Newform data - 75.9.c.c

Formats: - HTML - YAML - JSON - 2024-04-23T07:29:46.177752

• 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': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 2]], 'cm_discs': [], 'conrey_index': 26, 'conrey_indexes': [26], 'dim': 2, 'field_disc': -56, 'field_disc_factorization': [[-1, 1], [2, 3], [7, 1]], 'field_poly': [14, 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, [504, 0, 1]], [7, [-1750, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007336844689483, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.9.c.c', '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': '3.9.b.a', 'nf_label': '2.0.56.1', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta q^{2}+(-45-3\\beta )q^{3}-248q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.9.c', 'trace_display': [0, -90, 0, 3500], 'trace_hash': 847949371686156980, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.954', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.054', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.113', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '146.243', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [2, 0, -90, -496, 0, 3024, 3500, 0, -5022, 0, 0, 22320, -51460, 0, 0, -135040, 0, -272160, 37876, 0, -157500, 312480, 0, 24192, 0, 0, 1042470, -868000, 0, 0, -702956, 0, -937440, -3362688, 0, 1245456, -2670340, 0, 2315700, 0, 0, 5292000, 7052300, 0, 0, 21123648, 0, 6076800, -5404602, 0, 10088064, 12762080, 0, 4653936, 0, 0, -1704420, 20694240, 0, 0, 1507204, 0, -8788500, 31425536, 0, -14061600, -4537780, 0, -63370944, 0, 0, -2177280, -55345540, 0, 0, -9393248, 0, -77807520, -45961964, 0, -60872958, 84208320, 0, 39060000, 0, 0, -62082720, 2499840, 0, 0, -90055000, 0, 31633020, 183238272, 0, -197987328, -294542020, 0, 84369600, 0, 0, 151320960, 332127020, 0, 0, 296418528, 0, -258532560, -219950204, 0, 120165300, -236320000, 0, 57268512, 0, 0, 129216060, 615797280, 0, 0, 331848962, 0, -252624960, 174333088, 0, -476280000, -551987860, 0, -317353500, 0, 0, 232485120, 66283000, 0, 0, -26901504, 0, -950564160, 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0, -9781248960, 1125369440, 0, 0, -2884327916, 0, 4052475000, 9319528512, 0, 15715994112, -6760928260, 0, 1765122516, 0, 0, -8245722240, 20850555980, 0, 0, -8040110400, 0, 17818859520, 2733587714, 0, 13254390900, 13725693920, 0, -8171758224, 0, 0, -1442720160, -36783583200, 0, 0, 12341525000, 0, 13947444000, -2557387520, 0, 8443709568, 5986186700, 0, -14945715900, 0, 0, -622460160, -65547460, 0, 0, 11398567072, 0, -13338833760, -6415214400, 0, -3038013216, 36966384000, 0, 15096493584, 0, 0, 9897759180, 673666560, 0, 0, -24019945676, 0, 6705223740, -8814109248, 0, 10634400000, -31842745540, 0, 38759527296, 0, 0, -5154166080, -29634857000, 0, 0, -45941247072, 0, 15396514560, -14591347964, 0, -26822753100, -20458690560, 0, -27710877600, 0, 0, 17654112000, -57873584160, 0, 0, -33249830394, 0, -14933203290, 22333640000, 0, 2278892448, -27272879380, 0, 22736246400, 0, 0, -7844988960, 48812417660, 0, 0, 1465906176, 0, 8144388000, -39678499724, 0, 24839453700, -7264212480, 0, -3169345536, 0, 0, -17708325300, 73046420960, 0, 0, 70468489728, 0, -38944069920, 24145787232, 0, -20923660800, 47134502780, 0, -2982735000, 0, 0, -6861123360, 18087057880, 0, 0, 36214920000, 0, 1210567680, 71695926916, 0, -27958585536, -82367500960, 0, -53041480128, 0, 0, 12840143580, 5917746240, 0, 0, -29906970236, 0, 49474333440, 2371348224, 0, -34392859200, 2637607000, 0, 24120331200, 0, 0, -70387574400, 10459070780, 0, 0, 54547650592, 0, -83682456480, 86960234836, 0, 13570955622, 86521962240, 0, -29800994400, 0, 0, 110350749600, 54994688000, 0, 0, -26104579200, 0, -38147446980, -158762526048, 0, 458148096, 40436287100, 0, 15525530496, 0, 0, -24607800000, -8320173460, 0, 0, 122186933568, 0, -32045582880, -7941115000, 0, -68386567500, 4926378240, 0, -69494489568, 0, 0, 80033002560, -102129713280, 0, 0, 68707848200, 0, -110899152000, -82298542576, 0, -153545350896, -114567101140, 0, 60134393700, 0, 0, 62650990080, 69035984640, 0, 0, 47463589120, 0, -93741248160, -52873572044, 0, 26442327744, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, 1], [-45, -3], [-248, 0], [0, 0], [1512, -45], [1750, 0], [0, 8], [-2511, 270], [0, 0], [0, -310], [11160, 744], [-25730, 0], [0, 1750], [0, 0], [-67520, 0], [0, 3336], [-136080, -2511], [18938, 0], [0, 0], [-78750, -5250], [156240, 0], [0, -20956], [12096, -360], [0, 0], [0, -25730], [521235, -4617], [-434000, 0], [0, -20530], [0, 0], [-351478, 0], [0, -65472], [-468720, 13950], [-1681344, 0], [0, 0], [622728, -66960], [-1335170, 0], [0, 18938], [1157850, 77190], [0, 0], [0, -83540], [2646000, -78750], [3526150, 0], [0, 76880], [0, 0], [10561824, 0], [0, -181784], [3038400, 202560], [-2702301, 0], [0, 0], [5044032, -150120], [6381040, 0], [0, -294066], [2326968, 521235], [0, 0], [0, 14000], [-852210, -56814], [10347120, 0], [0, -610910], [0, 0], [753602, 0], [0, -351478], [-4394250, 472500], [15712768, 0], [0, 0], [-7030800, -468720], [-2268890, 0], [0, -827328], [-31685472, 943020], [0, 0], [0, -758220], [-1088640, -20088], [-27672770, 0], [0, -1335170], [0, 0], [-4696624, 0], [0, -542500], [-38903760, 1157850], [-22980982, 0], [0, 0], [-30436479, -1355940], [42104160, 0], [0, -2066606], [19530000, 1302000], [0, 0], [0, 3526150], [-31041360, 923850], [1249920, 0], [0, -3234540], [0, 0], [-45027500, 0], [0, 5197088], [15816510, 1054434], [91619136, 0], [0, 0], [-98993664, 2946240], [-147271010, 0], [0, -2702301], [42184800, 778410], [0, 0]], 'ap': [[0, 1], [-45, -3], [0, 0], [1750, 0], [0, -310], [-25730, 0], [0, 3336], [18938, 0], [0, -20956], [0, -20530], [-351478, 0], [-1335170, 0], [0, -83540], [3526150, 0], [0, -181784], [0, -294066], [0, -610910], [753602, 0], [-2268890, 0], [0, -758220], [-27672770, 0], [-22980982, 0], [0, -2066606], [0, -3234540], [-147271010, 0], [0, 4612250], [166063510, 0], [0, -1004634], [-109975102, 0], [0, 12817304], [-275993930, 0], [0, -12878330], [0, -9245564], [-142668262, 0], [0, 36491650], [423860522, 0], [759850750, 0], [-668159930, 0], [0, 8744156], [0, 45576634], [0, 57414270], [471706562, 0], [0, 7206560], [1588397950, 0], [0, -23954154], [647586218, 0], [58110362, 0], [-4401996170, 0], [0, 157502506], [-1865694142, 0], [0, -121217196], [0, 101319160], [-1746671998, 0], [0, -61269150], [0, -353529664], [0, 14367724], [0, -154705770], [-1442163958, 0], [-3380464130, 0], [0, -179181580], [10425277990, 0], [0, 462926534], [2993093350, 0], [0, -287231060], [-32773730, 0], [0, -524707454], [-12009972838, 0], [-15921372770, 0], [0, -220398034], [-7295673982, 0], [0, -309076496], [0, -713126460], [-13636439690, 0], [24406208830, 0], [-19839249862, 0], [0, -673198336], [0, 801745610], [23567251390, 0], [0, -613329800], [35847963458, 0], [0, -997759370], [-14953485118, 0], [0, 2852728920], [5229535390, 0], [43480117418, 0], [0, -1687027586], [0, -1316284800], [20218143550, 0], [0, -3126182410], [-4160086730, 0], [0, 1283469906], [0, -1991758480], [-57283550570, 0], [0, 3230571610], [-26436786022, 0], [0, 3353360244], [0, 2873877790], [0, 3408232380], [84677117830, 0], [143469576002, 0], [-164171470010, 0], [0, 6878413626], [0, 6887429474], [0, 5139414980], [-163410272038, 0], [-74228236130, 0], [0, -2997230474], [0, -1053206136], [0, -1351319300], [33791119682, 0], [38236640950, 0], [-108066371330, 0], [0, -210485164], [22984541978, 0], [-101892049558, 0], [0, -5247377440], [26267998150, 0], [0, 13831976556], [0, 1551651434], [0, -1679824210], [-139618842238, 0], [129783145630, 0], [0, -15173646074], [0, 4582461414], [358259489402, 0], [0, 11105725950], [-388874108542, 0], [0, -1495480920], [-253113063530, 0], [-207602193410, 0], [415014203738, 0], [0, -14730094276], [-477977751478, 0], [89506613950, 0], [0, -25455447260], [256194491138, 0], [0, -4477630026], [215788071430, 0], [0, -29833768654], [0, -4425029460], [-271548692998, 0], [0, -25088137870], [442271505430, 0], [0, 20246935326], [-132534653182, 0], [0, -2170184140], [724500894910, 0], [0, -18559602164], [754443310778, 0], [0, -918909936], [-598157593730, 0], [0, -7229667480], [606459078790, 0], [0, 20753033396], [-747110838650, 0], [0, -40136002360], [-1146989049622, 0], [0, 19423371920], [-198880707170, 0], [0, -57046589690], [0, -60427061054], [0, -22341924996], [-110988400490, 0], [0, 13157277930], [0, -27131048344], [0, -81965583356], [-572336197558, 0], [1446142152190, 0]], 'char_orbit_index': 3, 'field_poly': [14, 0, 1], 'hecke_orbit_code': 9007336844689483, 'hecke_ring_character_values': [[26, [-1, 0]], [52, [1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 6], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 6]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '75.9.c.c', 'level': 75, 'maxp': 997, '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': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 2]], 'conrey_index': 26, 'cusp_dim': 74, 'dim': 48, 'eis_dim': 12, 'eis_new_dim': 6, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 137589948491, 'hecke_orbit_dims': [1, 1, 2, 2, 10, 10, 10, 12], 'label': '75.9.c', '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': 86, 'mf_new_dim': 54, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 48, 'sturm_bound': 90, 'trace_bound': 3, 'trace_display': [0, 22, 0, -3656], 'traces': [48, 0, 22, -5648, 0, 1998, -3656, 0, -690, 0, 0, 26132, 4004, 0, 0, 633224, 0, 147640, -33770, 0, 182658, -817460, 0, -1432386, 0, 0, 1377982, 2472724, 0, 0, -13374, 0, -2203900, 7423684, 0, 3058266, -7342956, 0, -5520522, 0, 0, 10684860, -679036, 0, 0, -13466344, 0, -16336588, 41536858, 0, -4715922, -8301936, 0, 14114292, 0, 0, 1151884, 25045340, 0, 0, -36959094, 0, -17619096, -52712584, 0, 90514230, 42108244, 0, 73955532, 0, 0, -56352840, 74619344, 0, 0, -34760548, 0, -138195880, -185493440, 0, 161445198, -118669240, 0, -80905392, 0, 0, 106239820, 487275540, 0, 0, -442822454, 0, -431779356, -13838696, 0, 781827654, -35716296, 0, -74078190, 0, 0, 560443360, 655927704, 0, 0, -1314395584, 0, -1517243788, 668621290, 0, 592123728, -1155275636, 0, -775073466, 0, 0, 818605004, 1860932380, 0, 0, -2187292332, 0, -1910402000, 235808384, 0, 2769061920, -865705696, 0, -69475122, 0, 0, 1637101420, 2602466528, 0, 0, -2158503788, 0, -3362510040, 1152848020, 0, 1962366948, -1466691520, 0, -276386166, 0, 0, 722795546, 5677479344, 0, 0, -1645059054, 0, -2846783240, -2487809640, 0, 7751466828, -1845047796, 0, 951434772, 0, 0, -384752240, 3380473644, 0, 0, -7759109164, 0, -7712757180, 388686178, 0, 6600147096, 1916224944, 0, 4812207060, 0, 0, 2073159740, 4749220320, 0, 0, -6324503934, 0, -4446609836, 4934614088, 0, 826014996, -3340581800, 0, -7234065822, 0, 0, 2628902572, 5827180104, 0, 0, -7314958896, 0, -3203902780, -3824597150, 0, -4311818352, -3276894300, 0, 5352118626, 0, 0, 3783764280, -2590580256, 0, 0, -5430809394, 0, -867920600, 5875512964, 0, 4238734236, -4069164112, 0, -10657435602, 0, 0, 3411435400, -344859936, 0, 0, 27512090156, 0, 4792232024, -8615597750, 0, 4286777160, 2501683860, 0, -12523247580, 0, 0, -309024996, 2854163880, 0, 0, 17487228726, 0, 8670839902, -4043286256, 0, -16123687230, -859346472, 0, 7111180782, 0, 0, -19772515716, -21856396680, 0, 0, -9200212760, 0, 37951250960, 11379368596, 0, -22833628380, 29686085220, 0, 7889582910, 0, 0, -4967193840, -63799310336, 0, 0, 28759781856, 0, 27924864528, -31833097196, 0, -65368530276, 13248694804, 0, 25303162350, 0, 0, -41601966920, -12168673676, 0, 0, 74081671560, 0, 60064379720, 31519342492, 0, -51099854322, 30816188844, 0, 49920278922, 0, 0, -7481812180, -94483183900, 0, 0, -653077454, 0, 28690846500, -24396700332, 0, -20737139394, 17972848964, 0, -15515601252, 0, 0, -42876591600, -53715885216, 0, 0, 109062141152, 0, 82136676640, 34960472160, 0, -42663785922, 42143321160, 0, -16161276318, 0, 0, 26646872084, 2391402360, 0, 0, 35771029716, 0, 21613392364, -70326012056, 0, -56889495432, -56454320776, 0, -76232173758, 0, 0, -58275232640, -27426215392, 0, 0, 36736749776, 0, 30896213180, 76095360520, 0, 28737575298, 26115877820, 0, 37529831520, 0, 0, 77443039680, -9458289260, 0, 0, 19171251054, 0, -15231180538, -8312131304, 0, -31055022744, -82157936336, 0, -31721487810, 0, 0, -5809914936, 69219439004, 0, 0, -80546195048, 0, -1765945020, 18161154070, 0, 24699366948, 77817560360, 0, 23781992718, 0, 0, 105497753324, -79886359756, 0, 0, -48001363144, 0, -66475071300, -170573415056, 0, -64304086290, -79383928276, 0, -196051855734, 0, 0, -161267372160, 94032848408, 0, 0, -124901999880, 0, -114390675960, 78945458350, 0, 205470354438, 102332042324, 0, 301645972644, 0, 0, 104568519884, 148885761640, 0, 0, 52615302456, 0, -204512241800, 162057907088, 0, 241323224460, -151325752672, 0, -70393674540, 0, 0, 27944218052, 174395396264, 0, 0, -579535877488, 0, -106111788100, 27128556730, 0, 100738079196, 160820988160, 0, 289293512928, 0, 0, 136685523100, 248607593764, 0, 0, -162099394380, 0, -224993166716, -513920555096, 0, 428748986142, -348093695536, 0, -226891498848, 0, 0, -178366885440, 317411983504, 0, 0, 37896704816, 0, -255588250496, 143898933586, 0, -60135995682, 23396404020, 0, -220649246376, 0, 0, 340260608440, 243108229120, 0, 0, -173715264764, 0, -302374999440, 318376976092, 0, 512028031578, -362881797816, 0, -149841130332, 0, 0, 72848248280, 350573344760, 0, 0, -10059408872, 0, -191610077880, 652308774490, 0, 409361128548, 65292132300, 0, 292549487040, 0, 0, 456317135826, 50522233164, 0, 0, -601358112164, 0, -326226556676, -443141942576, 0, -196819468572, -280149496280, 0, -174908583528, 0, 0, -302143017020, 330537229844, 0, 0, -191054674984, 0, -164679190220, 378546212032, 0, 404928368040, 118693256888, 0, 221045768130, 0, 0, 422560632020, -30008056340, 0, 0, 63470800266, 0, -127248342436, -739423496268, 0, -671852982480, -662120426476, 0, -890678703030, 0, 0, -324477718200, -221897793232, 0, 0, -483487801348, 0, 408164960880, 393686788186, 0, -17627117310, 1143895090920, 0, 346014516996, 0, 0, 445674851304, -314174962320, 0, 0, 835117562346, 0, 72345742000, 224169788640, 0, -35923810158, -20365597176, 0, 112480560468, 0, 0, -1015608171020, -3661517000, 0, 0, 131092055336, 0, 715333581196, 329749821770, 0, -845928200172, -164487986656, 0, 1549371453180, 0, 0, 287256979804, -1167464787120, 0, 0, -75593485914, 0, 149439192924, -2457455067136, 0, 741173413800, 123514288544, 0, -903118538280, 0, 0, -1157506960960, 60704877884, 0, 0, 2922872611320, 0, 1219485938140, 107032590250, 0, -1276010906232, 1569375385440, 0, -892606936812, 0, 0, 402717602120, -463813452616, 0, 0, -1378171964094, 0, 461552259284, -790978851536, 0, -566299053876, -1049604542788, 0, -683387014380, 0, 0, -1289872351080, -1080786297956, 0, 0, 1761216981772, 0, 1420981545360, 1855326021720, 0, -671556966774, 1722606804104, 0, 3290115951384, 0, 0, 406938866864, -1595058095880, 0, 0, 770349755136, 0, 545499915440, 1832056341668, 0, -2471939779680, -303149724120, 0, 283222755018, 0, 0, -357352304820, -57882037496, 0, 0, 964747666344, 0, 1133971912000, -1638238589054, 0, 1172466211728, -380044478520, 0, -1515696643446, 0, 0, 805346288124, -2406711093216, 0, 0, 1954233762156, 0, 228370368720, -1593760142396, 0, -2982922217580, -351976662400, 0, -2415401428008, 0, 0, -1010178606280, 134441329048, 0, 0, -1899293069824, 0, 481078043260, 3684631773610, 0, 385869410136, 892118458080, 0, 332759932080, 0, 0, 565548816560, -316856494920, 0, 0, 1244435252236, 0, -70218023036, 1105848265544, 0, -1436986472112, -1889909190696, 0, 1760546421840, 0, 0, -328393188616, -918202980876, 0, 0, -1545314504712, 0, 1072944943480, 375144269440, 0, -1510484026794, 2897465398920, 0, 2778722918628, 0, 0, 272460996600, 601232779160, 0, 0, 994939500216, 0, 12928768500, -2975520602880, 0, 5202820907328, -346000928956, 0, -2476110528420, 0, 0, -638741017180, 2061516939728, 0, 0, 2839324205696, 0, 57070507972, -3125125088690, 0, -1193582988552, -1596378733516, 0, -3179720300580, 0, 0, 46783919328, -793202040780, 0, 0, -3312658947240, 0, -1016894886380, -56009742448, 0, 2361778631040, 936410044484, 0, -891419792388, 0, 0, -600421268820, 267609981048, 0, 0, 3009660790352, 0, -1465536789480, 3781451758984, 0, 28184622510, 822076786800, 0, 5119581532098, 0, 0, 761554414580, 3034762958700, 0, 0, -3058356440934, 0, -1019051866796, -1949641256640, 0, -2386974984870, -2765564308632, 0, 1994695107546, 0, 0, -214080597360, 233578098264, 0, 0, -4071125751960, 0, -1635647325600, -4935456795920, 0, 6597685746798, 2417587712384, 0, -1466756363646, 0, 0, 1064231850564, 649727286260, 0, 0, 1595608109448, 0, -1457602442400, 419478910724, 0, -2966921053524, -21276604376, 0, -3689554331592, 0, 0, 1042547968640, 2657443504684, 0, 0, -9855597887708, 0, -3388080883040, 649672692460, 0, 4221633171840, -5839696819080, 0, -400701907284, 0, 0, 1226659611542, 3763193289848, 0, 0, 1996392050626, 0, -2097438223256, 8052456715928, 0, 5460372186498, 2477175809164, 0, 2830563506472, 0, 0, 2641107031400, 2136954471084, 0, 0, -9227065656724, 0, -4488632846160, 5648442292636, 0, -4221897231330, -705697068436, 0, 2732825634300, 0, 0, 131615158200, 5007163263400, 0, 0, -963621564424, 0, -3459251326992, -9656751681652, 0, 10500104308416, -5166811958036, 0, -1053707366400, 0, 0, 2475742221944, 1293561161880, 0, 0, 4281505183712, 0, -4662030421520, -3623402055470, 0, -2406671026272, -153111581460, 0, -13161823784040, 0, 0, 876206838184, 2076397569820, 0, 0, -8208250136168, 0, 410511353400, 12372979759744, 0, 7145320784340, 2656606344544, 0, 1977775898358, 0, 0, 2674976778160, 3499302998880, 0, 0, 7755670830360, 0, -682859310456, 5678980789276, 0, 5482084253088, -12869063776440, 0, 4987485646644, 0, 0, -1630435434640, 2970713121840, 0, 0, -2765491907406, 0, -1878448675320, -7600809121996, 0, -6478281527040, 4579148220744, 0, 5889531898914, 0, 0, 2035581953492, -4262896749472, 0, 0, -188139856472, 0, 761386597720, 44508522180, 0, 2322791788506, 5530584159260, 0, -3917194463910, 0, 0, -2402125826880, 4183186241728, 0, 0, 6337672036146, 0, 2283110566164, -11554308815280, 0, -10034771106486, -3662837836076, 0, -5683046384352, 0], 'weight': 9, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 64925
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.9.b.a', 'target_level': 3, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 64926
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.9.b.a', 'target_level': 3, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 64927
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.9.e.b', 'target_level': 48, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 64928
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.9.e.b', 'target_level': 48, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 9}
  • id: 64929
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.9.c.c', 'target_level': 75, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
  • id: 64930
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.9.c.c', 'target_level': 75, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 64931
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.9.d.b', 'target_level': 75, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 9}
  • id: 64932
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.9.d.b', 'target_level': 75, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 9}
  • id: 64933
    {'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '81.9.d.d', 'target_level': 81, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 9}
  • id: 64934
    {'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '81.9.d.d', 'target_level': 81, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 9}
  • id: 64935
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '192.9.e.e', 'target_level': 192, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 9}
  • id: 64936
    {'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '192.9.e.e', 'target_level': 192, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '120.i', 'twisting_char_orbit': 9, 'weight': 9}
  • id: 64937
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '192.9.e.f', 'target_level': 192, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 9}
  • id: 64938
    {'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.9.c.c', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '192.9.e.f', 'target_level': 192, 'twist_class_label': '3.9.b.a', 'twist_class_level': 3, 'twisting_char_label': '120.m', 'twisting_char_orbit': 13, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 233875
    {'charpoly_factorization': [[[504, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 2}
  • id: 233876
    {'charpoly_factorization': [[[6561, 90, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 3}
  • id: 233877
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 5}
  • id: 233878
    {'charpoly_factorization': [[[-1750, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 7}
  • id: 233879
    {'charpoly_factorization': [[[48434400, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 11}
  • id: 233880
    {'charpoly_factorization': [[[25730, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 13}
  • id: 233881
    {'charpoly_factorization': [[[5608963584, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 17}
  • id: 233882
    {'charpoly_factorization': [[[-18938, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 19}
  • id: 233883
    {'charpoly_factorization': [[[221333583744, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 23}
  • id: 233884
    {'charpoly_factorization': [[[212426373600, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 29}
  • id: 233885
    {'charpoly_factorization': [[[351478, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 31}
  • id: 233886
    {'charpoly_factorization': [[[1335170, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 37}
  • id: 233887
    {'charpoly_factorization': [[[3517381526400, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 41}
  • id: 233888
    {'charpoly_factorization': [[[-3526150, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 43}
  • id: 233889
    {'charpoly_factorization': [[[16654893018624, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 47}
  • id: 233890
    {'charpoly_factorization': [[[43583305427424, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 53}
  • id: 233891
    {'charpoly_factorization': [[[188098358162400, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 59}
  • id: 233892
    {'charpoly_factorization': [[[-753602, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 61}
  • id: 233893
    {'charpoly_factorization': [[[2268890, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 67}
  • id: 233894
    {'charpoly_factorization': [[[289748374473600, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 71}
  • id: 233895
    {'charpoly_factorization': [[[27672770, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 73}
  • id: 233896
    {'charpoly_factorization': [[[22980982, 1], 2]], 'hecke_orbit_code': 9007336844689483, 'p': 79}
  • id: 233897
    {'charpoly_factorization': [[[2152513621054944, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 83}
  • id: 233898
    {'charpoly_factorization': [[[5272973501846400, 0, 1], 1]], 'hecke_orbit_code': 9007336844689483, 'p': 89}
  • id: 233899
    {'charpoly_factorization': [[[147271010, 1], 2]], 'hecke_orbit_code': 9007336844689483, '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': 3, 'label': '75.9.c.c', 'level': 75, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 116508000
    {'hecke_orbit_code': 9007336844689483, 'n': 1, 'trace_an': 2}
  • id: 116508001
    {'hecke_orbit_code': 9007336844689483, 'n': 2, 'trace_an': 0}
  • id: 116508002
    {'hecke_orbit_code': 9007336844689483, 'n': 3, 'trace_an': -90}
  • id: 116508003
    {'hecke_orbit_code': 9007336844689483, 'n': 4, 'trace_an': -496}
  • id: 116508004
    {'hecke_orbit_code': 9007336844689483, 'n': 5, 'trace_an': 0}
  • id: 116508005
    {'hecke_orbit_code': 9007336844689483, 'n': 6, 'trace_an': 3024}
  • id: 116508006
    {'hecke_orbit_code': 9007336844689483, 'n': 7, 'trace_an': 3500}
  • id: 116508007
    {'hecke_orbit_code': 9007336844689483, 'n': 8, 'trace_an': 0}
  • id: 116508008
    {'hecke_orbit_code': 9007336844689483, 'n': 9, 'trace_an': -5022}
  • id: 116508009
    {'hecke_orbit_code': 9007336844689483, 'n': 10, 'trace_an': 0}
  • id: 116508010
    {'hecke_orbit_code': 9007336844689483, 'n': 11, 'trace_an': 0}
  • id: 116508011
    {'hecke_orbit_code': 9007336844689483, 'n': 12, 'trace_an': 22320}
  • id: 116508012
    {'hecke_orbit_code': 9007336844689483, 'n': 13, 'trace_an': -51460}
  • id: 116508013
    {'hecke_orbit_code': 9007336844689483, 'n': 14, 'trace_an': 0}
  • id: 116508014
    {'hecke_orbit_code': 9007336844689483, 'n': 15, 'trace_an': 0}
  • id: 116508015
    {'hecke_orbit_code': 9007336844689483, 'n': 16, 'trace_an': -135040}
  • id: 116508016
    {'hecke_orbit_code': 9007336844689483, 'n': 17, 'trace_an': 0}
  • id: 116508017
    {'hecke_orbit_code': 9007336844689483, 'n': 18, 'trace_an': -272160}
  • id: 116508018
    {'hecke_orbit_code': 9007336844689483, 'n': 19, 'trace_an': 37876}
  • id: 116508019
    {'hecke_orbit_code': 9007336844689483, 'n': 20, 'trace_an': 0}
  • id: 116508020
    {'hecke_orbit_code': 9007336844689483, 'n': 21, 'trace_an': -157500}
  • id: 116508021
    {'hecke_orbit_code': 9007336844689483, 'n': 22, 'trace_an': 312480}
  • id: 116508022
    {'hecke_orbit_code': 9007336844689483, 'n': 23, 'trace_an': 0}
  • id: 116508023
    {'hecke_orbit_code': 9007336844689483, 'n': 24, 'trace_an': 24192}
  • id: 116508024
    {'hecke_orbit_code': 9007336844689483, 'n': 25, 'trace_an': 0}
  • id: 116508025
    {'hecke_orbit_code': 9007336844689483, 'n': 26, 'trace_an': 0}
  • id: 116508026
    {'hecke_orbit_code': 9007336844689483, 'n': 27, 'trace_an': 1042470}
  • id: 116508027
    {'hecke_orbit_code': 9007336844689483, 'n': 28, 'trace_an': -868000}
  • id: 116508028
    {'hecke_orbit_code': 9007336844689483, 'n': 29, 'trace_an': 0}
  • id: 116508029
    {'hecke_orbit_code': 9007336844689483, 'n': 30, 'trace_an': 0}
  • id: 116508030
    {'hecke_orbit_code': 9007336844689483, 'n': 31, 'trace_an': -702956}
  • id: 116508031
    {'hecke_orbit_code': 9007336844689483, 'n': 32, 'trace_an': 0}
  • id: 116508032
    {'hecke_orbit_code': 9007336844689483, 'n': 33, 'trace_an': -937440}
  • id: 116508033
    {'hecke_orbit_code': 9007336844689483, 'n': 34, 'trace_an': -3362688}
  • id: 116508034
    {'hecke_orbit_code': 9007336844689483, 'n': 35, 'trace_an': 0}
  • id: 116508035
    {'hecke_orbit_code': 9007336844689483, 'n': 36, 'trace_an': 1245456}
  • id: 116508036
    {'hecke_orbit_code': 9007336844689483, 'n': 37, 'trace_an': -2670340}
  • id: 116508037
    {'hecke_orbit_code': 9007336844689483, 'n': 38, 'trace_an': 0}
  • id: 116508038
    {'hecke_orbit_code': 9007336844689483, 'n': 39, 'trace_an': 2315700}
  • id: 116508039
    {'hecke_orbit_code': 9007336844689483, 'n': 40, 'trace_an': 0}
  • id: 116508040
    {'hecke_orbit_code': 9007336844689483, 'n': 41, 'trace_an': 0}
  • id: 116508041
    {'hecke_orbit_code': 9007336844689483, 'n': 42, 'trace_an': 5292000}
  • id: 116508042
    {'hecke_orbit_code': 9007336844689483, 'n': 43, 'trace_an': 7052300}
  • id: 116508043
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  • id: 116508986
    {'hecke_orbit_code': 9007336844689483, 'n': 987, 'trace_an': -962000928000}
  • id: 116508987
    {'hecke_orbit_code': 9007336844689483, 'n': 988, 'trace_an': 241688271040}
  • id: 116508988
    {'hecke_orbit_code': 9007336844689483, 'n': 989, 'trace_an': 0}
  • id: 116508989
    {'hecke_orbit_code': 9007336844689483, 'n': 990, 'trace_an': 0}
  • id: 116508990
    {'hecke_orbit_code': 9007336844689483, 'n': 991, 'trace_an': -1144672395116}
  • id: 116508991
    {'hecke_orbit_code': 9007336844689483, 'n': 992, 'trace_an': 0}
  • id: 116508992
    {'hecke_orbit_code': 9007336844689483, 'n': 993, 'trace_an': 1080897555420}
  • id: 116508993
    {'hecke_orbit_code': 9007336844689483, 'n': 994, 'trace_an': 1337500080000}
  • id: 116508994
    {'hecke_orbit_code': 9007336844689483, 'n': 995, 'trace_an': 0}
  • id: 116508995
    {'hecke_orbit_code': 9007336844689483, 'n': 996, 'trace_an': 1549855302912}
  • id: 116508996
    {'hecke_orbit_code': 9007336844689483, 'n': 997, 'trace_an': 2892284304380}
  • id: 116508997
    {'hecke_orbit_code': 9007336844689483, 'n': 998, 'trace_an': 0}
  • id: 116508998
    {'hecke_orbit_code': 9007336844689483, 'n': 999, 'trace_an': -1391874669900}
  • id: 116508999
    {'hecke_orbit_code': 9007336844689483, 'n': 1000, 'trace_an': 0}