Embedded newform data - 75.9.f.a.7.2

Formats: - HTML - YAML - JSON - 2024-04-16T06:04:49.182040

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  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': 6075, 'analytic_conductor': 30.553395754584542, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [75, 4, [26, 52], [4, 1]], 'cm_discs': [], 'conrey_index': 7, 'conrey_indexes': [7, 43], 'dim': 4, 'field_disc': 2304, 'field_disc_factorization': [[2, 8], [3, 2]], 'field_poly': [9, 0, 0, 0, 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, [11664, 0, 0, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 343748378699, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 2, 5, 3, -1, 4, 0], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '75.9.f.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.9.f.a', 'nf_label': '4.0.2304.2', 'prim_orbit_index': 3, 'qexp_display': 'q+6\\beta _{1}q^{2}-3^{3}\\beta _{3}q^{3}-148\\beta _{2}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.9.f', 'trace_display': [0, 0, 0, 0], 'trace_hash': 504210045393913266, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.697', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '110.923', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4234.911', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.754', 'prec': 17}, 'traces': [4, 0, 0, 0, 0, 1944, 0, 0, 0, 0, -936, 0, 0, 0, 0, 22976, 0, 0, 0, 0, 759780, 0, 0, 0, 0, -701352, 0, 0, 0, 0, 3346900, 0, 0, 0, 0, -1294704, 0, 0, 0, 0, 11288880, 0, 0, 0, 0, 15839280, 0, 0, 0, 0, 23547672, 0, 0, 0, 0, 68211360, 0, 0, 0, 0, 2069612, 0, 0, 0, 0, -454896, 0, 0, 0, 0, -83314512, 0, 0, 0, 0, -107562256, 0, 0, 0, 0, -19131876, 0, 0, 0, 0, 164724264, 0, 0, 0, 0, -274111740, 0, 0, 0, 0, -189889920, 0, 0, 0, 0, -345351456, 0, 0, 0, 0, -70109280, 0, 0, 0, 0, 160917840, 0, 0, 0, 0, 142183008, 0, 0, 0, 0, -857216500, 0, 0, 0, 0, 369253080, 0, 0, 0, 0, -1255352688, 0, 0, 0, 0, 2114057664, 0, 0, 0, 0, -1426746312, 0, 0, 0, 0, 1697378400, 0, 0, 0, 0, 3223997668, 0, 0, 0, 0, 467100432, 0, 0, 0, 0, 6190518600, 0, 0, 0, 0, -3919747248, 0, 0, 0, 0, -1589450364, 0, 0, 0, 0, -5376384, 0, 0, 0, 0, -1276613180, 0, 0, 0, 0, 1626593400, 0, 0, 0, 0, -4545087336, 0, 0, 0, 0, 6353506208, 0, 0, 0, 0, 546595452, 0, 0, 0, 0, -4474696896, 0, 0, 0, 0, -9076611460, 0, 0, 0, 0, -1717617312, 0, 0, 0, 0, -8495476776, 0, 0, 0, 0, -7127647488, 0, 0, 0, 0, -177788520, 0, 0, 0, 0, 7569287136, 0, 0, 0, 0, 98383484, 0, 0, 0, 0, 5486395680, 0, 0, 0, 0, -14512802112, 0, 0, 0, 0, -17918409728, 0, 0, 0, 0, 2101042152, 0, 0, 0, 0, 30677046120, 0, 0, 0, 0, 19931648504, 0, 0, 0, 0, -10548960480, 0, 0, 0, 0, -4026677544, 0, 0, 0, 0, 164116368, 0, 0, 0, 0, 18747716652, 0, 0, 0, 0, 14446846080, 0, 0, 0, 0, 64379733180, 0, 0, 0, 0, 11444168592, 0, 0, 0, 0, -34513820856, 0, 0, 0, 0, 24975254560, 0, 0, 0, 0, -28909783872, 0, 0, 0, 0, 26838568296, 0, 0, 0, 0, -17231701672, 0, 0, 0, 0, 4364176320, 0, 0, 0, 0, -783174600, 0, 0, 0, 0, -10304132688, 0, 0, 0, 0, 6902355708, 0, 0, 0, 0, -56335565376, 0, 0, 0, 0, -64115132832, 0, 0, 0, 0, 1005831432, 0, 0, 0, 0, -27401043600, 0, 0, 0, 0, -128090113344, 0, 0, 0, 0, -25284678768, 0, 0, 0, 0, -100923055848, 0, 0, 0, 0, 191861198640, 0, 0, 0, 0, 302960736, 0, 0, 0, 0, -14719092048, 0, 0, 0, 0, -40550978160, 0, 0, 0, 0, 13351335624, 0, 0, 0, 0, 68508063360, 0, 0, 0, 0, -61214029784, 0, 0, 0, 0, -40490852832, 0, 0, 0, 0, 121700469240, 0, 0, 0, 0, -29874180656, 0, 0, 0, 0, 93885932952, 0, 0, 0, 0, 117324357048, 0, 0, 0, 0, -2641597920, 0, 0, 0, 0, -142697321568, 0, 0, 0, 0, 145800718128, 0, 0, 0, 0, -88806049056, 0, 0, 0, 0, 126611207244, 0, 0, 0, 0, 302683520160, 0, 0, 0, 0, -58055580720, 0, 0, 0, 0, -9298091736, 0, 0, 0, 0, -221071181328, 0, 0, 0, 0, 19224593600, 0, 0, 0, 0, 72553540320, 0, 0, 0, 0, -3706391520, 0, 0, 0, 0, 663392058000, 0, 0, 0, 0, -109706359824, 0, 0, 0, 0, -418996384920, 0, 0, 0, 0, 170294770656, 0, 0, 0, 0, 111851560584, 0, 0, 0, 0, 49072125024, 0, 0, 0, 0, -267517143220, 0, 0, 0, 0, -133218305640, 0, 0, 0, 0, 174551738328, 0, 0, 0, 0, -311799155104, 0, 0, 0, 0, -5510155248, 0, 0, 0, 0, 184884975288, 0, 0, 0, 0, -751110298036, 0, 0, 0, 0, -105150120192, 0, 0, 0, 0, -1531967882760, 0, 0, 0, 0, 211681400976, 0, 0, 0, 0, -110477638584, 0, 0, 0, 0, 532353588192, 0, 0, 0, 0, 53007745204, 0, 0, 0, 0, -167840807616, 0, 0, 0, 0, 514738363896, 0, 0, 0, 0, -15961458240, 0, 0, 0, 0, -155882274120, 0, 0, 0, 0, 174263298696, 0, 0, 0, 0, -151169178772, 0, 0, 0, 0, 46692780480, 0, 0, 0, 0, -59863638960, 0, 0, 0, 0, 950766037488, 0, 0, 0, 0, 635726920500, 0, 0, 0, 0, 64843326720, 0, 0, 0, 0, 32076067048, 0, 0, 0, 0, 78206070240, 0, 0, 0, 0, -484289208, 0, 0, 0, 0, 314393130976, 0, 0, 0, 0, 349520352480, 0, 0, 0, 0, -838708141320, 0, 0, 0, 0, 1142879433784, 0, 0, 0, 0, 188626895424, 0, 0, 0, 0, -242157286008, 0, 0, 0, 0, 263606896368, 0, 0, 0, 0, 369060011640, 0, 0, 0, 0, 977618256480, 0, 0, 0, 0, -1748860703520, 0, 0, 0, 0, -416607219000, 0, 0, 0, 0, 1995305009832, 0, 0, 0, 0, -1547180870400, 0, 0, 0, 0, 573438370212, 0, 0, 0, 0, -114344009496, 0, 0, 0, 0, 1710728758024, 0, 0, 0, 0, -245922551280, 0, 0, 0, 0, -1725294907584, 0, 0, 0, 0, -1081724091264, 0, 0, 0, 0, -279463020912, 0, 0, 0, 0, 1683128339424, 0, 0, 0, 0, 19495595808, 0, 0, 0, 0, -610101406368, 0, 0, 0, 0, -2785722226560, 0, 0, 0, 0, 633406635472, 0, 0, 0, 0, -832472172144, 0, 0, 0, 0, -586838752200, 0, 0, 0, 0, -144563751932, 0, 0, 0, 0, 135257827968, 0, 0, 0, 0, -1693351559304, 0, 0, 0, 0, -2158781148720, 0, 0, 0, 0, -602924741244, 0, 0, 0, 0, 25169567904, 0, 0, 0, 0, 1770251450740, 0, 0, 0, 0, -693398707632, 0, 0, 0, 0, 1311122800800, 0, 0, 0, 0, -2595456152064, 0, 0, 0, 0, 2144266311600, 0, 0, 0, 0, 194247021816, 0, 0, 0, 0, -197199492516, 0, 0, 0, 0, -1130454014400, 0, 0, 0, 0, 3176236609056, 0, 0, 0, 0, 2111213019168, 0, 0, 0, 0, 4476858984, 0, 0, 0, 0, -2192585955840, 0, 0, 0, 0, -849233708640, 0, 0, 0, 0, 1566862866648, 0, 0, 0, 0, 2539809791208, 0, 0, 0, 0, 1202457472496, 0, 0, 0, 0, -3259488902292, 0, 0, 0, 0, 3485685972384, 0, 0, 0, 0, 7799916239528, 0, 0, 0, 0, 619678156896, 0, 0, 0, 0, -1803890187720, 0, 0, 0, 0, -38545477776, 0, 0, 0, 0, -524684585232, 0, 0, 0, 0, -2039616219456, 0, 0, 0, 0, -611129247264, 0, 0, 0, 0, 3008592039600, 0, 0, 0, 0, 2432314084680, 0, 0, 0, 0, 11887851328, 0, 0, 0, 0, -441451574964, 0, 0, 0, 0, -1256786349984, 0, 0, 0, 0, -6396731935492, 0, 0, 0, 0, 2610551667168, 0, 0, 0, 0], 'weight': 9, '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], [0.4592793267718459, 0.4592793267718459], [0.408248290463863, -0.408248290463863], [0.0, -0.578125], [0.0, 0.0], [0.375, 0.0], [1.1961793933416394, 1.1961793933416394], [0.7248001875618193, -0.7248001875618193], [0.0, -0.3333333333333333], [0.0, 0.0], [-0.015982514855542654, 0.0], [-0.23601854292442082, -0.23601854292442082], [-0.41771085719076606, 0.41771085719076606], [0.0, 1.0987609329446064], [0.0, 0.0], [0.087646484375, 0.0], [1.0657440375833371, 1.0657440375833371], [0.15309310892394862, -0.15309310892394862], [0.0, -1.3941958701974355], [0.0, 0.0], [0.9766763848396501, 0.0], [-0.007340438662974656, -0.007340438662974656], [0.9628025352161966, -0.9628025352161966], [0.0, -0.591796875], [0.0, 0.0], [-0.3836919225517314, 0.0], [-0.13608276348795434, -0.13608276348795434], [0.6915412117756353, -0.6915412117756353], [0.0, 0.3395736630844035], [0.0, 0.0], [0.9060162140330322, 0.0], [-0.6845459692241502, -0.6845459692241502], [-0.006524834367088583, 0.006524834367088583], [0.0, 0.9789484081847679], [0.0, 0.0], [-0.19270833333333334, 0.0], [0.3245621842655709, 0.3245621842655709], [0.640325340652366, -0.640325340652366], [0.0, 0.34105948671265013], [0.0, 0.0], [0.9987468862370172, 0.0], [0.4485672725031148, 0.4485672725031148], [0.819590444816741, -0.819590444816741], [0.0, 0.009239891400860597], [0.0, 0.0], [0.8843906003766424, 0.0], [-1.1052383509245738, -1.1052383509245738], [0.03578152741126143, -0.03578152741126143], [0.0, 1.8616902821103452], [0.0, 0.0], [0.8701763628309048, 0.0], [0.24148908931341162, 0.24148908931341162], [-0.15114199895657132, 0.15114199895657132], [0.0, -0.125], [0.0, 0.0], [1.733982097303207, 0.0], [-0.569178080579881, -0.569178080579881], [-0.15595916337085447, 0.15595916337085447], [0.0, 1.055176783129594], [0.0, 0.0], [0.037368838772596044, 0.0], [0.4161145168254677, 0.4161145168254677], [0.39872646444721316, -0.39872646444721316], [0.0, -0.7164421081542969], [0.0, 0.0], [-0.005993443070828495, 0.0], [0.10253388718025427, 0.10253388718025427], [0.6161332717278668, -0.6161332717278668], [0.0, -0.7861249781125711], [0.0, 0.0], [-0.8196477832379526, 0.0], [-0.24160006252060642, -0.24160006252060642], [1.0167176523220327, -1.0167176523220327], [0.0, 0.29812940297018237], [0.0, 0.0], [-0.8060194874578924, 0.0], [-0.019117954923976752, -0.019117954923976752], [-0.15664157144653726, 0.15664157144653726], [0.0, 1.0831281711583605], [0.0, 0.0], [-0.1111111111111111, 0.0], [0.4587037975264146, 0.4587037975264146], [-1.4049433967600327, 1.4049433967600327], [0.0, -0.5646410349854227], [0.0, 0.0], [0.7528418954481411, 0.0], [0.13863036744075952, 0.13863036744075952], [-0.01158412976500688, 0.01158412976500688], [0.0, -1.5167043204593218], [0.0, 0.0], [-0.9993142394933334, 0.0], [-0.5566202156718637, -0.5566202156718637], [0.36987957051152687, -0.36987957051152687], [0.0, -1.015226251470127], [0.0, 0.0], [-0.558929443359375, 0.0], [0.8005013401828597, 0.8005013401828597], [-0.8550358594253272, 0.8550358594253272], [0.0, 0.0053275049518475516], [0.0, 0.0], [-0.8296899028863054, 0.0], [0.39965401409375145, 0.39965401409375145], [-0.6762820445832977, 0.6762820445832977], [0.0, 0.6055138152769511], [0.0, 0.0], [-0.13883279105545024, 0.0], [-0.833701059663156, -0.833701059663156], [-0.0786728476414736, 0.0786728476414736], [0.0, -0.357493627307882], [0.0, 0.0], [0.26500391375127325, 0.0], [0.10484091850821498, 0.10484091850821498], [-0.743610599848206, 0.743610599848206], [0.0, -0.5228234513240383], [0.0, 0.0], [0.19631602397067077, 0.0], [0.13923695239692202, 0.13923695239692202], [-0.48462088258104197, 0.48462088258104197], [0.0, 2.5496421126678115], [0.0, 0.0], [-0.9997445592188924, 0.0], [0.017162735113723564, 0.017162735113723564], [0.4077367089123686, -0.4077367089123686], [0.0, -0.5237906237378468], [0.0, 0.0], [0.3662536443148688, 0.0], [-0.3674034041887153, -0.3674034041887153], [-0.3554989201200427, 0.3554989201200427], [0.0, -0.6691927959539031], [0.0, 0.0], 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-0.33943618346247934, -0.10884920746234146, -0.3753732763537909, 0.18281968573601542, -0.10883209537646185, -0.030975190119974853, -0.2994071783015615, -0.08489445008876896, -0.3970922970318297, 0.14872349472976087, -0.27375135463553335, -0.32019590863414654, 0.2945370870834839, -0.15640781508908067, 0.0554046439950631, -0.3469948674864716, -0.27834640635043734, -0.06777675628801563, 0.060200790168830044, -0.4340253877665334, -0.4114776045578981, -0.24941979010074147, -0.32554748551931817, -0.15238690832873036, -0.30458613003078944, -0.4249648682542318, -0.17357858235691123, -0.16912949193830532, -0.26286247613791713, -0.31865107494293654, -0.3188597508984742, -0.4062358345809998, -0.32628517248867395, -0.33996025159166376, -0.14717548478420003, -0.2787147505831811, -0.12603725830298207, -0.4780355378913765, -0.3261308372146651, -0.342270329756362, 0.08887425393051368, -0.15992123855187595, -0.3863178113071863, -0.44908193907612576, -0.4783478088132094, -0.494102408584667, -0.04880145569566635, -0.2613344603097233, 0.07205955147429681, 0.05458124400167019, -0.28916009058938685, -0.1773381147628453, -0.36441376970219164, -0.4315379909065393, -0.26041601370835443, -0.4344398235500717, -0.07540489984434352, -0.18389314208655758, -0.19213213409120028, -0.20994551186715696, 0.0628966561180264, -0.050758320797427196, -0.32885961386077706, -0.4719219831875062, -0.39901529118528967, 0.10916449864574528, -0.3758415913016936, -0.3474945767724835, -0.31382585468163354, -0.12273460556812661, -0.14990142222436598, -0.40833514748566974, 0.05048986977551183, -0.4223148982180417, -0.12509392573405848, -0.24201020631634937, -0.23171088056483988, -0.39125742231053956, -0.24191353966064796, -0.0555099820458052, -0.34179429272338563, 0.0004046413292187337, 0.06460732851421243, -0.26901558627413363, -0.25705672912435534, -0.49225473761117855, -0.17706745923438738, -0.37716554074488395, 0.11480085543655605, -0.24665699247002248, -0.47850740940639336, -0.04125123784776883, -0.23835791039781587, -0.14222068740287463, -0.27000320564256824, 0.0033200348808162966, -0.4872842550324488, -0.10247955946983489, -0.4021110550857993, 0.18168199824969897, -0.4144584971552689, -0.1326637989007664, -0.03808574642613969, -0.3611625515984291, -0.40619149056535564, -0.45805332858930065, -0.12114894399875545, -0.027717501394477845, 0.0968419993909255, -0.2566501665227663, -0.32713309688921627, -0.25965944821117365, -0.108587780052793, -0.479739207974101, 0.12411457466499261, 0.3419467527800347, -0.22566162413094468, -0.4440667969562559, -0.29238853486998256, 0.00548900553172801, -0.13547899933106805, -0.3175549043454347, -0.20356477045399163, -0.11908546440048215, -0.1737574400778256, 0.06943135359395945, 0.049522528401912846, -0.2044478266225149, -0.29642568277443593, -0.035909514888429084, -0.3318752242021489, -0.18264403981951632, -0.19444430260542914, -0.13014607491148447, -0.22364538785041324, -0.4055551931091968, -0.14769113545091636], 'char_orbit_index': 6, 'conrey_index': 7, 'dual_conrey_index': 43, 'dual_embedding_index': 2, 'dual_embedding_m': 4, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 1.224744871391589, 'embedding_root_real': 1.224744871391589, 'hecke_orbit': 1, 'hecke_orbit_code': 343748378699, 'label': '75.9.f.a.7.2', 'level': 75, 'weight': 9}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 6075, 'analytic_conductor': 30.553395754584542, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [75, 4, [26, 52], [4, 1]], 'conrey_index': 7, 'cusp_dim': 148, 'dim': 48, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 343748378699, 'hecke_orbit_dims': [4, 8, 8, 12, 16], 'label': '75.9.f', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 172, 'mf_new_dim': 48, 'num_forms': 5, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 90, 'trace_bound': 11, 'trace_display': [0, 0, 0, -4540], 'traces': [48, 0, 0, 0, 0, 4536, -4540, -17460, 0, 0, 47232, -22680, -133420, 0, 0, -367960, -573300, 0, 0, 0, 81972, 234700, -651480, 0, 0, -4585824, 0, 3567940, 0, 0, 566908, -641460, 3815100, 0, 0, 11354904, 3607340, -8139840, 0, 0, 3231888, 9643860, 4805480, 0, 0, 51342728, -26529600, -3661200, 0, 0, 12336624, 15861080, -16612140, 0, 0, 100370760, -4714200, -63562980, 0, 0, -21166260, 35190840, -9928980, 0, 0, -93917232, -46836760, 197811840, 0, 0, 171363936, 38185020, 50835800, 0, 0, -447468656, -97175880, -131709240, 0, 0, -229582512, 181542400, 208234800, 0, 0, 305840712, 74298060, -138207420, 0, 0, -462480412, -652331400, -159787080, 0, 0, -71070048, 138370520, 50186520, 0, 0, 140540352, 631268640, -557246500, 0, 0, -114068392, -748619760, -49601160, 0, 0, -352243728, 1010116580, 66641940, 0, 0, 2163785448, 291789540, 509393820, 0, 0, 329896792, -2344343040, -205879320, 0, 0, -1053329184, 1716867860, 2127543660, 0, 0, -550627320, 2195503380, -857087160, 0, 0, -2404848936, -1684234020, -1280117520, 0, 0, -2472722640, -91874000, 2073430200, 0, 0, 9320907168, 2078920080, -2241793160, 0, 0, -3605042444, -6818233680, -1253807100, 0, 0, -4947921936, 686461340, 3953886360, 0, 0, 3473896488, 0, -2396768800, 0, 0, 3331696520, -1389792600, -4033049940, 0, 0, -221963004, 5649785480, 2483599740, 0, 0, 12569980824, 981274500, -1296357240, 0, 0, -7729679252, -2674781160, -335602440, 0, 0, -5666288256, 1180420120, 5166153840, 0, 0, 16185809592, 6050703240, 830199920, 0, 0, -3280996416, -6168297420, 513288900, 0, 0, 3158232444, 8359040620, 7554930000, 0, 0, -21070775208, 1424786760, -5033271280, 0, 0, 3801924828, -2875205760, -1101139920, 0, 0, 2866947048, -4638517760, -19754931960, 0, 0, -9027197328, 367866360, 14939531420, 0, 0, -17337105280, 1380604320, 8323926120, 0, 0, -10274870736, -21578035380, -13831846500, 0, 0, -38839792584, -7722497880, -2832621880, 0, 0, 47753447892, 9450849240, 0, 0, 0, 41926097664, 1149565200, -7279109640, 0, 0, -42676001544, -7803084780, -14751659240, 0, 0, -56484300024, 19520105220, 16517069640, 0, 0, -3728012688, 15169107580, 16695176040, 0, 0, 63074565480, -15164016480, 42056191480, 0, 0, 9169373832, 44752532040, -2133621000, 0, 0, 5560927992, 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-1859273936168, 412964445960, -212523649560, 0, 0, 1542455594784, -512407377440, -2022539430240, 0, 0, -1356834736800, 288048107880, 1351353694800, 0, 0, 3052232117936, 1168660410960, 1003109645700, 0, 0, -228799740960, 605028665880, 496151499600, 0, 0, -1334052252360, -389103724080, 1005422598840, 0, 0, -2392737423832, 107848289520, 127566563040, 0, 0, 2970657103536, 905013337700, -772678378200, 0, 0, 2764095877320, -186473822760, -1753461606820, 0, 0, 112138822568, 688131047280, 397033228800, 0, 0, -1719255996108, -1524787536080, -449931672480, 0, 0, -7406215902048, -455409507600, 2874955049480, 0, 0, 3377588114512, -1953809399040, -979686473940, 0, 0, -446022133776, 4034885540, -1286895519480, 0, 0, 701831384424, -306438641100, -382682467080, 0, 0, -7557663403816, 1027754667240, -536466175200, 0, 0, 394592112360, 671553700220, 840417148500, 0, 0, 3557283282024, -56986062840, -3040257753900, 0, 0, 3731426280544, -947433557040, 162489857220, 0, 0, -3081235838544, -1872700230760, 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-1923334472464, 340177026360, -1146578940360, 0, 0, -225909191808, 6711486720980, -1081357026000, 0, 0, -561883977960, 1946877949440, -1900595749320, 0, 0, -472647761032, -3895338605880, 26382762720, 0, 0, 1595926157832, -5166937115680, -1756005017040, 0, 0, 2899885225416, 2960007620760, -3306875249000, 0, 0, -4611762267824, -5613832629240, 1380584515680, 0, 0, -366012440100, -154078802780, 445505941440, 0, 0, -2486415637128, 1218698095500, 4881203062980, 0, 0, 12422931750328, -963410346960, -225307286640, 0, 0, -2844769713264, 695068099880, 287587040880, 0, 0, 4274360299368, -216717780960, -1433085109280, 0, 0, -3248591051360, -3971447898000, -1779334221960, 0, 0, 4255532442360, -1955803959960, -1029330590940, 0, 0, -2700256503696, 2380041937800, -3704009922720, 0, 0, -7108854114732, -2108521950600, -1637231415120, 0, 0, -8585108865216, 2292627111860, 3769048916460, 0, 0, -5362051643952, 108477736920, 4704478904280, 0, 0, 3856392577936, -929098918860, -1724278006800, 0, 0, 1116698357556, 9299362317700, -509475827040, 0, 0, 22261621963056, -503954767800, 453383001840, 0, 0, -11735360859204, 2763995085240, 1272718050120, 0, 0, 6310648948680, -501098888860, 5799231204000, 0, 0], 'weight': 9, '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: 3736981
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 343748378699, 'source_is_minimal': True, 'source_label': '75.9.f.a.7.2', 'source_level': 75, 'target_conrey_index': 7, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 343748378699, 'target_is_minimal': True, 'target_label': '75.9.f.a.7.2', 'target_level': 75, 'twist_class_label': '75.9.f.a.7.1', 'twist_class_level': 75, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 3736982
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 343748378699, 'source_is_minimal': True, 'source_label': '75.9.f.a.7.2', 'source_level': 75, 'target_conrey_index': 43, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 343748378699, 'target_is_minimal': True, 'target_label': '75.9.f.a.43.1', 'target_level': 75, 'twist_class_label': '75.9.f.a.7.1', 'twist_class_level': 75, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 3736983
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 343748378699, 'source_is_minimal': True, 'source_label': '75.9.f.a.7.2', 'source_level': 75, 'target_conrey_index': 43, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 343748378699, 'target_is_minimal': True, 'target_label': '75.9.f.a.43.2', 'target_level': 75, 'twist_class_label': '75.9.f.a.7.1', 'twist_class_level': 75, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 3736984
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 343748378699, 'source_is_minimal': True, 'source_label': '75.9.f.a.7.2', 'source_level': 75, 'target_conrey_index': 7, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 343748378699, 'target_is_minimal': True, 'target_label': '75.9.f.a.7.1', 'target_level': 75, 'twist_class_label': '75.9.f.a.7.1', 'twist_class_level': 75, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 234125
    {'charpoly_factorization': [[[11664, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 2}
  • id: 234126
    {'charpoly_factorization': [[[4782969, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 3}
  • id: 234127
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 343748378699, 'p': 5}
  • id: 234128
    {'charpoly_factorization': [[[272153483555625, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 7}
  • id: 234129
    {'charpoly_factorization': [[[234, 1], 4]], 'hecke_orbit_code': 343748378699, 'p': 11}
  • id: 234130
    {'charpoly_factorization': [[[81032023266305049, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 13}
  • id: 234131
    {'charpoly_factorization': [[[251104433023637602704, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 17}
  • id: 234132
    {'charpoly_factorization': [[[33012346249, 0, 1], 2]], 'hecke_orbit_code': 343748378699, 'p': 19}
  • id: 234133
    {'charpoly_factorization': [[[21079206981352080090000, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 23}
  • id: 234134
    {'charpoly_factorization': [[[57683550276, 0, 1], 2]], 'hecke_orbit_code': 343748378699, 'p': 29}
  • id: 234135
    {'charpoly_factorization': [[[-836725, 1], 4]], 'hecke_orbit_code': 343748378699, 'p': 31}
  • id: 234136
    {'charpoly_factorization': [[[547619931045354702240000, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 37}
  • id: 234137
    {'charpoly_factorization': [[[-2822220, 1], 4]], 'hecke_orbit_code': 343748378699, 'p': 41}
  • id: 234138
    {'charpoly_factorization': [[[246571471384192660728309849, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 43}
  • id: 234139
    {'charpoly_factorization': [[[3384149208965081490163438224, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 47}
  • id: 234140
    {'charpoly_factorization': [[[8091230101645986663840000, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 53}
  • id: 234141
    {'charpoly_factorization': [[[163480721977764, 0, 1], 2]], 'hecke_orbit_code': 343748378699, 'p': 59}
  • id: 234142
    {'charpoly_factorization': [[[-517403, 1], 4]], 'hecke_orbit_code': 343748378699, 'p': 61}
  • id: 234143
    {'charpoly_factorization': [[[72899831373901773382762569, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 67}
  • id: 234144
    {'charpoly_factorization': [[[20828628, 1], 4]], 'hecke_orbit_code': 343748378699, 'p': 71}
  • id: 234145
    {'charpoly_factorization': [[[2779887423524655297672900000000, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 73}
  • id: 234146
    {'charpoly_factorization': [[[1779821437684900, 0, 1], 2]], 'hecke_orbit_code': 343748378699, 'p': 79}
  • id: 234147
    {'charpoly_factorization': [[[79057809914805900889318404276624, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, 'p': 83}
  • id: 234148
    {'charpoly_factorization': [[[9055697378999184, 0, 1], 2]], 'hecke_orbit_code': 343748378699, 'p': 89}
  • id: 234149
    {'charpoly_factorization': [[[100891828493873627675077658018169, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 343748378699, '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': 6, 'hecke_orbit': 1, 'label': '75.9.f.a', 'level': 75, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 33167000
    {'hecke_orbit_code': 343748378699, 'n': 1, 'trace_an': 4}
  • id: 33167001
    {'hecke_orbit_code': 343748378699, 'n': 2, 'trace_an': 0}
  • id: 33167002
    {'hecke_orbit_code': 343748378699, 'n': 3, 'trace_an': 0}
  • id: 33167003
    {'hecke_orbit_code': 343748378699, 'n': 4, 'trace_an': 0}
  • id: 33167004
    {'hecke_orbit_code': 343748378699, 'n': 5, 'trace_an': 0}
  • id: 33167005
    {'hecke_orbit_code': 343748378699, 'n': 6, 'trace_an': 1944}
  • id: 33167006
    {'hecke_orbit_code': 343748378699, 'n': 7, 'trace_an': 0}
  • id: 33167007
    {'hecke_orbit_code': 343748378699, 'n': 8, 'trace_an': 0}
  • id: 33167008
    {'hecke_orbit_code': 343748378699, 'n': 9, 'trace_an': 0}
  • id: 33167009
    {'hecke_orbit_code': 343748378699, 'n': 10, 'trace_an': 0}
  • id: 33167010
    {'hecke_orbit_code': 343748378699, 'n': 11, 'trace_an': -936}
  • id: 33167011
    {'hecke_orbit_code': 343748378699, 'n': 12, 'trace_an': 0}
  • id: 33167012
    {'hecke_orbit_code': 343748378699, 'n': 13, 'trace_an': 0}
  • id: 33167013
    {'hecke_orbit_code': 343748378699, 'n': 14, 'trace_an': 0}
  • id: 33167014
    {'hecke_orbit_code': 343748378699, 'n': 15, 'trace_an': 0}
  • id: 33167015
    {'hecke_orbit_code': 343748378699, 'n': 16, 'trace_an': 22976}
  • id: 33167016
    {'hecke_orbit_code': 343748378699, 'n': 17, 'trace_an': 0}
  • id: 33167017
    {'hecke_orbit_code': 343748378699, 'n': 18, 'trace_an': 0}
  • id: 33167018
    {'hecke_orbit_code': 343748378699, 'n': 19, 'trace_an': 0}
  • id: 33167019
    {'hecke_orbit_code': 343748378699, 'n': 20, 'trace_an': 0}
  • id: 33167020
    {'hecke_orbit_code': 343748378699, 'n': 21, 'trace_an': 759780}
  • id: 33167021
    {'hecke_orbit_code': 343748378699, 'n': 22, 'trace_an': 0}
  • id: 33167022
    {'hecke_orbit_code': 343748378699, 'n': 23, 'trace_an': 0}
  • id: 33167023
    {'hecke_orbit_code': 343748378699, 'n': 24, 'trace_an': 0}
  • id: 33167024
    {'hecke_orbit_code': 343748378699, 'n': 25, 'trace_an': 0}
  • id: 33167025
    {'hecke_orbit_code': 343748378699, 'n': 26, 'trace_an': -701352}
  • id: 33167026
    {'hecke_orbit_code': 343748378699, 'n': 27, 'trace_an': 0}
  • id: 33167027
    {'hecke_orbit_code': 343748378699, 'n': 28, 'trace_an': 0}
  • id: 33167028
    {'hecke_orbit_code': 343748378699, 'n': 29, 'trace_an': 0}
  • id: 33167029
    {'hecke_orbit_code': 343748378699, 'n': 30, 'trace_an': 0}
  • id: 33167030
    {'hecke_orbit_code': 343748378699, 'n': 31, 'trace_an': 3346900}
  • id: 33167031
    {'hecke_orbit_code': 343748378699, 'n': 32, 'trace_an': 0}
  • id: 33167032
    {'hecke_orbit_code': 343748378699, 'n': 33, 'trace_an': 0}
  • id: 33167033
    {'hecke_orbit_code': 343748378699, 'n': 34, 'trace_an': 0}
  • id: 33167034
    {'hecke_orbit_code': 343748378699, 'n': 35, 'trace_an': 0}
  • id: 33167035
    {'hecke_orbit_code': 343748378699, 'n': 36, 'trace_an': -1294704}
  • id: 33167036
    {'hecke_orbit_code': 343748378699, 'n': 37, 'trace_an': 0}
  • id: 33167037
    {'hecke_orbit_code': 343748378699, 'n': 38, 'trace_an': 0}
  • id: 33167038
    {'hecke_orbit_code': 343748378699, 'n': 39, 'trace_an': 0}
  • id: 33167039
    {'hecke_orbit_code': 343748378699, 'n': 40, 'trace_an': 0}
  • id: 33167040
    {'hecke_orbit_code': 343748378699, 'n': 41, 'trace_an': 11288880}
  • id: 33167041
    {'hecke_orbit_code': 343748378699, 'n': 42, 'trace_an': 0}
  • id: 33167042
    {'hecke_orbit_code': 343748378699, 'n': 43, 'trace_an': 0}
  • id: 33167043
    {'hecke_orbit_code': 343748378699, 'n': 44, 'trace_an': 0}
  • id: 33167044
    {'hecke_orbit_code': 343748378699, 'n': 45, 'trace_an': 0}
  • id: 33167045
    {'hecke_orbit_code': 343748378699, 'n': 46, 'trace_an': 15839280}
  • id: 33167046
    {'hecke_orbit_code': 343748378699, 'n': 47, 'trace_an': 0}
  • id: 33167047
    {'hecke_orbit_code': 343748378699, 'n': 48, 'trace_an': 0}
  • id: 33167048
    {'hecke_orbit_code': 343748378699, 'n': 49, 'trace_an': 0}
  • id: 33167049
    {'hecke_orbit_code': 343748378699, 'n': 50, 'trace_an': 0}
  • id: 33167050
    {'hecke_orbit_code': 343748378699, 'n': 51, 'trace_an': 23547672}
  • id: 33167051
    {'hecke_orbit_code': 343748378699, 'n': 52, 'trace_an': 0}
  • id: 33167052
    {'hecke_orbit_code': 343748378699, 'n': 53, 'trace_an': 0}
  • id: 33167053
    {'hecke_orbit_code': 343748378699, 'n': 54, 'trace_an': 0}
  • id: 33167054
    {'hecke_orbit_code': 343748378699, 'n': 55, 'trace_an': 0}
  • id: 33167055
    {'hecke_orbit_code': 343748378699, 'n': 56, 'trace_an': 68211360}
  • id: 33167056
    {'hecke_orbit_code': 343748378699, 'n': 57, 'trace_an': 0}
  • id: 33167057
    {'hecke_orbit_code': 343748378699, 'n': 58, 'trace_an': 0}
  • id: 33167058
    {'hecke_orbit_code': 343748378699, 'n': 59, 'trace_an': 0}
  • id: 33167059
    {'hecke_orbit_code': 343748378699, 'n': 60, 'trace_an': 0}
  • id: 33167060
    {'hecke_orbit_code': 343748378699, 'n': 61, 'trace_an': 2069612}
  • id: 33167061
    {'hecke_orbit_code': 343748378699, 'n': 62, 'trace_an': 0}
  • id: 33167062
    {'hecke_orbit_code': 343748378699, 'n': 63, 'trace_an': 0}
  • id: 33167063
    {'hecke_orbit_code': 343748378699, 'n': 64, 'trace_an': 0}
  • id: 33167064
    {'hecke_orbit_code': 343748378699, 'n': 65, 'trace_an': 0}
  • id: 33167065
    {'hecke_orbit_code': 343748378699, 'n': 66, 'trace_an': -454896}
  • id: 33167066
    {'hecke_orbit_code': 343748378699, 'n': 67, 'trace_an': 0}
  • id: 33167067
    {'hecke_orbit_code': 343748378699, 'n': 68, 'trace_an': 0}
  • id: 33167068
    {'hecke_orbit_code': 343748378699, 'n': 69, 'trace_an': 0}
  • id: 33167069
    {'hecke_orbit_code': 343748378699, 'n': 70, 'trace_an': 0}
  • id: 33167070
    {'hecke_orbit_code': 343748378699, 'n': 71, 'trace_an': -83314512}
  • id: 33167071
    {'hecke_orbit_code': 343748378699, 'n': 72, 'trace_an': 0}
  • id: 33167072
    {'hecke_orbit_code': 343748378699, 'n': 73, 'trace_an': 0}
  • id: 33167073
    {'hecke_orbit_code': 343748378699, 'n': 74, 'trace_an': 0}
  • id: 33167074
    {'hecke_orbit_code': 343748378699, 'n': 75, 'trace_an': 0}
  • id: 33167075
    {'hecke_orbit_code': 343748378699, 'n': 76, 'trace_an': -107562256}
  • id: 33167076
    {'hecke_orbit_code': 343748378699, 'n': 77, 'trace_an': 0}
  • id: 33167077
    {'hecke_orbit_code': 343748378699, 'n': 78, 'trace_an': 0}
  • id: 33167078
    {'hecke_orbit_code': 343748378699, 'n': 79, 'trace_an': 0}
  • id: 33167079
    {'hecke_orbit_code': 343748378699, 'n': 80, 'trace_an': 0}
  • id: 33167080
    {'hecke_orbit_code': 343748378699, 'n': 81, 'trace_an': -19131876}
  • id: 33167081
    {'hecke_orbit_code': 343748378699, 'n': 82, 'trace_an': 0}
  • id: 33167082
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