Newform data - 112.10.a.h

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• 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': 11200, 'analytic_conductor': 57.68401365035379, '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': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [112, 1, [15, 85, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 5976345, 'field_disc_factorization': [[3, 1], [5, 1], [398423, 1]], 'field_poly': [2016, -426, -1, 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, [-3024, -12996, 84, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197559365744, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 48, 'hecke_ring_index_factorization': [[2, 4], [3, 1]], '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '112.10.a.h', 'level': 112, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '7.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-28+\\beta _{1})q^{3}+(518-6\\beta _{1}+7\\beta _{2})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.10.a', 'trace_display': [0, -84, 1554, -7203], 'trace_hash': 1469747922612656983, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.047', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.825', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.549', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.171', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5.487', 'prec': 17}, {'__RealLiteral__': 0, 'data': '232.635', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, -84, 0, 1554, 0, -7203, 0, -26001, 0, 3444, 0, -19782, 0, -200304, 0, 1016694, 0, -222852, 0, 201684, 0, -1885632, 0, 3073221, 0, -551880, 0, 4081818, 0, -2869440, 0, -20259792, 0, -3731154, 0, 1395618, 0, 8990688, 0, -14420658, 0, 61631172, 0, 29774682, 0, 10368960, 0, 17294403, 0, 26146728, 0, 67502610, 0, 105823032, 0, 8471112, 0, 42590100, 0, 191746842, 0, 62428401, 0, 364283220, 0, 255175788, 0, 257903856, 0, -296514504, 0, 344213310, 0, -279031116, 0, -8269044, 0, 960412656, 0, -35827677, 0, 1100517180, 0, 438179412, 0, 621821592, 0, 506816478, 0, 47496582, 0, 1693258512, 0, 2203071072, 0, -647498250, 0, 1900979172, 0, 525374850, 0, 1552506312, 0, 480929904, 0, -1824576012, 0, 30589818, 0, 2462830104, 0, 4370978814, 0, 643563984, 0, 976076514, 0, -2441082294, 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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272692], [0, 0, 0], [63915614, -665538, 179235], [0, 0, 0], [20809467, 237699, -64827], [0, 0, 0], [121427740, 786555, -249235], [0, 0, 0], [85058596, -534225, -486513], [0, 0, 0], [85967952, -771462, 209874], [0, 0, 0], [-98838168, 23058, -503202], [0, 0, 0], [114737770, -1089404, -1207920], [0, 0, 0], [-93010372, 1299499, -184968], [0, 0, 0], [-2756348, 1577457, -2401], [0, 0, 0], [320137552, -535044, 1144368], [0, 0, 0], [-11942559, 2772063, -1052919], [0, 0, 0], [366839060, 2290141, 312774], [0, 0, 0], [146059804, 991502, 2509536], [0, 0, 0], [207273864, 242412, 699426], [0, 0, 0], [168938826, 262466, -1553510], [0, 0, 0], [15832194, -537824, -957999], [0, 0, 0], [564419504, -6735422, 1236654], [0, 0, 0], [734357024, 2242437, -1855979], [0, 0, 0], [-215832750, 3402854, 4267704], [0, 0, 0], [633659724, 631827, 1008189], [0, 0, 0]], 'ap': [[0, 0, 0], [-28, 1, 0], [518, -6, 7], [-2401, 0, 0], [1148, -657, 1], [-6594, 224, 399], [338898, 1756, 182], [-74284, -211, 2226], [-628544, 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[-292586224819868, -2172777186819, -262411454592], [-263040683807634, 1671287765700, -435147046152], [197744473764586, -2311799970550, 1799745041682], [-68572445537108, 216754287183, -218980456821], [-178407139915018, -4207142121022, 518714794100], [-223169627292962, 555176938156, 475887835815], [101658663732052, 715606074051, -729472367763], [157615580997098, 236080054902, 1849993449066], [110871811246168, -3940303122615, -1675534775571], [-131273466007054, 61812802464, -1427682630528], [73505325009928, -575344250664, 242397411228], [-125184843674996, -3744657915417, -709236070003], [-192995200243762, -1938649494510, -1686788677386], [219729535015298, 414303512181, -1711753572285], [124892393478356, -4011605697331, 14100462782], [429791992746928, -920728819058, 325816904770], [-180084457961240, 1271502229278, 475028655102], [81486727945112, -221855605454, -1351463412768], [155771554085238, -5462430178492, -225083594211], [-267305465262836, 2917233104967, 2638894348440], [35307257009304, 13165782883, 2481553211999], [47991820547762, 190651019124, 1996729717212], [-132623723710714, -408956083298, -2365640182542], [-189939909355784, -2819793355518, -915170005008], [-255339220698702, -6772864854714, -117331220874], [-216753944898722, 3696679346982, -1106565673858], [532014474887700, 2713947491081, -1781395885094], [859792776618818, 1666077089571, 247373478589], [111333072890956, 2294671040375, -376185812016], [419206778838318, 1861070229872, 2338903720776], [-649492271144290, 5070237934838, 1571510109281], [525881409533200, 3765726864906, -1456718258142], [-510915917703002, -657258656992, -104334491457], [-532230638809380, 5846399937643, 2713896815966], [-296734261444572, 1241616105793, 1622054268744], [-36238250428534, 5794531917420, -841858854354], [-614433821059842, 349884311258, -2702549156924], [-330309624722560, -7984338700162, 1452337815846], [-108852430211660, 3072091283135, -2305987506963], [632471122228876, -1219374953397, 2659537911465], [72890711099586, -6196097801572, -194182091880], [911598548490476, -3308260854387, 1300637079883], [-450450459792466, -8510918525550, 2236959803547], [7544308313584, -6325099419981, 519812358395], [263505721911334, -6864370497608, 2834996711784], [550824875659520, 5072149024214, -1254022471030], [21261117553158, 6468725807074, 3016352107712], [483185872673602, -1902306618332, 3011532570136], [477911080821412, -901495580313, -2876033882763], [433645100367288, 502670616252, 3405641501472], [-267194558729350, -2724727906986, 2015378080758], [-525789409655692, -5097083389055, 479713569384], [-835244295041744, -2423476671062, -1014473759270], [369057176161842, 5673526571258, 630335993070], [-203362710149422, 1998097873744, -1430534481768], [-470323701577324, 8446979385881, 1256287908036], [-416874387225254, -13371229508960, 2705219175084], [487152735699630, 6905232019728, 615869872485], [409105636927104, -7102015802924, -1496171919144], [786186732471154, -35435567973, -179690537251], [-364740513021262, 11661080016468, 3776625031914], [-516817099982540, 2206214139249, -2100739573197], [32927098867516, 1391437943223, -970219875744], [-167109543624856, 8572291053551, -5135462345677], [-212332065531066, -4671273712812, -3068781534714], [-450418946776162, 10279599220638, -1191020737446], [-804087077608066, 2938912981640, 1707973049138], [-1080040469009936, -22291492650, -4401536080788], [298812450311396, -13330624961415, 982900138780], [276370777033372, 778511318271, -1361738745261], [396054107632764, -2705899659057, -3394933822728], [-447282176246610, -4975557359626, 2573900677488], [557407084310258, -9610070877378, 3348802550926], [-62766330804534, 3362311290884, 3449038513620], [570305493330832, 8282796031068, 4058773076106], [1384970764383878, 579191317746, -2267604022986], [255063455027698, 7742292361853, -1102620417969], [1147664612598854, -6486740583890, -4155075255723], [874688337846328, -1354674183072, 804795007716], [1392070145342590, -1066372077548, 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-11752997853687, 3012137279046], [-1158067755684238, -11001955777149, -2397192651099], [-516324478596290, 7008141665756, -2299798765257], [258600923230384, 11687040610449, -3952536886143], [-307894878722814, -16226932627801, 6116929511385], [1047879323634836, 11700051457893, 3404048948665], [-2439543806293748, 994466459559, 1493240787234], [-650605239565232, -29883841604112, 5374854950312], [14838063155638, 9107219612204, -5247397311408], [-824890968370840, -16401764964220, 1155811224036], [2962770251490686, 8114513765868, -569667933360], [-999421279072076, 21004667485537, 5372585219806], [45855994854024, 3206678659443, -10353650919381], [-2609360633942062, -2251439304318, 456929517366], [345596510222082, 8138313581210, 933455826436], [-119913253115782, -25137139319796, 9007072403238], [-2424056646709250, 2558084689278, -8904903112735], [1731668370766322, -3147418269065, 2158410375009], [965792896159992, 29677068642214, -8500712566962], [1155338078814850, -2490860504532, 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[954685590659066, 18934444361568, 2821378726810], [-4048935329992266, -9501946436900, 1538780478767], [3019644225854872, -4570514762724, 2870314503714], [-239250744260626, 17697946628004, 9279182388636], [2024471406771802, -24229068040345, -12013239426615], [-2263233536401964, 6651382394973, -20688502479624], [-2019561220283068, 15042008712653, 521626085372], [-1829780004317342, 15706479034366, 10431454167834], [-2052768027011114, 15403940878192, 11959545419338], [-438124835036100, 10584434994021, 7712201214039], [3768855264588148, 11670346781577, -1875807707031], [-984324226801494, -12631328433976, -10119473254968], [-807204898545234, -10704543125842, 10722655068013], [-1318455868050720, -42423626552852, 3889305993896], [-4028321665528216, 13875834121430, -3464118124404], [2682931218955554, -11654921472726, -10211424329484], [2982210521595256, -7203490897170, 8403562909490], [-373818079515314, -15120304140894, -14853983255980], [2801886284917958, 4452812487222, -4593656700801], [-440201764900816, -21141034934348, -4912281425940], [325664267616604, 23264748168011, 9534444387594], [3039284809589210, 20202692641698, -907002577656], [1905594136222574, -29040561838786, 4791406545191], [2040581949081620, -5651305395133, -11515979129059], [2029869721179162, -14060954755512, -13216761569088], [2006398765600124, 10678305188531, 2281365455250], [2469302109012536, -9851131555194, -2122546527080]], 'char_orbit_index': 1, 'field_poly': [2016, -426, -1, 1], 'hecke_orbit_code': 31525197559365744, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 3], 'hecke_ring_inverse_denominators': [1, 6, 12], 'hecke_ring_inverse_numerators': [[1, 0, 0], [2, 1, 0], [3412, -13, 9]], 'hecke_ring_numerators': [[1, 0, 0], [-2, 6, 0], [-1146, 26, 4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '112.10.a.h', 'level': 112, 'maxp': 2999, 'weight': 10}
• 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

  
  {'ALdims': [7, 7, 7, 6], 'Nk2': 11200, 'analytic_conductor': 57.68401365035379, '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': [112, 1, [15, 85, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 138, 'dim': 27, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772272, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 3, 3, 3, 4, 4], 'label': '112.10.a', 'level': 112, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 150, 'mf_new_dim': 27, 'num_forms': 11, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 27, 'sturm_bound': 160, 'trace_bound': 5, 'trace_display': [0, 0, 718, -2401], 'traces': [27, 0, 0, 0, 718, 0, -2401, 0, 204887, 0, 54916, 0, 86158, 0, -81528, 0, -344210, 0, 480888, 0, 0, 0, -812552, 0, 11407757, 0, 5798016, 0, 746738, 0, -6344712, 0, 9585408, 0, 9003750, 0, -2210198, 0, -83320200, 0, -5961738, 0, 83940724, 0, 23553990, 0, -173719272, 0, 155649627, 0, 229586448, 0, 3292082, 0, -246809592, 0, 58487224, 0, 86244480, 0, -90027306, 0, -78764805, 0, 154041124, 0, 181960980, 0, -382360176, 0, -285033976, 0, -471146066, 0, -501618592, 0, -103022108, 0, 978029168, 0, 1432922699, 0, 28717816, 0, -324885860, 0, 4293732080, 0, -388851410, 0, 411449766, 0, 1674528144, 0, -181551768, 0, 344333406, 0, 409926388, 0, -3048836770, 0, 1426200096, 0, -1177853768, 0, -3595779444, 0, 3325984626, 0, 5570999824, 0, 2283523838, 0, -6553942880, 0, -2127947130, 0, -2005339210, 0, -1301786617, 0, -754192112, 0, 3340987644, 0, -4108572016, 0, 3886871296, 0, 1115995352, 0, -2885060808, 0, -14571424272, 0, -10013136322, 0, 767564136, 0, 18229038480, 0, -9520547320, 0, 10824707620, 0, 0, 0, -10720314590, 0, -8242895128, 0, -22319915514, 0, 40438834176, 0, 29911074718, 0, -31806703328, 0, 3351892040, 0, 43888706572, 0, -28797112320, 0, 28779290864, 0, -4683730187, 0, 7785373976, 0, 21559054622, 0, -6565234375, 0, 22050147800, 0, -15206224108, 0, -69819067594, 0, 10674320008, 0, -34988955340, 0, 11185292264, 0, 0, 0, -73413909888, 0, 45369504094, 0, -207605155968, 0, -54624711918, 0, 45581123568, 0, -120758838672, 0, 2199186346, 0, 23158249132, 0, 247808585720, 0, 94929974752, 0, -35851524380, 0, -27605168640, 0, -46112620760, 0, 5100242616, 0, 58619354656, 0, 7573756668, 0, 231976589584, 0, 207968751569, 0, -2381337240, 0, -183818785018, 0, -72883757184, 0, -100959189842, 0, -171820634880, 0, 118019387616, 0, -195805802128, 0, 126302150766, 0, 62956067328, 0, 4139127118, 0, -304979269512, 0, 74349846744, 0, -221413612792, 0, 179399303680, 0, 215765417456, 0, 239524290902, 0, 145010032482, 0, -124139589158, 0, -151548388632, 0, -157974781100, 0, 690515357920, 0, -6938604578, 0, -274720399376, 0, -34327750072, 0, 516424779260, 0, 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• 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: 98692
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '112.10.a.h', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '7.10.a.b', 'target_level': 7, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 98693
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '112.10.a.h', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.10.a.c', 'target_level': 49, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 98694
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '112.10.a.h', 'source_level': 112, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.10.c.d', 'target_level': 49, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 10}
  • id: 98695
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '112.10.a.h', 'source_level': 112, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.10.c.e', 'target_level': 49, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 10}
  • id: 98696
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '112.10.a.h', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '63.10.a.e', 'target_level': 63, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 98697
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '112.10.a.h', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '112.10.a.h', 'target_level': 112, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 98698
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '112.10.a.h', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '175.10.a.d', 'target_level': 175, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 98699
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '112.10.a.h', 'source_level': 112, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '175.10.b.d', 'target_level': 175, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 323850
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 31525197559365744, 'p': 2}
  • id: 323851
    {'charpoly_factorization': [[[-3024, -12996, 84, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 3}
  • id: 323852
    {'charpoly_factorization': [[[4903718400, -3258840, -1554, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 5}
  • id: 323853
    {'charpoly_factorization': [[[2401, 1], 3]], 'hecke_orbit_code': 31525197559365744, 'p': 7}
  • id: 323854
    {'charpoly_factorization': [[[-108859759460352, -6618499968, -3444, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 11}
  • id: 323855
    {'charpoly_factorization': [[[-41548412541440, -12931283064, 19782, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 13}
  • id: 323856
    {'charpoly_factorization': [[[-21973894921381032, 293494511292, -1016694, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 17}
  • id: 323857
    {'charpoly_factorization': [[[43011870587515760, -353981719620, 222852, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 19}
  • id: 323858
    {'charpoly_factorization': [[[-974648214470209536, 14194696128, 1885632, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 23}
  • id: 323859
    {'charpoly_factorization': [[[4423213168251517800, -4782422143620, -4081818, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 29}
  • id: 323860
    {'charpoly_factorization': [[[74172820551747190784, -58176366315792, 2869440, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 31}
  • id: 323861
    {'charpoly_factorization': [[[-345369799719000886328, -127209247191204, -1395618, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 37}
  • id: 323862
    {'charpoly_factorization': [[[-1983508183225662258312, -217166148381924, 14420658, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 41}
  • id: 323863
    {'charpoly_factorization': [[[-6883868434203007924480, 1179825167354496, -61631172, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 43}
  • id: 323864
    {'charpoly_factorization': [[[4382944923230012111616, -410564457968592, -10368960, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 47}
  • id: 323865
    {'charpoly_factorization': [[[238763987118322051705128, -3604244065118868, -67502610, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 53}
  • id: 323866
    {'charpoly_factorization': [[[-42255218866385698714800, -6912010951598820, -42590100, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 59}
  • id: 323867
    {'charpoly_factorization': [[[51129364193607680723008, 3514240390404936, -191746842, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 61}
  • id: 323868
    {'charpoly_factorization': [[[2046203321476325564406464, -1447084483230480, -255175788, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 67}
  • id: 323869
    {'charpoly_factorization': [[[-1678437708012594690785280, 10350223039033344, 296514504, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 71}
  • id: 323870
    {'charpoly_factorization': [[[19666111377492988250804248, -93316419822721428, -344213310, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 73}
  • id: 323871
    {'charpoly_factorization': [[[11393072303017048698752000, 207231646446206400, -960412656, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 79}
  • id: 323872
    {'charpoly_factorization': [[[-18999627411523605407800848, 313075935079720092, -1100517180, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 83}
  • id: 323873
    {'charpoly_factorization': [[[199603832029143905001240, -94874685327766740, -506816478, 1], 1]], 'hecke_orbit_code': 31525197559365744, 'p': 89}
  • id: 323874
    {'charpoly_factorization': [[[-494596474576725271584703016, -1460996931372270852, 647498250, 1], 1]], 'hecke_orbit_code': 31525197559365744, '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': 8, 'label': '112.10.a.h', 'level': 112, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49614151
    {'hecke_orbit_code': 31525197559365744, 'n': 1, 'trace_an': 3}
  • id: 49614152
    {'hecke_orbit_code': 31525197559365744, 'n': 2, 'trace_an': 0}
  • id: 49614153
    {'hecke_orbit_code': 31525197559365744, 'n': 3, 'trace_an': -84}
  • id: 49614154
    {'hecke_orbit_code': 31525197559365744, 'n': 4, 'trace_an': 0}
  • id: 49614155
    {'hecke_orbit_code': 31525197559365744, 'n': 5, 'trace_an': 1554}
  • id: 49614156
    {'hecke_orbit_code': 31525197559365744, 'n': 6, 'trace_an': 0}
  • id: 49614157
    {'hecke_orbit_code': 31525197559365744, 'n': 7, 'trace_an': -7203}
  • id: 49614158
    {'hecke_orbit_code': 31525197559365744, 'n': 8, 'trace_an': 0}
  • id: 49614159
    {'hecke_orbit_code': 31525197559365744, 'n': 9, 'trace_an': -26001}
  • id: 49614160
    {'hecke_orbit_code': 31525197559365744, 'n': 10, 'trace_an': 0}
  • id: 49614161
    {'hecke_orbit_code': 31525197559365744, 'n': 11, 'trace_an': 3444}
  • id: 49614162
    {'hecke_orbit_code': 31525197559365744, 'n': 12, 'trace_an': 0}
  • id: 49614163
    {'hecke_orbit_code': 31525197559365744, 'n': 13, 'trace_an': -19782}
  • id: 49614164
    {'hecke_orbit_code': 31525197559365744, 'n': 14, 'trace_an': 0}
  • id: 49614165
    {'hecke_orbit_code': 31525197559365744, 'n': 15, 'trace_an': -200304}
  • id: 49614166
    {'hecke_orbit_code': 31525197559365744, 'n': 16, 'trace_an': 0}
  • id: 49614167
    {'hecke_orbit_code': 31525197559365744, 'n': 17, 'trace_an': 1016694}
  • id: 49614168
    {'hecke_orbit_code': 31525197559365744, 'n': 18, 'trace_an': 0}
  • id: 49614169
    {'hecke_orbit_code': 31525197559365744, 'n': 19, 'trace_an': -222852}
  • id: 49614170
    {'hecke_orbit_code': 31525197559365744, 'n': 20, 'trace_an': 0}
  • id: 49614171
    {'hecke_orbit_code': 31525197559365744, 'n': 21, 'trace_an': 201684}
  • id: 49614172
    {'hecke_orbit_code': 31525197559365744, 'n': 22, 'trace_an': 0}
  • id: 49614173
    {'hecke_orbit_code': 31525197559365744, 'n': 23, 'trace_an': -1885632}
  • id: 49614174
    {'hecke_orbit_code': 31525197559365744, 'n': 24, 'trace_an': 0}
  • id: 49614175
    {'hecke_orbit_code': 31525197559365744, 'n': 25, 'trace_an': 3073221}
  • id: 49614176
    {'hecke_orbit_code': 31525197559365744, 'n': 26, 'trace_an': 0}
  • id: 49614177
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  • id: 49614178
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  • id: 49614179
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  • id: 49614180
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  • id: 49614181
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  • id: 49614182
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  • id: 49614183
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  • id: 49614184
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  • id: 49614185
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  • id: 49614186
    {'hecke_orbit_code': 31525197559365744, 'n': 36, 'trace_an': 0}
  • id: 49614187
    {'hecke_orbit_code': 31525197559365744, 'n': 37, 'trace_an': 1395618}
  • id: 49614188
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  • id: 49614189
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  • id: 49614190
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  • id: 49614191
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  • id: 49614192
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  • id: 49614193
    {'hecke_orbit_code': 31525197559365744, 'n': 43, 'trace_an': 61631172}
  • id: 49614194
    {'hecke_orbit_code': 31525197559365744, 'n': 44, 'trace_an': 0}
  • id: 49614195
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  • id: 49614196
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  • id: 49614197
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  • id: 49614198
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  • id: 49614199
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  • id: 49614200
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  • id: 49614201
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  • id: 49614202
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  • id: 49614203
    {'hecke_orbit_code': 31525197559365744, 'n': 53, 'trace_an': 67502610}
  • id: 49614204
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  • id: 49614205
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  • id: 49614206
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  • id: 49614207
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  • id: 49614208
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  • id: 49614209
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  • id: 49614210
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  • id: 49614211
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  • id: 49614212
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  • id: 49614213
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  • id: 49614214
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  • id: 49614215
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  • id: 49614216
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  • id: 49614217
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  • id: 49614218
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  • id: 49614219
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  • id: 49614220
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  • id: 49614221
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  • id: 49614222
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  • id: 49614223
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  • id: 49614224
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  • id: 49614225
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  • id: 49614226
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  • id: 49614227
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  • id: 49614228
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  • id: 49614229
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  • id: 49614230
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  • id: 49614231
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  • id: 49614232
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  • id: 49614233
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  • id: 49614234
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  • id: 49614235
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  • id: 49614236
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  • id: 49614237
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  • id: 49614238
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  • id: 49614239
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  • id: 49614240
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  • id: 49614241
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  • id: 49614242
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  • id: 49614243
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  • id: 49614244
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  • id: 49614245
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  • id: 49614246
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  • id: 49614247
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  • id: 49614248
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  • id: 49614249
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  • id: 49614250
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  • id: 49614251
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  • id: 49614252
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  • id: 49614253
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  • id: 49614254
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  • id: 49614255
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  • id: 49614256
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  • id: 49614257
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  • id: 49614258
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  • id: 49614259
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  • id: 49614260
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  • id: 49614262
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  • id: 49614263
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  • id: 49614265
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  • id: 49614268
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  • id: 49614271
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  • id: 49614272
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  • id: 49614273
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  • id: 49614274
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  • id: 49614275
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  • id: 49614276
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  • id: 49614279
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  • id: 49614280
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  • id: 49614281
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  • id: 49614282
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  • id: 49614284
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  • id: 49614286
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  • id: 49614291
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  • id: 49614292
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  • id: 49614300
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  • id: 49614311
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  • id: 49614313
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  • id: 49614314
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  • id: 49614316
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  • id: 49614364
    {'hecke_orbit_code': 31525197559365744, 'n': 709, 'trace_an': 9952989145890}
  • id: 49614365
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  • id: 49614368
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  • id: 49614370
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  • id: 49614371
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  • id: 49614372
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  • id: 49614373
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  • id: 49614374
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  • id: 49614375
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  • id: 49614376
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  • id: 49614377
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  • id: 49614378
    {'hecke_orbit_code': 31525197559365744, 'n': 809, 'trace_an': -13315003147530}
  • id: 49614379
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  • id: 49614380
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  • id: 49614381
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  • id: 49614382
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  • id: 49614383
    {'hecke_orbit_code': 31525197559365744, 'n': 829, 'trace_an': -3300211813542}
  • id: 49614384
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  • id: 49614385
    {'hecke_orbit_code': 31525197559365744, 'n': 841, 'trace_an': -17295355455243}
  • id: 49614386
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  • id: 49614387
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  • id: 49614388
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  • id: 49614389
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  • id: 49614390
    {'hecke_orbit_code': 31525197559365744, 'n': 877, 'trace_an': -12281006149734}
  • id: 49614391
    {'hecke_orbit_code': 31525197559365744, 'n': 881, 'trace_an': -28341552230586}
  • id: 49614392
    {'hecke_orbit_code': 31525197559365744, 'n': 883, 'trace_an': -33932960961108}
  • id: 49614393
    {'hecke_orbit_code': 31525197559365744, 'n': 887, 'trace_an': 14430157103208}
  • id: 49614394
    {'hecke_orbit_code': 31525197559365744, 'n': 907, 'trace_an': 13397737865988}
  • id: 49614395
    {'hecke_orbit_code': 31525197559365744, 'n': 911, 'trace_an': 2328823665960}
  • id: 49614396
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  • id: 49614397
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  • id: 49614398
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  • id: 49614399
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  • id: 49614400
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  • id: 49614401
    {'hecke_orbit_code': 31525197559365744, 'n': 953, 'trace_an': 8003321328078}
  • id: 49614402
    {'hecke_orbit_code': 31525197559365744, 'n': 961, 'trace_an': 45267552063171}
  • id: 49614403
    {'hecke_orbit_code': 31525197559365744, 'n': 967, 'trace_an': 40107998771856}
  • id: 49614404
    {'hecke_orbit_code': 31525197559365744, 'n': 971, 'trace_an': 11834520749604}
  • id: 49614405
    {'hecke_orbit_code': 31525197559365744, 'n': 977, 'trace_an': 64930138960470}
  • id: 49614406
    {'hecke_orbit_code': 31525197559365744, 'n': 983, 'trace_an': -14942622930312}
  • id: 49614407
    {'hecke_orbit_code': 31525197559365744, 'n': 991, 'trace_an': 28388087908320}
  • id: 49614408
    {'hecke_orbit_code': 31525197559365744, 'n': 997, 'trace_an': -41870226493326}