Newform data - 192.6.a.r

Formats: - HTML - YAML - JSON - 2024-05-07T21:18:16.771609

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 6912, 'analytic_conductor': 30.79369340409228, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -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': [192, 1, [127, 133, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 124, 'field_disc_factorization': [[2, 2], [31, 1]], 'field_poly': [-31, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-7612, 36, 1]], [7, [-4336, 120, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193765961920, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '192.6.a.r', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '96.6.a.g', 'nf_label': '2.2.124.1', 'prim_orbit_index': 1, 'qexp_display': 'q+9q^{3}+(-18+\\beta )q^{5}+(-60+\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '192.6.a', 'trace_display': [0, 18, -36, -120], 'trace_hash': 908126276111426343, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.028', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.356', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.492', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.295', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.812', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 18, 0, -36, 0, -120, 0, 162, 0, 200, 0, -284, 0, -324, 0, 2676, 0, -72, 0, -1080, 0, 3840, 0, 10270, 0, 1458, 0, -10212, 0, 10488, 0, 1800, 0, 18032, 0, -13148, 0, -2556, 0, 4164, 0, 5832, 0, -2916, 0, 1520, 0, -10542, 0, 24084, 0, -9012, 0, 91632, 0, -648, 0, 55096, 0, 63444, 0, -9720, 0, -90120, 0, -36792, 0, 34560, 0, 37664, 0, -37836, 0, 92430, 0, 83232, 0, 144888, 0, 13122, 0, 109272, 0, 47064, 0, -91908, 0, -32556, 0, -78192, 0, 94392, 0, -157424, 0, 69092, 0, 16200, 0, -213396, 0, 159384, 0, 162288, 0, 91192, 0, -24892, 0, -118332, 0, -89724, 0, -545280, 0, -23004, 0, -65328, 0, 269290, 0, 37476, 0, -643752, 0, -170712, 0, 52488, 0, -326584, 0, -154400, 0, -26244, 0, -196764, 0, 57624, 0, 13680, 0, -599792, 0, 485384, 0, -94878, 0, -357828, 0, -252312, 0, 216756, 0, -109424, 0, 441332, 0, -81108, 0, -706560, 0, -143688, 0, 824688, 0, 387056, 0, -130866, 0, 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-202176432, 0, 496857648, 0, 996922036, 0, 588497256, 0, 802852860, 0, 747044976, 0, 247167936, 0, -14583432, 0, 871998264, 0, -456330240, 0, -236518764, 0, 987026184, 0, -432265896, 0, -894280656, 0, -443147480, 0, -158745096, 0, 16546464, 0, 599310768, 0, -632554992, 0, -418459056, 0, -242990604, 0, -347605020, 0, 359292648, 0, -1133054016, 0, -86264028, 0, -910064064, 0], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0], [0, 0], [9, 0], [0, 0], [-18, 1], [0, 0], [-60, 1], [0, 0], [81, 0], [0, 0], [100, 6], [0, 0], [-142, -6], [0, 0], [-162, 9], [0, 0], [1338, 6], [0, 0], [-36, -10], [0, 0], [-540, 9], [0, 0], [1920, -30], [0, 0], [5135, -36], [0, 0], [729, 0], [0, 0], [-5106, 19], [0, 0], [5244, 5], [0, 0], [900, 54], [0, 0], [9016, -78], [0, 0], [-6574, -84], [0, 0], [-1278, -54], [0, 0], [2082, 50], [0, 0], [2916, 130], [0, 0], [-1458, 81], [0, 0], [760, 198], [0, 0], [-5271, -120], [0, 0], [12042, 54], [0, 0], [-4506, 71], [0, 0], [45816, -8], [0, 0], [-324, -90], [0, 0], [27548, 216], [0, 0], [31722, -48], [0, 0], [-4860, 81], [0, 0], [-45060, -34], [0, 0], [-18396, -488], [0, 0], [17280, -270], [0, 0], [18832, -438], [0, 0], [-18918, 552], [0, 0], [46215, -324], [0, 0], [41616, -260], [0, 0], [72444, -295], [0, 0], [6561, 0], [0, 0], [54636, 222], [0, 0], [23532, 1230], [0, 0], [-45954, 171], [0, 0], [-16278, -572], [0, 0], [-39096, 218], [0, 0], [47196, 45], [0, 0], [-78712, 144], [0, 0], [34546, -60], [0, 0], [8100, 486], [0, 0]], 'ap': [[0, 0], [9, 0], [-18, 1], [-60, 1], [100, 6], [-142, -6], [1338, 6], [-36, -10], [1920, -30], [-5106, 19], [5244, 5], [-6574, -84], [2082, 50], [2916, 130], [760, 198], [-4506, 71], [27548, 216], [31722, -48], [-18396, -488], [18832, -438], [-18918, 552], [72444, -295], [54636, 222], [-16278, -572], [34546, -60], [-106698, -801], [79692, 1311], [45596, -1212], [-12446, -1338], [-44862, 644], [-85356, -1489], [-163292, -912], [-98382, -330], [28812, -4592], [-178914, -2319], [-126156, -2367], [220666, -3876], [-71844, -1102], [193528, -840], [-7146, 1077], [-665580, 72], [623962, 1998], [-127488, 3288], [16530, 1848], [-40890, 4027], [306492, -3733], [490548, -3928], [-868476, -4853], [151788, -5670], [-280550, 5490], [-234342, 9876], [423168, -3588], [584242, 1764], [791892, 870], [228354, -20032], [872472, -2976], [-380226, 8643], [-215820, 627], [229562, -10914], [1257306, 1248], [917436, 4096], [-871626, -3033], [-756204, -2184], [-837096, 11172], [1642, -29592], [2211582, 1095], [-979908, -6140], [-1841086, -18552], [564596, -24546], [-1155958, 13584], [-1503630, -16124], [688496, 17610], [-132084, 29037], [-323150, -2376], [-4028220, -15802], [-751136, 12048], [-1459698, -18207], [41882, 33336], [1650762, -25502], [674794, 9276], [1545676, -17886], [-1546646, 8718], [1143528, 1626], [2480434, -19128], [-3184164, 1351], [2681172, -16050], [5632266, -17906], [-3267910, 31956], [3915414, -3], [3273492, -35077], [-883460, -49758], [-1108200, 49626], [1406148, 1273], [-4165316, 10068], [4696596, 20256], [2057088, 70242], [939774, -24177], [2649474, -48774], [1653204, 40278], [442034, -87522], [9223404, 654], [8997030, 27577], [2380908, 77310], [4087602, 6002], [6202188, -64732], [-8756718, 37896], [7378428, -33492], [-6556638, 40068], [-8362352, -90354], [-4509590, 4320], [3309972, 121223], [-5268510, 75888], [-3730230, 6072], [-4304724, 69912], [-11824044, 33329], [-477174, 15574], [2381292, -42234], [9912144, 48594], [-8284410, 14225], [8125380, 63324], [3185794, 184572], [4891394, 181968], [-4618242, -111019], [-11681580, -22878], [-2330580, 87602], [4937214, -173577], [-16266886, 40914], [-9041672, 57270], [-6709452, -219471], [1867810, -174], [-12381516, -124204], [15861480, -144516], [-1667076, 63665], [19851978, -8334], [2783298, 265062], [13328242, 68304], [-8039418, -175149], [-16013460, 16098], [31134294, 27537], [10374162, -16826], [4879428, -30910], [-14185770, 979], [895812, 202789], [1917196, 269964], [2224210, 199974], [-5419424, 12006], [13474722, -161004], [-21277230, -99854], [-2349852, 158638], [22692832, 177000], [14594330, 42648], [-5418030, -204072], [11052876, 46234], [-4593432, 193776], [12256500, -336250], [-23011584, -94476], [-6015900, -114891], [29878650, 25194], [-29856886, -41136], [2869974, -370987], [19878420, -137688], [26200434, -274566], [45158988, 3735], [-12540908, 170586], [14512938, -241510], [-11232024, -406152], [-24014772, -58351], [-19311390, 261288], [6836578, 206316], [-17329650, 28661], [-14655444, 247212], [10218042, 384804], [46644488, -183876], [2204458, 163392], [-46909716, 146221], [-1686630, 68608], [60930492, -10400], [-9372786, -63999], [32118060, 72055], [-33652534, 104940], [-30793908, 46265], [-18749060, -153978], [51290234, 189594], [36107274, -49936], [621264, -82896], [36949134, -446563], [-18057150, -524502], [16927524, -504968], [16140554, -354636], [51922944, -106704], [16882210, -599736], [43237516, 388464], [37360116, -364592], [-9246090, 640913], [-21369340, 418608], [-17084982, 296424], [54032770, 378168], [-44521246, -312054], [-14768382, 934664], [-34520, -58500], [-20441706, -841083], [-11129580, 518555], [-21163814, 583854], [-61755246, -542376], [-47140940, 284034], [-43628034, -31569], [24620724, 515479], [33908828, 358086], [8579418, -730100], [41469108, -659594], [-18226750, 218832], [-20698674, 269829], [80116380, -60849], [33895644, 10656], [-15105344, -225690], [-10001334, 959256], [109258236, -27007], [-20710374, -634154], [-71771896, 39528], [-11917818, -676683], [16712554, -930042], [-46935108, 437807], [16409850, -214806], [65107764, -839741], [88076652, -106194], [78281602, 421884], [-37119606, -430692], [-61903080, 884346], [64697436, -349829], [-47429828, -134700], [49160354, 407766], [-35042820, -179618], [-1488252, 1684243], [-32812566, -52248], [-23562060, 859174], [53203208, 626994], [13123778, 758844], [4750878, 203649], [-31056732, 1163802], [-637072, -1570302], [-42461076, 432654], [-49501140, 1244628], [19740132, 64377], [44928810, -1221756], [-57744846, -779168], [-68337040, -1036194], [56650908, 815629], [3698580, -1415868], [-27358692, -897724], [67655488, 1059108], [52808466, 217974], [77757906, -274492], [-93993552, 642954], [-48107958, -1118760], [-31448418, 805843], [-895548, 879492], [-34133094, 238590], [5017836, 709316], [16453254, 891459], [177969562, 221496], [-42783660, 775279], [14895588, -1727928], [108505162, 1002726], [98260442, -1151004], [115310970, -974526], [-155272524, -55396], [24306822, -764287], [-19794486, 961244], [-26520012, 1577146], [10204590, 936849], [12003514, 1311336], [11086212, 2483036], [-92910982, 651168], [-62930292, -1651455], [72650674, 94752], [106616220, 374871], [-23655452, 213018], [26970058, 2463264], [35715418, -1467120], [-168517756, 535524], [84652824, -1537638], [-109938324, -1040905], [98904208, -1958394], [-57528990, 361368], [-143100252, 482114], [43173120, -1253460], [-118100558, 68604], [-60598098, 437581], [100476180, 2052649], [-166119822, -54332], [-4120986, -989391], [113627508, 930768], [-214012758, 1021404], [70225100, -201264], [26276394, -1704420], [49214982, 2987997], [-147149388, 1790431], [28316070, 1933839], [54423300, 1044834], [-166345860, -525398], [38413018, 1163520], [-6381882, 2052193], [150660300, -1219003], [265760596, -739608], [145395732, 1496834], [-9669086, -2054460], [59314308, 438726], [51892530, -2869734], [95101104, 617958], [-18197438, 485424], [-50232528, 2044200], [-79492794, -3224785], [192965322, 1607102], [-32433492, -861226], [-156531480, -538236], [-190087766, 1463256], [-234173244, -1189932], [-90253144, 500622], [-70147598, 1214184], [117632034, 2216796], [193720596, 358776], [213178154, -87840], [69691662, -1472189], [136908348, -3198875], [16868706, -1285230], [249192706, -1989948], [-239929716, 1389510], [-72790092, -866742], [-72310240, 1129008], [174659502, 476225], [3680834, -1272690], [254100486, -136595], [-136651164, -331573], [-74412460, 3179676], [321779052, 720680], [188336356, 190770], [-83691750, -2283228], [-104168334, 1304380], [-120827302, 667632], [167566788, -14793], [-100900862, -683292], [-9774510, 2775826], [375445974, -981481], [-92812548, -2468549], [-161050434, -2114345], [70161468, -3655482], [118880826, -586494], [-167960100, -699932], [-277160, -566778], [-113071146, -1013045], [107481468, -1567286], [-99103558, 2831844], [20665230, 4046327], [25867044, -2133225], [386414754, -228876], [-60825510, 988824], [-228214224, -70764], [67770972, -138612], [-128666406, 1772702], [308849720, 1513164], [-353817646, -771852], [-219004134, -3581532], [170137328, -3324072], [10601188, -1154142], [86688948, 2766692], [303490426, -1689024], [315420990, -954213], [-309808908, 2068501], [156908314, -2137056], [-378071316, 1464834], [-273065484, -38026], [313559856, -2128344], [-535178682, 983775], [-48796140, 3468049], [-198146558, 1445250], [392071692, 518142], [261657632, 596856], [427374626, -1370880], [-312815382, 2776314], [-97836870, -4334820], [-415062234, -1624083], [-106409262, -4107658], [418290036, -3149183], [-32802462, -3232848], [923436, -2978642], [131793368, 1840752], [-107258820, -2506335], [487443802, -662802], [-306103620, 2562832], [221026520, -2881110], [385687970, 1429896], [-120094434, 2058317], [216477612, -1011984], [-94973700, -2199938], [-192342472, -3988164], [-95540214, 1231236], [271126932, 1853783], [197012994, -3033054], [297411060, -4326970], [-295970850, -4866719], [-74082646, 3316056], [-306951270, 1628418], [153824580, -4831153], [11187186, -6547398], [-502419114, 688487], [-116488812, -22859], [529323106, 2427510], [-131018838, -2805694], [-500515908, 1411494], [714972764, -554490], [250056034, -2200920], [153232302, 2263261], [121987668, 4166094], [-67341252, -2329062], [-572169254, 2239152], [161472606, 5033603], [268002752, -3245208], [-43240812, 5409421], [-252745494, -643862], [-547201904, -1118682], [-366160410, 784957], [157622386, -3412932], [-130061600, -3742068], [-451637340, 2368530], [498461018, -3240768], [401426430, 2942611], [-7291716, 5499042], [-118259382, 3246140], [493513092, -510170], [-455032032, -3612222]], 'char_orbit_index': 1, 'field_poly': [-31, 0, 1], 'hecke_orbit_code': 76561193765961920, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 16], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 16]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '192.6.a.r', 'level': 192, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

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

  
  {'AL_dims': [[[[2, -1], [3, -1]], 4, 4], [[[2, 1], [3, -1]], 6, 5], [[[2, -1], [3, 1]], 5, 5], [[[2, 1], [3, 1]], 5, 4]], 'ALdims': [5, 6, 5, 4], 'Nk2': 6912, 'analytic_conductor': 30.79369340409228, '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': [192, 1, [127, 133, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 148, 'dim': 20, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 100663488, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '192.6.a', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 172, 'mf_new_dim': 20, 'num_forms': 18, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 20, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [20, 0, 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-1445403464, 0, 0, 0, -612799776, 0, 0, 0, 2207864968, 0, 0, 0, -4428310752, 0, 0, 0, 679222800, 0, 0, 0, 538964320, 0, 0, 0, 3783420224, 0, 0, 0, -1248627312, 0, 0, 0, 57116264, 0, 0, 0, 2915662384, 0, 0, 0, -2151899136, 0, 0, 0, 2946933344, 0, 0, 0, -2368197912, 0, 0, 0, 1290801744, 0, 0, 0, -787017728, 0, 0, 0, 6101450944, 0, 0, 0, -329612976, 0, 0, 0, -1086051072, 0, 0, 0, 326729848, 0, 0, 0, 4003324056, 0, 0, 0, -1341491136, 0, 0, 0, -5132695744, 0, 0, 0, -195757920, 0, 0, 0, -3590751912, 0, 0, 0, 3138048640, 0, 0, 0, -646349544, 0, 0, 0, -242564272, 0, 0, 0, -4775307296, 0, 0, 0, 226617984, 0, 0, 0, -1967074016, 0, 0, 0, -5341390528, 0, 0, 0, -3845647584, 0, 0, 0, -57330648, 0, 0, 0, 5135121584, 0, 0, 0, 614837952, 0, 0, 0, 5715585856, 0, 0, 0, 930026600, 0, 0, 0, 963749448, 0, 0, 0, 866868496, 0, 0, 0, 7635821536, 0, 0, 0, -360949104, 0, 0, 0, -131642728, 0, 0, 0, -1408038096, 0, 0, 0, 153842328, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 157987
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '192.6.a.r', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '96.6.a.g', 'target_level': 96, 'twist_class_label': '96.6.a.g', 'twist_class_level': 96, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 157988
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '192.6.a.r', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '96.6.a.h', 'target_level': 96, 'twist_class_label': '96.6.a.g', 'twist_class_level': 96, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 157989
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '192.6.a.r', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '192.6.a.q', 'target_level': 192, 'twist_class_label': '96.6.a.g', 'twist_class_level': 96, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 157990
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '192.6.a.r', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '192.6.a.r', 'target_level': 192, 'twist_class_label': '96.6.a.g', 'twist_class_level': 96, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 157991
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '192.6.a.r', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '288.6.a.n', 'target_level': 288, 'twist_class_label': '96.6.a.g', 'twist_class_level': 96, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 157992
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '192.6.a.r', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '288.6.a.o', 'target_level': 288, 'twist_class_label': '96.6.a.g', 'twist_class_level': 96, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 157993
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '192.6.a.r', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 39, 'target_is_minimal': False, 'target_label': '576.6.a.bm', 'target_level': 576, 'twist_class_label': '96.6.a.g', 'twist_class_level': 96, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 157994
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '192.6.a.r', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 40, 'target_is_minimal': False, 'target_label': '576.6.a.bn', 'target_level': 576, 'twist_class_label': '96.6.a.g', 'twist_class_level': 96, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 157995
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '192.6.a.r', 'source_level': 192, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '768.6.d.s', 'target_level': 768, 'twist_class_label': '96.6.a.g', 'twist_class_level': 96, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 157996
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '192.6.a.r', 'source_level': 192, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '768.6.d.z', 'target_level': 768, 'twist_class_label': '96.6.a.g', 'twist_class_level': 96, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 479225
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 76561193765961920, 'p': 2}
  • id: 479226
    {'charpoly_factorization': [[[-9, 1], 2]], 'hecke_orbit_code': 76561193765961920, 'p': 3}
  • id: 479227
    {'charpoly_factorization': [[[-7612, 36, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 5}
  • id: 479228
    {'charpoly_factorization': [[[-4336, 120, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 7}
  • id: 479229
    {'charpoly_factorization': [[[-275696, -200, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 11}
  • id: 479230
    {'charpoly_factorization': [[[-265532, 284, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 13}
  • id: 479231
    {'charpoly_factorization': [[[1504548, -2676, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 17}
  • id: 479232
    {'charpoly_factorization': [[[-792304, 72, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 19}
  • id: 479233
    {'charpoly_factorization': [[[-3456000, -3840, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 23}
  • id: 479234
    {'charpoly_factorization': [[[23206340, 10212, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 29}
  • id: 479235
    {'charpoly_factorization': [[[27301136, -10488, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 31}
  • id: 479236
    {'charpoly_factorization': [[[-12778940, 13148, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 37}
  • id: 479237
    {'charpoly_factorization': [[[-15505276, -4164, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 41}
  • id: 479238
    {'charpoly_factorization': [[[-125615344, -5832, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 43}
  • id: 479239
    {'charpoly_factorization': [[[-310545344, -1520, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 47}
  • id: 479240
    {'charpoly_factorization': [[[-19701340, 9012, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 53}
  • id: 479241
    {'charpoly_factorization': [[[388630288, -55096, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 59}
  • id: 479242
    {'charpoly_factorization': [[[988000740, -63444, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 61}
  • id: 479243
    {'charpoly_factorization': [[[-1551497968, 36792, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 67}
  • id: 479244
    {'charpoly_factorization': [[[-1167829760, -37664, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 71}
  • id: 479245
    {'charpoly_factorization': [[[-2060240220, 37836, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 73}
  • id: 479246
    {'charpoly_factorization': [[[4557502736, -144888, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 79}
  • id: 479247
    {'charpoly_factorization': [[[2593974672, -109272, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 83}
  • id: 479248
    {'charpoly_factorization': [[[-2331558940, 32556, 1], 1]], 'hecke_orbit_code': 76561193765961920, 'p': 89}
  • id: 479249
    {'charpoly_factorization': [[[1164856516, -69092, 1], 1]], 'hecke_orbit_code': 76561193765961920, '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': 18, 'label': '192.6.a.r', 'level': 192, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 243260000
    {'hecke_orbit_code': 76561193765961920, 'n': 1, 'trace_an': 2}
  • id: 243260001
    {'hecke_orbit_code': 76561193765961920, 'n': 2, 'trace_an': 0}
  • id: 243260002
    {'hecke_orbit_code': 76561193765961920, 'n': 3, 'trace_an': 18}
  • id: 243260003
    {'hecke_orbit_code': 76561193765961920, 'n': 4, 'trace_an': 0}
  • id: 243260004
    {'hecke_orbit_code': 76561193765961920, 'n': 5, 'trace_an': -36}
  • id: 243260005
    {'hecke_orbit_code': 76561193765961920, 'n': 6, 'trace_an': 0}
  • id: 243260006
    {'hecke_orbit_code': 76561193765961920, 'n': 7, 'trace_an': -120}
  • id: 243260007
    {'hecke_orbit_code': 76561193765961920, 'n': 8, 'trace_an': 0}
  • id: 243260008
    {'hecke_orbit_code': 76561193765961920, 'n': 9, 'trace_an': 162}
  • id: 243260009
    {'hecke_orbit_code': 76561193765961920, 'n': 10, 'trace_an': 0}
  • id: 243260010
    {'hecke_orbit_code': 76561193765961920, 'n': 11, 'trace_an': 200}
  • id: 243260011
    {'hecke_orbit_code': 76561193765961920, 'n': 12, 'trace_an': 0}
  • id: 243260012
    {'hecke_orbit_code': 76561193765961920, 'n': 13, 'trace_an': -284}
  • id: 243260013
    {'hecke_orbit_code': 76561193765961920, 'n': 14, 'trace_an': 0}
  • id: 243260014
    {'hecke_orbit_code': 76561193765961920, 'n': 15, 'trace_an': -324}
  • id: 243260015
    {'hecke_orbit_code': 76561193765961920, 'n': 16, 'trace_an': 0}
  • id: 243260016
    {'hecke_orbit_code': 76561193765961920, 'n': 17, 'trace_an': 2676}
  • id: 243260017
    {'hecke_orbit_code': 76561193765961920, 'n': 18, 'trace_an': 0}
  • id: 243260018
    {'hecke_orbit_code': 76561193765961920, 'n': 19, 'trace_an': -72}
  • id: 243260019
    {'hecke_orbit_code': 76561193765961920, 'n': 20, 'trace_an': 0}
  • id: 243260020
    {'hecke_orbit_code': 76561193765961920, 'n': 21, 'trace_an': -1080}
  • id: 243260021
    {'hecke_orbit_code': 76561193765961920, 'n': 22, 'trace_an': 0}
  • id: 243260022
    {'hecke_orbit_code': 76561193765961920, 'n': 23, 'trace_an': 3840}
  • id: 243260023
    {'hecke_orbit_code': 76561193765961920, 'n': 24, 'trace_an': 0}
  • id: 243260024
    {'hecke_orbit_code': 76561193765961920, 'n': 25, 'trace_an': 10270}
  • id: 243260025
    {'hecke_orbit_code': 76561193765961920, 'n': 26, 'trace_an': 0}
  • id: 243260026
    {'hecke_orbit_code': 76561193765961920, 'n': 27, 'trace_an': 1458}
  • id: 243260027
    {'hecke_orbit_code': 76561193765961920, 'n': 28, 'trace_an': 0}
  • id: 243260028
    {'hecke_orbit_code': 76561193765961920, 'n': 29, 'trace_an': -10212}
  • id: 243260029
    {'hecke_orbit_code': 76561193765961920, 'n': 30, 'trace_an': 0}
  • id: 243260030
    {'hecke_orbit_code': 76561193765961920, 'n': 31, 'trace_an': 10488}
  • id: 243260031
    {'hecke_orbit_code': 76561193765961920, 'n': 32, 'trace_an': 0}
  • id: 243260032
    {'hecke_orbit_code': 76561193765961920, 'n': 33, 'trace_an': 1800}
  • id: 243260033
    {'hecke_orbit_code': 76561193765961920, 'n': 34, 'trace_an': 0}
  • id: 243260034
    {'hecke_orbit_code': 76561193765961920, 'n': 35, 'trace_an': 18032}
  • id: 243260035
    {'hecke_orbit_code': 76561193765961920, 'n': 36, 'trace_an': 0}
  • id: 243260036
    {'hecke_orbit_code': 76561193765961920, 'n': 37, 'trace_an': -13148}
  • id: 243260037
    {'hecke_orbit_code': 76561193765961920, 'n': 38, 'trace_an': 0}
  • id: 243260038
    {'hecke_orbit_code': 76561193765961920, 'n': 39, 'trace_an': -2556}
  • id: 243260039
    {'hecke_orbit_code': 76561193765961920, 'n': 40, 'trace_an': 0}
  • id: 243260040
    {'hecke_orbit_code': 76561193765961920, 'n': 41, 'trace_an': 4164}
  • id: 243260041
    {'hecke_orbit_code': 76561193765961920, 'n': 42, 'trace_an': 0}
  • id: 243260042
    {'hecke_orbit_code': 76561193765961920, 'n': 43, 'trace_an': 5832}
  • id: 243260043
    {'hecke_orbit_code': 76561193765961920, 'n': 44, 'trace_an': 0}
  • id: 243260044
    {'hecke_orbit_code': 76561193765961920, 'n': 45, 'trace_an': -2916}
  • id: 243260045
    {'hecke_orbit_code': 76561193765961920, 'n': 46, 'trace_an': 0}
  • id: 243260046
    {'hecke_orbit_code': 76561193765961920, 'n': 47, 'trace_an': 1520}
  • id: 243260047
    {'hecke_orbit_code': 76561193765961920, 'n': 48, 'trace_an': 0}
  • id: 243260048
    {'hecke_orbit_code': 76561193765961920, 'n': 49, 'trace_an': -10542}
  • id: 243260049
    {'hecke_orbit_code': 76561193765961920, 'n': 50, 'trace_an': 0}
  • id: 243260050
    {'hecke_orbit_code': 76561193765961920, 'n': 51, 'trace_an': 24084}
  • id: 243260051
    {'hecke_orbit_code': 76561193765961920, 'n': 52, 'trace_an': 0}
  • id: 243260052
    {'hecke_orbit_code': 76561193765961920, 'n': 53, 'trace_an': -9012}
  • id: 243260053
    {'hecke_orbit_code': 76561193765961920, 'n': 54, 'trace_an': 0}
  • id: 243260054
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