Newform data - 784.6.a.c

Formats: - HTML - YAML - JSON - 2024-04-25T12:16:58.466617

• 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': 28224, 'analytic_conductor': 125.74091473337681, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [784, 1, [687, 197, 689], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [14, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355405072, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '784.6.a.c', 'level': 784, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '7.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-14q^{3}+56q^{5}-47q^{9}-232q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '784.6.a', 'trace_display': [0, -14, 56, 0], 'trace_hash': 1546462158716260251, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.938', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.822', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, -14, 0, 56, 0, 0, 0, -47, 0, -232, 0, 140, 0, -784, 0, 1722, 0, -98, 0, 0, 0, -1824, 0, 11, 0, 4060, 0, 3418, 0, -7644, 0, 3248, 0, 0, 0, -10398, 0, -1960, 0, 17962, 0, -10880, 0, -2632, 0, 9324, 0, 0, 0, -24108, 0, 2262, 0, -12992, 0, 1372, 0, -2730, 0, -25648, 0, 0, 0, 7840, 0, 48404, 0, 25536, 0, 58560, 0, -68082, 0, -154, 0, 0, 0, -31784, 0, -45419, 0, -20538, 0, 96432, 0, -47852, 0, 50582, 0, 0, 0, 107016, 0, -5488, 0, 58506, 0, 10904, 0, -38696, 0, 53060, 0, 0, 0, 146324, 0, 92898, 0, 145572, 0, -83354, 0, -102144, 0, -6580, 0, 0, 0, -107227, 0, -251468, 0, -174384, 0, -60384, 0, 152320, 0, -61586, 0, 0, 0, 227360, 0, -204462, 0, -35406, 0, -130536, 0, -32480, 0, 191408, 0, 0, 0, -20226, 0, -70904, 0, -80934, 0, -428064, 0, -293524, 0, -31668, 0, 0, 0, -13192, 0, 181888, 0, 493612, 0, -351693, 0, 4606, 0, -240716, 0, 0, 0, 38220, 0, -294932, 0, 336980, 0, 359072, 0, -582288, 0, -399504, 0, 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0, -101445120, 0, 0, 0, -499609, 0, 88282704, 0, -4863432, 0, -188989080, 0, -14339752, 0, 135090816, 0, 0, 0, -58199488, 0, -41093360, 0, -3495954, 0, -172073104, 0, -92261568, 0, -76016136, 0, 0, 0, 49163734, 0, 160298208, 0, -184644894, 0, 200158080, 0, 53201932, 0, -317400888, 0, 0, 0, -4433520, 0, 216655874, 0, -9104004, 0, -291591748, 0, -225918, 0, -370000176, 0, 0, 0, 215030442, 0, 21138984, 0, 27758304, 0, -174142880, 0, 220327030, 0, -433027896, 0, 0, 0, 157605168, 0, 9340122, 0, -85163694, 0, 83117248, 0, -329196924, 0, 171249232, 0, 0, 0, -14266056, 0, 574272, 0, 259941542, 0, -24540768, 0, -232704276, 0, -1846880, 0, 0, 0, 229576528, 0, -300289248, 0, 274045380, 0, -131108766, 0, -349363462, 0, -129043040, 0, 0, 0, -228141518, 0, -195197184, 0, -336301056, 0, -340445240, 0, 25464320, 0, 8168692, 0, 0, 0, 22696488, 0, 424471734, 0, -108499776, 0, 365612520, 0, -103981248, 0, -149519230, 0, 0, 0, -221082512, 0, 229691600, 0, 37877770, 0, 69105680, 0, 40630044, 0, -526372, 0, 0, 0, -243529360, 0, -215776792, 0, 28386540, 0, 10010112, 0, -138031880, 0, 195055392, 0, 0, 0, 262295040, 0, -415391424, 0, -101218040, 0, -237815424, 0, -447632640, 0, -223287106, 0, 0, 0, 78842368, 0, -142408031, 0, 157216192, 0, -98475606, 0, -78550752, 0, 28211568, 0, 0, 0, 23920390, 0, 644840, 0, 556402, 0, -106051092, 0, -211933008, 0, -106714944, 0, 0, 0, 15857184, 0, -179971854, 0, -140698852, 0, -83384280, 0, -178786566, 0, -33072144, 0, 0, 0, -33700240, 0, -154289500, 0, 100996112, 0, -233362304, 0, 266687904, 0, -20244686, 0, 0, 0, 520418808, 0, 55588736, 0, 94839262, 0, -224401630, 0, 153576164, 0, -142325106, 0, 0, 0, -19888896, 0, -24610560, 0, 34959526, 0, 269418660, 0, -162671152, 0, 167101228, 0, 0, 0, -108637712, 0, 371490526, 0, 391513920, 0, -331416202, 0, 10508246, 0, 5350800, 0, 0, 0, 51670304, 0, 114965956, 0, -391310892, 0, -69891712, 0, -55314770, 0, -402211712, 0, 0, 0, 260661184, 0, 266969824, 0, 70581504, 0, 1177176, 0, -41290480, 0, -352083564, 0, 0, 0, 398783522, 0, -34303920, 0, 24643864, 0, 385410464, 0, 41030612, 0, 190202880, 0, 0, 0, 133867016, 0, -155242142, 0, -427945224, 0, 47177200, 0, 230122816, 0, 16480912, 0, 0, 0, -367500980, 0, -60969132, 0, 141352960, 0, 60675872, 0, -96781440, 0, -22770398, 0, 0, 0, 17089632, 0, -390482406, 0, 50270080, 0, -387706898, 0, 367437084, 0, -5953584, 0, 0, 0, 299869630, 0, -140522200, 0, -191548322, 0, 145784800, 0, -224782992, 0, 452285988, 0, 0, 0, 205362920, 0, -81520320, 0, -70198884, 0, -221130336, 0, 59806278, 0, 5917632, 0, 0, 0, -24271726, 0, -49036260, 0, -60045132, 0, -172440144, 0, 643566, 0, -197237460, 0, 0, 0, -55930560, 0, -254006788, 0, -305932928, 0, -51410994, 0, -77575568, 0, 504028910, 0, 0, 0, 10342528, 0, -47305728, 0, 242956896, 0, -14927360, 0, 191229248, 0, -91890400, 0, 0, 0, -386245052, 0, -266894976, 0, 299136908, 0, 329604576, 0, 405410558, 0, 249224304, 0, 0, 0, 470445238, 0, 119944, 0, 295903636, 0, -503304792, 0, 228089736, 0, -50156960, 0, 0, 0, -29189888, 0, 6035428, 0, 21090888, 0, 50012230, 0, -167885984, 0, -17256624, 0, 0, 0, -460689376, 0, 285156080, 0, -386991808, 0, -169445952, 0, -138537560, 0, 347182836, 0, 0, 0, -386066688, 0, 318989608, 0, 262613792, 0, 379937574, 0, 123597950, 0, -425656, 0, 0, 0, 1050074, 0, 30924732, 0, -34829172, 0, 275727312, 0, 29702400, 0, 50440194, 0, 0, 0, 90990672, 0, -129066784, 0, 117299686, 0, -574960146, 0, -196823704, 0, -265523328, 0, 0, 0, 87416662, 0, -317765000, 0, -138607000, 0, 46104432, 0, -22281280, 0, -122096688, 0, 0, 0, 354059300, 0, 156992472, 0, 583660, 0, 145526276, 0, 61511758, 0, 172889276, 0, 0, 0, -121137408, 0, -117705840, 0, 606759216, 0, 251584856, 0, -300748826, 0, 188721344, 0, 0, 0, 152037696, 0, -72635069, 0, 20037276, 0, 677378352, 0, -103234432, 0, 226639434, 0, 0, 0, -94871840, 0, 307128080, 0, 28085442, 0, 237534360, 0, 559059844, 0, 279050240, 0, 0, 0, -608906880, 0, 112033728, 0, -520323020, 0, 209207238, 0, -737126208, 0, -90793472, 0, 0, 0, 3469788, 0, 126669900, 0, -174124552, 0, 294887192, 0, 461550040, 0, 186971120, 0, 0, 0, 7185360, 0, 373394834, 0, 150627330, 0, 225538376, 0, -425925304, 0, 140822080, 0, 0, 0, -505448328, 0, 388792984, 0, 81365648, 0, 1609564, 0, 537651128, 0, 12792528, 0, 0, 0, -136029380, 0, 231226688, 0, -88376820, 0, 548920990, 0, 12001920, 0, 372194088, 0, 0, 0, 365780688, 0, 218913540, 0, 707916636, 0, -54532296, 0, -376207664, 0, -717856006, 0, 0, 0, -229114568, 0, 710761570, 0, -264192320, 0, 3183040, 0, 376944820, 0, -626199896, 0, 0, 0, 1021878, 0, -157105760, 0, -610986726, 0, 104995812, 0, -92472576, 0, 280131712, 0, 0, 0, -66707424, 0, -659115582, 0, -161102480, 0, 67505536, 0, 869432648, 0, -714635936, 0, 0, 0, -580539214, 0, -18757984, 0, -432501776, 0, -386648808, 0, -99931216, 0, 21576478, 0, 0, 0, 163865264, 0, -114777600, 0, -22716624, 0, -25454520, 0, 1601292, 0, 4963938, 0, 0, 0, 215423600, 0, 195582048, 0, 505097936, 0, -68210156, 0, 17774988, 0, 40778500, 0, 0, 0, -85299200, 0, 431984526, 0, -31355016, 0, 392830622, 0, 37552634, 0, 313211136, 0, 0, 0, -413078849, 0, -455005572, 0, 199973508, 0, 694685936, 0, -5218598, 0, -591109806, 0, 0, 0, -36965600, 0, -916894, 0, -273043120, 0, 458677632, 0, 1982148, 0, 362159014, 0, 0, 0, -244222198, 0, 849999864, 0, -571450880, 0, 199454008, 0, 363330128, 0, 133440720, 0, 0, 0, 131868068, 0, 3232566, 0, 572796224, 0, -505194198, 0, 94077620, 0, -259521444, 0, 0, 0, 280878976, 0, -239141952, 0, 6948592, 0, 37269872, 0, -605615346, 0, 318076416, 0, 0, 0, -418838760, 0, -526635520, 0, -417222190, 0, -148589168, 0, 3455732, 0, 594075440, 0, 0, 0, 299506432, 0, 775810336, 0, 575293194, 0, -115396960, 0, -39057088, 0, 738623424, 0, 0, 0, 7931532, 0, 620411058, 0, 1051854720, 0, -467031348, 0, -29387904, 0, -37535008, 0, 0, 0, 110140416, 0, 330490032, 0, -72380, 0, 75936208, 0, -132262928, 0, 106404564, 0, 0, 0, -801044944, 0, 164290336, 0, -688612582, 0, -414512952, 0, 377165880, 0, 41950272, 0, 0, 0, 81166344, 0, 10413480, 0, -300982262, 0, 776199200, 0, 763452984, 0, -296392992, 0, 0, 0, -556018432, 0, 561485904, 0, -277831680, 0, 182454666, 0, 836521434, 0, 177554944, 0, 0, 0, -158473840, 0, -26529056, 0, -382926208, 0, 28765352, 0, 659152704, 0, 181359080, 0, 0, 0, 202160672, 0, -1222888884, 0, 421283520, 0, 472266762, 0, 494044572, 0], 'weight': 6, 'weight_parity': 1}
• 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], [-14], [0], [56], [0], [0], [0], [-47], [0], [-232], [0], [140], [0], [-784], [0], [1722], [0], [-98], [0], [0], [0], [-1824], [0], [11], [0], [4060], [0], [3418], [0], [-7644], [0], [3248], [0], [0], [0], [-10398], [0], [-1960], [0], [17962], [0], [-10880], [0], [-2632], [0], [9324], [0], [0], [0], [-24108], [0], [2262], [0], [-12992], [0], [1372], [0], [-2730], [0], [-25648], [0], [0], [0], [7840], [0], [48404], [0], [25536], [0], [58560], [0], [-68082], [0], [-154], [0], [0], [0], [-31784], [0], [-45419], [0], [-20538], [0], [96432], [0], [-47852], [0], [50582], [0], [0], [0], [107016], [0], [-5488], [0], [58506], [0], [10904], [0]], 'ap': [[0], [-14], [56], [0], [-232], [140], [1722], [-98], [-1824], [3418], [-7644], [-10398], [17962], [-10880], [9324], [2262], [-2730], [-25648], [48404], [58560], [-68082], [-31784], [-20538], [50582], [58506], [-38696], [53060], [146324], [92898], [-83354], [-60384], [-61586], [-204462], [-35406], [-20226], [-70904], [-293524], [-13192], [493612], [-240716], [-294932], [336980], [-358264], [-989554], [-990050], [-840756], [-1150732], [-824264], [74382], [-1131956], [-198726], [-482904], [-805910], [430738], [1176910], [-1290976], [1277556], [1650544], [-1064090], [-22342], [-2495738], [1931776], [-459074], [667128], [111034], [-68778], [564448], [2077294], [53248], [2272004], [-4006450], [-73784], [1404312], [-1603234], [4770120], [-2230788], [4840242], [-995820], [-3316050], [-3072734], [2814378], [3058022], [-1937496], [-3947902], [-7417704], [-1402692], [-590574], [-2904842], [922684], [-7182352], [-612570], [2603300], [-5463088], [-1640900], [-2997964], [-6894048], [-2304764], [12096042], [5484430], [-6717994], [5002352], [9019606], [12405106], [6488038], [10228504], [-2653378], [-14304374], [10026534], [7522920], [-3386250], [-6908608], [-9688958], [-7847418], [-10197194], [8362576], [1102830], [17135426], [-54964], [-485166], [2721360], [2145248], [2927962], [13499220], [5429724], [20827982], [23514066], [-19574670], [-26115180], [15412628], [16986816], [-2015112], [15138072], [-7214008], [-10969726], [-19244190], [-8211854], [-18618656], [26250070], [10037300], [14088390], [18143342], [-21366922], [-17801736], [-16292124], [2084992], [-22784972], [22697500], [-25289950], [-10394734], [-43339944], [37165930], [-9047850], [-32967860], [-16109884], [44728564], [6605184], [30892984], [4872154], [32500398], [2640400], [40817920], [-6719830], [2789792], [33359382], [-7600326], [-5797596], [-12682496], [-14440048], [18092062], [-22403444], [-34508244], [44165100], [30609120], [38484314], [-44520700], [-257138], [-59523340], [-22872926], [4836048], [-20101648], [-48438632], [8380722], [-8781526], [55221334], [24112416], [-49001372], [21272014], [-46715858], [-21571406], [-24855572], [10607198], [23972940], [-59591060], [-8304660], [47556620], [44726766], [-74355154], [23852154], [28848582], [39241272], [84534542], [-44247364], [-38851680], [-3423994], [27462974], [-8690528], [-64587348], [100377000], [48181758], [-81147878], [34800798], [-78811320], [80858888], [119242438], [-26281192], [30786098], [12981520], [17168690], [-82294552], [38844066], [39004298], [-18673592], [-107391406], [40512328], [-73902850], [1292090], [83139014], [111017416], [33647936], [-129603576], [-60555662], [104136298], [128450320], [-75229286], [967806], [79222752], [31922618], [-13235218], [-164366820], [-104915104], [-8644224], [-5004594], [107111424], [-44996402], [-51457098], [40091884], [96799696], [74500958], [-19835824], [6698928], [-56812810], [40764318], [148621136], [-191741578], [-31644256], [95297884], [-30936982], [21917322], [-26097288], [52424722], [-47141480], [80432728], [180053944], [-107736608], [167100682], [-128458246], [195434598], [-205197034], [-40600156], [91592698], [225295700], [27045472], [-63156226], [50706064], [83362958], [183398768], [41668448], [-197576826], [121702270], [-219184042], [-230757352], [-221800776], [-126392812], [-94076080], [-175669858], [-109289184], [-66225662], [-7902018], [19624052], [264054126], [-64562210], [202322134], [-222052554], [-308761362], [213825166], [11334260], [220325056], [45937444], [141016610], [167678210], [104608770], [111088338], [-204266560], [-284189992], [-221365008], [-155685318], [88282704], [-4863432], [-58199488], [49163734], [-317400888], [216655874], [215030442], [21138984], [-174142880], [220327030], [-85163694], [574272], [259941542], [-131108766], [-349363462], [-228141518], [-336301056], [-340445240], [424471734], [-149519230], [-243529360], [-223287106], [78842368], [-98475606], [23920390], [-179971854], [-140698852], [-178786566], [-154289500], [94839262], [-224401630], [-142325106], [34959526], [167101228], [371490526], [-331416202], [-391310892], [-69891712], [398783522], [385410464], [41030612], [133867016], [-427945224], [16480912], [-22770398], [-390482406], [-387706898], [367437084], [299869630], [-191548322], [452285988], [59806278], [-24271726], [-172440144], [-51410994], [504028910], [-47305728], [-386245052], [405410558], [470445238], [295903636], [285156080], [379937574], [30924732], [50440194], [90990672], [-574960146], [-196823704], [87416662], [61511758], [251584856], [-300748826], [226639434], [28085442], [559059844], [209207238], [294887192], [373394834], [150627330], [-425925304], [388792984], [537651128], [-136029380], [-88376820], [548920990], [372194088], [218913540], [-717856006], [-229114568], [710761570], [376944820], [-610986726], [104995812], [-659115582], [-714635936], [-580539214], [163865264], [4963938], [17774988], [40778500], [431984526], [392830622], [37552634], [-591109806], [362159014], [-244222198], [199454008], [131868068], [-505194198], [-259521444], [-418838760], [3455732], [575293194], [738623424], [620411058], [-37535008], [75936208], [-688612582], [-300982262], [763452984], [-556018432], [182454666], [836521434], [494044572]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199355405072, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '784.6.a.c', 'level': 784, 'maxp': 2999, 'weight': 6}
• 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

  
  {'AL_dims': [[[[2, -1], [7, -1]], 24, 17], [[[2, 1], [7, -1]], 27, 10], [[[2, 1], [7, 1]], 24, 4], [[[2, -1], [7, 1]], 25, 10]], 'ALdims': [24, 27, 25, 24], 'Nk2': 28224, 'analytic_conductor': 125.74091473337681, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [784, 1, [687, 197, 689], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 536, 'dim': 100, 'eis_dim': 48, 'eis_new_dim': 5, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100664080, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 5, 5, 5, 5, 6, 8], 'label': '784.6.a', 'level': 784, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 584, 'mf_new_dim': 105, 'num_forms': 41, 'plus_dim': 48, 'prim_orbit_index': 1, 'relative_dim': 100, 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0, -3068314080, 0, -683131408, 0, 942178920, 0, 666313872, 0, -591134344, 0, -1018422734, 0, 0, 0, -1991704436, 0, 1990709786, 0, -2273666876, 0, -2283653870, 0, -1118966816, 0, -2585776688, 0, 0, 0, -2461983986, 0, 239191198, 0, -382634936, 0, 1220955072, 0, -405940920, 0, 933598048, 0, 0, 0, -1173370154, 0, -2906390972, 0, 2679111220, 0, -1917123050, 0, -2034071776, 0, 1832119024, 0, 0, 0, -959498954, 0, 1981876744, 0, -67858224, 0, -1666816726, 0, 1455245072, 0, 138165540, 0, 0, 0, 1453630278, 0, -1042525004, 0, 2967946944, 0, 3342651000, 0, 1776289486, 0, -3324026080, 0, 0, 0, -2111244940, 0, 225136666, 0, 216721408, 0, -3100779074, 0, -1157611520, 0, -768398458, 0, 0, 0, 2009290716, 0, 2145230290, 0, -2848743666, 0, 1010444116, 0, 607952846, 0, 1302115912, 0, 0, 0, 175210224, 0, -95991896, 0, 527616288, 0, 581825040, 0, 592026048, 0, -902526970, 0, 0, 0, -1942274488, 0, 1512161652, 0, -2578047906, 0, 197553704, 0, -1255104656, 0, -1730020344, 0, 0, 0, -2725996924, 0, 1888886718, 0, 122420472, 0, 1899068394, 0, -799098568, 0, 949524936, 0, 0, 0, -1750507842, 0, -367119286, 0, 4229254240, 0, -4051249928, 0, -1605024066, 0, 1675658176, 0, 0, 0, 1441941022, 0, 1635503114, 0, 564586264, 0, -1687448048, 0, 1529205984, 0, 911815726, 0, 0, 0, 2793665548, 0, 4109790602, 0, 2287751060, 0, -1952571974, 0, 1143667140, 0, -1559016088, 0, 0, 0, 466399918, 0, 93303630, 0, -349770592, 0, 13918484, 0, -501155576, 0, -499420176, 0, 0, 0, 1311393492, 0, -2848596478, 0, -2419609330, 0, 1140975128, 0, 1740697392, 0, 1459868952, 0, 0, 0, 4724292232, 0, 736243830, 0, -86459048, 0, 5043901180, 0, 1922635464, 0, -686496346, 0, 0, 0, -417310586, 0, 1912114644, 0, -4234507296, 0, 3536925446, 0, -1321617216, 0, -2383646944, 0, 0, 0, 2118665230, 0, 2552552704, 0, -1027722536, 0, 1072340378, 0, -251426976, 0, 1005360526, 0, 0, 0, -4737164362, 0, 680870076, 0, 3231762372, 0, -2185580458, 0, -1348756074, 0, 1794034000, 0, 0, 0, 2364716656, 0, 1253915462, 0, 1848511976, 0, -2210589112, 0, -1273076408, 0, 1621241728, 0, 0, 0, 2141354586, 0, -2376429596, 0, 3691210884, 0, -2761636786, 0, 600140214, 0, -954151880, 0, 0, 0, 409965918, 0, 320501292, 0, -1309537496, 0, -2652797860, 0, -2506195200, 0, -457739234, 0, 0, 0, 2600526982, 0, 1084749832, 0, -3576730048, 0, -2293231656, 0, 740206876, 0, 1246420464, 0, 0, 0, -584598090, 0, -2584549936, 0, 707903048, 0, 877643624, 0, -712186800, 0, -1026782290, 0, 0, 0, -4320453010, 0, 1756223882, 0, -3248362992, 0, 6627102872, 0, -1199285190, 0, -589504512, 0, 0, 0, -3500640578, 0, 2044542056, 0, -488018936, 0, 1599752022, 0, 51642832, 0, 1559676256, 0, 0, 0, -1662251050, 0, -7505856678, 0, 2853587334, 0, 1437372976, 0, -1767650960, 0, 587593272, 0, 0, 0, -4994934500, 0, 471980542, 0, 399687824, 0, -1662303870, 0, 1354602160, 0, 595240190, 0, 0, 0, 1491279568, 0, 3252973826, 0, 5214537434, 0, -4096193128, 0, 1465753700, 0, -232597456, 0, 0, 0, -4574088648, 0, -1515668734, 0, -781691520, 0, -4019045178, 0, 1195812544, 0, -1066064672, 0, 0, 0, 1809861830, 0, 499702484, 0, -3269334546, 0, -2884511092, 0, 1917305238, 0, -225099768, 0, 0, 0, -1632900762, 0, -4644599874, 0, 134550400, 0, 860061048, 0, -4136064, 0, -1822077376, 0, 0, 0, -2085654948, 0, -2828612972, 0, -3929060736, 0, -25929854, 0, -2629042208, 0, 798175488, 0, 0, 0, -4834019346, 0, 2860255980, 0, -228686896, 0, 2540916870, 0, -1525311664, 0], 'weight': 6, '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: 501476
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.6.a.a', 'target_level': 7, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 501477
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.6.a.a', 'target_level': 49, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 501478
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.6.c.b', 'target_level': 49, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 501479
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.6.c.c', 'target_level': 49, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 501480
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '63.6.a.e', 'target_level': 63, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 501481
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '112.6.a.g', 'target_level': 112, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 501482
    {'conductor': 140, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.6.a.b', 'target_level': 175, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '140.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 501483
    {'conductor': 140, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '175.6.b.a', 'target_level': 175, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '140.j', 'twisting_char_orbit': 10, 'weight': 6}
  • id: 501484
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '441.6.a.k', 'target_level': 441, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 501485
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '448.6.a.c', 'target_level': 448, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 501486
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '448.6.a.m', 'target_level': 448, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 501487
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '784.6.a.c', 'target_level': 784, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 501488
    {'conductor': 308, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '847.6.a.b', 'target_level': 847, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '308.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 501489
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '784.6.a.c', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '1008.6.a.y', 'target_level': 1008, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1329150
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 2}
  • id: 1329151
    {'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 3}
  • id: 1329152
    {'charpoly_factorization': [[[-56, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 5}
  • id: 1329153
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 7}
  • id: 1329154
    {'charpoly_factorization': [[[232, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 11}
  • id: 1329155
    {'charpoly_factorization': [[[-140, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 13}
  • id: 1329156
    {'charpoly_factorization': [[[-1722, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 17}
  • id: 1329157
    {'charpoly_factorization': [[[98, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 19}
  • id: 1329158
    {'charpoly_factorization': [[[1824, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 23}
  • id: 1329159
    {'charpoly_factorization': [[[-3418, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 29}
  • id: 1329160
    {'charpoly_factorization': [[[7644, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 31}
  • id: 1329161
    {'charpoly_factorization': [[[10398, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 37}
  • id: 1329162
    {'charpoly_factorization': [[[-17962, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 41}
  • id: 1329163
    {'charpoly_factorization': [[[10880, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 43}
  • id: 1329164
    {'charpoly_factorization': [[[-9324, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 47}
  • id: 1329165
    {'charpoly_factorization': [[[-2262, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 53}
  • id: 1329166
    {'charpoly_factorization': [[[2730, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 59}
  • id: 1329167
    {'charpoly_factorization': [[[25648, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 61}
  • id: 1329168
    {'charpoly_factorization': [[[-48404, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 67}
  • id: 1329169
    {'charpoly_factorization': [[[-58560, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 71}
  • id: 1329170
    {'charpoly_factorization': [[[68082, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 73}
  • id: 1329171
    {'charpoly_factorization': [[[31784, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 79}
  • id: 1329172
    {'charpoly_factorization': [[[20538, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 83}
  • id: 1329173
    {'charpoly_factorization': [[[-50582, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 89}
  • id: 1329174
    {'charpoly_factorization': [[[-58506, 1], 1]], 'hecke_orbit_code': 9007199355405072, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '784.6.a.c', 'level': 784, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 112362000
    {'hecke_orbit_code': 9007199355405072, 'n': 1, 'trace_an': 1}
  • id: 112362001
    {'hecke_orbit_code': 9007199355405072, 'n': 2, 'trace_an': 0}
  • id: 112362002
    {'hecke_orbit_code': 9007199355405072, 'n': 3, 'trace_an': -14}
  • id: 112362003
    {'hecke_orbit_code': 9007199355405072, 'n': 4, 'trace_an': 0}
  • id: 112362004
    {'hecke_orbit_code': 9007199355405072, 'n': 5, 'trace_an': 56}
  • id: 112362005
    {'hecke_orbit_code': 9007199355405072, 'n': 6, 'trace_an': 0}
  • id: 112362006
    {'hecke_orbit_code': 9007199355405072, 'n': 7, 'trace_an': 0}
  • id: 112362007
    {'hecke_orbit_code': 9007199355405072, 'n': 8, 'trace_an': 0}
  • id: 112362008
    {'hecke_orbit_code': 9007199355405072, 'n': 9, 'trace_an': -47}
  • id: 112362009
    {'hecke_orbit_code': 9007199355405072, 'n': 10, 'trace_an': 0}
  • id: 112362010
    {'hecke_orbit_code': 9007199355405072, 'n': 11, 'trace_an': -232}
  • id: 112362011
    {'hecke_orbit_code': 9007199355405072, 'n': 12, 'trace_an': 0}
  • id: 112362012
    {'hecke_orbit_code': 9007199355405072, 'n': 13, 'trace_an': 140}
  • id: 112362013
    {'hecke_orbit_code': 9007199355405072, 'n': 14, 'trace_an': 0}
  • id: 112362014
    {'hecke_orbit_code': 9007199355405072, 'n': 15, 'trace_an': -784}
  • id: 112362015
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  • id: 112362016
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  • id: 112362017
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  • id: 112362018
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  • id: 112362019
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  • id: 112362020
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  • id: 112362021
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  • id: 112362022
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  • id: 112362023
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  • id: 112362024
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  • id: 112362025
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  • id: 112362026
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  • id: 112362027
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  • id: 112362028
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  • id: 112362029
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  • id: 112362030
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  • id: 112362031
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  • id: 112362032
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  • id: 112362033
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  • id: 112362034
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  • id: 112362035
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  • id: 112362036
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  • id: 112362037
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  • id: 112362038
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  • id: 112362039
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  • id: 112362040
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  • id: 112362041
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  • id: 112362042
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  • id: 112362043
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  • id: 112362044
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  • id: 112362045
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  • id: 112362046
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  • id: 112362047
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  • id: 112362048
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  • id: 112362049
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  • id: 112362050
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  • id: 112362051
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  • id: 112362052
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  • id: 112362053
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  • id: 112362054
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  • id: 112362055
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  • id: 112362056
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  • id: 112362057
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  • id: 112362058
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  • id: 112362059
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  • id: 112362060
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  • id: 112362061
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  • id: 112362062
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  • id: 112362063
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  • id: 112362064
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  • id: 112362065
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  • id: 112362066
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  • id: 112362068
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  • id: 112362070
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  • id: 112362071
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  • id: 112362072
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  • id: 112362077
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  • id: 112362078
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  • id: 112362079
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  • id: 112362080
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  • id: 112362081
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  • id: 112362082
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  • id: 112362083
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  • id: 112362084
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  • id: 112362085
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  • id: 112362086
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  • id: 112362088
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  • id: 112362089
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  • id: 112362091
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  • id: 112362092
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  • id: 112362093
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  • id: 112362094
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  • id: 112362095
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  • id: 112362098
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  • id: 112362100
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  • id: 112362101
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  • id: 112362102
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  • id: 112362103
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  • id: 112362104
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  • id: 112362105
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  • id: 112362106
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  • id: 112362107
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  • id: 112362108
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  • id: 112362109
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  • id: 112362110
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  • id: 112362111
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  • id: 112362112
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  • id: 112362113
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  • id: 112362114
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  • id: 112362115
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  • id: 112362116
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  • id: 112362117
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  • id: 112362118
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  • id: 112362119
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  • id: 112362120
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  • id: 112362121
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  • id: 112362122
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  • id: 112362123
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  • id: 112362124
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  • id: 112362125
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  • id: 112362126
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  • id: 112362127
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  • id: 112362128
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  • id: 112362129
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  • id: 112362130
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  • id: 112362131
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  • id: 112362132
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  • id: 112362133
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  • id: 112362134
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  • id: 112362135
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  • id: 112362136
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  • id: 112362137
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  • id: 112362138
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  • id: 112362139
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  • id: 112362140
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  • id: 112362141
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  • id: 112362142
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  • id: 112362143
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  • id: 112362144
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  • id: 112362145
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  • id: 112362146
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  • id: 112362147
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  • id: 112362148
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  • id: 112362149
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  • id: 112362150
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  • id: 112362151
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  • id: 112362152
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  • id: 112362153
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  • id: 112362154
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  • id: 112362155
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  • id: 112362156
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  • id: 112362157
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  • id: 112362158
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  • id: 112362159
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  • id: 112362160
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  • id: 112362161
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  • id: 112362162
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  • id: 112362163
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  • id: 112362164
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  • id: 112362165
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  • id: 112362166
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  • id: 112362167
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  • id: 112362168
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  • id: 112362171
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  • id: 112362172
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  • id: 112362212
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  • id: 112362978
    {'hecke_orbit_code': 9007199355405072, 'n': 979, 'trace_an': -11735024}
  • id: 112362979
    {'hecke_orbit_code': 9007199355405072, 'n': 980, 'trace_an': 0}
  • id: 112362980
    {'hecke_orbit_code': 9007199355405072, 'n': 981, 'trace_an': -4366206}
  • id: 112362981
    {'hecke_orbit_code': 9007199355405072, 'n': 982, 'trace_an': 0}
  • id: 112362982
    {'hecke_orbit_code': 9007199355405072, 'n': 983, 'trace_an': -5797596}
  • id: 112362983
    {'hecke_orbit_code': 9007199355405072, 'n': 984, 'trace_an': 0}
  • id: 112362984
    {'hecke_orbit_code': 9007199355405072, 'n': 985, 'trace_an': -55442800}
  • id: 112362985
    {'hecke_orbit_code': 9007199355405072, 'n': 986, 'trace_an': 0}
  • id: 112362986
    {'hecke_orbit_code': 9007199355405072, 'n': 987, 'trace_an': 0}
  • id: 112362987
    {'hecke_orbit_code': 9007199355405072, 'n': 988, 'trace_an': 0}
  • id: 112362988
    {'hecke_orbit_code': 9007199355405072, 'n': 989, 'trace_an': 19845120}
  • id: 112362989
    {'hecke_orbit_code': 9007199355405072, 'n': 990, 'trace_an': 0}
  • id: 112362990
    {'hecke_orbit_code': 9007199355405072, 'n': 991, 'trace_an': -12682496}
  • id: 112362991
    {'hecke_orbit_code': 9007199355405072, 'n': 992, 'trace_an': 0}
  • id: 112362992
    {'hecke_orbit_code': 9007199355405072, 'n': 993, 'trace_an': -7902272}
  • id: 112362993
    {'hecke_orbit_code': 9007199355405072, 'n': 994, 'trace_an': 0}
  • id: 112362994
    {'hecke_orbit_code': 9007199355405072, 'n': 995, 'trace_an': -47082336}
  • id: 112362995
    {'hecke_orbit_code': 9007199355405072, 'n': 996, 'trace_an': 0}
  • id: 112362996
    {'hecke_orbit_code': 9007199355405072, 'n': 997, 'trace_an': -14440048}
  • id: 112362997
    {'hecke_orbit_code': 9007199355405072, 'n': 998, 'trace_an': 0}
  • id: 112362998
    {'hecke_orbit_code': 9007199355405072, 'n': 999, 'trace_an': -42215880}
  • id: 112362999
    {'hecke_orbit_code': 9007199355405072, 'n': 1000, 'trace_an': 0}