Newform data - 10.11.c.c

Formats: - HTML - YAML - JSON - 2026-06-14T14:01:24.141364

• 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': 1210, 'analytic_conductor': 6.353572526737241, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'cm_discs': [], 'conrey_index': 3, 'dim': 6, 'field_disc': -2246896514073600, 'field_disc_factorization': [[-1, 1], [2, 10], [3, 2], [5, 2], [17, 2], [37, 2], [157, 2]], 'field_poly': [658952, -299628, 68121, -1148, 0, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [1112900707872, -258527462832, 30028037796, 20688696, 8192, -128, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007336878243850, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 4000000, 'hecke_ring_index_factorization': [[2, 8], [5, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.11.c.c', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.11.c.c', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2^{4}-2^{4}\\beta _{1})q^{2}+(21-21\\beta _{1}+\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '10.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.11.c', 'trace_display': [-96, 128, 5460, 13512], 'trace_hash': 1005686339820101410, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.721', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '140.279', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5808.901', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.246', 'prec': 17}, 'traces': [6, -96, 128, 0, 5460, -4096, 13512, 49152, 0, -173280, 647832, 65536, -742902, 0, 1577720, -1572864, -755118, -5683744, 0, 2749440, 12277112, -10365312, -15052992, 0, 42644850, 23772864, -47998120, -6918144, 0, -20357760, 153847152, 25165824, -173025784, 0, -208942440, 181879808, -32574498, -17493120, 0, 737280, 226153272, -196433792, -63628752, 0, -174000230, 481695744, -19700448, -33554432, 0, -788800800, 2388638032, -380365824, -950001042, 0, -135145080, 221380608, -338012560, -310652160, 0, -156344320, 1603984392, -2461554432, -5135206432, 0, 1398176070, 5536825088, 2502647712, 386620416, 0, 174645120, -7137533808, -2910076928, 2304462438, 0, 9497972200, 559779840, 597969864, 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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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7179181, -1998020, 0], [-1285869568, -1285869568, 0, 4419072, -376320, -376320], [3664888554, -3664888554, 27161566, 0, -800640, 800640], [0, 109499712, 6130224, -6130224, 0, -1031520], [-5971980, -1214821790, 1675620, -1073840, 86060, 44030], [176160768, 0, 4194304, 4194304, 0, 0], [5553402337, 5553402337, 0, -21140480, 1477760, 1477760], [2148081840, -2148081840, -9204448, 0, 1982560, -1982560], [0, 77635512, -25931375, 25931375, 0, 2576190], [570844160, 3637204480, -6602240, -1272320, -926720, 138240]], 'ap': [[-16, -16, 0, 0, 0, 0], [21, -21, 1, 0, 0, 0], [910, -896, -1, 2, -1, 0], [2244, 2244, 0, 19, 5, 5], [108144, 0, -263, -263, 10, 0], [-123466, 123466, -988, 0, -65, 65], [-126945, -126945, 0, 3386, -110, -110], [0, -181986, 416, -416, 0, 130], [-2511464, 2511464, 8631, 0, -735, 735], [0, -3270462, -50938, 50938, 0, 1630], [25623276, 0, 26719, 26719, 310, 0], [-5431860, -5431860, 0, 21066, -12735, -12735], [37820468, 0, -204319, -204319, 23870, 0], [-10535633, 10535633, 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[946248338348, 946248338348, 0, 6457249472, -188189735, -188189735], [2832237638064, 0, -2459073743, -2459073743, 357595210, 0], [2263787356757, 2263787356757, 0, -9713421400, -43661060, -43661060], [-4287405482659, -4287405482659, 0, -8817819707, -721828480, -721828480], [0, -3291792141134, 8265093894, -8265093894, 0, -875843730], [1194950739689, -1194950739689, 5047702352, 0, -841660040, 841660040], [0, 854371743548, 7897021812, -7897021812, 0, 277995780], [1548232534450, 1548232534450, 0, -4145820889, -1032104945, -1032104945], [-972479925662, 972479925662, -15279086730, 0, 634244955, -634244955], [0, -786101771822, 22655266032, -22655266032, 0, -293224050], [1832498745742, -1832498745742, -14181242657, 0, 167548835, -167548835], [0, 11930471797536, 13304489109, -13304489109, 0, 1261728480], [4097407031606, 4097407031606, 0, 19958717518, 1177354175, 1177354175], [-821201832974, 0, 19098903584, 19098903584, 3882357680, 0], [0, -9474656262022, -6105827803, 6105827803, 0, 483999910], [0, -2261480156474, -22815361016, 22815361016, 0, -4601804710], [-6382160685588, 0, 23813178185, 23813178185, -3777653650, 0], [-5098484206268, 0, -21441254925, -21441254925, -225729090, 0], [-1181144223203, 1181144223203, 18196492808, 0, 2524040980, -2524040980], [0, -18655572318572, -17348620468, 17348620468, 0, 696022060], [-1232024765561, 1232024765561, 904816177, 0, 1682354390, -1682354390], [0, 3050259183154, -29433830289, 29433830289, 0, 6298040430], [14072202404997, 14072202404997, 0, -34572803130, -1051332540, -1051332540], [-11157479754218, 0, 42450403350, 42450403350, -806742540, 0], [-1255668268066, 1255668268066, -7845343653, 0, -5936171325, 5936171325], [-8460693062297, -8460693062297, 0, -5976386343, 4824473790, 4824473790], [0, 25371204785080, -916214220, 916214220, 0, -5710534200], [1122935752740, 1122935752740, 0, -48227497989, 758463045, 758463045], [-19124282253504, 0, -32552547031, -32552547031, -9099266950, 0], [0, -32677834333362, 3492080392, -3492080392, 0, 10137334610], [4558530775512, -4558530775512, 80971438383, 0, 9604721025, -9604721025], [0, 5948850295234, 51087142806, -51087142806, 0, -1973096610], [11343309845462, 0, 5086616050, 5086616050, -8565304580, 0], [-4056813706253, 4056813706253, -8694277967, 0, -3235482790, 3235482790], [-5394906690250, 0, 54629767718, 54629767718, 6667206260, 0], [16419246117755, 16419246117755, 0, 98299213241, -814331750, -814331750], [24025264585846, 24025264585846, 0, 67885835278, -964269025, -964269025], [-6163046770503, 6163046770503, -27752492607, 0, -12312208020, 12312208020], [0, -14799327315314, -38051313421, 38051313421, 0, 3345572050], [14881643093952, 0, 8929980545, 8929980545, -12260519590, 0], [-29151464908685, -29151464908685, 0, 105680055906, -1812938130, -1812938130], [6308290815393, 6308290815393, 0, -151491149283, -2362478580, -2362478580], [10201152710189, -10201152710189, 77186879272, 0, 8110918820, -8110918820], [0, -17275891819668, -67725294952, 67725294952, 0, -28013277740], [-18300389487436, 0, -110420065263, -110420065263, -8998807650, 0], [2288443480890, 2288443480890, 0, -294430513749, 15107689815, 15107689815], [14129449875656, -14129449875656, -234732972424, 0, 10623440965, -10623440965], [38615395285717, 38615395285717, 0, -103064500490, 7075643540, 7075643540], [0, 67797639526050, -68092885260, 68092885260, 0, 10225199550], [38790448760036, 0, 138169950659, 138169950659, -30794523250, 0], [-103444291667548, 0, -72152461455, -72152461455, 27190925310, 0], [56540199055697, -56540199055697, 86777558933, 0, -36168607100, 36168607100], [12209712682524, 12209712682524, 0, 334872047659, 13839228845, 13839228845], [-27304957658996, 27304957658996, -327599213798, 0, -13599847735, 13599847735], [0, -55326525971218, -68473451232, 68473451232, 0, -6843405390], [111888012946556, 0, -184588901391, -184588901391, 6619961790, 0], [-130033761502207, 130033761502207, 151407887680, 0, 9457323680, -9457323680], [-44897996504172, -44897996504172, 0, 134145839162, 28457689465, 28457689465], [61552616381455, -61552616381455, -330304988051, 0, 12579896030, -12579896030], [-2123857722448, 0, 241040374585, 241040374585, -1547228870, 0], [64938085782444, 0, -132963123863, -132963123863, -18055464290, 0], [0, 99830754405334, -50573946654, 50573946654, 0, -112289184630], [0, 25502519418880, 317508602820, -317508602820, 0, -3659374080], [-96530866299616, -96530866299616, 0, -2390538181, -29008361255, -29008361255], [-38794388298624, 38794388298624, -27036269374, 0, 10381430245, -10381430245], [0, 80720864299902, 542845790548, -542845790548, 0, -20504044510], [13438349916048, -13438349916048, 494976071995, 0, 19961501465, -19961501465], [-61460131442532, 0, -711298951329, -711298951329, -16700915610, 0], [17336707129530, 17336707129530, 0, 223929448476, 41324865795, 41324865795], [103258931248914, 0, -96909051848, -96909051848, -56803842080, 0], [0, -91582320163936, 268568112216, -268568112216, 0, 68062320480], [168424659847808, -168424659847808, 41536913480, 0, -19862092115, 19862092115], [-117396394687341, -117396394687341, 0, -65991161011, 102692048530, 102692048530], [86586139516660, 86586139516660, 0, 422031128176, -75488949775, -75488949775], [0, 40832181316804, 544010263196, -544010263196, 0, 26587988860], [-276832261792856, 0, -568297255523, -568297255523, -94200351470, 0], [-26544914644564, 0, 371977793969, 371977793969, -121968715570, 0], [273553647779840, -273553647779840, -176004626601, 0, -69411368295, 69411368295], [-55459541351339, -55459541351339, 0, 683172300133, -66607662040, -66607662040], [0, -139196132978504, -921573850261, 921573850261, 0, -50284595000], [0, 386154229128164, -65493783744, 65493783744, 0, 13632143580], [132805330997276, -132805330997276, 42244848496, 0, 65560677665, -65560677665], [-26395579978537, -26395579978537, 0, 1241759754332, 30043116130, 30043116130], [0, -31978764187062, -40013674628, 40013674628, 0, 158991438230], [-33618346417798, 33618346417798, -219771570197, 0, -123305165545, 123305165545], [-92875021316288, -92875021316288, 0, 658000648600, 13153013045, 13153013045], [438753353345412, 0, -56586559775, -56586559775, 55694374270, 0], [23571209779433, -23571209779433, 1309593077185, 0, 138208226300, -138208226300], [-206440018762208, -206440018762208, 0, -444975291965, -77007432775, -77007432775], [-77759562006827, -77759562006827, 0, -1223756429463, -123842867880, -123842867880], [-64472312339188, 0, -1080589269825, -1080589269825, 158247954870, 0], [0, 512305877507228, -1180476767808, 1180476767808, 0, 85425085860], [0, 186798489781470, 877400086145, -877400086145, 0, -96128766590], [-558637686375643, -558637686375643, 0, -361935411290, -105044695420, -105044695420], [87444185412626, 0, -888156993956, -888156993956, -10545532040, 0], [236859575790227, 236859575790227, 0, -1739249417115, 35974340850, 35974340850], [328926789029797, -328926789029797, 1368298072198, 0, 22764596180, -22764596180], [-41956348784888, -41956348784888, 0, -878624464545, 97719761985, 97719761985], [-468650706660248, 0, 181253545045, 181253545045, 278571112210, 0], [-5272869566051, -5272869566051, 0, 2905437494344, 192739502900, 192739502900], [650394223644172, -650394223644172, -148924976557, 0, 123164608045, -123164608045], [1078029036467332, 0, 401151407595, 401151407595, 48833063070, 0], [-13651966071394, -13651966071394, 0, 2498550073828, -141122564785, -141122564785]], 'char_orbit_index': 3, 'field_poly': [658952, -299628, 68121, -1148, 0, 0, 1], 'hecke_orbit_code': 9007336878243850, 'hecke_ring_character_values': [[7, [0, 1, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 10016360270, 30049080810, 30049080810, 10470063, 30049080810], 'hecke_ring_inverse_denominators': [1, 400, 100, 400, 50, 80], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [3, 3, 0, -10, 1, 1], [0, 17383, -25, 25, 0, 1], [228817, -228817, 2610, 0, -261, 261], [-2268051, 0, -3980, -3980, 13, 0], [19926521, 19926521, 0, 159202, -13165, -13165]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [-10394598718, 4554477405, -39101454, 329476, 149814, 68121], [-18141291569772, 4158168070345, -84835233476, 638377544, -58729384, 60546049], [822290385952, -4158168070345, 85006560996, -716280824, -325695636, -60844529], [-20819537159, 0, 18276160, -8310240, -738610, -31840], [67978379651882, -29603038676095, 797964943846, 16684615276, -1138493986, -517677579]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '10.11.c.c', 'level': 10, 'maxp': 997, 'weight': 11}
• 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

  
  {'Nk2': 1210, 'analytic_conductor': 6.353572526737241, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'conrey_index': 3, 'cusp_dim': 26, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137623502858, 'hecke_orbit_dims': [2, 2, 6], 'label': '10.11.c', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 34, 'mf_new_dim': 10, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 5, 'sturm_bound': 16, 'trace_bound': 3, 'trace_display': [-32, -124, 7560, 10604], 'traces': [10, -32, -124, 0, 7560, -12160, 10604, 16384, 0, -94880, 451520, -63488, -988434, 0, 3637820, -2621440, -52906, -7111648, 0, 4183040, 20016320, -13506304, 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141505333248256, 948224277608236, 0, 1522748109879210, 6763173478028800, -1014522988457232, 162601979965440, 0, -890045072101120, 9849996230338120, 973668180033536, 710851792111472, 0, 3850838296386000, -145966533181440, -399616514478626, -3439460216666240, 0, -1757848696832000], 'weight': 11, '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: 6727
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.11.c.c', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '10.11.c.c', 'target_level': 10, 'twist_class_label': '10.11.c.c', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 6728
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.11.c.c', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '10.11.c.c', 'target_level': 10, 'twist_class_label': '10.11.c.c', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 6729
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.11.c.c', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.11.c.e', 'target_level': 50, 'twist_class_label': '10.11.c.c', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 6730
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.11.c.c', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.11.c.e', 'target_level': 50, 'twist_class_label': '10.11.c.c', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 6731
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.11.c.c', 'source_level': 10, 'target_char_orbit': 16, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '80.11.p.c', 'target_level': 80, 'twist_class_label': '10.11.c.c', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 6732
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.11.c.c', 'source_level': 10, 'target_char_orbit': 16, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '80.11.p.c', 'target_level': 80, 'twist_class_label': '10.11.c.c', 'twist_class_level': 10, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 11}
  • id: 6733
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.11.c.c', 'source_level': 10, 'target_char_orbit': 7, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '90.11.g.c', 'target_level': 90, 'twist_class_label': '10.11.c.c', 'twist_class_level': 10, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 6734
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.11.c.c', 'source_level': 10, 'target_char_orbit': 7, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '90.11.g.c', 'target_level': 90, 'twist_class_label': '10.11.c.c', 'twist_class_level': 10, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 44075
    {'charpoly_factorization': [[[512, 32, 1], 3]], 'hecke_orbit_code': 9007336878243850, 'p': 2}
  • id: 44076
    {'charpoly_factorization': [[[1112900707872, -258527462832, 30028037796, 20688696, 8192, -128, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 3}
  • id: 44077
    {'charpoly_factorization': [[[931322574615478515625, -520706176757812500, -62662353515625, 85710975000, -6416625, -5460, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 5}
  • id: 44078
    {'charpoly_factorization': [[[1395890343660414229255712, 967807407319475146032, 335503136731458276, 9497368375544, 91287072, -13512, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 7}
  • id: 44079
    {'charpoly_factorization': [[[2666505072779552, 9059018052, -323916, 1], 2]], 'hecke_orbit_code': 9007336878243850, 'p': 11}
  • id: 44080
    {'charpoly_factorization': [[[7720973897629741929756764276014152, 20385926932644041898677185368, 26912797686745338345156, 2391666107193216, 275951690802, 742902, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 13}
  • id: 44081
    {'charpoly_factorization': [[[2896847622959042762767646245377431432, 5433761139804361512989169352632, 5096187989047266077846916, 702350500374552064, 285101596962, 755118, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 17}
  • id: 44082
    {'charpoly_factorization': [[[2056723660260006210847360000000000, 0, 75294310961554272000000, 0, 619530339600, 0, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 19}
  • id: 44083
    {'charpoly_factorization': [[[7109733820540638431039885244948460162592, -1364693886574721220928404130560432, 130974622332119758626480036, 291518088619178721976, 113296284076032, 15052992, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 23}
  • id: 44084
    {'charpoly_factorization': [[[1396665752624284439971199690308489216000000, 0, 783357884027284635512471040000, 0, 1890131069150400, 0, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 29}
  • id: 44085
    {'charpoly_factorization': [[[-10349511565794772049488, 1721402358911892, -76923576, 1], 2]], 'hecke_orbit_code': 9007336878243850, 'p': 31}
  • id: 44086
    {'charpoly_factorization': [[[2829512576241733403460259217277933867662734152, -270238009196569101743796081290830347768, 12904798909133020317138403686756, -192244675901723344874016, 530548959976002, 32574498, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 37}
  • id: 44087
    {'charpoly_factorization': [[[1969427592056349349290272, -17656457682251868, -113076636, 1], 2]], 'hecke_orbit_code': 9007336878243850, 'p': 41}
  • id: 44088
    {'charpoly_factorization': [[[315860903026969162616545479464449517690718526752, 12531550791652921131133859302152923668368, 248590065656793906058321152184356, -208408650620129539725384, 2024309040538752, 63628752, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 43}
  • id: 44089
    {'charpoly_factorization': [[[8911076612082499140165454300745626514323009361952, -198685054037663130935933353211209820862768, 2214982118121624009700226985928356, -5148803150521107619590216, 194053825700352, 19700448, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 47}
  • id: 44090
    {'charpoly_factorization': [[[8596693177954398783181953052938443397014342145992, 460010794967834607238463806753857463572168, 12307635453920678214258295944043236, 101246418608699306815767776, 451250989900542882, 950001042, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 53}
  • id: 44091
    {'charpoly_factorization': [[[2335042254732478561687629855191624121156649984000000, 0, 493419938447922297487605409693440000, 0, 1405683550765923600, 0, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 59}
  • id: 44092
    {'charpoly_factorization': [[[159337479955441782276666432, -145162927997988828, -801992196, 1], 2]], 'hecke_orbit_code': 9007336878243850, 'p': 61}
  • id: 44093
    {'charpoly_factorization': [[[2959683587266145451389324930077729871536151946614868512, -1946107207087863339927902902545599877561179568, 639820634505338611383803660585802276, -431137369274023583615070856, 3131622785189417472, -2502647712, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 67}
  • id: 44094
    {'charpoly_factorization': [[[587751485374237526092302832, 2731430976824954772, 3568766904, 1], 2]], 'hecke_orbit_code': 9007336878243850, 'p': 71}
  • id: 44095
    {'charpoly_factorization': [[[1614896490641202554796754754181385595349924049232911112, -976024349523794434530493863689104510309953432, 294948789716269124536487258280925476, -545627643508260974444723744, 2655273564076451922, -2304462438, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 73}
  • id: 44096
    {'charpoly_factorization': [[[289986691628090502655547883065742261080247238656000000, 0, 2090348062530013097709642376151040000, 0, 3556319314037606400, 0, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 79}
  • id: 44097
    {'charpoly_factorization': [[[136426949298149363364809482239358964625391462482980147232, -199529260116913141866583905543923732515775402832, 145909315745957370116784515315889631716, -17583449498157756202276992264, 3887911929959712, 88180632, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 83}
  • id: 44098
    {'charpoly_factorization': [[[2677712409875171881284867897640404726726156060196864000000, 0, 937590694761194981338758236641812480000, 0, 74722446831800851200, 0, 1], 1]], 'hecke_orbit_code': 9007336878243850, 'p': 89}
  • id: 44099
    {'charpoly_factorization': [[[1141305008845409768137530083251420004343340000441747147047432, 77969299144772454431170854215292292782586667993832, 2663272114820993614626635743691360110116, -3228364709295081604017665557536, 553815428601465385362, -33281088582, 1], 1]], 'hecke_orbit_code': 9007336878243850, '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': 3, 'hecke_orbit': 3, 'label': '10.11.c.c', 'level': 10, 'portrait': 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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30068845
    {'hecke_orbit_code': 9007336878243850, 'n': 1, 'trace_an': 6}
  • id: 30068846
    {'hecke_orbit_code': 9007336878243850, 'n': 2, 'trace_an': -96}
  • id: 30068847
    {'hecke_orbit_code': 9007336878243850, 'n': 3, 'trace_an': 128}
  • id: 30068848
    {'hecke_orbit_code': 9007336878243850, 'n': 4, 'trace_an': 0}
  • id: 30068849
    {'hecke_orbit_code': 9007336878243850, 'n': 5, 'trace_an': 5460}
  • id: 30068850
    {'hecke_orbit_code': 9007336878243850, 'n': 6, 'trace_an': -4096}
  • id: 30068851
    {'hecke_orbit_code': 9007336878243850, 'n': 7, 'trace_an': 13512}
  • id: 30068852
    {'hecke_orbit_code': 9007336878243850, 'n': 8, 'trace_an': 49152}
  • id: 30068853
    {'hecke_orbit_code': 9007336878243850, 'n': 9, 'trace_an': 0}
  • id: 30068854
    {'hecke_orbit_code': 9007336878243850, 'n': 10, 'trace_an': -173280}
  • id: 30068855
    {'hecke_orbit_code': 9007336878243850, 'n': 11, 'trace_an': 647832}
  • id: 30068856
    {'hecke_orbit_code': 9007336878243850, 'n': 12, 'trace_an': 65536}
  • id: 30068857
    {'hecke_orbit_code': 9007336878243850, 'n': 13, 'trace_an': -742902}
  • id: 30068858
    {'hecke_orbit_code': 9007336878243850, 'n': 14, 'trace_an': 0}
  • id: 30068859
    {'hecke_orbit_code': 9007336878243850, 'n': 15, 'trace_an': 1577720}
  • id: 30068860
    {'hecke_orbit_code': 9007336878243850, 'n': 16, 'trace_an': -1572864}
  • id: 30068861
    {'hecke_orbit_code': 9007336878243850, 'n': 17, 'trace_an': -755118}
  • id: 30068862
    {'hecke_orbit_code': 9007336878243850, 'n': 18, 'trace_an': -5683744}
  • id: 30068863
    {'hecke_orbit_code': 9007336878243850, 'n': 19, 'trace_an': 0}
  • id: 30068864
    {'hecke_orbit_code': 9007336878243850, 'n': 20, 'trace_an': 2749440}
  • id: 30068865
    {'hecke_orbit_code': 9007336878243850, 'n': 21, 'trace_an': 12277112}
  • id: 30068866
    {'hecke_orbit_code': 9007336878243850, 'n': 22, 'trace_an': -10365312}
  • id: 30068867
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