Embedded newform data - 49.10.c.h.30.2

Formats: - HTML - YAML - JSON - 2026-01-23T03:54:12.114246

• 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': 4900, 'analytic_conductor': 25.236755972029783, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 18, 'dim': 16, 'field_disc': 11503578500028213147352326018112709041873531309528197365760000, 'field_disc_factorization': [[2, 24], [3, 8], [5, 4], [43, 4], [24151, 4], [615761, 4]], 'field_poly': [8963293398458481216, 1282950647298147456, -744297532540383840, -90637606103367168, 26209670720799040, 2306370917243232, -467753893701144, -23235313319744, 3963633390800, 54819837928, -9779568598, -53910056, 10505991, 24024, -5242, -4, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [1827733504, -891635712, 396239424, -21717168, 1551836, -11814, 1995, -33, 1]], [3, [49216456032885882989925734486016, 0, 80792894435490283078285908480, 0, 119238827475081531827324736, 0, 20679134685517728542304, 0, 2567996739416353312, 0, 153894640052792, 0, 6685098888, 0, 92702, 0, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525334998319153, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 885842380864, 'hecke_ring_index_factorization': [[2, 6], [7, 12]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0], [1, 1, 7, 4, -1, 6, 0], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '49.10.c.h', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '49.10.a.g', 'prim_orbit_index': 3, 'qexp_display': 'q+(-8\\beta _{1}+\\beta _{2}-\\beta _{6})q^{2}+(-\\beta _{4}-\\beta _{8}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.10.c', 'trace_display': [66, 0, 0, 0], 'trace_hash': 174061739078415523, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.452', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1330.390', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '245486.882', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [16, 66, 0, -1706, 0, 0, 0, -117084, -27940, 0, 82092, 0, 0, 0, -164672, -1569570, 0, 307774, 0, 0, 0, -2600152, 2388480, 0, 6191476, 0, 0, 0, -36887784, 16703832, 0, 66365310, 0, 0, 0, -163874260, 8944484, 0, 128986088, 0, 0, 0, -72060264, 20548980, 0, 151133592, 0, 0, 0, -358848780, 192522580, 0, 140198712, 0, 0, 0, 112011672, -407992572, 0, -748541080, 0, 0, 0, 1606537220, 69983508, 0, -459952056, 0, 0, 0, 431701008, -1088280558, 0, -1222590060, 0, 0, 0, 2845895808, 792601400, 0, -1704517060, 0, 0, 0, -736682888, 812465940, 0, -1818979932, 0, 0, 0, 5226574128, 2571584104, 0, 3568335216, 0, 0, 0, -6259461064, -5507012670, 0, -1819136716, 0, 0, 0, 955681928, 1235514360, 0, 7186991724, 0, 0, 0, -23130821304, -6702513260, 0, 16663777260, 0, 0, 0, -28561906832, 11326150880, 0, 14328064492, 0, 0, 0, 15535620496, 4010844222, 0, -11365851392, 0, 0, 0, -1805875248, 25515261616, 0, 5302834008, 0, 0, 0, 16563744144, -34030917432, 0, -19194965790, 0, 0, 0, 30932320712, 16875319632, 0, 2733464856, 0, 0, 0, 19296670368, -31480020992, 0, -73064439720, 0, 0, 0, 66017583892, 4795386228, 0, -19599182192, 0, 0, 0, 41239643384, -77978565576, 0, -96329395060, 0, 0, 0, -57625248264, 42785001124, 0, 57580107336, 0, 0, 0, 79513526368, 5700592072, 0, -9406080920, 0, 0, 0, 145957896080, 64092922344, 0, 5196492948, 0, 0, 0, -203595538128, -30069004652, 0, 145821928650, 0, 0, 0, -128979752216, 78518050828, 0, 199662480176, 0, 0, 0, -327643768336, 124467173268, 0, 131979255416, 0, 0, 0, -487212240888, -64805452924, 0, -5654467644, 0, 0, 0, -81197783200, -180786606232, 0, 211372238812, 0, 0, 0, 722257646792, 140905157424, 0, -135415784128, 0, 0, 0, -378307960320, -217225736184, 0, -129199045902, 0, 0, 0, 551962729640, -118709501960, 0, -114497036444, 0, 0, 0, 681505468768, 622273599072, 0, -375393689602, 0, 0, 0, -995479296000, -463715785364, 0, -136605075240, 0, 0, 0, 927803416312, -95180017208, 0, -555841015392, 0, 0, 0, 391838325968, 485826612, 0, -371182948672, 0, 0, 0, -197172628992, 311548468600, 0, 587482216248, 0, 0, 0, 975514386300, -603893107912, 0, -407853914524, 0, 0, 0, 340890077216, 622004019084, 0, 441905618260, 0, 0, 0, -993336533184, 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0, 0, 0, -771645369552, -2024925103936, 0, 2432742204000, 0, 0, 0, -6792881186400, -5468429972204, 0, -1634151787084, 0, 0, 0, -3891611923584, 5339225067144, 0, 2078935473172, 0, 0, 0, 1336714922400, -3260357148166, 0, 5101193308152, 0, 0, 0, 5851461070696, 4316351479380, 0, 3542022023584, 0, 0, 0, -8170520456416, 6371070501372, 0, -62600994448, 0, 0, 0, -13257330647712, 4487714466296, 0, 2555819655864, 0, 0, 0, 3188775586784, -5235914919544, 0, 6961703023240, 0, 0, 0, -11772583668172, 345009207564, 0, 6764202608656, 0, 0, 0, -17138577604368, 4183400424532, 0, 3217708643520, 0, 0, 0, 10127983265848, 6164212353736, 0, 5823654520824, 0, 0, 0, 17293403245912, 100313591952, 0, -12450128349088, 0, 0, 0, -2526082690428, -9340987282608, 0, -996033450960, 0, 0, 0, -16662466404560, -9755209995776, 0, 2562198161148, 0, 0, 0, 12553667475088, 2812354523928, 0, -3873053767112, 0, 0, 0, 22737512714280, 256945781636, 0, -1701346632216, 0, 0, 0, -15226271515840, -3819501004512, 0, -5952664440296, 0, 0, 0, -17305892541080, -10266141319416, 0, -5899859005244, 0, 0, 0, 14215042735752, 2274767069552, 0, -14297870587368, 0, 0, 0, 25392381014416, 12695999022944, 0, -11151517585880, 0, 0, 0, 30767430342736, -8021133358284, 0, -1612038542468, 0, 0, 0, 9464599579488, 21039294753730, 0, -3204892471902, 0, 0, 0, -7451649082920, -4315023514808, 0, -17187525338844, 0, 0, 0, 8296758918640, -7816290176424, 0, 4874978045292, 0, 0, 0, 36975756191688, -12468714927832, 0, 6978981641712, 0, 0, 0, -31411151079024, 12876585705120, 0, 23719454217608, 0, 0, 0, -52145615286048, 5004962771760, 0, -5365541458316, 0, 0, 0, 46000892708712, 7000025162744, 0, 3786443083920, 0, 0, 0, -62828772453888, -2626800011844, 0, 12100542069768, 0, 0, 0, -41112042193680, -25806161092152, 0, 23960738412500, 0, 0, 0, 5757253272144, 739291238792, 0, 5758400826132, 0, 0, 0, 22406589776416, 40346166710596, 0, -211867594854, 0, 0, 0, -41313745672312, -51703551126420, 0, 25309116141888, 0, 0, 0, -16931493243192, 16895032184240, 0, -5327612904732, 0, 0, 0, -31080577865944, 22587178063344, 0, -6554197612928, 0, 0, 0, 9338123978544, 12745035690372, 0, 40507584413410, 0, 0, 0, 123769302639216, 13326051309212, 0, -19418909589720, 0, 0, 0, -75796037664400, -41092443601668, 0, 13828969513760, 0, 0, 0, -47245925426856, -12658596176688, 0, -26767181572544, 0, 0, 0, 37430829077352, 28863814162176, 0, -8837674917564, 0, 0, 0, 11574142562472, -23457411628508, 0, -8225106759704, 0, 0, 0, -23296791897120, 45011011430088, 0, -1411137225280, 0, 0, 0, 63515283388932, -8766963498372, 0, -975614934468, 0, 0, 0, 61275890624048, -18184470457288, 0, -35549166094232, 0, 0, 0, -43995736712720, -17265147497520, 0, -4565012710556, 0, 0, 0, -8715495884784, 13234842635096, 0, -2168635362732, 0, 0, 0, 15334128098656, 65456038916096, 0, -47237396385116, 0, 0, 0, 47490956269208, -93231765687684, 0, -73054450230680, 0, 0, 0, 118693961116464, -38546826291292, 0, -3572151021096, 0, 0, 0, -8915550515288, 14271310842016, 0, -14797408975892, 0, 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'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], [-0.6182353981860486, 1.0708151206958119], [0.0932205688647452, 0.16146276158421208], [-0.2644300151405241, -0.4580062212695952], [-0.1316994860885243, 0.22811020123603462], [-0.23052902204490286, 0.0], [0.0, 0.0], [-0.582550813561118, 0.0], [0.4826198510810666, -0.8359221028137327], [-0.16284256844567357, -0.2820516021829191], [0.24732881742061427, 0.4283860779484303], [0.049300632872625684, -0.08539120098068806], [-0.30399620908642644, 0.0], [0.0, 0.0], [-0.04910840404946733, 0.0], [0.6245835493260885, -1.0818104410044873], [-0.8059533665578564, -1.3959521794093908], [0.5967453516111894, 1.0335932681711342], [0.7368116730262538, -1.2761952532912986], [0.1393011884015509, 0.0], [0.0, 0.0], [-0.6116297196836719, 0.0], [0.3987512234008585, -0.6906573785105348], [-0.05430571823278755, -0.09406026312070759], [0.4653104907280372, 0.8059414112357675], [0.18794121737159614, -0.325523737323951], [0.366401525982273, 0.0], [0.0, 0.0], [-0.722450243996568, 0.0], 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-0.1306781737502141, -0.3037753979774005, -0.4217100815596133, -0.1477645571580122, -0.3099940663206584, -0.3596831996371822, -0.1597141037557144, -0.16397460396493724, -0.25215617095725523, 0.10848447964038688, -0.28221149487478836, -0.31539811893682407, -0.49331153607042505, -0.3412615494709673, -0.024921043121883882, -0.24972943366634454, -0.11743927270867931, -0.07767852736853027, -0.48261136680137434, 0.23599142442702417, -0.33858253298396285, -0.22397321300987136, -0.14718146454504633, -0.42992558187487667, 0.0418725608722452, -0.2825192057922813, -0.32432286948801264, -0.4922227098412109, -0.23072968309146386, -0.14144480419003008, -0.41266053711657363, -0.036363592102627885, -0.144374514846726, -0.3159751243366897, -0.07109131545301947, -0.014286399284014486, -0.10850447161683614, -0.044416934540058475], 'char_orbit_index': 3, 'conrey_index': 30, 'dual_conrey_index': 18, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 10, 'embedding_root_imag': -1.224744871391589, 'embedding_root_real': -36.68524709650945, 'hecke_orbit': 8, 'hecke_orbit_code': 31525334998319153, 'label': '49.10.c.h.30.2', 'level': 49, 'weight': 10}
• 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': 4900, 'analytic_conductor': 25.236755972029783, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'conrey_index': 18, 'cusp_dim': 76, 'dim': 56, 'eis_dim': 16, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 137606725681, 'hecke_orbit_dims': [2, 4, 4, 6, 6, 8, 10, 16], 'label': '49.10.c', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 92, 'mf_new_dim': 64, 'num_forms': 8, 'prim_orbit_index': 3, 'relative_dim': 28, 'sturm_bound': 46, 'trace_bound': 3, 'trace_display': [35, -161, -1533, 0], 'traces': [56, 35, -161, -6825, -1533, 8708, 0, -68250, -142261, -4298, -59731, -135604, 319676, 0, -181118, -2079973, -324681, 1711801, 16121, 350616, 0, 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• 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: 46246715
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525334998319153, 'source_is_minimal': False, 'source_label': '49.10.c.h.30.2', 'source_level': 49, 'target_conrey_index': 30, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525334998319153, 'target_is_minimal': False, 'target_label': '49.10.c.h.30.2', 'target_level': 49, 'twist_class_label': '49.10.a.g.1.7', 'twist_class_level': 49, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 46246716
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525334998319153, 'source_is_minimal': False, 'source_label': '49.10.c.h.30.2', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 27021597931995185, 'target_is_minimal': True, 'target_label': '49.10.a.g.1.7', 'target_level': 49, 'twist_class_label': '49.10.a.g.1.7', 'twist_class_level': 49, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 46246717
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525334998319153, 'source_is_minimal': False, 'source_label': '49.10.c.h.30.2', 'source_level': 49, 'target_conrey_index': 18, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334998319153, 'target_is_minimal': False, 'target_label': '49.10.c.h.18.1', 'target_level': 49, 'twist_class_label': '49.10.a.g.1.7', 'twist_class_level': 49, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 46246718
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525334998319153, 'source_is_minimal': False, 'source_label': '49.10.c.h.30.2', 'source_level': 49, 'target_conrey_index': 18, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525334998319153, 'target_is_minimal': False, 'target_label': '49.10.c.h.18.2', 'target_level': 49, 'twist_class_label': '49.10.a.g.1.7', 'twist_class_level': 49, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 46246719
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525334998319153, 'source_is_minimal': False, 'source_label': '49.10.c.h.30.2', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 27021597931995185, 'target_is_minimal': True, 'target_label': '49.10.a.g.1.8', 'target_level': 49, 'twist_class_label': '49.10.a.g.1.7', 'twist_class_level': 49, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 46246720
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525334998319153, 'source_is_minimal': False, 'source_label': '49.10.c.h.30.2', 'source_level': 49, 'target_conrey_index': 30, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334998319153, 'target_is_minimal': False, 'target_label': '49.10.c.h.30.1', 'target_level': 49, 'twist_class_label': '49.10.a.g.1.7', 'twist_class_level': 49, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 165400
    {'charpoly_factorization': [[[1827733504, -891635712, 396239424, -21717168, 1551836, -11814, 1995, -33, 1], 2]], 'hecke_orbit_code': 31525334998319153, 'p': 2}
  • id: 165401
    {'charpoly_factorization': [[[49216456032885882989925734486016, 0, 80792894435490283078285908480, 0, 119238827475081531827324736, 0, 20679134685517728542304, 0, 2567996739416353312, 0, 153894640052792, 0, 6685098888, 0, 92702, 0, 1], 1]], 'hecke_orbit_code': 31525334998319153, 'p': 3}
  • id: 165402
    {'charpoly_factorization': [[[773078402126839918213406291752255897600000000, 0, 19484122582707596920555651154835456000000, 0, 372117955202433369673187415838720000, 0, 2735541742224410862997811558400, 0, 14967972787665381009424896, 0, 18776683547753224032, 0, 17969866025908, 0, 4716762, 0, 1], 1]], 'hecke_orbit_code': 31525334998319153, 'p': 5}
  • id: 165403
    {'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 31525334998319153, 'p': 7}
  • id: 165404
    {'charpoly_factorization': [[[162568560420667136025434973617382400, -20820071062570860973392840710400, 2246295305591238395615199680, -86903921843783774923680, 3608407232623157376, -60505970092776, 2726744720, -41046, 1], 2]], 'hecke_orbit_code': 31525334998319153, 'p': 11}
  • id: 165405
    {'charpoly_factorization': [[[2653444763217548532499139999166424416256, 0, -3470929464701315356096373194752, 0, 829625954872957497920, 0, -52727908338, 0, 1], 2]], 'hecke_orbit_code': 31525334998319153, 'p': 13}
  • id: 165406
    {'charpoly_factorization': [[[1222941130412508865586717190035811198744693277104132737565970724685886567497020651152711936, 0, 28420365157108250594721390625336654958665473113582252394245302725248813126949376, 0, 421587688594638020533947939062480556587202231884240748881935290117760, 0, 3834530238294789491561580083760379273049466850399719827968, 0, 25605853738305204254822642349621339321030197296, 0, 116292429353019082186907064360564352, 0, 386624109708627987155560, 0, 776298059944, 0, 1], 1]], 'hecke_orbit_code': 31525334998319153, 'p': 17}
  • id: 165407
    {'charpoly_factorization': [[[20155270299585309048556351138130856035739653269967369763039235716445676851063560014879789056, 0, 366466516431021590254238811556202018122256435727853574571013734553925262210546176, 0, 4355966230507839738827974142333405784000147964466537046403616082395968, 0, 30448290677951558290680725383816964547069946708649629246304, 0, 155055976764294091018586080102553051415470806048, 0, 495031964962008321842554242615333368, 0, 1126882581925934704444552, 0, 1280935144238, 0, 1], 1]], 'hecke_orbit_code': 31525334998319153, 'p': 19}
  • id: 165408
    {'charpoly_factorization': [[[5621518949842012295706153765970517107798305734656, 4873304280370579374750911449755849002582016, 13370623995264872445987896342917619712, -2265613416884697437850436632576, 14963698407999016600040192, 495934826518413312, 5283673353504, -1194240, 1], 2]], 'hecke_orbit_code': 31525334998319153, 'p': 23}
  • id: 165409
    {'charpoly_factorization': [[[-123847475451330599627245760, -51845153154368990280, 15319355324892, 9221946, 1], 4]], 'hecke_orbit_code': 31525334998319153, 'p': 29}
  • id: 165410
    {'charpoly_factorization': [[[250983369568900572167416996749152420952130796050266944667531263311513716239292472155011756364660736, 0, 7925857515281855349937879271794307098012557051002197323052182989493040936897230403534848, 0, 231140768916962998063651795249976957855697264275852277151681933152438001598464, 0, 602601621769815357547513280287237435637007264640386933621774974976, 0, 1426784856855474136063347017453690284288171289924886528, 0, 82564233066193734300891691402414785437184, 0, 3569524209844675992627128704, 0, 69125981588952, 0, 1], 1]], 'hecke_orbit_code': 31525334998319153, 'p': 31}
  • id: 165411
    {'charpoly_factorization': [[[8518736386125002122656814702853480288368511272554496, 45224036807239881206350101113847103964850042368, 217966483954647088279226454325155885087040, 116592067551458490732907710524380256, 55326241151780951085545124256, 2051676491106840583736, 259636651930600, -4472242, 1], 2]], 'hecke_orbit_code': 31525334998319153, 'p': 37}
  • id: 165412
    {'charpoly_factorization': [[[605219436802427655397330970636719220588774924975451992464, 0, -388858277644116587943611814489659753429541472, 0, 1646803490461460911343704476984, 0, -2253517371628600, 0, 1], 2]], 'hecke_orbit_code': 31525334998319153, 'p': 41}
  • id: 165413
    {'charpoly_factorization': [[[18695595612987872906081821600, -5575676280711338304360, -829314495154156, 18015066, 1], 4]], 'hecke_orbit_code': 31525334998319153, 'p': 43}
  • id: 165414
    {'charpoly_factorization': [[[14505651958564020835455152268954313688570834597779052330916306998447697993966261964874268321861237294864541941760000, 0, 566699937712648133711622651592970558177571065834854127314756628303552321697909661655085402788200448000, 0, 17424701596737865092333098918409028284253566152294815728325413459850058860110155697356800, 0, 167601425574628183951896997744251764290282532414450037622056126515879444480, 0, 1204498634305242645681846299942963360262583366628034589106176, 0, 2399662805994379276238494087648116457657839104, 0, 3509301555516878789378094528640, 0, 2178817112415224, 0, 1], 1]], 'hecke_orbit_code': 31525334998319153, 'p': 47}
  • id: 165415
    {'charpoly_factorization': [[[16470885160216030456499173970094250168990667384830724241664, -2400991139549642842040168531929044044369106620111616, 454187997459143353118235643758298072044125696, -2804825003341867127116175487221744256, 2098861534564855633501717043856, -94326100567028889819552, 4102076399442560, -70099356, 1], 2]], 'hecke_orbit_code': 31525334998319153, 'p': 53}
  • id: 165416
    {'charpoly_factorization': [[[62665258922182627220507289104324540612279117766915123134070576148176632623671728749628039528902675531315769047554655438114816, 0, 115607955060459956493380045107631905474059529799999131434997772647822680170142367898306032579008812130719500800, 0, 152765466859014503820201266367623663575215908984688598443264113656542135764335011824329044225856, 0, 93776720067692060974556503725705696076390514630238906896092439212972331418324576, 0, 41709414407250341803139707788540149013918939704620695076547445792, 0, 7700769456618837740828904783120830950003790782008, 0, 1031114568410226558092391735434248, 0, 35677027769014878, 0, 1], 1]], 'hecke_orbit_code': 31525334998319153, 'p': 59}
  • id: 165417
    {'charpoly_factorization': [[[47163559511936792413683008317492571011173453209061417541239850913433334329231726957374191265162418111635496921401800827612430336, 0, 29470432898971367816786573697477111831038634145330161039519558336485769192857050153589165330123028466959887761408, 0, 13302993066381226466502307561573465798314981380855093722395817175691075184014347479521512854159360, 0, 2539161690142412033273578462766085880590073933353773384818327538478679529296672768, 0, 342538879018362232091917861968674780162563060311711216248560812544, 0, 26911537988583716730166172770868784374195417875552, 0, 1529568075778937021064535024627060, 0, 47685472954320202, 0, 1], 1]], 'hecke_orbit_code': 31525334998319153, 'p': 61}
  • id: 165418
    {'charpoly_factorization': [[[1370635767077951842882857019201969546942639494557433081043615744, 89137915414449919945880367815409807831804738056226865152, 5598622570294388005049624588738084875396662366208, 29929306892298080585537368471787638152192, 619444530123751622060728499053056, 3583131555303405401434560, 58247175992135200, 229976028, 1], 2]], 'hecke_orbit_code': 31525334998319153, 'p': 67}
  • id: 165419
    {'charpoly_factorization': [[[-117702290444113435620297412640768, 5465665390399776848463936, -58930487182423056, -107925252, 1], 4]], 'hecke_orbit_code': 31525334998319153, 'p': 71}
  • id: 165420
    {'charpoly_factorization': [[[489553012157660110646366095061628934175293030588809908234943357258323037727724288695598109427636999864055038771317990628301844736, 0, 1765339944493035189955621205475156228445479776343795071997784150379671023724065645531842099280715619395057097958912, 0, 6121384593814412745931980692283912704740295421417868241317866013173774224623627985724783980823483520, 0, 872618568857533428187237389669985877696982072234531883393591049628731522082244756992, 0, 105909272715697120776459657974309479075500658510070795238498502513584, 0, 2077557238015584856816709143786072933009836794325888, 0, 29944518085896451393248549448099720, 0, 202469149416753528, 0, 1], 1]], 'hecke_orbit_code': 31525334998319153, 'p': 73}
  • id: 165421
    {'charpoly_factorization': [[[27331471801340977694261358066203919296009498790073049927844070948864, 237391380342817600263795599771181864473906273161433742278656, 2938495148805037210590631369599538612715267085922304, -3470140329526254396016762842247513974072320, 40882343390316549071048066830600192, -24366357434346417443443264, 324729610327223360, -396300700, 1], 2]], 'hecke_orbit_code': 31525334998319153, 'p': 79}
  • id: 165422
    {'charpoly_factorization': [[[590109642759698775416486196650452278473496345280602103615303305640000, 0, -25993522910229781411119575179101671242727839107330600, 0, 329644583768475845898581146513294844, 0, -1116138151172959614, 0, 1], 2]], 'hecke_orbit_code': 31525334998319153, 'p': 83}
  • id: 165423
    {'charpoly_factorization': [[[4787688554282506933651476103469470889675033395934959702966362688326569038645065743424678219476970311100152477187449474331728121200896, 0, 2803836640486964162893697387693709443427534628025235403358439713704034595252109133962678911184907128391051219310879232, 0, 1332770564099375064911787485442980322117530061698598933603418126154697181647471530535464204954373108352, 0, 177200284225115902107566892383091851139570729405720271421061666728123784214925158277632, 0, 18828861592906941687786499775260300768491018866871604790318088398982448, 0, 123695263858271434235672419984098287034708770684438656, 0, 656686691501651583507344061177946408, 0, 893320959180465544, 0, 1], 1]], 'hecke_orbit_code': 31525334998319153, 'p': 89}
  • id: 165424
    {'charpoly_factorization': [[[57088692499094489162702810076119898776893404749910014755848720161296, 0, -22710607762086174986539977302967766245228528548433696, 0, 242390972817569967304357698845670296, 0, -858802056542514504, 0, 1], 2]], 'hecke_orbit_code': 31525334998319153, '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': 3, 'hecke_orbit': 8, 'label': '49.10.c.h', 'level': 49, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49830097
    {'hecke_orbit_code': 31525334998319153, 'n': 1, 'trace_an': 16}
  • id: 49830098
    {'hecke_orbit_code': 31525334998319153, 'n': 2, 'trace_an': 66}
  • id: 49830099
    {'hecke_orbit_code': 31525334998319153, 'n': 3, 'trace_an': 0}
  • id: 49830100
    {'hecke_orbit_code': 31525334998319153, 'n': 4, 'trace_an': -1706}
  • id: 49830101
    {'hecke_orbit_code': 31525334998319153, 'n': 5, 'trace_an': 0}
  • id: 49830102
    {'hecke_orbit_code': 31525334998319153, 'n': 6, 'trace_an': 0}
  • id: 49830103
    {'hecke_orbit_code': 31525334998319153, 'n': 7, 'trace_an': 0}
  • id: 49830104
    {'hecke_orbit_code': 31525334998319153, 'n': 8, 'trace_an': -117084}
  • id: 49830105
    {'hecke_orbit_code': 31525334998319153, 'n': 9, 'trace_an': -27940}
  • id: 49830106
    {'hecke_orbit_code': 31525334998319153, 'n': 10, 'trace_an': 0}
  • id: 49830107
    {'hecke_orbit_code': 31525334998319153, 'n': 11, 'trace_an': 82092}
  • id: 49830108
    {'hecke_orbit_code': 31525334998319153, 'n': 12, 'trace_an': 0}
  • id: 49830109
    {'hecke_orbit_code': 31525334998319153, 'n': 13, 'trace_an': 0}
  • id: 49830110
    {'hecke_orbit_code': 31525334998319153, 'n': 14, 'trace_an': 0}
  • id: 49830111
    {'hecke_orbit_code': 31525334998319153, 'n': 15, 'trace_an': -164672}
  • id: 49830112
    {'hecke_orbit_code': 31525334998319153, 'n': 16, 'trace_an': -1569570}
  • id: 49830113
    {'hecke_orbit_code': 31525334998319153, 'n': 17, 'trace_an': 0}
  • id: 49830114
    {'hecke_orbit_code': 31525334998319153, 'n': 18, 'trace_an': 307774}
  • id: 49830115
    {'hecke_orbit_code': 31525334998319153, 'n': 19, 'trace_an': 0}
  • id: 49830116
    {'hecke_orbit_code': 31525334998319153, 'n': 20, 'trace_an': 0}
  • id: 49830117
    {'hecke_orbit_code': 31525334998319153, 'n': 21, 'trace_an': 0}
  • id: 49830118
    {'hecke_orbit_code': 31525334998319153, 'n': 22, 'trace_an': -2600152}
  • id: 49830119
    {'hecke_orbit_code': 31525334998319153, 'n': 23, 'trace_an': 2388480}
  • id: 49830120
    {'hecke_orbit_code': 31525334998319153, 'n': 24, 'trace_an': 0}
  • id: 49830121
    {'hecke_orbit_code': 31525334998319153, 'n': 25, 'trace_an': 6191476}
  • id: 49830122
    {'hecke_orbit_code': 31525334998319153, 'n': 26, 'trace_an': 0}
  • id: 49830123
    {'hecke_orbit_code': 31525334998319153, 'n': 27, 'trace_an': 0}
  • id: 49830124
    {'hecke_orbit_code': 31525334998319153, 'n': 28, 'trace_an': 0}
  • id: 49830125
    {'hecke_orbit_code': 31525334998319153, 'n': 29, 'trace_an': -36887784}
  • id: 49830126
    {'hecke_orbit_code': 31525334998319153, 'n': 30, 'trace_an': 16703832}
  • id: 49830127
    {'hecke_orbit_code': 31525334998319153, 'n': 31, 'trace_an': 0}
  • id: 49830128
    {'hecke_orbit_code': 31525334998319153, 'n': 32, 'trace_an': 66365310}
  • id: 49830129
    {'hecke_orbit_code': 31525334998319153, 'n': 33, 'trace_an': 0}
  • id: 49830130
    {'hecke_orbit_code': 31525334998319153, 'n': 34, 'trace_an': 0}
  • id: 49830131
    {'hecke_orbit_code': 31525334998319153, 'n': 35, 'trace_an': 0}
  • id: 49830132
    {'hecke_orbit_code': 31525334998319153, 'n': 36, 'trace_an': -163874260}
  • id: 49830133
    {'hecke_orbit_code': 31525334998319153, 'n': 37, 'trace_an': 8944484}
  • id: 49830134
    {'hecke_orbit_code': 31525334998319153, 'n': 38, 'trace_an': 0}
  • id: 49830135
    {'hecke_orbit_code': 31525334998319153, 'n': 39, 'trace_an': 128986088}
  • id: 49830136
    {'hecke_orbit_code': 31525334998319153, 'n': 40, 'trace_an': 0}
  • id: 49830137
    {'hecke_orbit_code': 31525334998319153, 'n': 41, 'trace_an': 0}
  • id: 49830138
    {'hecke_orbit_code': 31525334998319153, 'n': 42, 'trace_an': 0}
  • id: 49830139
    {'hecke_orbit_code': 31525334998319153, 'n': 43, 'trace_an': -72060264}
  • id: 49830140
    {'hecke_orbit_code': 31525334998319153, 'n': 44, 'trace_an': 20548980}
  • id: 49830141
    {'hecke_orbit_code': 31525334998319153, 'n': 45, 'trace_an': 0}
  • id: 49830142
    {'hecke_orbit_code': 31525334998319153, 'n': 46, 'trace_an': 151133592}
  • id: 49830143
    {'hecke_orbit_code': 31525334998319153, 'n': 47, 'trace_an': 0}
  • id: 49830144
    {'hecke_orbit_code': 31525334998319153, 'n': 48, 'trace_an': 0}
  • id: 49830145
    {'hecke_orbit_code': 31525334998319153, 'n': 49, 'trace_an': 0}
  • id: 49830146
    {'hecke_orbit_code': 31525334998319153, 'n': 50, 'trace_an': -358848780}
  • id: 49830147
    {'hecke_orbit_code': 31525334998319153, 'n': 51, 'trace_an': 192522580}
  • id: 49830148
    {'hecke_orbit_code': 31525334998319153, 'n': 52, 'trace_an': 0}
  • id: 49830149
    {'hecke_orbit_code': 31525334998319153, 'n': 53, 'trace_an': 140198712}
  • id: 49830150
    {'hecke_orbit_code': 31525334998319153, 'n': 54, 'trace_an': 0}
  • id: 49830151
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    {'hecke_orbit_code': 31525334998319153, 'n': 911, 'trace_an': -133098991721328}
  • id: 49830342
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  • id: 49830343
    {'hecke_orbit_code': 31525334998319153, 'n': 929, 'trace_an': 0}
  • id: 49830344
    {'hecke_orbit_code': 31525334998319153, 'n': 937, 'trace_an': 0}
  • id: 49830345
    {'hecke_orbit_code': 31525334998319153, 'n': 941, 'trace_an': 0}
  • id: 49830346
    {'hecke_orbit_code': 31525334998319153, 'n': 947, 'trace_an': 78083341812444}
  • id: 49830347
    {'hecke_orbit_code': 31525334998319153, 'n': 953, 'trace_an': -177301518885648}
  • id: 49830348
    {'hecke_orbit_code': 31525334998319153, 'n': 961, 'trace_an': 73265014107464}
  • id: 49830349
    {'hecke_orbit_code': 31525334998319153, 'n': 967, 'trace_an': 128848273861024}
  • id: 49830350
    {'hecke_orbit_code': 31525334998319153, 'n': 971, 'trace_an': 0}
  • id: 49830351
    {'hecke_orbit_code': 31525334998319153, 'n': 977, 'trace_an': 40796335386936}
  • id: 49830352
    {'hecke_orbit_code': 31525334998319153, 'n': 983, 'trace_an': 0}
  • id: 49830353
    {'hecke_orbit_code': 31525334998319153, 'n': 991, 'trace_an': 9678192099376}
  • id: 49830354
    {'hecke_orbit_code': 31525334998319153, 'n': 997, 'trace_an': 0}