Newform data - 320.10.a.p

Formats: - HTML - YAML - JSON - 2025-09-22T11:50:28.389257

• 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': 32000, 'analytic_conductor': 164.8114675724394, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 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': [320, 1, [191, 261, 257], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 6049, 'field_disc_factorization': [[23, 1], [263, 1]], 'field_poly': [-1512, -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, [-22080, -92, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994578329920, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '320.10.a.p', 'level': 320, '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, 5], 'level_radical': 10, 'minimal_twist': '40.10.a.b', 'nf_label': '2.2.6049.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(46-\\beta )q^{3}-5^{4}q^{5}+(-3454-37\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '320.10.a', 'trace_display': [0, 92, -1250, -6908], 'trace_hash': 133550752331857661, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.895', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.884', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.148', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 0, 92, 0, -1250, 0, -6908, 0, 13258, 0, 8080, 0, -111948, 0, -57500, 0, -327532, 0, 1156680, 0, 1472736, 0, -1057252, 0, 781250, 0, 3251096, 0, 4212260, 0, -11361128, 0, -7661392, 0, 4317500, 0, 7251860, 0, -17344392, 0, 13030436, 0, 47934076, 0, -8286250, 0, 30914292, 0, 9401666, 0, 31196280, 0, -100922108, 0, -5050000, 0, 221805008, 0, 47362536, 0, -203634428, 0, 118933236, 0, 69967500, 0, 58872852, 0, -509180256, 0, -349900792, 0, 71160388, 0, 35937500, 0, -325131984, 0, -452087344, 0, -538321022, 0, 244865436, 0, 204707500, 0, -92329544, 0, -256073260, 0, -64538616, 0, 645280640, 0, -722925000, 0, -184950572, 0, -685480304, 0, 2773944148, 0, -330425108, 0, -920460000, 0, -281906380, 0, -850612028, 0, -2177765672, 0, -241138044, 0, 660782500, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0], [0, 0], [46, -1], [0, 0], [-625, 0], [0, 0], [-3454, -37], [0, 0], [6629, -92], [0, 0], [4040, 166], [0, 0], [-55974, 252], [0, 0], [-28750, 625], [0, 0], [-163766, -956], [0, 0], [578340, -3484], [0, 0], [736368, 1752], [0, 0], [-528626, 9517], [0, 0], [390625, 0], [0, 0], [1625548, 8822], [0, 0], [2106130, 5912], [0, 0], [-5680564, -24134], [0, 0], [-3830696, 3596], [0, 0], [2158750, 23125], [0, 0], [3625930, 51896], [0, 0], [-8672196, 67566], [0, 0], [6515218, 182956], [0, 0], [23967038, -8701], [0, 0], [-4143125, 57500], [0, 0], [15457146, -135245], [0, 0], [4700833, 255596], [0, 0], [15598140, 119790], [0, 0], [-50461054, -32140], [0, 0], [-2525000, -103750], [0, 0], [110902504, -738604], [0, 0], [23681268, -699384], [0, 0], [-101817214, 342256], [0, 0], [59466618, 72495], [0, 0], [34983750, -157500], [0, 0], [29436426, 145537], [0, 0], [-254590128, 966408], [0, 0], [-174950396, 387506], [0, 0], [35580194, 2649812], [0, 0], [17968750, -390625], [0, 0], [-162565992, -722844], [0, 0], [-226043672, 862932], [0, 0], [-269160511, 591100], [0, 0], [122432718, 2988231], [0, 0], [102353750, 597500], [0, 0], [-46164772, -1834178], [0, 0], [-128036630, -2272296], [0, 0], [-32269308, 1200630], [0, 0], [322640320, 4570400], [0, 0], [-361462500, 2177500], [0, 0], [-92475286, 9414300], [0, 0], [-342740152, 728734], [0, 0]], 'ap': [[0, 0], [46, -1], [-625, 0], [-3454, -37], [4040, 166], [-55974, 252], [-163766, -956], [578340, -3484], [-528626, 9517], [2106130, 5912], [-5680564, -24134], [3625930, 51896], [6515218, 182956], [23967038, -8701], [15457146, -135245], [-50461054, -32140], [23681268, -699384], [-101817214, 342256], [29436426, 145537], [-174950396, 387506], [35580194, 2649812], [-226043672, 862932], [122432718, 2988231], [-128036630, -2272296], [-92475286, 9414300], [1386972074, -1005880], [-165212554, -4131775], [-140953190, -9371835], [-425306014, 9682280], [-120569022, 10549464], [5118831834, -2313877], [784569000, 17021338], 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[126282705119636, -5595351088420], [-38975097503252, 1429633993466], [57032558425778, 6043525321288], [395342324771450, 1695842012524], [-208190646787984, 6969373993070], [-743002697289222, -3352285627824], [136965216149602, -5526255639952], [-897068373158930, -4586141564287], [1111743633967354, -2228889445544], [490271159567642, -4644829821716], [-84683971790268, -4783079567908], [-1552731781423530, -3089794423265], [847954638936778, 7215957452483], [-869031662781854, 1224135739852], [-395054154324414, -8110818796840], [1394683889622850, -2255809763312], [569655553423032, 7038842029348], [-526364672497058, -8675043183929], [-615149270028184, -8075672407050], [859653308595466, -6486254298923], [-1060026508791406, 7249309506904], [-821285307397278, 1663988917248], [-298945289820574, 2428424370596], [-51256308449454, -2818959040569], [987895705380714, -3315445777024], [-130834307133382, 10733841492928], [607955218628714, 10887087743672], [1342001761287748, -4360829920142], [-1250393308902766, 8139142539704], [2031874176742516, 4084043004468], [1178679133969114, -2201739776208], [-1116161083781990, 4436103504229], [1152239454042892, 821336242594], [1208097127934722, 2225966988404], [-471553374073768, 4401376067618], [-562812618705030, 8937448978888], [1557832883254930, -4207431197920], [-539900385583162, 12322934168301], [989320544610570, 5948684919904], [638473589290034, 8162993652756], [347601885366216, 3548182857132], [1142167090385536, 4379001116602], [-900653127284470, 2192780117076], [-1887856458691002, -2566841430943], [-1893451032352542, -4579344861668], [-1180363152836214, -13673438941536], [31599314988978, -6670575552153], [164464512318164, 11342159233512], [1417441091887314, -6969025260595], [69320250211522, -18936524116364], [-965920500147926, 17446040123780], [-1026309105061458, 7784279722613], [-7293917910686, -5460622124516], [1712240663699320, 8353036159298], [-1045806768678308, -19657920436068], [1270220794244270, -10537363527639], [1138783416184954, -10303416920712], [-2239917516433020, -5356314637558], [-634558066501878, -8780716362004], [820226077360452, -9982263735852], [495170352744252, -4669125004542], [-3221190777085982, -2269260850144], [680939543773434, -6531582027108], [1066006145773418, -2582337662904], [2624631586090594, -8202726243616], [1828776873845178, -7927288094872], [-3482039443414334, 4939174800803], [1863490385689634, -7189172309984], [97421050358164, 21367933351812], [-2435597137836530, 10722521743893], [1190108621594468, 2558564009910], [-1847488341906886, 1674968784664], [-2240490432862218, -8406976422049], [308389794904186, -9772622766693], [2028804897220906, 7625818992236], [-2177095604461878, -17142297257912], [-1245499688126540, -4180320741696], [-494299508689726, 5522337247965], [1673641390723220, 6068762800530], [-2323327050616294, 2407862774368], [433062926032456, -6607972581492], [-4956044802616150, -1853909074528], [4750952149595864, 5747078283278], [-751517536832662, 32977579239008], [138129618690482, 21175057794648], [-479853164932694, -19102169805844], [-3065511758495902, 10921522760815], [2004130600911962, -2016841838752], [-1270226001112038, 17503480917168], [-1574278035189756, 24778890546562], [-1390927767953302, 2440825650180], [3196242775813458, 19247539175184], [1183002299877870, 1871704275431], [435632961278684, 2398131583600], [4732139770619522, 3854605169992], [-1008379950352454, -19111199842552], [301163917797886, 25221949404267], [-1541578502384920, -9327162045270], [1453126630861186, -15309417837548], [1604325937636066, 20359290523176], [2233416877285824, 3478601417280], [-4136870458399158, -17183611588873], [-4050547226215078, -7331693102372], [638458945070294, 32620541789257], [-1478036965445662, 11671394081712], [932432471168482, 43267885464940], [-618245473222678, -4605032176805], [1173942675213892, -24725518716800], [-6980461505436950, -1698102037776], [-1026509764202526, 3559692041688], [2619760501295142, 33937261805083], [-2622600286775758, -25776276073196], [3615776280772560, 27366545312378], [-6361671878620328, 14711213701424]], 'char_orbit_index': 1, 'field_poly': [-1512, -1, 1], 'hecke_orbit_code': 67553994578329920, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 4], 'hecke_ring_inverse_numerators': [[1, 0], [2, 1]], 'hecke_ring_numerators': [[1, 0], [-2, 4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '320.10.a.p', 'level': 320, 'maxp': 2999, 'weight': 10}
• 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': [17, 19, 19, 17], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [85, 87, 89, 87], 'Nk2': 32000, 'analytic_conductor': 164.8114675724394, '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': [320, 1, [191, 261, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 420, 'dim': 72, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772480, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 4, 5, 5, 6], 'label': '320.10.a', 'level': 320, '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, 5], 'level_radical': 10, 'mf_dim': 444, 'mf_new_dim': 72, 'num_forms': 30, 'plus_dim': 34, 'prim_orbit_index': 1, 'relative_dim': 72, 'sturm_bound': 480, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [72, 0, 0, 0, 0, 0, 0, 0, 472392, 0, 0, 0, -389232, 0, 0, 0, 0, 0, 0, 0, 4075920, 0, 0, 0, 28125000, 0, 0, 0, 1266800, 0, 0, 0, 75632, 0, 0, 0, -36431872, 0, 0, 0, 16285040, 0, 0, 0, 0, 0, 0, 0, 415065672, 0, 0, 0, -149815696, 0, 0, 0, -219408016, 0, 0, 0, -508852224, 0, 0, 0, 0, 0, 0, 0, 382360176, 0, 0, 0, 0, 0, 0, 0, 412088432, 0, 0, 0, 2907318568, 0, 0, 0, -429210000, 0, 0, 0, 1031190896, 0, 0, 0, -2691890976, 0, 0, 0, 0, 0, 0, 0, 4792641360, 0, 0, 0, 277190000, 0, 0, 0, 7463710496, 0, 0, 0, 8092171408, 0, 0, 0, -6381039216, 0, 0, 0, 9781997672, 0, 0, 0, 0, 0, 0, 0, -2243979264, 0, 0, 0, -7486540848, 0, 0, 0, -12432978000, 0, 0, 0, -6536740752, 0, 0, 0, 0, 0, 0, 0, -862782688, 0, 0, 0, 9474060288, 0, 0, 0, 27337707072, 0, 0, 0, -5248616448, 0, 0, 0, -34664370000, 0, 0, 0, 65455957688, 0, 0, 0, -18372372480, 0, 0, 0, 5001063568, 0, 0, 0, 45186196656, 0, 0, 0, 19544390000, 0, 0, 0, 32610287392, 0, 0, 0, 93661884992, 0, 0, 0, -11135432880, 0, 0, 0, 21841954816, 0, 0, 0, 0, 0, 0, 0, -6094801184, 0, 0, 0, 149717812096, 0, 0, 0, -55730868224, 0, 0, 0, 29490163264, 0, 0, 0, 184528125000, 0, 0, 0, 234880232848, 0, 0, 0, 176969785344, 0, 0, 0, 326665587136, 0, 0, 0, -17666157136, 0, 0, 0, 118859980000, 0, 0, 0, 131205682464, 0, 0, 0, -141003915952, 0, 0, 0, 113912340048, 0, 0, 0, 514405653552, 0, 0, 0, -156778380000, 0, 0, 0, 93314750912, 0, 0, 0, -208186698016, 0, 0, 0, 310346623776, 0, 0, 0, -152985119664, 0, 0, 0, 209853990000, 0, 0, 0, -57944745320, 0, 0, 0, 132568863072, 0, 0, 0, 490665328800, 0, 0, 0, 1287410856496, 0, 0, 0, 268179590000, 0, 0, 0, -682190578064, 0, 0, 0, 786676971888, 0, 0, 0, 137510327408, 0, 0, 0, 683074764512, 0, 0, 0, -152043750000, 0, 0, 0, -581734495520, 0, 0, 0, 621616473216, 0, 0, 0, 132338772848, 0, 0, 0, 410489540512, 0, 0, 0, -181726790000, 0, 0, 0, -1287876842160, 0, 0, 0, -384144915152, 0, 0, 0, -3549669495584, 0, 0, 0, 2296835012200, 0, 0, 0, -369910770000, 0, 0, 0, 2197081157040, 0, 0, 0, 1813419964512, 0, 0, 0, -18065363680, 0, 0, 0, -2516131910992, 0, 0, 0, -11996410000, 0, 0, 0, -1361098329664, 0, 0, 0, -3260021216624, 0, 0, 0, -104349126768, 0, 0, 0, -844316502896, 0, 0, 0, 1130059160000, 0, 0, 0, 453373235568, 0, 0, 0, -5964048327568, 0, 0, 0, -3230909154032, 0, 0, 0, -3190564560800, 0, 0, 0, 0, 0, 0, 0, 6900504555296, 0, 0, 0, -136847614528, 0, 0, 0, 5313109367536, 0, 0, 0, 969641105672, 0, 0, 0, -1196560820000, 0, 0, 0, -63274289904, 0, 0, 0, 5952171045120, 0, 0, 0, -1586209281392, 0, 0, 0, 6805537597776, 0, 0, 0, 1670092020000, 0, 0, 0, -7687468058224, 0, 0, 0, -7149775504464, 0, 0, 0, -11472934302608, 0, 0, 0, -1919246082048, 0, 0, 0, -1284699570000, 0, 0, 0, -1654123782304, 0, 0, 0, 12993585034816, 0, 0, 0, -9055530445088, 0, 0, 0, 5695347827792, 0, 0, 0, 925795980000, 0, 0, 0, -17730575093296, 0, 0, 0, 795042074912, 0, 0, 0, -10825109642192, 0, 0, 0, 3475337794192, 0, 0, 0, 1592156250000, 0, 0, 0, -35443412408, 0, 0, 0, 5308747311200, 0, 0, 0, 1149673231856, 0, 0, 0, -12745018053744, 0, 0, 0, 1842159610000, 0, 0, 0, -14181545674752, 0, 0, 0, -6574833037312, 0, 0, 0, 22918819908960, 0, 0, 0, -15280491571488, 0, 0, 0, 2203441560000, 0, 0, 0, -3987223874640, 0, 0, 0, -39676169810848, 0, 0, 0, -3144802354448, 0, 0, 0, -24213599411504, 0, 0, 0, 0, 0, 0, 0, 30328443576544, 0, 0, 0, 382218877200, 0, 0, 0, 19360992741728, 0, 0, 0, 3601135522896, 0, 0, 0, -10045243240000, 0, 0, 0, 647357612640, 0, 0, 0, -24135368350416, 0, 0, 0, -2662682294848, 0, 0, 0, 77684919404768, 0, 0, 0, 10986328125000, 0, 0, 0, 38508824150816, 0, 0, 0, -15313821709232, 0, 0, 0, -47477692275824, 0, 0, 0, -8469957025936, 0, 0, 0, -3577975140000, 0, 0, 0, 12872672499296, 0, 0, 0, 51734886754192, 0, 0, 0, 20126980595712, 0, 0, 0, 23710240360000, 0, 0, 0, -587806790000, 0, 0, 0, -108461611578480, 0, 0, 0, 6579560259296, 0, 0, 0, -20500106270800, 0, 0, 0, -11146970916288, 0, 0, 0, 4030775220000, 0, 0, 0, 27549693854880, 0, 0, 0, 76680291478896, 0, 0, 0, 3572412050304, 0, 0, 0, -85787089595040, 0, 0, 0, -6682958830000, 0, 0, 0, -52492606633360, 0, 0, 0, 6916983020416, 0, 0, 0, 148657555032512, 0, 0, 0, -20472843487808, 0, 0, 0, 494843750000, 0, 0, 0, 68582254055400, 0, 0, 0, -83532116307296, 0, 0, 0, 44736940727568, 0, 0, 0, -21778628431328, 0, 0, 0, 1310501970000, 0, 0, 0, 125844167014960, 0, 0, 0, 50817461224880, 0, 0, 0, -17852883861952, 0, 0, 0, 4060049107728, 0, 0, 0, -39798798810000, 0, 0, 0, 13746231024048, 0, 0, 0, -41098110896048, 0, 0, 0, 30183831026080, 0, 0, 0, 152775608488160, 0, 0, 0, 11831417990000, 0, 0, 0, 113926504506544, 0, 0, 0, 17896377376768, 0, 0, 0, -146879568700080, 0, 0, 0, 36410395919344, 0, 0, 0, -965277540000, 0, 0, 0, 44790500253456, 0, 0, 0, 223668147950944, 0, 0, 0, -71287436340368, 0, 0, 0, 52655127605152, 0, 0, 0, 29543750000, 0, 0, 0, -175185676167168, 0, 0, 0, -43328781467072, 0, 0, 0, -7976118380096, 0, 0, 0, 57411068465272, 0, 0, 0, 41308756840000, 0, 0, 0, -96909953064960, 0, 0, 0, 160646796888208, 0, 0, 0, -40220224867248, 0, 0, 0, -285068705727584, 0, 0, 0, -31596234770000, 0, 0, 0, -160188376041920, 0, 0, 0, -85409374190464, 0, 0, 0, 203048098280544, 0, 0, 0, 22836583595152, 0, 0, 0, -3547714870000, 0, 0, 0, -11027707863200, 0, 0, 0, -237949121761968, 0, 0, 0, 45440937203744, 0, 0, 0, -160289975377024, 0, 0, 0, 2956996840000, 0, 0, 0, 338154065641360, 0, 0, 0, -16710281627344, 0, 0, 0, 161798841351696, 0, 0, 0, -190656480366016, 0, 0, 0, -14231200000000, 0, 0, 0, 28917071910480, 0, 0, 0, -231804599646400, 0, 0, 0, -26956911785248, 0, 0, 0, 165082317428144, 0, 0, 0, -8560120820000, 0, 0, 0, 178443893323328, 0, 0, 0, 17825398706384, 0, 0, 0, -228607216854560, 0, 0, 0, 57298549553224, 0, 0, 0, 4875678030000, 0, 0, 0, -96968063064480, 0, 0, 0, 430658280744176, 0, 0, 0, 36377424739744, 0, 0, 0, 220679594511392, 0, 0, 0, 7961835240000, 0, 0, 0, -383290337190320, 0, 0, 0, -234800887339152, 0, 0, 0, -1585259680368, 0, 0, 0], 'weight': 10, '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: 246919
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.10.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '40.10.a.b', 'target_level': 40, 'twist_class_label': '40.10.a.b', 'twist_class_level': 40, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 246920
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.10.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '80.10.a.h', 'target_level': 80, 'twist_class_label': '40.10.a.b', 'twist_class_level': 40, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 246921
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.10.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '200.10.a.d', 'target_level': 200, 'twist_class_label': '40.10.a.b', 'twist_class_level': 40, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 10}
  • id: 246922
    {'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.10.a.p', 'source_level': 320, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '200.10.c.e', 'target_level': 200, 'twist_class_label': '40.10.a.b', 'twist_class_level': 40, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 10}
  • id: 246923
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.10.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '320.10.a.o', 'target_level': 320, 'twist_class_label': '40.10.a.b', 'twist_class_level': 40, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 246924
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.10.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '320.10.a.p', 'target_level': 320, 'twist_class_label': '40.10.a.b', 'twist_class_level': 40, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 246925
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.10.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '360.10.a.a', 'target_level': 360, 'twist_class_label': '40.10.a.b', 'twist_class_level': 40, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 10}
  • id: 246926
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.10.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '400.10.a.o', 'target_level': 400, 'twist_class_label': '40.10.a.b', 'twist_class_level': 40, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 10}
  • id: 246927
    {'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.10.a.p', 'source_level': 320, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '400.10.c.o', 'target_level': 400, 'twist_class_label': '40.10.a.b', 'twist_class_level': 40, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 705125
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 67553994578329920, 'p': 2}
  • id: 705126
    {'charpoly_factorization': [[[-22080, -92, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 3}
  • id: 705127
    {'charpoly_factorization': [[[625, 1], 2]], 'hecke_orbit_code': 67553994578329920, 'p': 5}
  • id: 705128
    {'charpoly_factorization': [[[-21194208, 6908, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 7}
  • id: 705129
    {'charpoly_factorization': [[[-650423376, -8080, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 11}
  • id: 705130
    {'charpoly_factorization': [[[1596545892, 111948, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 13}
  • id: 705131
    {'charpoly_factorization': [[[4705707300, 327532, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 17}
  • id: 705132
    {'charpoly_factorization': [[[40779913424, -1156680, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 19}
  • id: 705133
    {'charpoly_factorization': [[[-1912065852768, 1057252, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 23}
  • id: 705134
    {'charpoly_factorization': [[[3590091179076, -4212260, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 29}
  • id: 705135
    {'charpoly_factorization': [[[18175848222720, 11361128, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 31}
  • id: 705136
    {'charpoly_factorization': [[[-52017173403036, -7251860, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 37}
  • id: 705137
    {'charpoly_factorization': [[[-767462172871932, -13030436, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 41}
  • id: 705138
    {'charpoly_factorization': [[[572587094218848, -47934076, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 43}
  • id: 705139
    {'charpoly_factorization': [[[-203650755299584, -30914292, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 47}
  • id: 705140
    {'charpoly_factorization': [[[2521323996389316, 100922108, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 53}
  • id: 705141
    {'charpoly_factorization': [[[-11274380096829552, -47362536, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 59}
  • id: 705142
    {'charpoly_factorization': [[[7532445720628740, 203634428, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 61}
  • id: 705143
    {'charpoly_factorization': [[[354007255197152, -58872852, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 67}
  • id: 705144
    {'charpoly_factorization': [[[26974347923285760, 349900792, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 71}
  • id: 705145
    {'charpoly_factorization': [[[-168626351755705788, -71160388, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 73}
  • id: 705146
    {'charpoly_factorization': [[[33078150651489280, 452087344, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 79}
  • id: 705147
    {'charpoly_factorization': [[[-201069004591631232, -244865436, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 83}
  • id: 705148
    {'charpoly_factorization': [[[-108538532562903836, 256073260, 1], 1]], 'hecke_orbit_code': 67553994578329920, 'p': 89}
  • id: 705149
    {'charpoly_factorization': [[[-2135916681959258204, 184950572, 1], 1]], 'hecke_orbit_code': 67553994578329920, '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': 16, 'label': '320.10.a.p', 'level': 320, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61164037
    {'hecke_orbit_code': 67553994578329920, 'n': 1, 'trace_an': 2}
  • id: 61164038
    {'hecke_orbit_code': 67553994578329920, 'n': 2, 'trace_an': 0}
  • id: 61164039
    {'hecke_orbit_code': 67553994578329920, 'n': 3, 'trace_an': 92}
  • id: 61164040
    {'hecke_orbit_code': 67553994578329920, 'n': 4, 'trace_an': 0}
  • id: 61164041
    {'hecke_orbit_code': 67553994578329920, 'n': 5, 'trace_an': -1250}
  • id: 61164042
    {'hecke_orbit_code': 67553994578329920, 'n': 6, 'trace_an': 0}
  • id: 61164043
    {'hecke_orbit_code': 67553994578329920, 'n': 7, 'trace_an': -6908}
  • id: 61164044
    {'hecke_orbit_code': 67553994578329920, 'n': 8, 'trace_an': 0}
  • id: 61164045
    {'hecke_orbit_code': 67553994578329920, 'n': 9, 'trace_an': 13258}
  • id: 61164046
    {'hecke_orbit_code': 67553994578329920, 'n': 10, 'trace_an': 0}
  • id: 61164047
    {'hecke_orbit_code': 67553994578329920, 'n': 11, 'trace_an': 8080}
  • id: 61164048
    {'hecke_orbit_code': 67553994578329920, 'n': 12, 'trace_an': 0}
  • id: 61164049
    {'hecke_orbit_code': 67553994578329920, 'n': 13, 'trace_an': -111948}
  • id: 61164050
    {'hecke_orbit_code': 67553994578329920, 'n': 14, 'trace_an': 0}
  • id: 61164051
    {'hecke_orbit_code': 67553994578329920, 'n': 15, 'trace_an': -57500}
  • id: 61164052
    {'hecke_orbit_code': 67553994578329920, 'n': 16, 'trace_an': 0}
  • id: 61164053
    {'hecke_orbit_code': 67553994578329920, 'n': 17, 'trace_an': -327532}
  • id: 61164054
    {'hecke_orbit_code': 67553994578329920, 'n': 18, 'trace_an': 0}
  • id: 61164055
    {'hecke_orbit_code': 67553994578329920, 'n': 19, 'trace_an': 1156680}
  • id: 61164056
    {'hecke_orbit_code': 67553994578329920, 'n': 20, 'trace_an': 0}
  • id: 61164057
    {'hecke_orbit_code': 67553994578329920, 'n': 21, 'trace_an': 1472736}
  • id: 61164058
    {'hecke_orbit_code': 67553994578329920, 'n': 22, 'trace_an': 0}
  • id: 61164059
    {'hecke_orbit_code': 67553994578329920, 'n': 23, 'trace_an': -1057252}
  • id: 61164060
    {'hecke_orbit_code': 67553994578329920, 'n': 24, 'trace_an': 0}
  • id: 61164061
    {'hecke_orbit_code': 67553994578329920, 'n': 25, 'trace_an': 781250}
  • id: 61164062
    {'hecke_orbit_code': 67553994578329920, 'n': 26, 'trace_an': 0}
  • id: 61164063
    {'hecke_orbit_code': 67553994578329920, 'n': 27, 'trace_an': 3251096}
  • id: 61164064
    {'hecke_orbit_code': 67553994578329920, 'n': 28, 'trace_an': 0}
  • id: 61164065
    {'hecke_orbit_code': 67553994578329920, 'n': 29, 'trace_an': 4212260}
  • id: 61164066
    {'hecke_orbit_code': 67553994578329920, 'n': 30, 'trace_an': 0}
  • id: 61164067
    {'hecke_orbit_code': 67553994578329920, 'n': 31, 'trace_an': -11361128}
  • id: 61164068
    {'hecke_orbit_code': 67553994578329920, 'n': 32, 'trace_an': 0}
  • id: 61164069
    {'hecke_orbit_code': 67553994578329920, 'n': 33, 'trace_an': -7661392}
  • id: 61164070
    {'hecke_orbit_code': 67553994578329920, 'n': 34, 'trace_an': 0}
  • id: 61164071
    {'hecke_orbit_code': 67553994578329920, 'n': 35, 'trace_an': 4317500}
  • id: 61164072
    {'hecke_orbit_code': 67553994578329920, 'n': 36, 'trace_an': 0}
  • id: 61164073
    {'hecke_orbit_code': 67553994578329920, 'n': 37, 'trace_an': 7251860}
  • id: 61164074
    {'hecke_orbit_code': 67553994578329920, 'n': 38, 'trace_an': 0}
  • id: 61164075
    {'hecke_orbit_code': 67553994578329920, 'n': 39, 'trace_an': -17344392}
  • id: 61164076
    {'hecke_orbit_code': 67553994578329920, 'n': 40, 'trace_an': 0}
  • id: 61164077
    {'hecke_orbit_code': 67553994578329920, 'n': 41, 'trace_an': 13030436}
  • id: 61164078
    {'hecke_orbit_code': 67553994578329920, 'n': 42, 'trace_an': 0}
  • id: 61164079
    {'hecke_orbit_code': 67553994578329920, 'n': 43, 'trace_an': 47934076}
  • id: 61164080
    {'hecke_orbit_code': 67553994578329920, 'n': 44, 'trace_an': 0}
  • id: 61164081
    {'hecke_orbit_code': 67553994578329920, 'n': 45, 'trace_an': -8286250}
  • id: 61164082
    {'hecke_orbit_code': 67553994578329920, 'n': 46, 'trace_an': 0}
  • id: 61164083
    {'hecke_orbit_code': 67553994578329920, 'n': 47, 'trace_an': 30914292}
  • id: 61164084
    {'hecke_orbit_code': 67553994578329920, 'n': 48, 'trace_an': 0}
  • id: 61164085
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