'source_is_minimal': True, 'source_label': '55.6.a.a.1.1', 'source_level': 55, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 49539596001739632, 'target_is_minimal': False, 'target_label': '880.6.a.l.1.3', 'target_level': 880, 'twist_class_label': '55.6.a.a.1.1', 'twist_class_level': 55, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 382208
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663351, 'source_is_minimal': True, 'source_label': '55.6.a.a.1.1', 'source_level': 55, 'target_conrey_index': 199, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007268074881299, 'target_is_minimal': False, 'target_label': '275.6.b.c.199.1', 'target_level': 275, 'twist_class_label': '55.6.a.a.1.1', 'twist_class_level': 55, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 382209
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663351, 'source_is_minimal': True, 'source_label': '55.6.a.a.1.1', 'source_level': 55, 'target_conrey_index': 199, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 9007268074881299, 'target_is_minimal': False, 'target_label': '275.6.b.c.199.6', 'target_level': 275, 'twist_class_label': '55.6.a.a.1.1', 'twist_class_level': 55, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 382210
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663351, 'source_is_minimal': True, 'source_label': '55.6.a.a.1.1', 'source_level': 55, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007199355404563, 'target_is_minimal': False, 'target_label': '275.6.a.c.1.3', 'target_level': 275, 'twist_class_label': '55.6.a.a.1.1', 'twist_class_level': 55, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 382211
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663351, 'source_is_minimal': True, 'source_label': '55.6.a.a.1.1', 'source_level': 55, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503599728034397, 'target_is_minimal': False, 'target_label': '605.6.a.b.1.3', 'target_level': 605, 'twist_class_label': '55.6.a.a.1.1', 'twist_class_level': 55, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 184800
    {'charpoly_factorization': [[[-268, -44, 7, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 2}
  • id: 184801
    {'charpoly_factorization': [[[-2356, 159, 36, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 3}
  • id: 184802
    {'charpoly_factorization': [[[-25, 1], 3]], 'hecke_orbit_code': 100663351, 'p': 5}
  • id: 184803
    {'charpoly_factorization': [[[-5168, -2539, 102, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 7}
  • id: 184804
    {'charpoly_factorization': [[[-121, 1], 3]], 'hecke_orbit_code': 100663351, 'p': 11}
  • id: 184805
    {'charpoly_factorization': [[[88934344, 714684, 1646, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 13}
  • id: 184806
    {'charpoly_factorization': [[[-460035598, 288911, 1742, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 17}
  • id: 184807
    {'charpoly_factorization': [[[4578226300, -8218135, 10, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 19}
  • id: 184808
    {'charpoly_factorization': [[[-81411776, 952724, 3876, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 23}
  • id: 184809
    {'charpoly_factorization': [[[146901534950, -54283485, -1970, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 29}
  • id: 184810
    {'charpoly_factorization': [[[96581326832, -15370853, -6596, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 31}
  • id: 184811
    {'charpoly_factorization': [[[153366614642, 119782401, 22032, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 37}
  • id: 184812
    {'charpoly_factorization': [[[-888835182328, -148023268, 7214, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 41}
  • id: 184813
    {'charpoly_factorization': [[[-313648586816, 220700464, -29644, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 43}
  • id: 184814
    {'charpoly_factorization': [[[-8738911157408, -661727924, 8432, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 47}
  • id: 184815
    {'charpoly_factorization': [[[-12910279016686, -517924711, 31656, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 53}
  • id: 184816
    {'charpoly_factorization': [[[-28840231836400, -1221949660, 31440, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 59}
  • id: 184817
    {'charpoly_factorization': [[[-10687427094938, 175662467, 49374, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 61}
  • id: 184818
    {'charpoly_factorization': [[[47800113135872, 4070582016, 111892, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 67}
  • id: 184819
    {'charpoly_factorization': [[[-41054108151208, -440994413, 58444, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 71}
  • id: 184820
    {'charpoly_factorization': [[[152396837064904, -5268126596, -5554, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 73}
  • id: 184821
    {'charpoly_factorization': [[[36194232363200, 592623260, -76080, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 79}
  • id: 184822
    {'charpoly_factorization': [[[54540116863984, -2226547716, -44844, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 83}
  • id: 184823
    {'charpoly_factorization': [[[572172535345750, -13933480675, -25460, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 89}
  • id: 184824
    {'charpoly_factorization': [[[-878543504051648, -4672566984, 150482, 1], 1]], 'hecke_orbit_code': 100663351, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '55.6.a.a', 'level': 55, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 3232482
    {'hecke_orbit_code': 100663351, 'n': 1, 'trace_an': 3}
  • id: 3232483
    {'hecke_orbit_code': 100663351, 'n': 2, 'trace_an': -7}
  • id: 3232484
    {'hecke_orbit_code': 100663351, 'n': 3, 'trace_an': -36}
  • id: 3232485
    {'hecke_orbit_code': 100663351, 'n': 4, 'trace_an': 41}
  • id: 3232486
    {'hecke_orbit_code': 100663351, 'n': 5, 'trace_an': 75}
  • id: 3232487
    {'hecke_orbit_code': 100663351, 'n': 6, 'trace_an': 101}
  • id: 3232488
    {'hecke_orbit_code': 100663351, 'n': 7, 'trace_an': -102}
  • id: 3232489
    {'hecke_orbit_code': 100663351, 'n': 8, 'trace_an': -15}
  • id: 3232490
    {'hecke_orbit_code': 100663351, 'n': 9, 'trace_an': 249}
  • id: 3232491
    {'hecke_orbit_code': 100663351, 'n': 10, 'trace_an': -175}
  • id: 3232492
    {'hecke_orbit_code': 100663351, 'n': 11, 'trace_an': 363}
  • id: 3232493
    {'hecke_orbit_code': 100663351, 'n': 12, 'trace_an': -1237}
  • id: 3232494
    {'hecke_orbit_code': 100663351, 'n': 13, 'trace_an': -1646}
  • id: 3232495
    {'hecke_orbit_code': 100663351, 'n': 14, 'trace_an': -963}
  • id: 3232496
    {'hecke_orbit_code': 100663351, 'n': 15, 'trace_an': -900}
  • id: 3232497
    {'hecke_orbit_code': 100663351, 'n': 16, 'trace_an': -2687}
  • id: 3232498
    {'hecke_orbit_code': 100663351, 'n': 17, 'trace_an': -1742}
  • id: 3232499
    {'hecke_orbit_code': 100663351, 'n': 18, 'trace_an': -3076}
  • id: 3232500
    {'hecke_orbit_code': 100663351, 'n': 19, 'trace_an': -10}
  • id: 3232501
    {'hecke_orbit_code': 100663351, 'n': 20, 'trace_an': 1025}
  • id: 3232502
    {'hecke_orbit_code': 100663351, 'n': 21, 'trace_an': 1236}
  • id: 3232503
    {'hecke_orbit_code': 100663351, 'n': 22, 'trace_an': -847}
  • id: 3232504
    {'hecke_orbit_code': 100663351, 'n': 23, 'trace_an': -3876}
  • id: 3232505
    {'hecke_orbit_code': 100663351, 'n': 24, 'trace_an': 5055}
  • id: 3232506
    {'hecke_orbit_code': 100663351, 'n': 25, 'trace_an': 1875}
  • id: 3232507
    {'hecke_orbit_code': 100663351, 'n': 26, 'trace_an': -2894}
  • id: 3232508
    {'hecke_orbit_code': 100663351, 'n': 27, 'trace_an': -4920}
  • id: 3232509
    {'hecke_orbit_code': 100663351, 'n': 28, 'trace_an': -209}
  • id: 3232510
    {'hecke_orbit_code': 100663351, 'n': 29, 'trace_an': 1970}
  • id: 3232511
    {'hecke_orbit_code': 100663351, 'n': 30, 'trace_an': 2525}
  • id: 3232512
    {'hecke_orbit_code': 100663351, 'n': 31, 'trace_an': 6596}
  • id: 3232513
    {'hecke_orbit_code': 100663351, 'n': 32, 'trace_an': 2353}
  • id: 3232514
    {'hecke_orbit_code': 100663351, 'n': 33, 'trace_an': -4356}
  • id: 3232515
    {'hecke_orbit_code': 100663351, 'n': 34, 'trace_an': 16887}
  • id: 3232516
    {'hecke_orbit_code': 100663351, 'n': 35, 'trace_an': -2550}
  • id: 3232517
    {'hecke_orbit_code': 100663351, 'n': 36, 'trace_an': 20138}
  • id: 3232518
    {'hecke_orbit_code': 100663351, 'n': 37, 'trace_an': -22032}
  • id: 3232519
    {'hecke_orbit_code': 100663351, 'n': 38, 'trace_an': -2205}
  • id: 3232520
    {'hecke_orbit_code': 100663351, 'n': 39, 'trace_an': 19528}
  • id: 3232521
    {'hecke_orbit_code': 100663351, 'n': 40, 'trace_an': -375}
  • id: 3232522
    {'hecke_orbit_code': 100663351, 'n': 41, 'trace_an': -7214}
  • id: 3232523
    {'hecke_orbit_code': 100663351, 'n': 42, 'trace_an': 16911}
  • id: 3232524
    {'hecke_orbit_code': 100663351, 'n': 43, 'trace_an': 29644}
  • id: 3232525
    {'hecke_orbit_code': 100663351, 'n': 44, 'trace_an': 4961}
  • id: 3232526
    {'hecke_orbit_code': 100663351, 'n': 45, 'trace_an': 6225}
  • id: 3232527
    {'hecke_orbit_code': 100663351, 'n': 46, 'trace_an': 21126}
  • id: 3232528
    {'hecke_orbit_code': 100663351, 'n': 47, 'trace_an': -8432}
  • id: 3232529
    {'hecke_orbit_code': 100663351, 'n': 48, 'trace_an': 33799}
  • id: 3232530
    {'hecke_orbit_code': 100663351, 'n': 49, 'trace_an': -34939}
  • id: 3232531
    {'hecke_orbit_code': 100663351, 'n': 50, 'trace_an': -4375}
  • id: 3232532
    {'hecke_orbit_code': 100663351, 'n': 51, 'trace_an': 16006}
  • id: 3232533
    {'hecke_orbit_code': 100663351, 'n': 52, 'trace_an': -15462}
  • id: 3232534
    {'hecke_orbit_code': 100663351, 'n': 53, 'trace_an': -31656}
  • id: 3232535
    {'hecke_orbit_code': 100663351, 'n': 54, 'trace_an': 90335}
  • id: 3232536
    {'hecke_orbit_code': 100663351, 'n': 55, 'trace_an': 9075}
  • id: 3232537
    {'hecke_orbit_code': 100663351, 'n': 56, 'trace_an': 16235}
  • id: 3232538
    {'hecke_orbit_code': 100663351, 'n': 57, 'trace_an': -94600}
  • id: 3232539
    {'hecke_orbit_code': 100663351, 'n': 58, 'trace_an': 94035}
  • id: 3232540
    {'hecke_orbit_code': 100663351, 'n': 59, 'trace_an': -31440}
  • id: 3232541
    {'hecke_orbit_code': 100663351, 'n': 60, 'trace_an': -30925}
  • id: 3232542
    {'hecke_orbit_code': 100663351, 'n': 61, 'trace_an': -49374}
  • id: 3232543
    {'hecke_orbit_code': 100663351, 'n': 62, 'trace_an': -100169}
  • id: 3232544
    {'hecke_orbit_code': 100663351, 'n': 63, 'trace_an': 12924}
  • id: 3232545
    {'hecke_orbit_code': 100663351, 'n': 64, 'trace_an': 9601}
  • id: 3232546
    {'hecke_orbit_code': 100663351, 'n': 65, 'trace_an': -41150}
  • id: 3232547
    {'hecke_orbit_code': 100663351, 'n': 66, 'trace_an': 12221}
  • id: 3232548
    {'hecke_orbit_code': 100663351, 'n': 67, 'trace_an': -111892}
  • id: 3232549
    {'hecke_orbit_code': 100663351, 'n': 68, 'trace_an': -30099}
  • id: 3232550
    {'hecke_orbit_code': 100663351, 'n': 69, 'trace_an': -13032}
  • id: 3232551
    {'hecke_orbit_code': 100663351, 'n': 70, 'trace_an': -24075}
  • id: 3232552
    {'hecke_orbit_code': 100663351, 'n': 71, 'trace_an': -58444}
  • id: 3232553
    {'hecke_orbit_code': 100663351, 'n': 72, 'trace_an': -68490}
  • id: 3232554
    {'hecke_orbit_code': 100663351, 'n': 73, 'trace_an': 5554}
  • id: 3232555
    {'hecke_orbit_code': 100663351, 'n': 74, 'trace_an': -35743}
  • id: 3232556
    {'hecke_orbit_code': 100663351, 'n': 75, 'trace_an': -22500}
  • id: 3232557
    {'hecke_orbit_code': 100663351, 'n': 76, 'trace_an': 128385}
  • id: 3232558
    {'hecke_orbit_code': 100663351, 'n': 77, 'trace_an': -12342}
  • id: 3232559
    {'hecke_orbit_code': 100663351, 'n': 78, 'trace_an': 60418}
  • id: 3232560
    {'hecke_orbit_code': 100663351, 'n': 79, 'trace_an': 76080}
  • id: 3232561
    {'hecke_orbit_code': 100663351, 'n': 80, 'trace_an': -67175}
  • id: 3232562
    {'hecke_orbit_code': 100663351, 'n': 81, 'trace_an': 30843}
  • id: 3232563
    {'hecke_orbit_code': 100663351, 'n': 82, 'trace_an': 18026}
  • id: 3232564
    {'hecke_orbit_code': 100663351, 'n': 83, 'trace_an': 44844}
  • id: 3232565
    {'hecke_orbit_code': 100663351, 'n': 84, 'trace_an': -6863}
  • id: 3232566
    {'hecke_orbit_code': 100663351, 'n': 85, 'trace_an': -43550}
  • id: 3232567
    {'hecke_orbit_code': 100663351, 'n': 86, 'trace_an': -157244}
  • id: 3232568
    {'hecke_orbit_code': 100663351, 'n': 87, 'trace_an': 119090}
  • id: 3232569
    {'hecke_orbit_code': 100663351, 'n': 88, 'trace_an': -1815}
  • id: 3232570
    {'hecke_orbit_code': 100663351, 'n': 89, 'trace_an': 25460}
  • id: 3232571
    {'hecke_orbit_code': 100663351, 'n': 90, 'trace_an': -76900}
  • id: 3232572
    {'hecke_orbit_code': 100663351, 'n': 91, 'trace_an': 123236}
  • id: 3232573
    {'hecke_orbit_code': 100663351, 'n': 92, 'trace_an': 14338}
  • id: 3232574
    {'hecke_orbit_code': 100663351, 'n': 93, 'trace_an': -101062}
  • id: 3232575
    {'hecke_orbit_code': 100663351, 'n': 94, 'trace_an': 411002}
  • id: 3232576
    {'hecke_orbit_code': 100663351, 'n': 95, 'trace_an': -250}
  • id: 3232577
    {'hecke_orbit_code': 100663351, 'n': 96, 'trace_an': -186809}
  • id: 3232578
    {'hecke_orbit_code': 100663351, 'n': 97, 'trace_an': -150482}
  • id: 3232579
    {'hecke_orbit_code': 100663351, 'n': 98, 'trace_an': 209376}
  • id: 3232580
    {'hecke_orbit_code': 100663351, 'n': 99, 'trace_an': 30129}
  • id: 3232581
    {'hecke_orbit_code': 100663351, 'n': 100, 'trace_an': 25625}