Newform data - 14.6.a.b

Formats: - HTML - YAML - JSON - 2025-12-12T15:41:41.146436

• 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': 504, 'analytic_conductor': 2.2453734773817287, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [14, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 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, [-8, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033806, '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_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '14.6.a.b', 'level': 14, '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': True, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+8q^{3}+2^{4}q^{4}+10q^{5}+2^{5}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '14.6.a', 'trace_display': [4, 8, 10, -49], 'trace_hash': 1078811425967814848, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.880', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.163', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.623', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4, 8, 16, 10, 32, -49, 64, -179, 40, -340, 128, -294, -196, 80, 256, 1226, -716, 2432, 160, -392, -1360, 2000, 512, -3025, -1176, -3376, -784, -6746, 320, 8856, 1024, -2720, 4904, -490, -2864, 9182, 9728, -2352, 640, -14574, -1568, 8108, -5440, -1790, 8000, -312, 2048, 2401, -12100, 9808, -4704, -14634, -13504, -3400, -3136, 19456, -26984, -27656, 1280, 34338, 35424, 8771, 4096, -2940, -10880, 12316, 19616, 16000, -1960, 36920, -11456, -61718, 36728, -24200, 38912, 16660, -9408, -64752, 2560, 16489, -58296, -77056, -6272, 12260, 32432, -53968, -21760, -8166, -7160, 14406, 32000, 70848, -1248, 24320, 8192, 20650, 9604, 60860, -48400, 186250, 39232, -60064, -18816, -3920, -58536, 47892, -54016, 22102, -13600, 73456, -12544, -245054, 77824, 20000, -107936, 52626, -110624, -60074, 5120, -45451, 137352, -116592, 141696, -61500, 35084, -96696, 16384, 64864, -11760, 134368, -43520, 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2350592, -11790846, 4591360, -600740, 1817952, -8831360, -2352000, -1526424, -1548800, -10014214, -1589168, -2204564, 6531328, -454510, 5960000, 12065952, 2490368, 2644432, 1373520, 91728, -3511264, 5819502, 9368128, -1165920, 1066240, -4165894, -1922048, -8080904, 1416960, -6752000, -652256, 400134, -602112, 8838125, 6958600, -6615040, 4696736, 11257132, 350840, -8408776, -4144128, -827552, -7190856, -966960, -1873152, -705894, 9174560, -6608680, 163840, 6297602, 1532544, 4397624, -1568000, 648640, 11926528, 6553968, 1055296, 9403040, 3557400, -3471552, -5073856, 3796518, 707264, 1343680, -3730944, 11047522, 61152, -8826844, -435200, -341270, -9901648, -2883552, -4931584, -1191680, -6574312, -13492000, 2265088, 2458624, 492640, -11674920, -401408, 4418066, 356616, 10212400, -4557712, 16385778, -7841728, -1011850, 784640, -7134336, -12044160, -17539932, -6965248, -2946620, -470596, 2213648, 2075648, 4302396, 640000, 3146384, -1139552, -2982140, 3754224, 3149440, -3453952, -17867724, 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-15683456, 6570900, 13062656, -23186076, -14268672, -33338750, 576240, 16529928, 4980736, 26199040, -509720, 2747040, 4427296, -6584032, -16555904, 12808696, 1280000, 18736256, -512792, -10854480, 2132480, -27775550, -16066112, 10751456, -6907904, 29731866, 2833920, 5839232, 23670944, -1304512, 34689856, -4168400, 3368064, 11097002, -2413936, 13917200, -49920, 37431346, 9393472, -29148000, -7079936, 1654240, -11026880, 15090724, -8288256, 18145092, -29427200, -14381712, -3844736, -21574054, 10477944, 683040, 16005504, 18349120, 33157856, 14438438, 327680, 49799585, -10798032, -8572668, 21733280, 3527540, -3136000, -32946688, -2908864, 23853056, 826000, 22459944, 15236480, -15432256, -35670784, 7114800, 8790528, -51623646, -10147712, 2776440, 384160, -3956258, -22861488, -11020176, -7461888, 1969820, -33082384, 122304, -11440128, 16216000, 2434400, 32102864, 9068544, -19803296, -7236320, -11039200, -9863168, 28177178, 500464, -30998432, -3936000], '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], [4], [8], [16], [10], [32], [-49], [64], [-179], [40], [-340], [128], [-294], [-196], [80], [256], [1226], [-716], [2432], [160], [-392], [-1360], [2000], [512], [-3025], [-1176], [-3376], [-784], [-6746], [320], [8856], [1024], [-2720], [4904], [-490], [-2864], [9182], [9728], [-2352], [640], [-14574], [-1568], [8108], [-5440], [-1790], [8000], [-312], [2048], [2401], [-12100], [9808], [-4704], [-14634], [-13504], [-3400], [-3136], [19456], [-26984], [-27656], [1280], [34338], [35424], [8771], [4096], [-2940], [-10880], [12316], [19616], [16000], [-1960], [36920], [-11456], [-61718], [36728], [-24200], [38912], [16660], [-9408], [-64752], [2560], [16489], [-58296], [-77056], [-6272], [12260], [32432], [-53968], [-21760], [-8166], [-7160], [14406], [32000], [70848], [-1248], [24320], [8192], [20650], [9604], [60860], [-48400]], 'ap': [[4], [8], [10], [-49], [-340], [-294], [1226], [2432], [2000], [-6746], [8856], [9182], [-14574], [8108], [-312], [-14634], [-27656], [34338], [12316], [36920], [-61718], [-64752], [-77056], [-8166], [20650], [186250], [-60064], [47892], [22102], [-245054], [-96696], [134368], [-294662], [314944], [113622], [408208], [293546], [-317116], [141568], [-71222], [485628], [657090], [68304], [352754], [196982], [-1103920], [-103444], [307328], [-891792], [276706], [1479434], [1000344], [1358330], [-177408], [326658], [-34920], [716458], [-953376], [-1847290], [-1996006], [234088], [-2500806], [2342032], [-163064], [1739650], [-1797714], [-2475412], [89154], [938556], [3342682], [-3766062], [-1539344], [-859312], [-976586], [106444], [-2006344], [-684002], [-222870], [1900722], [1777154], [28056], [-2708970], [5538984], [-868294], [-1137672], [1753988], [2416738], [-127430], [-128198], [-4016528], [8672464], [8289464], [-8917696], [-5715372], [125116], [-2771160], [-138534], [-1802814], [9772472], [2455038], [13208148], [7832926], [3579080], [-3395814], [-1476948], [-14996078], [-3292912], [-11790846], [-1526424], [-10014214], [12065952], [5819502], [-4165894], [-8080904], [-8408776], [6297602], [4397624], [6553968], [3796518], [-8826844], [-341270], [4418066], [16385778], [-17539932], [3146384], [-19091882], [990974], [-16901448], [-23430176], [975810], [-6302076], [-6956976], [27453480], [-19688898], [-28207918], [-1380806], [-15434726], [-7101072], [6481818], [16057786], [4847752], [21797606], [32020600], [21900804], [-14599934], [4609472], [-19843726], [-1229598], [33304064], [-23661584], [-23781242], [-14187054], [20928140], [-7985856], [-23186076], [16529928], [12808696], [29731866], [11097002], [37431346], [15090724], [-21574054], [-32946688], [22459944], [-51623646], [-11020176], [32102864], [28177178]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599728033806, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '14.6.a.b', 'level': 14, 'maxp': 997, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [0, 1, 1, 0], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [1, 2, 1, 2], 'Nk2': 504, 'analytic_conductor': 2.2453734773817287, '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': [14, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 8, 'dim': 2, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663310, 'hecke_orbit_dims': [1, 1], 'label': '14.6.a', 'level': 14, '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': True, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 12, 'mf_new_dim': 2, 'num_forms': 2, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 12, 'trace_bound': 2, 'trace_display': [0, 18, 94, 0], 'traces': [2, 0, 18, 32, 94, -8, 0, 0, -322, -296, -676, 288, 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-1311452, -2315152, 291072, 8522496, -4499530, 1991840, -4891840, 2009088, 5028772, -6850416, -966480, -175360, 23493848, 13324520, 4060560, 2119936, -13872256, 3343712, 6793014, -8491008, 9460000, 8229760, 1709904, 892928, 2240886, -2361712, -8194240, 5913376, -9636008, 2705192, 4226488, -6887936, 1005288, -8901024, 25576368, -7831872, 696290, 15714464, -10644712, -1212416, 12531584, -421536, 15085042, -4860800, 3760000, 14667568, 24879804, 1301760, -2122432, -5625416, -7083832, -3085760, -3492048, 2962224, -728264, -2138112, 10532436, 416304, -4283476, -4951040, -21343338, -8315184, -11398272, -2678656, 742840, 1622448, -33929200, 1106368, -10316016, 6356512, -19898856, -903168, 7887292, 13229392, -4961260, -5041504, -1705854, -8191408, -1843772, 8622848, -20010756, -21952128, -12862416, -8040608, 22525036, -941192, 5723008, 3023872, -17446932, 14752000, 20042422, -8204384, -627788, -7366512, 24198664, -6568192, -26939400, 14725928, 20197012, 5453504, -16682240, 12987136, 29065724, 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6806336, 17627504, 5570944, -7736000, 1953496, 10170750, 9103808, -21927808, 6772000, 7266344, -1221632, 21459536, 26491056, -6670762, 6030528, 36677852, -21558544, 52080672, 4581120, -4980160, -1302616, 34054728, 3881600, 17519790, 8745632, -14145300, 1187840, -557032, 54768, -4667600, -15756800, -1441936, 7051608, 3596276, -2885120, 28164174, -4230080, -20934188, 1277440, -5388478, -813072, -132496, -13280256, -9711476, 8090992, -41822000, 9241600, -19608902, -11527544, -9998920, -61440, 27150648, 11047680, 73312186, 6275456, 8761788, 5581536, -44464616, 495616, -37802588, 8685456, 7724822, -12722752, 7610688, -18508480, -13812872, 5022464, -1268496, 27352000, 6330996, -7323584, 6574632, -14721536, -5617848, -8095744, -40080612, -345744, 2046808, -19390656, 26601200, 16744352, -31428972, -4470016, 20221712, -9307920, -4312324, -15522176, -1610424, 6059664, 3958152, -1605632, -29232000, 2352832, -95614728, -330528, 36357552, 28183008, -1363376, -16242944, -39298476, 8084736, -28794808, -34870944, -47524922, -9038736, 38151408, 6183936, 38026912, -6832240, 23306880, 10042272, -7792666, -39067424, 57978240, 23859200, 8845276, -20896952, 5628336, -501760, 28555680, 12027392, 29576548, -11890688, 6858984, 27603840, 6967702, 37049408, -23509552, 51683656, 36982192, 8712832, -6864548, 1006656, 37217980, -2485248, 19461598, 6351872, -55280400, 1701376, -14233520, -6048704, 58302268, -1428736, 20248660, -36817480, -10106292, 727552, -29083708, -10824480, -47698944, 28394880, 1999360, 30920720, 29296904, 3768320, 75516818, -44272912, -15558504, 3287680, -31243252, 5096000, -49877192, 173056, 17000456, 6530608, 51074310, 29628000, -3153542, -30388512, 30071840, 15056384, -14679156, -15117952, -6204840, 3611104, 4105224, -47949216, -49898892, -11443968, -39605644, -4703872, -765576, -7048448, 659200, -13709728, 57024064, 16617472, -23769456, -12768224, 32671376, -15495488, 38372806, 16251872, -86312232, -8269056], '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: 9479
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.6.a.b', 'target_level': 14, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 9480
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.6.a.b', 'target_level': 98, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 9481
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.6.c.a', 'target_level': 98, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 9482
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.6.c.b', 'target_level': 98, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 9483
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '112.6.a.d', 'target_level': 112, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 9484
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.6.a.c', 'target_level': 126, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 9485
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '350.6.a.b', 'target_level': 350, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 9486
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '350.6.c.f', 'target_level': 350, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 9487
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '448.6.a.f', 'target_level': 448, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 9488
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '448.6.a.k', 'target_level': 448, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 9489
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '784.6.a.h', 'target_level': 784, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 9490
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '882.6.a.g', 'target_level': 882, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 9491
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.6.a.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '1008.6.a.n', 'target_level': 1008, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 57125
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 2}
  • id: 57126
    {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 3}
  • id: 57127
    {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 5}
  • id: 57128
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 7}
  • id: 57129
    {'charpoly_factorization': [[[340, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 11}
  • id: 57130
    {'charpoly_factorization': [[[294, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 13}
  • id: 57131
    {'charpoly_factorization': [[[-1226, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 17}
  • id: 57132
    {'charpoly_factorization': [[[-2432, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 19}
  • id: 57133
    {'charpoly_factorization': [[[-2000, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 23}
  • id: 57134
    {'charpoly_factorization': [[[6746, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 29}
  • id: 57135
    {'charpoly_factorization': [[[-8856, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 31}
  • id: 57136
    {'charpoly_factorization': [[[-9182, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 37}
  • id: 57137
    {'charpoly_factorization': [[[14574, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 41}
  • id: 57138
    {'charpoly_factorization': [[[-8108, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 43}
  • id: 57139
    {'charpoly_factorization': [[[312, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 47}
  • id: 57140
    {'charpoly_factorization': [[[14634, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 53}
  • id: 57141
    {'charpoly_factorization': [[[27656, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 59}
  • id: 57142
    {'charpoly_factorization': [[[-34338, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 61}
  • id: 57143
    {'charpoly_factorization': [[[-12316, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 67}
  • id: 57144
    {'charpoly_factorization': [[[-36920, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 71}
  • id: 57145
    {'charpoly_factorization': [[[61718, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 73}
  • id: 57146
    {'charpoly_factorization': [[[64752, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 79}
  • id: 57147
    {'charpoly_factorization': [[[77056, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 83}
  • id: 57148
    {'charpoly_factorization': [[[8166, 1], 1]], 'hecke_orbit_code': 4503599728033806, 'p': 89}
  • id: 57149
    {'charpoly_factorization': [[[-20650, 1], 1]], 'hecke_orbit_code': 4503599728033806, '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': 2, 'label': '14.6.a.b', 'level': 14, '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: 19240158
    {'hecke_orbit_code': 4503599728033806, 'n': 1, 'trace_an': 1}
  • id: 19240159
    {'hecke_orbit_code': 4503599728033806, 'n': 2, 'trace_an': 4}
  • id: 19240160
    {'hecke_orbit_code': 4503599728033806, 'n': 3, 'trace_an': 8}
  • id: 19240161
    {'hecke_orbit_code': 4503599728033806, 'n': 4, 'trace_an': 16}
  • id: 19240162
    {'hecke_orbit_code': 4503599728033806, 'n': 5, 'trace_an': 10}
  • id: 19240163
    {'hecke_orbit_code': 4503599728033806, 'n': 6, 'trace_an': 32}
  • id: 19240164
    {'hecke_orbit_code': 4503599728033806, 'n': 7, 'trace_an': -49}
  • id: 19240165
    {'hecke_orbit_code': 4503599728033806, 'n': 8, 'trace_an': 64}
  • id: 19240166
    {'hecke_orbit_code': 4503599728033806, 'n': 9, 'trace_an': -179}
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  • id: 19240172
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  • id: 19240173
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  • id: 19240174
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  • id: 19240176
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  • id: 19240178
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  • id: 19240180
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  • id: 19240181
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  • id: 19240182
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  • id: 19240184
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  • id: 19240185
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  • id: 19240186
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  • id: 19240188
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  • id: 19240189
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  • id: 19240190
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  • id: 19240191
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  • id: 19240192
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  • id: 19240193
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  • id: 19240196
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  • id: 19240197
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  • id: 19240200
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  • id: 19240201
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  • id: 19240202
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  • id: 19240203
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  • id: 19240204
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  • id: 19240208
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  • id: 19240209
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  • id: 19240210
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  • id: 19240211
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  • id: 19240212
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  • id: 19240213
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  • id: 19240214
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  • id: 19240215
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  • id: 19240216
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  • id: 19240217
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  • id: 19240218
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  • id: 19240219
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  • id: 19240220
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  • id: 19240221
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  • id: 19240222
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  • id: 19240223
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  • id: 19240224
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  • id: 19240225
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  • id: 19240226
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  • id: 19240227
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  • id: 19240228
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  • id: 19240229
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  • id: 19240230
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  • id: 19240231
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  • id: 19240232
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  • id: 19240233
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  • id: 19240234
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  • id: 19240235
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  • id: 19240236
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  • id: 19240237
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  • id: 19240238
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  • id: 19240239
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  • id: 19240240
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  • id: 19240241
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  • id: 19240242
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  • id: 19240243
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  • id: 19240244
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  • id: 19240245
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  • id: 19240246
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  • id: 19240247
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  • id: 19240248
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  • id: 19240249
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  • id: 19240250
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  • id: 19240251
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  • id: 19240252
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  • id: 19240253
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  • id: 19240254
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  • id: 19240255
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  • id: 19240256
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  • id: 19240257
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  • id: 19240258
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  • id: 19240259
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  • id: 19240260
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  • id: 19240261
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  • id: 19240262
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  • id: 19240263
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  • id: 19240264
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  • id: 19240265
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  • id: 19240266
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  • id: 19240267
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  • id: 19240268
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  • id: 19240269
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  • id: 19240270
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  • id: 19240271
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  • id: 19240272
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  • id: 19240273
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  • id: 19240274
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  • id: 19240275
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  • id: 19240276
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  • id: 19240277
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  • id: 19240278
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  • id: 19240279
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  • id: 19240280
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  • id: 19240281
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  • id: 19240282
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  • id: 19240283
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  • id: 19240284
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  • id: 19240285
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  • id: 19240286
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  • id: 19240287
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  • id: 19240288
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  • id: 19240289
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  • id: 19240290
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  • id: 19240291
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  • id: 19240292
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  • id: 19240293
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  • id: 19240294
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  • id: 19240295
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  • id: 19240296
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  • id: 19240297
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  • id: 19240298
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  • id: 19240299
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  • id: 19240300
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  • id: 19240301
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  • id: 19240302
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  • id: 19240303
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  • id: 19240304
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  • id: 19240305
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  • id: 19240306
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  • id: 19240307
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  • id: 19240308
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  • id: 19240309
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  • id: 19240310
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  • id: 19240311
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  • id: 19240312
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  • id: 19240313
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  • id: 19240314
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  • id: 19240315
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  • id: 19240316
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  • id: 19240317
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  • id: 19240318
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  • id: 19240319
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  • id: 19240320
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  • id: 19240321
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  • id: 19240322
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  • id: 19240323
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  • id: 19240324
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  • id: 19240325
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  • id: 19240326
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  • id: 19240327
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  • id: 19240328
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  • id: 19240329
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  • id: 19240330
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  • id: 19240331
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  • id: 19240332
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  • id: 19240333
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  • id: 19240334
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  • id: 19240335
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  • id: 19240336
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  • id: 19240337
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  • id: 19240338
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  • id: 19240339
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  • id: 19240340
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  • id: 19240341
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  • id: 19240342
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  • id: 19240343
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  • id: 19240344
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  • id: 19240345
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  • id: 19240346
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  • id: 19240347
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  • id: 19240348
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  • id: 19240349
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  • id: 19240350
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  • id: 19240351
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  • id: 19240352
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  • id: 19240353
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  • id: 19240354
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  • id: 19240355
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  • id: 19240356
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  • id: 19240357
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  • id: 19240358
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  • id: 19240359
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  • id: 19240360
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  • id: 19240361
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  • id: 19240362
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  • id: 19240363
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  • id: 19240364
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  • id: 19240365
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  • id: 19240366
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  • id: 19240367
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  • id: 19240368
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  • id: 19240369
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  • id: 19240370
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  • id: 19240371
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  • id: 19240372
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  • id: 19240373
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  • id: 19240374
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  • id: 19240375
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  • id: 19240376
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  • id: 19240377
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  • id: 19240378
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  • id: 19240379
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  • id: 19240380
    {'hecke_orbit_code': 4503599728033806, 'n': 761, 'trace_an': -28207918}
  • id: 19240381
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  • id: 19240382
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  • id: 19240383
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  • id: 19240384
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  • id: 19240385
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  • id: 19240386
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  • id: 19240387
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  • id: 19240388
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  • id: 19240389
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  • id: 19240390
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  • id: 19240391
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  • id: 19240392
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  • id: 19240393
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  • id: 19240394
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  • id: 19240395
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  • id: 19240396
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  • id: 19240397
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  • id: 19240398
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  • id: 19240399
    {'hecke_orbit_code': 4503599728033806, 'n': 883, 'trace_an': 20928140}
  • id: 19240400
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  • id: 19240401
    {'hecke_orbit_code': 4503599728033806, 'n': 907, 'trace_an': -23186076}
  • id: 19240402
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  • id: 19240403
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  • id: 19240404
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  • id: 19240405
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  • id: 19240406
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  • id: 19240407
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  • id: 19240408
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  • id: 19240409
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  • id: 19240410
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  • id: 19240411
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  • id: 19240412
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  • id: 19240413
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  • id: 19240414
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  • id: 19240415
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