Embedded newform data - 175.10.b.d.99.4

Formats: - HTML - YAML - JSON - 2025-06-15T01:48:58.980770

• 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': 17500, 'analytic_conductor': 90.1312713286778, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [175, 2, [127, 101], [1, 2]], 'cm_discs': [], 'conrey_index': 99, 'dim': 6, 'field_disc': -2285868771777600, 'field_disc_factorization': [[-1, 1], [2, 6], [3, 2], [5, 2], [398423, 2]], 'field_poly': [4064256, 0, 185508, 0, 853, 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, [364046400, 0, 2559636, 0, 3093, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510867769360559, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 36, 'hecke_ring_index_factorization': [[2, 2], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '175.10.b.d', 'level': 175, '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': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '7.10.a.b', 'prim_orbit_index': 2, 'qexp_display': 'q+(-7\\beta _{1}-\\beta _{4})q^{2}+(28\\beta _{1}+\\beta _{4}-\\beta _{5})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '175.10.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 525559443217450229, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.730', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.553', 'prec': 17}, {'__RealLiteral__': 0, 'data': '178.483', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8152.637', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [6, 0, 0, -3114, 0, 9828, 0, 0, 52002, 0, -6888, 0, 0, -100842, 0, 965922, 0, 0, -445704, 0, 403368, 0, 0, 2899260, 0, -17570112, 0, 0, -8163636, 0, 5738880, 0, 0, 7963284, 0, -70792758, 0, 0, 17981376, 0, -28841316, 0, 0, -194023968, 0, 179495328, 0, 0, -34588806, 0, -52293456, 0, 0, 235758600, 0, 67492110, 0, 0, 85180200, 0, 383493684, 0, 0, -15704322, 0, -16115904, 0, 0, -515807712, 0, 593029008, 0, 0, 1381392924, 0, 1457679972, 0, 0, 1920825312, 0, -71655354, 0, 0, 510865572, 0, -1761964512, 0, 0, -1013632956, 0, -94993164, 0, 0, -2776009656, 0, 666771588, 0, 0, 3801958344, 0, 1050749700, 0, 0, 8374822680, 0, -6964483332, 0, 0, -61179636, 0, -4925660208, 0, 0, 2764433880, 0, 8910405348, 0, 0, -4882164588, 0, 12350035998, 0, 0, 21614406408, 0, -1312228134, 0, 0, 7954136736, 0, 6657117096, 0, 0, 26917542024, 0, 11887436820, 0, 0, 32714107272, 0, -343734624, 0, 0, 20090275614, 0, 60730103028, 0, 0, 6295249212, 0, -12545572704, 0, 0, 13671524496, 0, -10778559792, 0, 0, -14091901488, 0, 9054804864, 0, 0, 53653554276, 0, 16443854028, 0, 0, 11119208934, 0, -21410039448, 0, 0, -20308556520, 0, -4955330496, 0, 0, -28077129864, 0, -73095711612, 0, 0, -51827688960, 0, 34389097776, 0, 0, -2650127760, 0, 45386498976, 0, 0, 202744789044, 0, 17951590314, 0, 0, -46653842928, 0, -50893463040, 0, 0, 71806205016, 0, -146445690552, 0, 0, 2777282592, 0, -30509899128, 0, 0, -233842058616, 0, 20479971960, 0, 0, -95607401808, 0, 38329707528, 0, 0, -121115808702, 0, 210724897068, 0, 0, 80980521468, 0, -97287521184, 0, 0, -297622702944, 0, 1577169300, 0, 0, -32299067568, 0, 170953111308, 0, 0, 94253072256, 0, -52763140584, 0, 0, -81414517968, 0, 18710184024, 0, 0, -70644969696, 0, -236302939134, 0, 0, -6701757636, 0, -175152390012, 0, 0, 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2549121832404, 0, -1635971047776, 0, 0, -40678279824, 0, 556998488508, 0, 0, -2859623681712, 0, -764304711660, 0, 0, -2747086348188, 0, 2066028212304, 0, 0, 2354907987936, 0, -964737019512, 0, 0, 1835587310424, 0, -1378864143708, 0, 0, 5763502338540, 0, 1761213234816, 0, 0, 1077264119232, 0, -2543363872560, 0, 0, 225614613336, 0, 2213069197428, 0, 0, 602646130128, 0, -299781181602, 0, 0, 423910164552, 0, -1949238391632, 0, 0, -2111888607372, 0, -5464062050832, 0, 0, -4312915996956, 0, 227954743560, 0, 0, -2501082684000, 0, -4348923238380, 0, 0, 897584552076, 0, 8954974793028, 0, 0, 1225354133976, 0, 1047685699776, 0, 0, 4944922788960, 0, 3570218840412, 0, 0, 6285756590400, 0, 3577700587608, 0, 0, 5719052312718, 0, 2856859213068, 0, 0, 821668962912, 0, -1718618012232, 0, 0, 4921593050640, 0, -5932934705544, 0, 0, -889714654248, 0, -5633618967648, 0, 0, 2925927100530, 0, 1664187278976, 0, 0, -8667608340468, 0, 1652912314620, 0, 0, -4967502779316, 0, 4397606236128, 0, 0, -8674147080576, 0, 4048666598844, 0, 0, 1807958116860, 0, 13158473130528, 0, 0, 3752478674442, 0, 631410345720, 0, 0, 779026887000, 0, -11414180125560, 0, 0, 39707949288, 0, -6561769379340, 0, 0, -18040193620596, 0, 1345197590352, 0, 0, -1893883509252, 0, -2492185336368, 0, 0, -5061154636956, 0, -13028334852036, 0, 0, -2894820361104, 0, -9709616077632, 0, 0, -3268763814960, 0, -3642586798452, 0, 0, -13164591323436, 0, 4688133497880, 0, 0, -2701966800204, 0, 980565515586, 0, 0, -9041136451536, 0, -5284683498360, 0, 0, -26501713613340, 0, 12189129224328, 0, 0, 9823785831456, 0, -11002613931792, 0, 0, 7489495198080, 0, 304666854924, 0, 0, -24837299190480, 0, -16551072082692, 0, 0, -2978491386960, 0, -1357190439264, 0, 0, 2985987284784, 0, -9146182813152, 0, 0, 4956653216004, 0, 5791811289600, 0, 0, 4924830365448, 0, -8559632491200, 0, 0, -2785815120144, 0, 8084299437228, 0, 0, -10861705192968, 0, 9747003428496, 0, 0, 5524419496164, 0, -13640491108440, 0, 0, 1317691114416, 0, -9562170654372, 0, 0, -3318774989376, 0, 36085842333480, 0, 0, 14221488190560, 0, 8131027374624, 0, 0, 973113757560, 0, -1944707215668, 0, 0, 10896380051160, 0, 15869440887972, 0, 0, 11687112207540, 0, 15315997334148, 0, 0, 8618621069184, 0, -26411660569392, 0, 0, -32533274019036, 0, 18782974750686, 0, 0, 3109286596500, 0, 154684441872, 0, 0, 29448835369884, 0, 581334062442, 0, 0, -26161520193144, 0, -18709347238008, 0, 0, -12278975728416, 0, 9083099387880, 0, 0, -1141901590032, 0, 3537938275380, 0, 0, 35281390921536, 0, -7798600503372, 0, 0, -19905978291780, 0, 5124461337504, 0, 0, -8661832291224, 0, 9057458655432, 0, 0, 32025475621440, 0, -7455135310224, 0, 0, 68913678925224, 0, 38535014323764, 0, 0, 1798847054082, 0, -33376838139792, 0, 0, 31707046677264, 0, 32071331415168, 0, 0, -17579888775624, 0, 6796377742560, 0, 0, 36904802081040, 0, -62174148279252, 0, 0, -8761614009624, 0, -15772313400816, 0, 0, 41683734560160, 0, 11532938525640, 0, 0, 30686821998336, 0, 26130570908988, 0, 0, 16780944213840, 0, 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-108924886346712, 0, 0, -9312419294640, 0, 106774003875672, 0, 0, -7331959467000, 0, 1347151231230, 0, 0, 48382394714304, 0, 41038557094920, 0, 0, -105984168737940, 0, -58669860108384, 0, 0, 48735655679340, 0, -4657647331920, 0, 0, -19761021139116, 0, -206365851589464, 0, 0, -73186949749872, 0, -47228024765040, 0, 0, -6252345985536, 0, -182145917812992, 0, 0, 5426221125108, 0, 2569394864904, 0, 0, -16811143591116, 0, 160200349321320, 0, 0, -61493094070896, 0, -118274790918732, 0, 0, -113304645480180, 0, 94567926628416, 0, 0, 169649764721976, 0, 9742791490992, 0, 0, -163070994939804, 0, -189494154946896, 0, 0, 16763428121412, 0, 90535104126342, 0, 0, -221356608387516, 0, 5302733812992, 0, 0, -30577082149152, 0, -23669041499208, 0, 0, -205595621821056, 0, -16000010820528, 0, 0, -1901256734832, 0, -41269583949372, 0, 0, 64849403220840, 0, -176179319666280, 0, 0, 112957455567936, 0, -56776175816640, 0, 0, 36049874275296, 0, 80111832496920, 0, 0, -104922198974880, 0], 'weight': 10, '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], [0.0, 0.5904661873365178], [0.0, -1.1647831988163253], [0.6513496816122762, 0.0], [0.0, 0.0], [0.6877650944787088, 0.0], [0.0, 0.37796447300922725], [0.0, 0.9750661504609733], [-0.3567199002447912, 0.0], [0.0, 0.0], [-1.8575432790199393, 0.0], [0.0, -0.7586811656963421], [0.0, 0.031073440320689604], [-0.2231752413264146, 0.0], [0.0, 0.0], [0.07560608934868988, 0.0], [0.0, 0.33828630768588], [0.0, -0.21063103944460482], [0.25076660795977834, 0.0], [0.0, 0.0], [0.44024666791061434, 0.0], [0.0, -1.096816497775477], [0.0, -0.9492129766223423], [1.135740669791453, 0.0], [0.0, 0.0], [-0.018347815833586415, 0.0], [0.0, -0.7492818523277569], [0.0, 0.24618703915531193], [0.3752616142759137, 0.0], [0.0, 0.0], [1.8815717802167993, 0.0], [0.0, 1.0197089897781184], [0.0, 2.163635202476611], [-0.19974662632742973, 0.0], [0.0, 0.0], [-0.2323493934492077, 0.0], [0.0, -0.7611738823612131], [0.0, 0.1480692029133216], [0.036193821214961015, 0.0], [0.0, 0.0], [0.7325411479751452, 0.0], [0.0, 0.25995077148878654], [0.0, 1.3272631122223442], [-1.2099102233706611, 0.0], [0.0, 0.0], [0.5604781672765417, 0.0], [0.0, -0.3227452206807572], [0.0, -0.08806470260155991], [-0.14285714285714285, 0.0], [0.0, 0.0], [0.394030207582123, 0.0], [0.0, 0.02023967545947924], [0.0, -1.2314681438551114], [0.44242559858441444, 0.0], [0.0, 0.0], [-0.36854036370811766, 0.0], [0.0, -0.29208873177571], [0.0, 0.22157929463524573], [-0.06880458212301532, 0.0], [0.0, 0.0], [1.5645504136630382, 0.0], [0.0, 1.111004515264598], [0.0, -0.1348274491079266], [-0.5264975900383679, 0.0], [0.0, 0.0], [-1.2775534287934391, 0.0], [0.0, -0.7049427270071664], [0.0, 0.22034267880499048], [-1.1056273272681376, 0.0], [0.0, 0.0], [0.6748263757986935, 0.0], [0.0, -0.347825499924511], [0.0, -0.6600662032453029], [0.4494474402179606, 0.0], [0.0, 0.0], [0.16333675025359212, 0.0], [0.0, -0.7020853665466034], [0.0, 0.021371227617937607], [1.4134260934991245, 0.0], [0.0, 0.0], 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[0.04769865336238095, -0.4010585238632067, None, None, -0.4395670515782507, 0.002472845306312934, 0.027050010994474863, -0.22999196768323302, -0.421295189956923, -0.21995957502721214, -0.05504456119950644, -0.43786098922238065, -0.19031723074237597, 0.11549285434424066, -0.4742039544177175, -0.3944297815431423, -0.25547637526969313, -0.10702953937665718, -0.4426706959641805, -0.1952240287694914, -0.4464700426754674, -0.12508859672948303, 0.015329211180234024, -0.2502797516106969, -0.4710098444860017, -0.2943115527916297, 0.11573627580706287, -0.4881416991940328, -0.2020887093109061, -0.42726841904370855, -0.47624347780224613, -0.19599088999387954, 0.08418449656518094, -0.12979565222435493, -0.19072868432943196, -0.2838068864607418, -0.4860751157128026, 0.03165025224817391, -0.4131965612976619, -0.33244823429380593, -0.28188703167600226, -0.26167345218625737, -0.17235847527709228, -0.41220924298371225, -0.4117556264535444, -0.31299393967996036, -0.3437345915988525, 0.05061907264472322, 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• mf_newspaces •

  Column	Type
  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_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': 17500, 'analytic_conductor': 90.1312713286778, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [175, 2, [127, 101], [1, 2]], 'conrey_index': 99, 'cusp_dim': 174, 'dim': 82, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68887249071, 'hecke_orbit_dims': [2, 4, 4, 6, 8, 10, 12, 16, 20], 'label': '175.10.b', 'level': 175, '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': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 186, 'mf_new_dim': 82, 'num_forms': 9, 'prim_orbit_index': 2, 'relative_dim': 82, 'sturm_bound': 200, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [82, 0, 0, -22872, 0, -12312, 0, 0, -522294, 0, 147952, 0, 0, -153664, 0, 8850568, 0, 0, -1861344, 0, 739508, 0, 0, 8296876, 0, 16305324, 0, 0, -1301356, 0, -18049896, 0, 0, 34344344, 0, 75013092, 0, 0, -59831696, 0, 46753160, 0, 0, 131466630, 0, -120337654, 0, 0, -472713682, 0, 146040476, 0, 0, 724921252, 0, 96246486, 0, 0, 356269412, 0, 143787416, 0, 0, -2222716926, 0, -1426012396, 0, 0, -1808650968, 0, 611907964, 0, 0, 831359154, 0, -1433005284, 0, 0, -1303654700, 0, 3447882298, 0, 0, -558107648, 0, 1054172358, 0, 0, 1482306264, 0, 1407946400, 0, 0, 819507428, 0, -2829797556, 0, 0, -6788024404, 0, 481704800, 0, 0, -6884873164, 0, -6552410168, 0, 0, 7079399316, 0, 22169989904, 0, 0, 12255853884, 0, 12638298778, 0, 0, -81758852, 0, 11717712470, 0, 0, -2910264632, 0, 13199142152, 0, 0, 5790123288, 0, -20497590244, 0, 0, -22072061526, 0, -17968508984, 0, 0, 24835639912, 0, -22362636176, 0, 0, -85203818204, 0, 382455512, 0, 0, -59254978628, 0, 35722206636, 0, 0, 8319805942, 0, 33099008992, 0, 0, 66124806536, 0, 15280693904, 0, 0, -25592154124, 0, 38089854364, 0, 0, -1389929278, 0, 77775304076, 0, 0, 62550312416, 0, -135085834074, 0, 0, -99406567828, 0, 32769710864, 0, 0, -38439273608, 0, 45186073880, 0, 0, -13996312568, 0, 132638077024, 0, 0, 46571787872, 0, 131852528472, 0, 0, -11991054696, 0, -326134487028, 0, 0, 22794374796, 0, 233163750012, 0, 0, 37218998068, 0, -304377133948, 0, 0, 362576670628, 0, -384263770700, 0, 0, -30099580348, 0, 233059537776, 0, 0, 47352579624, 0, 478216821446, 0, 0, -103154785784, 0, 96674113704, 0, 0, -489195104524, 0, -805140537860, 0, 0, -154932951352, 0, -13632641088, 0, 0, -296271064660, 0, -295926441852, 0, 0, 237168002788, 0, -234391015592, 0, 0, -568923105818, 0, 1006028945416, 0, 0, -73982493200, 0, -326364957460, 0, 0, 1160270902592, 0, 237676334560, 0, 0, 35625706192, 0, -874450888472, 0, 0, 1065067121620, 0, 1097743548380, 0, 0, 166127492568, 0, -557584902412, 0, 0, 717463346690, 0, -1047854524580, 0, 0, -564922380826, 0, 659949793784, 0, 0, 70976229912, 0, -693922728216, 0, 0, 1430038199488, 0, 224753096120, 0, 0, 2077742056588, 0, -1668327082404, 0, 0, 407361801080, 0, -1860307775720, 0, 0, -119057809856, 0, 1686766577682, 0, 0, -2382491232244, 0, 1899127800924, 0, 0, -259564368272, 0, 1079306809100, 0, 0, -851797814336, 0, 1106142300544, 0, 0, -1917130019108, 0, 830231561740, 0, 0, 3197163055980, 0, -1966701077592, 0, 0, -3251762695448, 0, 243098279732, 0, 0, 1542346847664, 0, 3560338153744, 0, 0, -1782200257328, 0, -4199100777512, 0, 0, -1505521633900, 0, -243036207714, 0, 0, -340571727384, 0, -6221385206416, 0, 0, -3109238487220, 0, 541198259756, 0, 0, 2713914501500, 0, 5964946869592, 0, 0, -2551468798920, 0, -2479957898608, 0, 0, 3933809945720, 0, -107547029722, 0, 0, 2420345280636, 0, -1254130527904, 0, 0, -3206307528074, 0, 1888236702174, 0, 0, 1221366937336, 0, 5710345244336, 0, 0, -4362131110276, 0, -1806391019846, 0, 0, -3317395636416, 0, 1796487845796, 0, 0, -2386040794394, 0, -2945790818576, 0, 0, -2420388198576, 0, 3932754593036, 0, 0, 17735540668116, 0, 11198989481064, 0, 0, -9589414217136, 0, -2916837069832, 0, 0, 320063720340, 0, -11446170642046, 0, 0, 4841511155280, 0, 3010920973494, 0, 0, -14082489817108, 0, 22006704049424, 0, 0, 5391450449128, 0, 7645516901300, 0, 0, 2415300378288, 0, 1613515932180, 0, 0, 1862515140084, 0, -6775402333968, 0, 0, 1211361740070, 0, -14637242888202, 0, 0, -2500930311488, 0, 1347638517424, 0, 0, 400674585616, 0, -3331997325188, 0, 0, -3576719175792, 0, 2486784310840, 0, 0, -16515575779842, 0, -39333029758940, 0, 0, 16630271747868, 0, 6756459117212, 0, 0, -3765072665584, 0, 7214103355796, 0, 0, 7715056670976, 0, 234657718120, 0, 0, -5566649231150, 0, 1062251561638, 0, 0, -12019626891536, 0, -2146445259700, 0, 0, 30086993777472, 0, 11334273447524, 0, 0, -13175697035824, 0, -348852063568, 0, 0, 34502289266684, 0, 17880788563710, 0, 0, -12602471385322, 0, -1132069290788, 0, 0, -4578051642364, 0, -16259101396708, 0, 0, -852913837552, 0, -5846383422476, 0, 0, -20354491279776, 0, 9202612152720, 0, 0, 20048308301312, 0, 9975129154728, 0, 0, -38310337683464, 0, -26157898425620, 0, 0, 25420095594352, 0, -6755764343772, 0, 0, 48160763209856, 0, -33420150987932, 0, 0, -31208817839128, 0, 654719258036, 0, 0, -6108576977132, 0, 29812712230170, 0, 0, -28906667292540, 0, 12344522615236, 0, 0, 36831841869980, 0, -18559873149132, 0, 0, -6885100765968, 0, -22174673560920, 0, 0, 58399961411572, 0, 64054431653334, 0, 0, 9937120161612, 0, 10116957747600, 0, 0, -24966736796870, 0, -9087332109784, 0, 0, -14321463651992, 0, -16619910327848, 0, 0, -2559645921480, 0, 1146387183984, 0, 0, -5274473546924, 0, 3687440351600, 0, 0, 466136054640, 0, -7146508128536, 0, 0, 49452726346056, 0, 16645175126644, 0, 0, 10509245275718, 0, -50005607790896, 0, 0, -48933101118356, 0, 7943621369716, 0, 0, -38017006790070, 0, 20294199977916, 0, 0, -34829956086744, 0, 6512230340784, 0, 0, -37176910125712, 0, -54148927204056, 0, 0, -20945922836172, 0, 22561025516240, 0, 0, 107328815705644, 0, -52878994437202, 0, 0, 5008577179904, 0, -24776873511408, 0, 0, -38709698760820, 0, 37406512734384, 0, 0, -16958395371932, 0, 44311944422096, 0, 0, -12048497911432, 0, 885842380864, 0, 0, 14307476748432, 0, -50012788185856, 0, 0, -60768805503890, 0, -31367795054036, 0, 0, 110458838215240, 0, 73817311531700, 0, 0, 170009509280556, 0, -87417647156832, 0, 0, -27364188489236, 0, -20341121987460, 0, 0, -79206832941600, 0, 137787715331764, 0, 0, -32999263221472, 0, 11387969199712, 0, 0, -5290793817980, 0, -69641494502532, 0, 0, -108476751063258, 0, 39954550381392, 0, 0, 179741147421248, 0, 28024861199638, 0, 0, 61577617623228, 0, -112484224510712, 0, 0, -228105914150320, 0, 7629913336666, 0, 0, -23576791353976, 0, 48077962450464, 0, 0, -99293684755108, 0, 67440555977704, 0, 0, 100378315547624, 0, 47265563174720, 0, 0, -109719186991344, 0, 162012044487652, 0, 0, 160650899962632, 0, 20966353609104, 0, 0, 81221704990122, 0, -170324417944928, 0, 0, -82980805228724, 0, 16449788765992, 0, 0, -51021763256968, 0, 293871820591000, 0, 0, -59363349010160, 0, 35261179869496, 0, 0, 78783398085676, 0, 20864460682804, 0, 0, -103229459792416, 0, -12759567773700, 0, 0, 510795745477688, 0, -91221125186880, 0, 0, 6414757445188, 0, -36975341205580, 0, 0, -349321463184062, 0, -60773105932812, 0, 0, -25156354319096, 0, -65165774287172, 0, 0, -299813275135160, 0, 38402074161584, 0, 0, 116438026264456, 0, 104596453044592, 0, 0, -314567785388812, 0, -54377442525704, 0, 0, 170204210993352, 0, 43867657102686, 0, 0, 228588786904940, 0, -211023682003668, 0, 0, -127135102460740, 0, -183825183967356, 0, 0, -32319541993536, 0, 53215361572580, 0, 0, -116655307117064, 0, 14395373577368, 0, 0, -28365797156900, 0, 52710893256464, 0, 0, -38940858725840, 0, -162278047564296, 0, 0, 464839113666748, 0, -23491494129844, 0, 0, 253586305204560, 0, -115584393850964, 0, 0, -468768911425640, 0, -159231120716124, 0, 0, -80511140464720, 0, 271482561565040, 0, 0, 184101116235808, 0, -4545114973952, 0, 0, 30649458503328, 0, -38690238289384, 0, 0, -340886107207964, 0, 24479625882760, 0, 0, 475750258273008, 0, 305462543876028, 0, 0, -53991730526430, 0, -150587382468556, 0, 0, -211126041477772, 0, -446911958225732, 0, 0, -235016956275220, 0, -146404073939896, 0, 0, -222278699676804, 0, 10730277752544, 0, 0, 364402336362544, 0, 795480462904148, 0, 0, -262466114246424, 0, -28583465977440, 0, 0, 765946971333048, 0, 120627711956090, 0, 0, 319286820142184, 0, -394202590917616, 0, 0, 45157162531560, 0, 133488356528928, 0, 0, -106538425408436, 0, 59059157719442, 0, 0, -64408613899684, 0, 126895599164208, 0, 0, 333703368596804, 0, 395515882928208, 0, 0, -850081362194374, 0, -241220327622264, 0, 0, 295932041605916, 0, 20211148761676, 0, 0, 775940271548148, 0, 74155240207632, 0, 0, -507277429356064, 0, -22425731256068, 0, 0, -176522831623082, 0, -226432923055220, 0, 0, -797318726980832, 0], 'weight': 10, '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: 43048443
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 99, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510867769360559, 'target_is_minimal': False, 'target_label': '175.10.b.d.99.4', 'target_level': 175, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 43048444
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799049883823, 'target_is_minimal': False, 'target_label': '175.10.a.d.1.2', 'target_level': 175, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 43048445
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599795142663, 'target_is_minimal': True, 'target_label': '7.10.a.b.1.2', 'target_level': 7, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 43048446
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 99, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510867769360559, 'target_is_minimal': False, 'target_label': '175.10.b.d.99.3', 'target_level': 175, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 43048447
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398677254207, 'target_is_minimal': False, 'target_label': '63.10.a.e.1.2', 'target_level': 63, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 10}
  • id: 43048448
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197559365744, 'target_is_minimal': False, 'target_label': '112.10.a.h.1.1', 'target_level': 112, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 43048449
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 30, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014536116207665, 'target_is_minimal': False, 'target_label': '49.10.c.e.30.2', 'target_level': 49, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '35.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 43048450
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199422513201, 'target_is_minimal': False, 'target_label': '49.10.a.c.1.2', 'target_level': 49, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 10}
  • id: 43048451
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 30, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510936488837169, 'target_is_minimal': False, 'target_label': '49.10.c.d.30.2', 'target_level': 49, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '35.18', 'twisting_conrey_index': 18, 'weight': 10}
  • id: 43048452
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 18, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510936488837169, 'target_is_minimal': False, 'target_label': '49.10.c.d.18.2', 'target_level': 49, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '35.23', 'twisting_conrey_index': 23, 'weight': 10}
  • id: 43048453
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510867769360559, 'source_is_minimal': False, 'source_label': '175.10.b.d.99.4', 'source_level': 175, 'target_conrey_index': 18, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014536116207665, 'target_is_minimal': False, 'target_label': '49.10.c.e.18.2', 'target_level': 49, 'twist_class_label': '7.10.a.b.1.2', 'twist_class_level': 7, 'twisting_char_label': '35.33', 'twisting_conrey_index': 33, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 451700
    {'charpoly_factorization': [[[364046400, 0, 2559636, 0, 3093, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 2}
  • id: 451701
    {'charpoly_factorization': [[[9144576, 0, 169404048, 0, 33048, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 3}
  • id: 451702
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 13510867769360559, 'p': 5}
  • id: 451703
    {'charpoly_factorization': [[[5764801, 0, 1], 3]], 'hecke_orbit_code': 13510867769360559, 'p': 7}
  • id: 451704
    {'charpoly_factorization': [[[108859759460352, -6618499968, 3444, 1], 2]], 'hecke_orbit_code': 13510867769360559, 'p': 11}
  • id: 451705
    {'charpoly_factorization': [[[1726270584713688679717273600, 0, 168861903075082760256, 0, 26253893652, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 13}
  • id: 451706
    {'charpoly_factorization': [[[482852058015895110500222129385024, 0, 41457573912132781612848, 0, 446677667052, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 17}
  • id: 451707
    {'charpoly_factorization': [[[43011870587515760, -353981719620, 222852, 1], 2]], 'hecke_orbit_code': 13510867769360559, 'p': 19}
  • id: 451708
    {'charpoly_factorization': [[[949939141969967565157434415745335296, 0, 3675857213293946553765888, 0, 3527218647168, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 23}
  • id: 451709
    {'charpoly_factorization': [[[-4423213168251517800, -4782422143620, 4081818, 1], 2]], 'hecke_orbit_code': 13510867769360559, 'p': 29}
  • id: 451710
    {'charpoly_factorization': [[[-74172820551747190784, -58176366315792, -2869440, 1], 2]], 'hecke_orbit_code': 13510867769360559, 'p': 31}
  • id: 451711
    {'charpoly_factorization': [[[119280298557942784700808690684449577323584, 0, 15218183952664377605384348208, 0, 256366243984332, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 37}
  • id: 451712
    {'charpoly_factorization': [[[-1983508183225662258312, -217166148381924, 14420658, 1], 2]], 'hecke_orbit_code': 13510867769360559, 'p': 41}
  • id: 451713
    {'charpoly_factorization': [[[47387644619416572042400667946041677383270400, 0, 543465666535591965305351632896, 0, 1438751027384592, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 43}
  • id: 451714
    {'charpoly_factorization': [[[19210206200067736762724618622626051242131456, 0, 259456335329393879776982141184, 0, 928644247418784, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 47}
  • id: 451715
    {'charpoly_factorization': [[[57008241544638258644273127170382983852261496384, 0, 45224959889930817413353150369584, 0, 11765090487049836, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 53}
  • id: 451716
    {'charpoly_factorization': [[[-42255218866385698714800, -6912010951598820, -42590100, 1], 2]], 'hecke_orbit_code': 13510867769360559, 'p': 59}
  • id: 451717
    {'charpoly_factorization': [[[51129364193607680723008, 3514240390404936, -191746842, 1], 2]], 'hecke_orbit_code': 13510867769360559, 'p': 61}
  • id: 451718
    {'charpoly_factorization': [[[4186948032820746944758298104641024484256604983296, 0, 1046377143433483823836265208017664, 0, 68008851747881904, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 67}
  • id: 451719
    {'charpoly_factorization': [[[1678437708012594690785280, 10350223039033344, -296514504, 1], 2]], 'hecke_orbit_code': 13510867769360559, 'p': 71}
  • id: 451720
    {'charpoly_factorization': [[[386755936711959159824980539400890024128818814845504, 0, 22246628792681438643124092822640944, 0, 305115642426598956, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 73}
  • id: 451721
    {'charpoly_factorization': [[[11393072303017048698752000, 207231646446206400, -960412656, 1], 2]], 'hecke_orbit_code': 13510867769360559, 'p': 79}
  • id: 451722
    {'charpoly_factorization': [[[360985841776719178238475812402767348335611629519104, 0, 56197708366079794235075854583351184, 0, 584986193315712216, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, 'p': 83}
  • id: 451723
    {'charpoly_factorization': [[[-199603832029143905001240, -94874685327766740, 506816478, 1], 2]], 'hecke_orbit_code': 13510867769360559, 'p': 89}
  • id: 451724
    {'charpoly_factorization': [[[244625672663725247917585046985980620056112288919496256, 0, 2775012736968390113847835870508249904, 0, 3341247846497604204, 0, 1], 1]], 'hecke_orbit_code': 13510867769360559, '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': 2, 'hecke_orbit': 4, 'label': '175.10.b.d', 'level': 175, '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: 35953567
    {'hecke_orbit_code': 13510867769360559, 'n': 1, 'trace_an': 6}
  • id: 35953568
    {'hecke_orbit_code': 13510867769360559, 'n': 2, 'trace_an': 0}
  • id: 35953569
    {'hecke_orbit_code': 13510867769360559, 'n': 3, 'trace_an': 0}
  • id: 35953570
    {'hecke_orbit_code': 13510867769360559, 'n': 4, 'trace_an': -3114}
  • id: 35953571
    {'hecke_orbit_code': 13510867769360559, 'n': 5, 'trace_an': 0}
  • id: 35953572
    {'hecke_orbit_code': 13510867769360559, 'n': 6, 'trace_an': 9828}
  • id: 35953573
    {'hecke_orbit_code': 13510867769360559, 'n': 7, 'trace_an': 0}
  • id: 35953574
    {'hecke_orbit_code': 13510867769360559, 'n': 8, 'trace_an': 0}
  • id: 35953575
    {'hecke_orbit_code': 13510867769360559, 'n': 9, 'trace_an': 52002}
  • id: 35953576
    {'hecke_orbit_code': 13510867769360559, 'n': 10, 'trace_an': 0}
  • id: 35953577
    {'hecke_orbit_code': 13510867769360559, 'n': 11, 'trace_an': -6888}
  • id: 35953578
    {'hecke_orbit_code': 13510867769360559, 'n': 12, 'trace_an': 0}
  • id: 35953579
    {'hecke_orbit_code': 13510867769360559, 'n': 13, 'trace_an': 0}
  • id: 35953580
    {'hecke_orbit_code': 13510867769360559, 'n': 14, 'trace_an': -100842}
  • id: 35953581
    {'hecke_orbit_code': 13510867769360559, 'n': 15, 'trace_an': 0}
  • id: 35953582
    {'hecke_orbit_code': 13510867769360559, 'n': 16, 'trace_an': 965922}
  • id: 35953583
    {'hecke_orbit_code': 13510867769360559, 'n': 17, 'trace_an': 0}
  • id: 35953584
    {'hecke_orbit_code': 13510867769360559, 'n': 18, 'trace_an': 0}
  • id: 35953585
    {'hecke_orbit_code': 13510867769360559, 'n': 19, 'trace_an': -445704}
  • id: 35953586
    {'hecke_orbit_code': 13510867769360559, 'n': 20, 'trace_an': 0}
  • id: 35953587
    {'hecke_orbit_code': 13510867769360559, 'n': 21, 'trace_an': 403368}
  • id: 35953588
    {'hecke_orbit_code': 13510867769360559, 'n': 22, 'trace_an': 0}
  • id: 35953589
    {'hecke_orbit_code': 13510867769360559, 'n': 23, 'trace_an': 0}
  • id: 35953590
    {'hecke_orbit_code': 13510867769360559, 'n': 24, 'trace_an': 2899260}
  • id: 35953591
    {'hecke_orbit_code': 13510867769360559, 'n': 25, 'trace_an': 0}
  • id: 35953592
    {'hecke_orbit_code': 13510867769360559, 'n': 26, 'trace_an': -17570112}
  • id: 35953593
    {'hecke_orbit_code': 13510867769360559, 'n': 27, 'trace_an': 0}
  • id: 35953594
    {'hecke_orbit_code': 13510867769360559, 'n': 28, 'trace_an': 0}
  • id: 35953595
    {'hecke_orbit_code': 13510867769360559, 'n': 29, 'trace_an': -8163636}
  • id: 35953596
    {'hecke_orbit_code': 13510867769360559, 'n': 30, 'trace_an': 0}
  • id: 35953597
    {'hecke_orbit_code': 13510867769360559, 'n': 31, 'trace_an': 5738880}
  • id: 35953598
    {'hecke_orbit_code': 13510867769360559, 'n': 32, 'trace_an': 0}
  • id: 35953599
    {'hecke_orbit_code': 13510867769360559, 'n': 33, 'trace_an': 0}
  • id: 35953600
    {'hecke_orbit_code': 13510867769360559, 'n': 34, 'trace_an': 7963284}
  • id: 35953601
    {'hecke_orbit_code': 13510867769360559, 'n': 35, 'trace_an': 0}
  • id: 35953602
    {'hecke_orbit_code': 13510867769360559, 'n': 36, 'trace_an': -70792758}
  • id: 35953603
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  • id: 35953797
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  • id: 35953798
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  • id: 35953799
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  • id: 35953800
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  • id: 35953801
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  • id: 35953802
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  • id: 35953803
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  • id: 35953804
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  • id: 35953805
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  • id: 35953806
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  • id: 35953807
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  • id: 35953808
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  • id: 35953809
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  • id: 35953810
    {'hecke_orbit_code': 13510867769360559, 'n': 907, 'trace_an': 0}
  • id: 35953811
    {'hecke_orbit_code': 13510867769360559, 'n': 911, 'trace_an': -4657647331920}
  • id: 35953812
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  • id: 35953813
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  • id: 35953814
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  • id: 35953815
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  • id: 35953816
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  • id: 35953817
    {'hecke_orbit_code': 13510867769360559, 'n': 953, 'trace_an': 0}
  • id: 35953818
    {'hecke_orbit_code': 13510867769360559, 'n': 961, 'trace_an': 90535104126342}
  • id: 35953819
    {'hecke_orbit_code': 13510867769360559, 'n': 967, 'trace_an': 0}
  • id: 35953820
    {'hecke_orbit_code': 13510867769360559, 'n': 971, 'trace_an': -23669041499208}
  • id: 35953821
    {'hecke_orbit_code': 13510867769360559, 'n': 977, 'trace_an': 0}
  • id: 35953822
    {'hecke_orbit_code': 13510867769360559, 'n': 983, 'trace_an': 0}
  • id: 35953823
    {'hecke_orbit_code': 13510867769360559, 'n': 991, 'trace_an': -56776175816640}
  • id: 35953824
    {'hecke_orbit_code': 13510867769360559, 'n': 997, 'trace_an': 0}