Newform data - 24.11.h.a

Formats: - HTML - YAML - JSON - 2026-02-08T11:28:06.424508

• 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': 2904, 'analytic_conductor': 15.248574064169379, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 24, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [24, 2, [7, 13, 17], [2, 1, 1]], 'cm_discs': [-24], 'conrey_index': 5, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-5282, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 481220886552, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 24, 8, -1, 2, -24]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '24.11.h.a', 'level': 24, '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, 3], 'level_radical': 6, 'minimal_twist': '24.11.h.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 8, 'qexp_display': 'q-2^{5}q^{2}+3^{5}q^{3}+2^{10}q^{4}+5282q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '10.2.1.d2', 'self_twist_discs': [-24], 'self_twist_type': 1, 'space_label': '24.11.h', 'trace_display': [-32, 243, 5282, 24950], 'trace_hash': 2070749248139708396, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.961', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.850', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.475', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.500', 'prec': 17}, 'traces': [1, -32, 243, 1024, 5282, -7776, 24950, -32768, 59049, -169024, -227050, 248832, 0, -798400, 1283526, 1048576, 0, -1889568, 0, 5408768, 6062850, 7265600, 0, -7962624, 18133899, 0, 14348907, 25548800, -36304750, -41072832, -8955802, -33554432, -55173150, 0, 131785900, 60466176, 0, 0, 0, -173080576, 0, -194011200, 0, -232499200, 311896818, 0, 0, 254803968, 340027251, -580284768, 0, 0, 617985986, -459165024, -1199278100, -817561600, 0, 1161752000, -588563050, 1314330624, 0, 286585664, 1473272550, 1073741824, 0, 1765540800, 0, 0, 0, -4217148800, 0, -1934917632, 4081435250, 0, 4406537457, 0, -5664897500, 0, -5863410298, 5538578432, 3486784401, 0, -7877173786, 6208358400, 0, 0, -8822054250, 7439974400, 0, -9980698176, 0, 0, -2176259886, 0, 0, -8153726976, -9031061950, -10880872032, -13407075450, 18569112576, 3376014050, 0, -5574599050, 0, 32023973700, -19775551552, 24657472886, 14693280768, 0, 38376899200, 0, 26161971200, 0, 0, 0, -37176064000, 0, 18834017600, 0, -42058579968, 25614277899, 0, 0, -9170741248, 44201223268, -47144721600, -38407077850, -34359738368, 0, 0, -3984276250, -56497305600, 0, 0, 75790926774, 0, 0, 0, 0, 134948761600, 0, 0, 0, 61917364224, -191761689500, -130605928000, 82626621993, 0, 58496336450, -141009198624, -107720563498, 0, 0, 181276720000, -47304546164, 0, 0, 187629129536, 150170594598, -177234509824, 0, -111577100832, 0, 0, -291424578300, 252069561152, 0, -198667468800, 137858491849, 0, 0, 0, -191661476686, 282305736000, 452440780050, -238079180800, -143020821150, 0, -124960401850, 319382341632, 0, 0, 0, 0, 0, 69640316352, 0, 0, 358005229650, 0, 0, 260919263232, -479356803550, 288993982400, 0, 348187905024, 318952156514, 429026414400, -288206813002, -594211602432, 0, -108032449600, -905803512500, 0, 0, 178387169600, 0, 0, 0, -1024767158400, 0, 632817649664, 0, -789039132352, 0, -470184984576, -223447259900, 0, 991788765750, -1228060774400, 0, 0, 462290042150, -837183078400, 1070788602051, 0, 1119697159814, 0, 0, 0, -1376570092500, 1189634048000, 0, 0, 0, -602688563200, -1424808702414, 0, 0, 1345874558976, 1610600868098, -819656892768, 847288609443, 0, 1796023939782, 0, 0, 293463719936, -1914153229998, -1414439144576, -442817312650, 1508631091200, 0, 1229026491200, 0, 1099511627776, 0, 0, 0, 0, -2143759182750, 127496840000, 0, 1807913779200, 3264201978052, 0, 0, 0, 2807540044850, -2425309656768, -1493148594298, 0, 0, 0, -4117301767950, 0, 0, 0, -528831152298, -4318360371200, 0, 0, 0, 0, 0, 0, 0, -1981355655168, 2015993900449, 6136374064000, -2194548053850, 4179389696000, -1893610235614, -2644051903776, -3108790030100, 0, -3257919334350, -1871882766400, 0, 4512294355968, 0, 3447058031936, 820371414150, 0, 0, 0, 0, -5800855040000, -1354627569150, 1513745477248, 0, 0, -5672603618350, 0, 7781825609100, -6004132145152, -2299316895214, -4805459027136, 8242993487500, 5671504314368, 5991765911298, 0, 0, 3570467226624, 0, 0, 0, 0, 0, 9325586505600, 0, -8066225956864, 0, 0, 0, 6357359001600, -8605782917950, -4411471739168, 0, 0, 2033414844100, 0, 1435922449900, 0, 0, 6133167253952, -6980450486986, -9033783552000, 0, -14478104961600, 0, 7618533785600, 0, 4576666276800, 0, 0, 0, 3998732859200, 0, -10220234932224, 6131066257801, 0, 6224269529457, 0, 21558140990500, 0, 3790561564550, 0, 0, 0, 15418750350700, -2228490123264, 0, 0, 10740897254124, 0, 0, -11456167348800, 0, 0, -9332919917550, 0, 0, -8349416423424, -29921988595000, 15339417713600, 0, -9247807436800, -16811198993950, 0, 0, -11142012960768, -968179128750, -10206469008448, -30970533194036, -13728845260800, 0, 9222618016064, 0, 19014771277824, 0, 0, 0, 3457038387200, 18417195206082, 28985712400000, 0, 0, 18314163740402, 0, 0, -5708389427200, -14684648097500, 0, -41607231937652, 0, 0, 0, 21674832153350, 32792549068800, 0, 0, 0, -20250164789248, 0, 0, 0, 25249252235264, 0, 0, 0, 15045919506432, 29176640679650, 7150312316800, -46598090548500, 0, 0, -31737240504000, 32583959397398, 39297944780800, 20078269144299, 0, 15941455600886, 0, 0, -14793281348800, 14214609757350, 26789858508800, 0, -34265235265632, 0, 0, -26176096930014, -35830309114048, 0, 0, 1942934157650, 0, 0, 0, 3309819633650, 44050242960000, -41671569576250, -38068289536000, -11495004717852, 0, 24680494573286, 0, 0, 0, 0, 19286034022400, 0, 45593878477248, 0, 0, 36491454487314, 0, 0, -43067985887232, 0, -51539227779136, 0, 26229020568576, -47702069219900, -27113235502176, -49253614635850, 0, 0, -57472766073024, 34367851503350, 0, 0, 0, -70816172526900, -9390839037952, 0, 61252903359936, 0, 45262052626432, 0, 14170154004800, 0, -48276194918400, 17832106212100, 0, 33499613519307, -39328847718400, 55323954228050, 0, 101831809487500, -35184372088832, 0, 0, -29445032182100, 0, 0, 0, -46573738834698, 0, 0, 68600293848000, 0, -4079898880000, 109943109552150, 0, 0, -57853240934400, 41426511213649, -104454463297664, -34754059539450, 0, 0, 0, 130240771783852, 0, -30365377649550, -89841281435200, -77203187339550, 77609909016576, 0, 47780755017536, 0, 0, 0, 0, 0, 0, 0, 131753656574400, 0, 0, -146292086935100, 0, 0, 0, -106705095615886, 16922596873536, 0, 138187531878400, 0, 0, 112538569458086, 0, 0, 0, 86995270804950, 0, 0, 0, 0, 0, 0, 0, 0, 63403380965376, 122172580604450, -64511804814368, -116483703262650, -196363970048000, -196535485960700, 70225537723200, -140313718121300, -133740470272000, 0, 60595527539648, 121393727484086, 84609660920832, 0, 99481280963200, 77505374032902, 0, 0, 104253418699200, 0, 59900248524800, -70034255559486, 0, 0, -144393419390976, -143946568853998, 0, 0, -110305857021952, 135294615862518, -26251885252800, 13852934421350, 0, -220110253537500, 0, 0, 0, 0, 0, 0, 185627361280000, 0, 43348082212800, 0, -48439855271936, 0, 0, 0, 0, 56382003879701, 181523315787200, 0, 0, 0, -249018419491200, 111993443978198, 192132228644864, 0, 73578140646848, -202866185203700, 153774688868352, 0, -263775791600000, 0, -181488138059776, 0, -191736509161536, 0, 0, 0, 0, 0, -114254951251968, 133633240502500, 0, -54297684155700, 0, 225712449430514, 0, -21044947152500, 0, 241004670077250, 0, -50983652822650, -298418768179200, 0, 0, 0, 258119230619648, 0, 0, 0, 0, 112336480242450, 0, 0, -203435488051200, -179601854933950, 275385053374400, 260201630298393, 141167095653376, 243400293353186, 0, -225324995652500, 0, 272086409834802, -65069275011200, 138953439760214, 0, 0, -45949518396800, 0, 0, 0, 0, 0, -196261352126464, -334506532477500, 223374415583552, 0, 289081073664000, 0, 0, 0, 463299358771200, 60061922575250, 0, 0, -243793081139200, 0, 0, 84231550547500, -146453320857600, 0, 0, -346228514686602, 0, 0, 0, 0, -127959451494400, 0, 0, 0, 327047517831168, -139086246297500, -196194120249632, 391376010947814, 0, -658346669720250, -199176624942624, -378536502222250, 0, 205891132094649, -689860511696000, 0, 0, 0, -121297970065600, 436433817367026, 0, 0, 0, 0, 0, 0, -493400011222400, 0, 71311683944448, 308977649128900, 0, -465139234889514, 0, 615203948505700, -343708712131968, 124677593244998, 0, -107604606973950, 0, -568980016396436, 366597355161600, 0, 0, 0, 0, 0, 298653437361600, 0, 0, 0, 0, 0, 267181325549568, -89318141150302, 957503635040000, 0, -490861366835200, -484706097662686, 0, -162403608931998, 295929837977600, 0, 537958367806400, 0, 0, 0, 0, -520933481408250, 356544414744576, 0, 30981732120000, 0, 326607008270336, 0, 991057062209152, 0, 439323048345600, 0, 0, 793201080666636, -295123776514048, 642983164059986, 0, 0, -608472680890368, 0, 0, -926689873512500, 0, 0, 0, 682232230898550, -110625228390400, 0, -589350246594624, 0, -927542796800000, -362835108414414, 0, 0, 0, 0, -586053239692864, 0, 0, -643389297716350, 0, 749443106331350, 182668461670400, -1000504329611850, 469908739120000, 188456395345814, 0, 0, 1331431422004864, 0, 0, 0, 0, 0, 0, -128505970008414, -693594628907200, 0, -1049361570201600, 897327639262299, 0, 0, 0, 728168553946418, 0, 639076233580050, 648005273255936, 0, 0, 0, 0, 0, 0, 0, -807976071528448, 0, 0, 0, 0, 0, 0, 0, -481469424205824, -1012355919855452, -933652501748800, 489886517809107, -228809994137600, 1331287308160900, 1491138897552000, 0, 0, -533275177085550, 0, 1102820520536600, 1015591696128000, 0, -1042686700716736, -460147287254202, -1257534232985600, 0, -642504612617568, 0, 0, -755435977314300, -510126579228352, 0, 0, -958256592357500, 0, -791674398247050, 473385003161600, 0, -454867512235200, -660040842571700, -857275472281600, 0, 0, 325138152659500, 1096487528500224, 0, 0, 0, 0, 0, 837635101760448, 0, 1146569891649536, 199350253638450, 0, 0, 0, 1788512308111300, -62173893044800, 0, 0, -99407692437500, 0, 1263000183921302, 0, 0, -105914228276800, 0, -1409607774720000, 0, 1333490226440000, -329174499303450, 1218185265152000, 0, 367840150971264, 0, 0, 0, -789775826345152, 0, 0, -1434725544045550, 0, -1378442679259050, 0, -1348455847891150, 0, 0, -617153088716800, 1890983623011300, 0, 937214985939014, -1459004111271936, 0, 0, -558734005537002, 0, 0, -1167726543594048, 0, 0, 2003047417462500, 0, 0, 1378175548391424, -739421897517597, 0, 1455999116445414, 1649255288932352, -2531962636351100, 0, 1192030799650550, -839328658194432, 0, 1526466215036800, -1466189274476650, 867623536069632, 0, 1576115668347200, 0, 0, 0, 0, 0, 1839128514336768, 0, -1099771248107200, 0, 0, 1684705290706948, 0, 0, 0, 0, 2266117520860800, -1255236354923098, 300506849214464, 0, 0, -1522308386276564, -1960092907517952, 0, 0, 0, -1448385684045824], 'weight': 11, '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], [-32], [243], [1024], [5282], [-7776], [24950], [-32768], [59049], [-169024], [-227050], [248832], [0], [-798400], [1283526], [1048576], [0], [-1889568], [0], [5408768], [6062850], [7265600], [0], [-7962624], [18133899], [0], [14348907], [25548800], [-36304750], [-41072832], [-8955802], [-33554432], [-55173150], [0], [131785900], [60466176], [0], [0], [0], [-173080576], [0], [-194011200], [0], [-232499200], [311896818], [0], [0], [254803968], [340027251], [-580284768], [0], [0], [617985986], [-459165024], [-1199278100], [-817561600], [0], [1161752000], [-588563050], [1314330624], [0], [286585664], [1473272550], [1073741824], [0], [1765540800], [0], [0], [0], [-4217148800], [0], [-1934917632], [4081435250], [0], [4406537457], [0], [-5664897500], [0], [-5863410298], [5538578432], [3486784401], [0], [-7877173786], [6208358400], [0], [0], [-8822054250], [7439974400], [0], [-9980698176], [0], [0], [-2176259886], [0], [0], [-8153726976], [-9031061950], [-10880872032], [-13407075450], [18569112576]], 'ap': [[-32], [243], [5282], [24950], [-227050], [0], [0], [0], [0], [-36304750], [-8955802], [0], [0], [0], [0], [617985986], [-588563050], [0], [0], [0], [4081435250], [-5863410298], [-7877173786], [0], [-9031061950], [3376014050], [-5574599050], [24657472886], [0], [0], [-38407077850], [-3984276250], [0], [0], [58496336450], [-107720563498], [0], [0], [0], [-191661476686], [-124960401850], [0], [0], [-479356803550], [318952156514], [-288206813002], [0], [462290042150], [1119697159814], [0], [0], [0], [1610600868098], [-442817312650], [0], [0], [2807540044850], [-1493148594298], [0], [0], [0], [-1893610235614], [0], [0], [-5672603618350], [-2299316895214], [0], [-8605782917950], [-6980450486986], [0], [0], [0], [3790561564550], [0], [0], [0], [-16811198993950], [0], [0], [18314163740402], [21674832153350], [0], [0], [29176640679650], [32583959397398], [15941455600886], [0], [1942934157650], [3309819633650], [-41671569576250], [24680494573286], [0], [-49253614635850], [34367851503350], [0], [0], [55323954228050], [0], [0], [0], [0], [-106705095615886], [112538569458086], [0], [0], [122172580604450], [121393727484086], [0], [0], [-143946568853998], [13852934421350], [0], [0], [0], [111993443978198], [0], [0], [0], [225712449430514], [-50983652822650], [0], [-179601854933950], [243400293353186], [138953439760214], [0], [60061922575250], [0], [0], [-378536502222250], [0], [0], [0], [124677593244998], [0], [0], [-89318141150302], [-484706097662686], [0], [642983164059986], [0], [0], [-643389297716350], [749443106331350], [188456395345814], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [1263000183921302], [0], [-1434725544045550], [-1348455847891150], [937214985939014], [0], [1192030799650550], [-1466189274476650], [0], [0], [-1255236354923098], [0]], 'char_orbit_index': 8, 'field_poly': [0, 1], 'hecke_orbit_code': 481220886552, 'hecke_ring_character_values': [[7, [1]], [13, [-1]], [17, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '24.11.h.a', 'level': 24, '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': 2904, 'analytic_conductor': 15.248574064169379, 'char_conductor': 24, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [24, 2, [7, 13, 17], [2, 1, 1]], 'conrey_index': 5, 'cusp_dim': 38, 'dim': 38, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 481220886552, 'hecke_orbit_dims': [1, 1, 36], 'label': '24.11.h', 'level': 24, '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, 3], 'level_radical': 6, 'mf_dim': 42, 'mf_new_dim': 42, 'num_forms': 3, 'prim_orbit_index': 8, 'relative_dim': 38, 'sturm_bound': 44, 'trace_bound': 2, 'trace_display': [0, 0, 0, -4], 'traces': [38, 0, 0, -612, 0, -9632, -4, 0, -2, -161384, 0, 723868, 0, 0, -118100, 1593640, 0, 2310104, 0, 0, 0, 4984272, 0, -12177880, 58593746, 0, 0, -29739456, 0, -29516272, 58368316, 0, 27113172, -14276912, 0, -95435100, 0, 0, 140038960, -281948032, 0, -320063816, 0, 0, 0, -471307040, 0, 37404504, 1372297602, 0, 0, -673493744, 0, -799065808, 674488728, 0, 347478296, -1451405928, 0, 1300983504, 0, 0, 1873643260, 814882320, 0, 427421448, 0, 0, 0, 743299696, 0, 2183178128, -76223604, 0, 0, 5600844488, 0, 2644909328, -18617817220, 0, -1586853178, 5630033696, 0, 468690160, 0, 0, -25550971188, 8800720560, 0, -1769969992, 0, 0, 0, -6117134592, 0, 3755414768, 3938722268, 0, 0, 11091028068, 0, -4219437008, 13499649852, 0, 9995150152, -35542909032, 0, 15015194852, 0, 0, 2488005136, 25111534048, 0, 25013960872, 0, 0, 0, -10981580032, 0, -22725315616, 63620466034, 0, 0, -37924424928, 0, -21259070752, 86140456700, 0, 37559249896, -33780524992, 0, -22292929344, 0, 0, 84088711436, -125576378144, 0, -75817929056, 0, 0, 0, -130515718560, 0, 38390983928, 67275230856, 0, 0, -149892161360, 0, 37582903120, -80281311300, 0, -178540881728, -24015560400, 0, 139987491120, 0, 0, -156204891540, 44820809408, 0, 352743433360, 0, 0, 0, 856773095792, 0, -235958355136, -379039354602, 0, 0, -164194567112, 0, -299192242992, 139669940372, 0, -422412358348, 421548440528, 0, 270152101952, 0, 0, 130849512624, 766326736960, 0, 217146188120, 0, 0, 0, -244675302176, 0, -190198379728, -606901750932, 0, 0, 143630488836, 0, 107551304640, 182455990652, 0, 303514196520, -1514737124264, 0, 354731545888, 0, 0, 31215274624, -72874200672, 0, 791738670272, 0, 0, 0, 567082442208, 0, -1409996170040, 479182974472, 0, 0, -2628061523424, 0, -1933848384592, 120111249340, 0, 1407032681722, -1554865408032, 0, 1333215209304, 0, 0, -406087114344, 1836190467840, 0, 2082195174752, 0, 0, 0, 2665142357824, 0, -3037602332032, 2416362401452, 0, 0, -2023643065968, 0, -4410240429472, 748773479840, 0, 1373537174900, -4763396277264, 0, 4728029964768, 0, 0, 2247135274624, 6636336772640, 0, 3699000392024, 0, 0, 0, 4537414092128, 0, -5851967912784, 1819762570056, 0, 0, -5366143363848, 0, 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64879092554000, 0, 0, 4097772831384, 63453790611456, 0, 87393175229624, 0, 0, 0, 82745859095872, 0, -88264451707040, -18119423636208, 0, 0, -107079554033208, 0, -119015591359168, 8440894288640, 0, -18815613761452, -104384396504488, 0, 120757921762464, 0, 0, 18124051593824, 137022645631384, 0, 133251189360792, 0, 0, 0, 154674704362992, 0, -147658713487456, -16408146062932, 0, 0, -153205761195648, 0, -148502158991200, -59975681809960, 0, 26923557758936, -154449078922512, 0, 208665745280544, 0, 0, -47709855787008, 188653549515648, 0, 173260716752928, 0, 0, 0, 215340963765536, 0, -179168413256280, 30591285720220, 0, 0, -179952090369712, 0, -208971901139616, -30380776065348, 0, -20785220124438, -225896862496448, 0, 221078974343184, 0, 0, 15233386709100, 285957420939072, 0, 286631262008552, 0, 0, 0, 258984433962160, 0, -249100883877776, 15228804131308, 0, 0, -303369652666112, 0, -318243698425440, -29241331210564, 0, -2936240022136, -300146397763888, 0, 330461881497776, 0, 0, 17340292729072, 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858204895720096, 0, 0, 0, 814006816781696, 0, -681998004759888, -3428668155396, 0, 0, -998349087142368, 0, -719672702891312, -216965787092712, 0, -26244816877312, -635316920853288, 0, 910245906672612, 0, 0, -45525034572628, 679126997470176, 0, 893294360034552, 0, 0, 0, 1055725910748544, 0, -1060357518782632, -124833042756788, 0, 0, -915423870886848, 0, -932849350626736, -59005612499332, 0, -267338256517368, -1039466025551808, 0, 995521711953600, 0, 0, 54960437573888, 1286435407560192, 0, 1046497585518072, 0, 0, 0, 1149705407181472, 0, -1098503033567776, -175733476069682, 0, 0, -1078051935751088, 0, -1339179459083920, -57154828538116, 0, -149783341923992, -1121664081744296, 0, 1182038835734736, 0, 0, -25265208964992, 1275187975860352, 0, 1076016488737272, 0, 0, 0, 871604699309984, 0, -1051676944007072, 263680990374888, 0, 0, -1082557573338872, 0, -1063622571341744, 450654684286040, 0, 520768734189564, -1346298214697472, 0, 1103550698932416, 0, 0, 84257487787648, 937711403014384, 0, 901235593865504, 0, 0, 0, 1009711874513184, 0, -994618390593472, 573685960639708, 0, 0, -1103417953565508, 0, -976004392233696, 421480253826872, 0, 88713744228532, -1016798330178576, 0, 870038236737304, 0, 0, -214234013008048, 341339907850416, 0, 1040052338336768, 0, 0, 0, 562304193755056, 0, -812431332728736, 376537094237440, 0, 0, -877305157877376, 0, -812576471818544, 33842880053216, 0, -279060966082560, -963912724698048, 0, 556052443393056, 0, 0, -15110202864836, 1215887252713952, 0, 848792074899136, 0, 0, 0, 795309375839584, 0, -1019829132208512, -382612056826296, 0, 0, -406527172479568, 0, -564361725457936, -765546251308932, 0, 477804450220126, -589115693083344, 0, 850260119844528, 0, 0, -375825282888252, 1028515621638272, 0, 246613868912992, 0, 0, 0, -145424958185616, 0, -143384574144128, -379276027914936, 0, 0, -305753551255872, 0, -97744787886624, -577086312455492, 0, -52703618781612, -481841144127168, 0, 380662144023824, 0, 0, 139892440733568, -32978771976128, 0, 462971938443928, 0, 0, 0, 834688435684416, 0, 398778063866208, -18401445836692, 0, 0, -206456011710696, 0, -208652339908144, -1181933194101548, 0, -529722467590592, 1066400467047320, 0, -197410684369024, 0, 0, -828077834144724, -600696911894952, 0, -229735190972360, 0, 0, 0, 205369960036720, 0, 544204618290000, -431496578734272, 0, 0, 1611721290312000, 0, 1040432176789024, 1966280721752064, 0, -15760266549568, 755460958130352, 0, -666681295494168, 0, 0, 2050237239291660, -840940751826688, 0, -1702665752024552, 0, 0, 0, -1696797935290080, 0, 929492049197376, 387452949542960, 0, 0, 1494965309779712, 0, 1734144146044416, -473146699192964, 0, -687581030971044, 2096151910295024, 0, -2641748429439360, 0, 0, -1790418078924976, -2138917169706688, 0, -2509003117604504, 0, 0, 0, -2591596008159792, 0, 3366531359156096, -101956811784782, 0, 0, 2022850323027640, 0, 2056779503281920, 2821075037570836, 0, -566905977534056, 4083737762551216, 0, -3540365434165056, 0, 0, 2393406548220544, -4073474868241008, 0, -3377216889669600, 0, 0, 0, -4448745702015360, 0, 3205549399687984, -806993185157880, 0, 0, 3195387716319072, 0, 4833597861689136, -2997166158960288, 0, 1451058148431148, 2418080911915712, 0, -4188106187016360, 0, 0, -846175548128724, -5435324871174144, 0, -4677690764537304, 0, 0, 0, -2577269725939056, 0, 2995646869752992, 821563892425736, 0, 0, 3919347565035552, 0, 4357777524242448, 1261207064525528, 0, 1539091050192640, 5575429261330896, 0, -4967526263639652, 0, 0, 1749449011945888, -4875632196948672, 0, -4367017688488392, 0, 0, 0, -7257293507803648, 0, 5176627475409520, 917593037620200, 0, 0, 5917253226860144, 0, 5557527538330064, -486600468759300, 0, 91618641817896, 4039957384452888, 0, -7054843395198048, 0, 0, -2347318054100292, -4777458252970560, 0, -6059189800859072, 0, 0, 0, -6927252518310320, 0, 8031551995845952, -583366152939908, 0, 0, 8042660912025600, 0, 7351036743469136, 2793788696075776, 0, -711664502933368, 9627330509864208, 0, -7322250774797552, 0, 0, 1472383245291340, -10214342469089408, 0, -9158720618643528, 0, 0, 0, -7355074355375872, 0, 10876766626329216, -2922337875979998, 0, 0, 11666352688070040, 0, 10846641652439680, -2677431607686980, 0, -1944018726934720, 11083238102083312, 0, -8349071642678084, 0, 0, -4012460163475376, -6368228683422048, 0, -9704704805242648, 0, 0, 0, -10700680197138880, 0, 9288647246233408, -1142515195661368, 0, 0, 11343843945936288, 0, 11600970046273152, 391430277323644, 0, 1035717016486552, 10588382435436672, 0, -10418189166914304, 0, 0, 2264331900358640, -10379689112162688], '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: 18826
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.11.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '24.11.h.a', 'target_level': 24, 'twist_class_label': '24.11.h.a', 'twist_class_level': 24, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 18827
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -24, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.11.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '24.11.h.a', 'target_level': 24, 'twist_class_label': '24.11.h.a', 'twist_class_level': 24, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 11}
  • id: 18828
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.11.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '24.11.h.b', 'target_level': 24, 'twist_class_label': '24.11.h.a', 'twist_class_level': 24, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 18829
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.11.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '24.11.h.b', 'target_level': 24, 'twist_class_label': '24.11.h.a', 'twist_class_level': 24, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 18830
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.11.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '96.11.h.a', 'target_level': 96, 'twist_class_label': '24.11.h.a', 'twist_class_level': 24, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 18831
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.11.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '96.11.h.a', 'target_level': 96, 'twist_class_label': '24.11.h.a', 'twist_class_level': 24, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 11}
  • id: 18832
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.11.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '96.11.h.b', 'target_level': 96, 'twist_class_label': '24.11.h.a', 'twist_class_level': 24, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 11}
  • id: 18833
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.11.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '96.11.h.b', 'target_level': 96, 'twist_class_label': '24.11.h.a', 'twist_class_level': 24, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 91225
    {'charpoly_factorization': [[[32, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 2}
  • id: 91226
    {'charpoly_factorization': [[[-243, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 3}
  • id: 91227
    {'charpoly_factorization': [[[-5282, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 5}
  • id: 91228
    {'charpoly_factorization': [[[-24950, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 7}
  • id: 91229
    {'charpoly_factorization': [[[227050, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 11}
  • id: 91230
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 13}
  • id: 91231
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 17}
  • id: 91232
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 19}
  • id: 91233
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 23}
  • id: 91234
    {'charpoly_factorization': [[[36304750, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 29}
  • id: 91235
    {'charpoly_factorization': [[[8955802, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 31}
  • id: 91236
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 37}
  • id: 91237
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 41}
  • id: 91238
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 43}
  • id: 91239
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 47}
  • id: 91240
    {'charpoly_factorization': [[[-617985986, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 53}
  • id: 91241
    {'charpoly_factorization': [[[588563050, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 59}
  • id: 91242
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 61}
  • id: 91243
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 67}
  • id: 91244
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 71}
  • id: 91245
    {'charpoly_factorization': [[[-4081435250, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 73}
  • id: 91246
    {'charpoly_factorization': [[[5863410298, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 79}
  • id: 91247
    {'charpoly_factorization': [[[7877173786, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 83}
  • id: 91248
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481220886552, 'p': 89}
  • id: 91249
    {'charpoly_factorization': [[[9031061950, 1], 1]], 'hecke_orbit_code': 481220886552, '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': 8, 'hecke_orbit': 1, 'label': '24.11.h.a', 'level': 24, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 9670164
    {'hecke_orbit_code': 481220886552, 'n': 1, 'trace_an': 1}
  • id: 9670165
    {'hecke_orbit_code': 481220886552, 'n': 2, 'trace_an': -32}
  • id: 9670166
    {'hecke_orbit_code': 481220886552, 'n': 3, 'trace_an': 243}
  • id: 9670167
    {'hecke_orbit_code': 481220886552, 'n': 4, 'trace_an': 1024}
  • id: 9670168
    {'hecke_orbit_code': 481220886552, 'n': 5, 'trace_an': 5282}
  • id: 9670169
    {'hecke_orbit_code': 481220886552, 'n': 6, 'trace_an': -7776}
  • id: 9670170
    {'hecke_orbit_code': 481220886552, 'n': 7, 'trace_an': 24950}
  • id: 9670171
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