Newform data - 49.9.d.c

Formats: - HTML - YAML - JSON - 2024-06-14T20:17:44.861678

• 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': 3969, 'analytic_conductor': 19.96155189299523, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [49, 6, [3], [5]], 'cm_discs': [], 'conrey_index': 19, 'dim': 8, 'field_disc': 15855837680293038821376, 'field_disc_factorization': [[2, 12], [3, 4], [218611051, 2]], 'field_poly': [197880489, 8271396, 8673408, -348096, 336397, -1176, 592, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [197796096, -8325888, 8591968, 234400, 331700, -1160, 602, 4, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405564166193, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2352, 'hecke_ring_index_factorization': [[2, 4], [3, 1], [7, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '49.9.d.c', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.9.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q+(-\\beta _{1}+\\beta _{2}+\\beta _{3})q^{2}+(7-7\\beta _{2}+\\beta _{5}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '8.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.9.d', 'trace_display': [-4, 84, 840, 0], 'trace_hash': 1422146658637079499, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.044', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.564', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '242.016', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12690.996', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.167', 'prec': 17}, 'traces': [8, -4, 84, -164, 840, 0, 0, 6544, 396, -5796, 1784, 40908, 0, 0, 131808, -8584, 141456, -121944, 257544, 0, 0, 1706256, -348940, 895104, -557752, 2913120, 0, 0, 4983176, -551112, 2376696, -332016, 5719140, 0, 0, 13269408, 492740, 7088088, -2850372, 7601832, 0, 0, 4448432, -3678804, -3328164, -226560, -2704128, 0, 0, -15628912, -350856, -11135208, 2281460, -24553368, 0, 0, -43638408, 11442696, -25291140, 17679564, -59368764, 0, 0, -114153056, 16923396, -463428, -107108, -44316972, 0, 0, -82809760, 13297584, -116758404, 72690340, -79832424, 0, 0, -44122512, -50628092, 93591624, -96868872, 91061712, 0, 0, 119231208, 39093088, -26702676, 41392848, 2322516, 0, 0, 253819128, -57693204, 345566088, -172787052, 416455200, 0, 0, 672244008, 2809480, -191801400, 115722072, 260206716, 0, 0, 403964952, -93434968, 567077364, -271138624, 517515600, 0, 0, 227916488, -2336364, -597762144, 284652768, -43771392, 0, 0, -94977696, -186555836, 1125478956, -573201636, -176485596, 0, 0, -276724208, 445619552, -1287415248, 870742992, -1627563084, 0, 0, -1893033920, -109875348, 124884648, -318844912, -248142636, 0, 0, -1817172408, 154893696, -1476577116, 1085088480, -869688540, 0, 0, -1998215048, 495654344, 12778416, -761756248, -1594476240, 0, 0, -490402488, -7097160, -2031571836, 820443136, -268701804, 0, 0, 387360936, -839799692, 2460008376, -455446968, 1655006976, 0, 0, 673564088, 1681247076, -933011100, -244156520, -2995074852, 0, 0, 796669456, -1677150456, 975801708, -632967616, 5056421328, 0, 0, 4928558136, -1609398336, 5153802024, -642107028, 6293627172, 0, 0, 6703780032, 2480731592, -1069365360, -143315824, -1135719648, 0, 0, 5526542072, -2931618936, 272094144, -1088407952, 6553513848, 0, 0, 5357105208, -319887372, 5648869632, 303758556, 3613685712, 0, 0, 1341243248, 3790736100, -113203944, -3611707608, -4162614960, 0, 0, -5085427208, -3207819708, -10092578076, 5737156236, -286017984, 0, 0, -7406535312, -3546194184, 12720305136, -2610352332, -2439838632, 0, 0, -3335556576, 11292816608, -19668897360, 3356288652, -26096922180, 0, 0, -20410222264, -4151755848, 936390252, -670985328, 4174260048, 0, 0, -9205188720, -6942380004, 1229427696, 5318748456, -1331282484, 0, 0, -9679932984, 10897219024, -6361867260, -3578135584, -23819588520, 0, 0, -18320233680, 3398537976, -20902024080, 9586934804, 4915624392, 0, 0, 3333623256, -8633330380, 33647290572, -8232560640, 30068349780, 0, 0, 15889688856, 11525284832, -15120908460, 10002073612, -34509332592, 0, 0, -14791401448, -11283555180, -13052228952, -2856947736, 10647606312, 0, 0, 25407844416, -1592105224, 18518055864, -1608014772, 25251765084, 0, 0, 35303715312, 16634232776, 33539134104, -21281332140, 11470156740, 0, 0, 27730299568, 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0, -7582122016, 81968762480, 64557192924, -83554057692, 25860832452, 0, 0, 8103879664, -5547912624, 37253932800, 18737867904, 126663372360, 0, 0, 49991191440, -59084234664, 168223926528, -8602398672, -1299004308, 0, 0, 89811286504, 19485432784, -192184399260, 15531558504, -84402708096, 0, 0, 150729347688, 53537479548, 68586506352, 227773160, 88749050040, 0, 0, 131068193448, -6356188772, 84807066036, -34209146016, 198314788896, 0, 0, 68266681056, -138314460064, 93650042220, -48115955304, 236466455904, 0, 0, 96426462344, 8437018416, 34383740580, -3599027424, -162861608028, 0, 0, 41347555632, 53032604516, -62309983092, -61866145764, 52843360500, 0, 0, 166609200928, -40634074688, 107246073816, 96980867076, 235639667172, 0, 0, 127044070368, -72379056612, 96221992608, -69453514664, -19449185868, 0, 0, -117450267240, 29618207352, -237252004332, 4861370304, -251491834020, 0, 0, -108595766992, 56522877684, 149795258256, 19271565956, -27887938008, 0, 0, 34928128328, 102662651448, 97143223716, -67922130024, 116806105332, 0, 0, -82044320736, -16586475196, -288398226564, 206931703692, -243117168840, 0, 0, -233778134760, -127812049876, 34057361100, -115196568136, -35311294536, 0, 0, -124620283520, 138289545000, -150509247588, 25997948280, -220913754936, 0, 0, -196970770488, 107782555776, 107928022692, 27078321696, -35628881232, 0, 0, -466913611872, -223816607940, -387309893544, 182472035764, 67634687820, 0, 0, -326492576592, 51334985952, -139267343124, 58851916928, -412896519252, 0, 0, -97619012568, 312461191024, -332622428208, -131695761456, -372515811696, 0, 0, 16387840072, -303389462820, 605548750716, -105737171808, 500492391756, 0, 0, 192947963032, -43641062544, 341031427968, 188714023448, -529150391784, 0, 0, -129484104192, 114998914008, -634653091716, -69324091452, -219461153436, 0, 0, 3552996480, 67485984716, -111419839692, 221284570240, 661763144952, 0, 0, 222798686000, 136309182528, 773677413852, -473598161992, 399163019640, 0, 0, 85161914544, -162702561720, 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-792067920336, 747318882412, -248766615384, 0, 0, -271912562448, 214811979828, 574660514988, -414173597608, -594546444576, 0, 0, -59839011360, 157569402224, -442599859548, -9955558644, 228512993772, 0, 0, -595198264032, -240376286976, 722184512112, 289047731868, -142328760336, 0, 0, -706493508880, 61351670520, -1515292757496, 138371771504, -707611064832, 0, 0, -1003426993800, 85360269788, 7705720176, 581644382364, -289361373336, 0, 0, -823107726168, 597612176508, -100694139588, -702445071144, -506064058332, 0, 0, -501512926192, -322681212156, 425168214912, -317023219672, 272481838776, 0, 0, 174333613392, -198799382700, 335528083968, 630832131636, -799704972276, 0, 0, -656155036608, 280989263668, -1148038100496, -253224056240, -265948448220, 0, 0, 524153478704, 183930029400, -751369346028, 1272292468372, 240204835584, 0, 0, 460477464144, -205628716696, 1696021758984, -1545678466668, 588360726576, 0, 0, 1448647675736, -341434052072, -234699716412, 103216670784, -170843289288, 0, 0, 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• mf_hecke_nf •

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

  
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10247309225, -146677759304, -10247309225, -787300899, 4266748584, -2133374292, 787300899], [-342262804067, -18691068408, -342262804067, 0, -283184622, 737552417, 1020737039, 0], [-301420066232, 0, 0, -5360476954, 0, 116451734, -257243098, 24339630], [-63499647750, 8839334397, 63499647750, -17678668794, 506064725, -2506641024, 3012705749, -1012129450], [-45633014238, 14682260148, -91266028476, -7341130074, 1064523820, -1980454168, -532261910, -532261910], [-102098577147, -7584719070, -204197154294, 3792359535, 1347022742, 2691338818, -673511371, -673511371], [31755557659, -248902340, -31755557659, 497804680, -419146568, 3080531896, -3499678464, 838293136], [-124051080076, 14025899487, -62025540038, 14025899487, -18604875, 0, -1263596159, -18604875], [0, 24398149502, -511958906423, -24398149502, -113196300, -1997642458, 998821229, 113196300], [0, 11056656711, 465193079030, -11056656711, -713786301, -3569145440, 1784572720, 713786301], [299023576824, 26654318544, 598047153648, -13327159272, 877402848, 1491717780, -438701424, -438701424], [-42679313780, 0, 0, 10918675818, 0, 2477876506, -4253473750, -702279262], [-704148584188, -6997564477, -352074292094, -6997564477, 266369375, 0, 3047647783, 266369375], [683969697605, 8922585252, 683969697605, 0, -659120240, -1954241737, -1295121497, 0], [-629952498614, 0, 0, 9871299152, 0, 2047752350, -3047618344, -1047886356], [0, 34336490319, -129417688658, -34336490319, 682409867, -2176081754, 1088040877, -682409867], [-82925234854, -4655066314, -41462617427, -4655066314, -1361758478, 0, -4434345844, -1361758478], [241462439372, -4556888424, 482924878744, 2278444212, -1307008616, -5039525736, 653504308, 653504308], [89948048827, -8862333128, -89948048827, 17724666256, -684980182, -8646230746, 7961250564, 1369960364], [0, -15097324936, -446091003161, 15097324936, 702031764, -1220192694, 610096347, -702031764], [-170626319771, 0, 0, -9448517329, 0, -2759411662, 5348925371, 169897953], [165732598880, 0, 0, 2481686286, 0, 5346682362, -10438186530, -255178194], [-834224631730, 17122561136, -417112315865, 17122561136, 449703144, 0, 6969048099, 449703144], [353365452452, -12700183265, 353365452452, 0, -489414711, 2316716094, 2806130805, 0], [327050032792, -3774819041, -327050032792, 7549638082, 1856645119, 2654008267, -797363148, -3713290238], [358586693561, -15864909876, 358586693561, 0, 2324904394, 5198506117, 2873601723, 0], [55344658061, 5390459526, -55344658061, -10780919052, -1342113328, -10339942486, 8997829158, 2684226656]], 'char_orbit_index': 4, 'field_poly': [197880489, 8271396, 8673408, -348096, 336397, -1176, 592, 0, 1], 'hecke_orbit_code': 9007405564166193, 'hecke_ring_character_values': [[3, [0, 0, -1, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 7800602713756314075, 1663596228141675, 21841687598517679410, 109208437992588397050, 21841687598517679410, 109208437992588397050], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [0, -1, 296, 1, -1, 0, 0, 1], [441, 0, 0, -544, 0, 14, -25, -3], [-161165, 1180, -161165, 0, 592, 0, -592, 0], [0, -308569, 435120, 308569, -2364, -16576, 8288, 2364], [91505156, 0, 0, -1004365, 0, 8232, 321697, -338161], [-346152513, 175714240, -346152513, 0, 1705383, 4709558, 3004175, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [-24226776665406171, -339657458304359916, 327714819020519376, -14228671705925824, 578443118889849, -23107427488768, 933800395536, -40665038848], [-1716105304424448, -66566402858133, -2782472800212, -66871290607312, 117098450112, -113162941609, -206072832, -199147024], [5840361335857569042933, -549685532050544077272, 242602731949311036057, 208410678677305067, 440139351248781243, 1954798485604859, 729234428373612, 4986016178489], [-2293927437451668499449, -2640294308877978734829, -79052178550067250006, -50276218913682852731, -81489430662144594, -89730500895110567, -415028421151641, -142450897959062], [-87312579891615556011, -247240100774204675046, -7203424572374123829, 11054456035703486131, -37683429688699701, 19568825417085307, 17429303220966, 35983628949817], [29414857890603535700697, -1227308896964839498488, -35645454072445999857, 64395501685950743543, -204058573291680393, 112959866406343301, -209968840103652, 206519207416061]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '49.9.d.c', 'level': 49, 'maxp': 997, 'weight': 9}
• mf_newspaces •

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

  
  {'Nk2': 3969, 'analytic_conductor': 19.96155189299523, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [49, 6, [3], [5]], 'conrey_index': 19, 'cusp_dim': 66, 'dim': 50, 'eis_dim': 16, 'eis_new_dim': 8, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206309425201, 'hecke_orbit_dims': [2, 8, 8, 32], 'label': '49.9.d', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 82, 'mf_new_dim': 58, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 25, 'sturm_bound': 42, 'trace_bound': 2, 'trace_display': [7, 84, 840, 0], 'traces': [50, 7, 84, -3257, 840, 0, 0, -3862, 54223, -5796, -5978, 40908, 0, 0, -268336, -273309, 141456, 11315, 257544, 0, 0, -2420332, 877282, 895104, 1728715, 2913120, 0, 0, -7395428, 2436912, 2376696, -2376357, 5719140, 0, 0, -29363270, -2804774, 7088088, 8300740, 7601832, 0, 0, -7023980, 9539010, -3328164, 1549334, -2704128, 0, 0, 80096746, -6710352, -11135208, -21445214, -24553368, 0, 0, -9733288, -34247682, -25291140, -10762332, -59368764, 0, 0, 189569978, 19258596, -463428, 41755266, -44316972, 0, 0, 132970420, -40171117, -116758404, -190749766, -79832424, 0, 0, 167051360, 68451082, 93591624, 144278979, 91061712, 0, 0, -30370408, -76084498, -26702676, 214027166, 2322516, 0, 0, -1105126356, -106501988, 345566088, 143228460, 416455200, 0, 0, -438485892, 149003763, -191801400, -949802984, 260206716, 0, 0, -906401620, 625433494, 567077364, 815683750, 517515600, 0, 0, 9245980, 247714924, -597762144, 461054142, -43771392, 0, 0, 250625104, 183338077, 1125478956, 285641020, -176485596, 0, 0, -1517709548, -2399371949, -1287415248, -2008121976, -1627563084, 0, 0, 6161612228, -834032932, 124884648, 1871990806, -248142636, 0, 0, -1132318808, 1822535358, -1476577116, -798323469, -869688540, 0, 0, 7723014588, 170204566, 12778416, -1165093706, -1594476240, 0, 0, 487705416, 3300520048, -2031571836, -2442195970, -268701804, 0, 0, -4637007998, -1485938622, 2460008376, 1914026216, 1655006976, 0, 0, 3720599730, -5875893756, -933011100, -440317042, -2995074852, 0, 0, -5368746652, -243067928, 975801708, 2039758126, 5056421328, 0, 0, 333506280, 478418694, 5153802024, 7576164284, 6293627172, 0, 0, -29254527216, 3565671550, -1069365360, 2811758502, -1135719648, 0, 0, -574609460, 6850248958, 272094144, -9976720621, 6553513848, 0, 0, 9383628296, 11828551476, 5648869632, -8535707590, 3613685712, 0, 0, -21609457532, -13819688262, -113203944, 6351646318, -4162614960, 0, 0, 5128339820, 1066414148, -10092578076, -5624193204, -286017984, 0, 0, 22178075482, -7827283618, 12720305136, 19699758932, -2439838632, 0, 0, 8940990244, -19248266618, -19668897360, 6421232668, -26096922180, 0, 0, 11069166796, 21228387840, 936390252, -5979967095, 4174260048, 0, 0, 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0, -494926969176, 203593117194, 84807066036, 113383655528, 198314788896, 0, 0, 142488986080, 65418701446, 93650042220, -134414240880, 236466455904, 0, 0, 366217677436, 331443372115, 34383740580, -161474165682, -162861608028, 0, 0, -480053846144, -432759611382, -62309983092, 59619152596, 52843360500, 0, 0, -85892694732, 12163661438, 107246073816, -20563259742, 235639667172, 0, 0, 106577484288, 20499889412, 96221992608, 198330017900, -19449185868, 0, 0, -2517990788, -191905986706, -237252004332, 256016051480, -251491834020, 0, 0, -950890940066, 11463720324, 149795258256, -106028304494, -27887938008, 0, 0, 368058595228, -134775195016, 97143223716, -154807237872, 116806105332, 0, 0, 762849623760, 421755453546, -288398226564, -392050234884, -243117168840, 0, 0, 256118010808, -20011212440, 34057361100, 62617077806, -35311294536, 0, 0, 46295896490, -69839341248, -150509247588, 153278490264, -220913754936, 0, 0, 269576750872, -75910878176, 107928022692, -158920974682, -35628881232, 0, 0, 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3907925220342, 1698076103472, 0, 0, 4610329981044, 1006462539012, 2505191815308, 5592168683168, 2012294879700, 0, 0, 2499849899752, -459990027093, 1107704636892, -5508159862734, -2328138956976, 0, 0, -2115244534032, -570592361428, -1355890969944, 3096278287354, 949370343012, 0, 0, -11813748894176, 4998687984484, 183908613504, -7659892806528, 1835971986744, 0, 0, -10455910021984, -113800265978, 931766708376, 380688621530, 355982172672, 0, 0, 6755036337604, -6376486877322, -761995773000, -213678491208, 1361171379036, 0, 0, -826524562080, 2179799180188, 3178534765644, -742159837080, -410591760768, 0, 0, 304730690806, -1764559893250, -2210163975180, 5400995343670, -1902420497040, 0, 0, 11391503060900, 973651904668, -1564415175960, -3078163351624, -102338058312, 0, 0, 1504897728520, -2146942064570, 381066691908, 6057656768800, -744306480456, 0, 0, -2284805195804, 1434902724178, -733826725632, -1901111034840, -782876221344, 0, 0, -4049828563408, -1644151459240, 2812082488908, 1767783868294, 503894389824, 0, 0, -902402375672, -2418415426434, -1811888217384, -347449525752, -823564318248, 0, 0, 965034136740, 2925283947600, -1866673396980, -1090056209498, -4224891505128, 0, 0, 8848163343336, 427957349890, -1896067925136, 2973385634328, -971106628968, 0, 0, 13322397778424, -977042178154, 1110512225004, -7514107306813, 2555016668064, 0, 0, 8111966735828, -3969528522456, -632004850260, -1524792526222, -3333038560236, 0, 0, -3349222990412, 11135310747192, -2865418490088, -7103662563862, -950252125536, 0, 0, -13063889401488, -1718195237234, -351778431984, 314788609800, -1362930374736, 0, 0, -4139787181164, -11211906413890, 3320316996948, 4470833478446, -497551409124, 0, 0, 7055067825612, 6559543751672, -1863081644256, -5252790164352, 751387172256, 0, 0, 7526011980440, 6505872244732, 1079376585924, 13367760665528, 556121383524, 0, 0, 17781920300680, -8126624732366, -4755667446348, -3976313287492, -1119329073408, 0, 0, 5670640212652, -4149701310370, 1569873660012, 4992541543062, 4919203012500, 0, 0, -21792184276560, 5846684585799, 3903506794656, -5053194070614, -124894335300, 0, 0, -15524534814780, -293328345951, -14431822272, 6407697352672, -5005347790380, 0, 0, -26552813508268, -7027220177264, -798046458216, -1161890555210, -58332003660, 0, 0, 4426847060428, 7563415074278, 3924600393504, -9930262586440, 5648516333964, 0, 0, 14635742524256, 9317139334412, -3001513475016, 5979538808922, 2831046003072, 0, 0, 24187035358488, -15122369756256, 664135896732, -3542059908706, 1408321746720, 0], 'weight': 9, 'weight_parity': -1}
• mf_twists_nf •

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

  
  
  • id: 40666
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.9.d.c', 'source_level': 49, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.9.d.a', 'target_level': 7, 'twist_class_label': '7.9.d.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 40667
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.9.d.c', 'source_level': 49, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.9.d.a', 'target_level': 7, 'twist_class_label': '7.9.d.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 9}
  • id: 40668
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.9.d.c', 'source_level': 49, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.9.b.a', 'target_level': 49, 'twist_class_label': '7.9.d.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 9}
  • id: 40669
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.9.d.c', 'source_level': 49, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.9.b.a', 'target_level': 49, 'twist_class_label': '7.9.d.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 40670
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.9.d.c', 'source_level': 49, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.9.d.c', 'target_level': 49, 'twist_class_label': '7.9.d.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
  • id: 40671
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.9.d.c', 'source_level': 49, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.9.d.c', 'target_level': 49, 'twist_class_label': '7.9.d.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 40672
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.9.d.c', 'source_level': 49, 'target_char_orbit': 13, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '63.9.m.b', 'target_level': 63, 'twist_class_label': '7.9.d.a', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 9}
  • id: 40673
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.9.d.c', 'source_level': 49, 'target_char_orbit': 13, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '63.9.m.b', 'target_level': 63, 'twist_class_label': '7.9.d.a', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 9}
  • id: 40674
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.9.d.c', 'source_level': 49, 'target_char_orbit': 19, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.9.s.a', 'target_level': 112, 'twist_class_label': '7.9.d.a', 'twist_class_level': 7, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 40675
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.9.d.c', 'source_level': 49, 'target_char_orbit': 19, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.9.s.a', 'target_level': 112, 'twist_class_label': '7.9.d.a', 'twist_class_level': 7, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 165000
    {'charpoly_factorization': [[[197796096, -8325888, 8591968, 234400, 331700, -1160, 602, 4, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 2}
  • id: 165001
    {'charpoly_factorization': [[[9756895701609, -1305091311048, 20257035120, 5073957504, 156051981, 1020096, -9792, -84, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 3}
  • id: 165002
    {'charpoly_factorization': [[[779849455299621800625, -11187825611116707000, 64245801654124650, -154150884079920, 63801233451, 323210160, -149574, -840, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 5}
  • id: 165003
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 9007405564166193, 'p': 7}
  • id: 165004
    {'charpoly_factorization': [[[3918108189216875570015812822941129, 8616997253749449922464573276, 32593554162415219420909840, 151697714728056959440, 208471487035558589, 653075038744, 523587008, -1784, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 11}
  • id: 165005
    {'charpoly_factorization': [[[13200472136653739529042146793947136, 0, 352598781496978008994498560, 0, 1983872633270684688, 0, 2926140840, 0, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 13}
  • id: 165006
    {'charpoly_factorization': [[[21339343115134600786530393059641789569, -673129065293371151369929494392832, -38287578407631521171712090750, 1431005247413226532970496, 98693491414484649411, 1389168027573984, -3150562302, -141456, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 17}
  • id: 165007
    {'charpoly_factorization': [[[4207342237612742840879401474527549503001, 213900381825063774292723615628510772, 2325363475674638626872214234896, -66067308639089796493413504, 53419360505169575781, 5159770822708992, 2075115744, -257544, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 19}
  • id: 165008
    {'charpoly_factorization': [[[989092054650888270546852078604896286424121, 11709225865869711782454866311894119960, 134136262277905149921346101309280, 747119855897913853470966520, 5123123817979467423989, 21974769785060080, 126265514480, 348940, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 23}
  • id: 165009
    {'charpoly_factorization': [[[-15502631650428338492256, -452346908151832544, 1929653907212, -2491588, 1], 2]], 'hecke_orbit_code': 9007405564166193, 'p': 29}
  • id: 165010
    {'charpoly_factorization': [[[38337965548829967451137824849419752105409196409, 345326815815233064441172318520113090568580, 880468488167200976655282779825340960, -1408475329089702366663083188800, -955257445524946620860523, 1898047631281495680, 1084286965392, -2376696, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 31}
  • id: 165011
    {'charpoly_factorization': [[[47321870310987961477542680443679470105990078635841, 6500894251825900743000946088685083145951100, 48826043233835809407781639231383632170, 194359444384426504083354564080, 42138533819407104272808179, 1543330141405391600, 7210717275370, -492740, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 37}
  • id: 165012
    {'charpoly_factorization': [[[185702860044889792794290384309790536007618109440000, 0, 302970409702504146123124541508784281600, 0, 150670501178089046785649424, 0, 26277784311912, 0, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 41}
  • id: 165013
    {'charpoly_factorization': [[[16037941997115187452753200, 18152600143417945600, -10694337359136, -2224216, 1], 2]], 'hecke_orbit_code': 9007405564166193, 'p': 43}
  • id: 165014
    {'charpoly_factorization': [[[20739741103247457038254127495754721997584327080922089, 50126309757259804187612695807941087703174405644, 48207791278028419957724330160291684844152, 18910034148288688428332619853782624, 2781865992999912112850554989, -146911397520348002304, -51891130289640, 2704128, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 47}
  • id: 165015
    {'charpoly_factorization': [[[1013123489202795653988418297546006154608594854230625, -1384115987078593990936646911459555198505524500, 3476261593333941797984085613463891916250, 2311052663987993421388559153923120, 2349584047206051349519329059, 200600433711695254960, 55010916329978, -2281460, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 53}
  • id: 165016
    {'charpoly_factorization': [[[2067077538189514818168368107632920192072976241432000761, -12580051065380910270508905787448652841625114304864, 25005832583162992351429458770284200275175480, 3131364462862686904513288329577728768, 52870602554087768429421753333, -9051029993365295050080, -144659626716072, 25291140, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 59}
  • id: 165017
    {'charpoly_factorization': [[[259068369402441376496478681152910694650854960238123688881, 109247199359957110795424861524476561317521470542196, 13571340278553396039079354036727563390400418, -752680202171027151991301439793913304, -105926706181455286090833451557, 6583629519455844079224, 1285777207896498, 59368764, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 61}
  • id: 165018
    {'charpoly_factorization': [[[401631454724832999368045524670192301587819937464206769449, -183512337618340682140288691826330186598689478079728, 68116866571874028216307778914692970368335800, -7184424832124422860203953219985784664, 635371166283311754348063704269, -18398009505401611698688, 785066378035576, 107108, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 67}
  • id: 165019
    {'charpoly_factorization': [[[6378917567902467026557011504, 3291931763161275804832, 579759483474944, 41404880, 1], 2]], 'hecke_orbit_code': 9007405564166193, 'p': 71}
  • id: 165020
    {'charpoly_factorization': [[[63825598552795193786452607705358610972772701702110840838401, 12021923363907824288664112365492020001789365511456636, 659283864640658072253278550366819111934139610, -17990977336487575663741968655793927592, -1456432136888691073281536238669, 44143462930415121203112, 4922250219481050, 116758404, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 73}
  • id: 165021
    {'charpoly_factorization': [[[1332834830360846934977874157847505003707197614379803876896089, 131295395682924027413027208306537118920712504082689928, 10784975858495076889360198689844652310084562864, 328565675062593870878848429219173677912, 10376280615787540297651891884421, 133224095540835769711376, 4424398158003040, 50628092, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 79}
  • id: 165022
    {'charpoly_factorization': [[[441403962134043801107659921433840397000664271261968367616, 0, 62366642581018787043275541741290926359773184, 0, 2299923986903166464219683180800, 0, 6803404556401824, 0, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 83}
  • id: 165023
    {'charpoly_factorization': [[[313853741257946562912421001338882322503465458351980355999249, 7551820125841737849406199297731770686810944286677092, -941776403099299194851623368303860872078804494, -24118038845234927542710964335528011448, 2630502377884855925919360448875, 4155398921826304869528, -1787381863325406, -2322516, 1], 1]], 'hecke_orbit_code': 9007405564166193, 'p': 89}
  • id: 165024
    {'charpoly_factorization': [[[2017083915762806933798119605908958957727490129831495350711025664, 0, 1312563352364851710770364928049938598073895802880, 0, 307425353911057172255121002286864, 0, 30116952951815016, 0, 1], 1]], 'hecke_orbit_code': 9007405564166193, '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': 4, 'hecke_orbit': 3, 'label': '49.9.d.c', 'level': 49, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30360643
    {'hecke_orbit_code': 9007405564166193, 'n': 1, 'trace_an': 8}
  • id: 30360644
    {'hecke_orbit_code': 9007405564166193, 'n': 2, 'trace_an': -4}
  • id: 30360645
    {'hecke_orbit_code': 9007405564166193, 'n': 3, 'trace_an': 84}
  • id: 30360646
    {'hecke_orbit_code': 9007405564166193, 'n': 4, 'trace_an': -164}
  • id: 30360647
    {'hecke_orbit_code': 9007405564166193, 'n': 5, 'trace_an': 840}
  • id: 30360648
    {'hecke_orbit_code': 9007405564166193, 'n': 6, 'trace_an': 0}
  • id: 30360649
    {'hecke_orbit_code': 9007405564166193, 'n': 7, 'trace_an': 0}
  • id: 30360650
    {'hecke_orbit_code': 9007405564166193, 'n': 8, 'trace_an': 6544}
  • id: 30360651
    {'hecke_orbit_code': 9007405564166193, 'n': 9, 'trace_an': 396}
  • id: 30360652
    {'hecke_orbit_code': 9007405564166193, 'n': 10, 'trace_an': -5796}
  • id: 30360653
    {'hecke_orbit_code': 9007405564166193, 'n': 11, 'trace_an': 1784}
  • id: 30360654
    {'hecke_orbit_code': 9007405564166193, 'n': 12, 'trace_an': 40908}
  • id: 30360655
    {'hecke_orbit_code': 9007405564166193, 'n': 13, 'trace_an': 0}
  • id: 30360656
    {'hecke_orbit_code': 9007405564166193, 'n': 14, 'trace_an': 0}
  • id: 30360657
    {'hecke_orbit_code': 9007405564166193, 'n': 15, 'trace_an': 131808}
  • id: 30360658
    {'hecke_orbit_code': 9007405564166193, 'n': 16, 'trace_an': -8584}
  • id: 30360659
    {'hecke_orbit_code': 9007405564166193, 'n': 17, 'trace_an': 141456}
  • id: 30360660
    {'hecke_orbit_code': 9007405564166193, 'n': 18, 'trace_an': -121944}
  • id: 30360661
    {'hecke_orbit_code': 9007405564166193, 'n': 19, 'trace_an': 257544}
  • id: 30360662
    {'hecke_orbit_code': 9007405564166193, 'n': 20, 'trace_an': 0}
  • id: 30360663
    {'hecke_orbit_code': 9007405564166193, 'n': 21, 'trace_an': 0}
  • id: 30360664
    {'hecke_orbit_code': 9007405564166193, 'n': 22, 'trace_an': 1706256}
  • id: 30360665
    {'hecke_orbit_code': 9007405564166193, 'n': 23, 'trace_an': -348940}
  • id: 30360666
    {'hecke_orbit_code': 9007405564166193, 'n': 24, 'trace_an': 895104}
  • id: 30360667
    {'hecke_orbit_code': 9007405564166193, 'n': 25, 'trace_an': -557752}
  • id: 30360668
    {'hecke_orbit_code': 9007405564166193, 'n': 26, 'trace_an': 2913120}
  • id: 30360669
    {'hecke_orbit_code': 9007405564166193, 'n': 27, 'trace_an': 0}
  • id: 30360670
    {'hecke_orbit_code': 9007405564166193, 'n': 28, 'trace_an': 0}
  • id: 30360671
    {'hecke_orbit_code': 9007405564166193, 'n': 29, 'trace_an': 4983176}
  • id: 30360672
    {'hecke_orbit_code': 9007405564166193, 'n': 30, 'trace_an': -551112}
  • id: 30360673
    {'hecke_orbit_code': 9007405564166193, 'n': 31, 'trace_an': 2376696}
  • id: 30360674
    {'hecke_orbit_code': 9007405564166193, 'n': 32, 'trace_an': -332016}
  • id: 30360675
    {'hecke_orbit_code': 9007405564166193, 'n': 33, 'trace_an': 5719140}
  • id: 30360676
    {'hecke_orbit_code': 9007405564166193, 'n': 34, 'trace_an': 0}
  • id: 30360677
    {'hecke_orbit_code': 9007405564166193, 'n': 35, 'trace_an': 0}
  • id: 30360678
    {'hecke_orbit_code': 9007405564166193, 'n': 36, 'trace_an': 13269408}
  • id: 30360679
    {'hecke_orbit_code': 9007405564166193, 'n': 37, 'trace_an': 492740}
  • id: 30360680
    {'hecke_orbit_code': 9007405564166193, 'n': 38, 'trace_an': 7088088}
  • id: 30360681
    {'hecke_orbit_code': 9007405564166193, 'n': 39, 'trace_an': -2850372}
  • id: 30360682
    {'hecke_orbit_code': 9007405564166193, 'n': 40, 'trace_an': 7601832}
  • id: 30360683
    {'hecke_orbit_code': 9007405564166193, 'n': 41, 'trace_an': 0}
  • id: 30360684
    {'hecke_orbit_code': 9007405564166193, 'n': 42, 'trace_an': 0}
  • id: 30360685
    {'hecke_orbit_code': 9007405564166193, 'n': 43, 'trace_an': 4448432}
  • id: 30360686
    {'hecke_orbit_code': 9007405564166193, 'n': 44, 'trace_an': -3678804}
  • id: 30360687
    {'hecke_orbit_code': 9007405564166193, 'n': 45, 'trace_an': -3328164}
  • id: 30360688
    {'hecke_orbit_code': 9007405564166193, 'n': 46, 'trace_an': -226560}
  • id: 30360689
    {'hecke_orbit_code': 9007405564166193, 'n': 47, 'trace_an': -2704128}
  • id: 30360690
    {'hecke_orbit_code': 9007405564166193, 'n': 48, 'trace_an': 0}
  • id: 30360691
    {'hecke_orbit_code': 9007405564166193, 'n': 49, 'trace_an': 0}
  • id: 30360692
    {'hecke_orbit_code': 9007405564166193, 'n': 50, 'trace_an': -15628912}
  • id: 30360693
    {'hecke_orbit_code': 9007405564166193, 'n': 51, 'trace_an': -350856}
  • id: 30360694
    {'hecke_orbit_code': 9007405564166193, 'n': 52, 'trace_an': -11135208}
  • id: 30360695
    {'hecke_orbit_code': 9007405564166193, 'n': 53, 'trace_an': 2281460}
  • id: 30360696
    {'hecke_orbit_code': 9007405564166193, 'n': 54, 'trace_an': -24553368}
  • id: 30360697
    {'hecke_orbit_code': 9007405564166193, 'n': 55, 'trace_an': 0}
  • id: 30360698
    {'hecke_orbit_code': 9007405564166193, 'n': 56, 'trace_an': 0}
  • id: 30360699
    {'hecke_orbit_code': 9007405564166193, 'n': 57, 'trace_an': -43638408}
  • id: 30360700
    {'hecke_orbit_code': 9007405564166193, 'n': 58, 'trace_an': 11442696}
  • id: 30360701
    {'hecke_orbit_code': 9007405564166193, 'n': 59, 'trace_an': -25291140}
  • id: 30360702
    {'hecke_orbit_code': 9007405564166193, 'n': 60, 'trace_an': 17679564}
  • id: 30360703
    {'hecke_orbit_code': 9007405564166193, 'n': 61, 'trace_an': -59368764}
  • id: 30360704
    {'hecke_orbit_code': 9007405564166193, 'n': 62, 'trace_an': 0}
  • id: 30360705
    {'hecke_orbit_code': 9007405564166193, 'n': 63, 'trace_an': 0}
  • id: 30360706
    {'hecke_orbit_code': 9007405564166193, 'n': 64, 'trace_an': -114153056}
  • id: 30360707
    {'hecke_orbit_code': 9007405564166193, 'n': 65, 'trace_an': 16923396}
  • id: 30360708
    {'hecke_orbit_code': 9007405564166193, 'n': 66, 'trace_an': -463428}
  • id: 30360709
    {'hecke_orbit_code': 9007405564166193, 'n': 67, 'trace_an': -107108}
  • id: 30360710
    {'hecke_orbit_code': 9007405564166193, 'n': 68, 'trace_an': -44316972}
  • id: 30360711
    {'hecke_orbit_code': 9007405564166193, 'n': 69, 'trace_an': 0}
  • id: 30360712
    {'hecke_orbit_code': 9007405564166193, 'n': 70, 'trace_an': 0}
  • id: 30360713
    {'hecke_orbit_code': 9007405564166193, 'n': 71, 'trace_an': -82809760}
  • id: 30360714
    {'hecke_orbit_code': 9007405564166193, 'n': 72, 'trace_an': 13297584}
  • id: 30360715
    {'hecke_orbit_code': 9007405564166193, 'n': 73, 'trace_an': -116758404}
  • id: 30360716
    {'hecke_orbit_code': 9007405564166193, 'n': 74, 'trace_an': 72690340}
  • id: 30360717
    {'hecke_orbit_code': 9007405564166193, 'n': 75, 'trace_an': -79832424}
  • id: 30360718
    {'hecke_orbit_code': 9007405564166193, 'n': 76, 'trace_an': 0}
  • id: 30360719
    {'hecke_orbit_code': 9007405564166193, 'n': 77, 'trace_an': 0}
  • id: 30360720
    {'hecke_orbit_code': 9007405564166193, 'n': 78, 'trace_an': -44122512}
  • id: 30360721
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