Newform data - 3.14.a.a

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• mf_newforms •

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

  
  {'Nk2': 588, 'analytic_conductor': 3.2169278685573808, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [3, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, '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, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [12, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 234881027, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '3.14.a.a', 'level': 3, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.14.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-12q^{2}-3^{6}q^{3}-8048q^{4}-30210q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.14.a', 'trace_display': [-12, -729, -30210, 235088], 'trace_hash': 828027951634929453, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.967', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.914', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.755', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -12, -729, -8048, -30210, 8748, 235088, 194880, 531441, 362520, -11182908, 5866992, 8049614, -2821056, 22023090, 63590656, -117494622, -6377292, -214061380, 243130080, -171379152, 134194896, 830555544, -142067520, -308059025, -96595368, -387420489, -1891988224, -1252400250, -264277080, 6159350552, -2359544832, 8152339932, 1409935464, -7102008480, -4277037168, -5498191402, 2568736560, -5868168606, -5887324800, -4678687878, 2056549824, 7115013764, 90000043584, -16054832610, -9966666528, -29528776992, -46357588224, -41622642663, 3696708300, 85653579438, -64783293472, -204125042466, 4649045868, 337835650680, 45813949440, 156050746020, 15028803000, -29909821020, -177241828320, -134392006738, -73912206624, 124935401808, -492620115968, -243178838940, -97828079184, 348518801948, 945596717856, -605474991576, 85224101760, 1314335409192, 103567222080, -1178875922326, 65978296824, 224575029225, 1722765986240, 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13183260982786804008, 2044757022878500416, -5898612516599013120, -594964733211443136, 1314109684657496250, 3316743651664920960, -3131192643290467110, 102386355565092120, 10473099865314978692, 2369526524734656000, -4447018633244624568, -737829223379484192, -4673793744332054040, 5446767305210531328, -1523049665040834320, 213026244558642120, 1005681759489302112, -1137529758073170240, -6851622106721884098, 150082018861041144, 306934487430456704, 2141814973218385920, -2511401890920486300, 84377280047397120, 7753651513750186308, -3552316931776459392, 2343362495933519390, 407481593623742880, 7802004616351691418, -3965401782177636352, 4890436666330258386, 924174497814119280, -11359323194628210480, -19265533529651185920, -2386258602778259928, -2108044739000664720, -16329737288829562680, 1008964731772569600, -8692122326758539689, -2213680266757836744, 1789403843737895382, 13050810963056809664, 7192361183716793970, 188313633280865664, 21283626065534197904, -12980445356440797696, -2924422950605993316, -434343344352762600, -4566553350904232688, 7711195331046190464, 19379431935392705414, 379127376960275328, 3436719624165601800, -3827508082913007360, 12053714055262658538, -787478275792634976, -10061197000379391820, 1729873865642421120, 801829561004319456, -966638778304552704, 8014071791272343904, 914136012630862848, -11285319654484081740, 2365103925797869992, -2843397553026354363, -11653418711871899648, 11992781574053433120, 330980681061270000, 2805441827423848072, -1913914805787868800, -7554570483291548382, 2133478390983488640, 10857281753203032000, -6916455605279263392, 887791325937727838, -1186808632176713280, -1517680423138658526, 21483190646928046080, 3787737592660941042, 265439746073608596, -27542811574029009796, 7611688578407707584, -658706680207351800, 1501243066874095632, -28416466180617255672, 781114416967463040, -10563598257878078336, 810453666922815600, -3158383522949666748, -11857359917369802112, 6320970752619768960, -746670253053795480, -1278936004950682200, 5933816867283271680, -4873839968840051664, 2161138517946982440, -7713972171162438000, 1317579899862841200, 23983594705276617852, -627856033204670688, -1219365025342648128, -3318162818381470080, 9378600266497365780, -539239210423513344, 7510233078116348228, 30171062016288229056, 9044815080995778222, 686021122664720640, -23402776617717897648, 9923369308701189120, -12569869726326004752, 1132316824277796744, -2959727259671580420, 119104705443240800, -282534514761946944, -546237886921321896, 22088090744681728160, -4889750251968691200, 9648475081096624308, -960600098824538184, 10579892710527651888, -15424131149388960768, 1693767482563503050, -2570086779465943968, 5840765040959319744, 2955094537483008000, -10563249724354118190, -1627775178578948160, 8909800327688654940, -29218498558766155872, 5899807228574569752, 2168166818870964144, -39693872074770642960, 833676160796277120, -17283283288395126262, -983191057348217088, 10802403924071371254, -7179333912367119360, 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-1765803527597466000, 5060616760486070784, 13867601201561311360, 5909414127326507616, -2154476592396358560, -34306388283336427528, -14533263763447947264, -8473289527903956948, -3707813792113546752, 1318519657610131200, 6594646502090230848, -57245767419897960202, -4795894723489132560, 2130112001578435578, 9000319318996320000], 'weight': 14, '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], [-12], [-729], [-8048], [-30210], [8748], [235088], [194880], [531441], [362520], [-11182908], [5866992], [8049614], [-2821056], [22023090], [63590656], [-117494622], [-6377292], [-214061380], [243130080], [-171379152], [134194896], [830555544], [-142067520], [-308059025], [-96595368], [-387420489], [-1891988224], [-1252400250], [-264277080], [6159350552], [-2359544832], [8152339932], [1409935464], [-7102008480], [-4277037168], [-5498191402], [2568736560], [-5868168606], [-5887324800], [-4678687878], [2056549824], [7115013764], [90000043584], [-16054832610], [-9966666528], [-29528776992], [-46357588224], [-41622642663], [3696708300], [85653579438], [-64783293472], [-204125042466], [4649045868], [337835650680], [45813949440], [156050746020], [15028803000], [-29909821020], [-177241828320], [-134392006738], [-73912206624], [124935401808], [-492620115968], [-243178838940], [-97828079184], [348518801948], [945596717856], [-605474991576], [85224101760], [1314335409192], [103567222080], [-1178875922326], [65978296824], [224575029225], [1722765986240], [-2628967475904], [70418023272], [-1072420659640], [-1921073717760], [282429536481], [56144254536], [1124025139644], [1379259415296], [3549512530620], [-85380165168], [912999782250], [-2179325111040], [2235610909530], [192657991320], [1892367656032], [-6684311018112], [-4490166552408], [354345323904], [6466794289800], [1720108182528], [-14215257165502], [499471711956], [-5943055810428], [2479259033200]], 'ap': [[-12], [-729], [-30210], [235088], [-11182908], [8049614], [-117494622], [-214061380], [830555544], [-1252400250], [6159350552], [-5498191402], [-4678687878], [7115013764], [-29528776992], [-204125042466], [-29909821020], [-134392006738], [348518801948], [1314335409192], [-1178875922326], [-1072420659640], [1124025139644], [2235610909530], [-14215257165502], [17019415289742], [10990429870784], [-19640332937772], [-9820991409010], [-17026697549166], [-44934655354072], [-1201824485988], [17156152133178], [105644089827860], [-85353252521010], [-61641427803328], [-118020796127122], [154710153734924], [376012022331288], [373562385120294], [42334856171820], [-310446880718218], [-862273101479808], [-937836643014526], [-671714610973362], [-43645139278720], [-1621621640538868], [1473330009613544], [-3748889415542772], [-14799292425850], [3630529144975914], [-4339000266991440], [3023722695906962], [-1751455209412908], [4876036408101378], [4678821543034104], [-1802619594866250], [6100162734217592], [-10702338294035242], [-2454600608693958], [4011554116057604], [2081866149710094], [-13235219589981652], [-8093014030966488], [-14818112378698726], [-24317052393895482], [11623168076685812], [46265248280338898], [4794041266797108], [37689996015206990], [48017883307283394], [40661600992602120], [29673300626881928], [-90134578399742266], [-15484136763879340], [9370880885351424], [29580560950821630], [18061747254883838], [-120412338372532158], [-17752187046553510], [175670394916722060], [184473355563153062], [80553231525379392], [-197091993816489166], [98900719348059440], [-125103588906174636], [-180094876495581870], [-94359735356483062], [80050008235378182], [214173898288828664], [-180680568239247012], [-266712175160724720], [-263551809580416592], [411733255212655572], [399657893624094380], [-283580918412321096], [640326900632610630], [-401347517619457638], [-505985210228308156], [-169124296693931458], [-432104161768514452], [1368041672491465158], [-952405281999985956], [153631850757108810], [-1279564588105932028], [356769908131216898], [1289684669126598708], [-1886401262114136846], [-1446677070600326280], [-44435774160833158], [29805045055555208], [-884082193304375626], [1436836808847628938], [1688623164304257140], [-353490178580679328], [1618021270187842002], [-1960652047007687476], [-596113924824003672], [-2583179311300172826], [2641366001552122860], [4124511248489144582], [2797256078346568994], [-4255534250446409922], [1608930463689743364], [-3063314825700705028], [2991437193856022982], [-5316937814777947930], [-4031529113805099840], [-4776426414945960832], [1716681243640173854], [-869722540682337700], [2402718896241612984], [9371752053600359912], [3091198274554751318], [-7977871652476589718], [7373436784822403330], [-1673351637239220786], [-3753588992895967972], [3388531507318303158], [-3131192643290467110], [10473099865314978692], [-6851622106721884098], [306934487430456704], [7753651513750186308], [2343362495933519390], [-16329737288829562680], [19379431935392705414], [12053714055262658538], [-10061197000379391820], [8014071791272343904], [887791325937727838], [3787737592660941042], [-27542811574029009796], [-28416466180617255672], [7510233078116348228], [-23402776617717897648], [22088090744681728160], [-10563249724354118190], [-17283283288395126262], [21403762991627970342], [-591308436260262612], [-23939617111356889206], [1990454979252485408], [41238481315770147492], [-12537361145705977662], [-18396640167476237976], [-34306388283336427528], [-57245767419897960202]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 234881027, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '3.14.a.a', 'level': 3, 'maxp': 997, 'weight': 14}
• mf_newspaces •

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

  
  {'ALdims': [1, 2], 'Nk2': 588, 'analytic_conductor': 3.2169278685573808, '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': [3, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 234881027, 'hecke_orbit_dims': [1, 2], 'label': '3.14.a', 'level': 3, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 5, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 4, 'trace_bound': 1, 'trace_display': [-66, 729, 10506, 214080], 'traces': [3, -66, 729, 12468, 10506, -30618, 214080, -1830552, 1594323, 3799764, -10510500, 20823156, 25582218, -124741392, 51705054, 75107856, -33656058, -35075106, 42232164, 415819704, -186693984, -1181420856, 1690137480, -1618607448, -1339887219, 2614700676, 387420489, 4506839520, -5980875582, 2241473796, 176798904, -9664679520, 8642525364, 1732142556, -23208096000, 6626006388, 21913002690, 22841047416, 6913099710, -31134175632, 10580286414, -86823375120, -4199485476, 166960484592, 5583319146, -164218913136, -98563919232, -37961549424, 188136984267, 216267297954, 146771892594, -56906364648, -430461936630, -16271660538, 185449558536, -364557046080, 342888739596, 359196653412, -957730645284, -51351092424, 45003454602, 1329517977600, 113770889280, -571959536064, 521388486348, -1056911962392, -349796259228, 1665976898088, 21160239768, -2021165313120, 529876859256, -972830385432, 678524322750, -1288521504492, -527627724201, 2883444387216, 1847993854080, 2046952839348, -1786446129720, -4705679741856, 847288609443, 3119523017580, -3450268778268, 6044004840672, 5587286601492, -10824101299320, -2534058734778, -7432535084832, 5505789611214, 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16721848452281335680, 47178824597631019056, 7313219247995680482, -44161164153486529824, 66279235702692185382, -15037579143165820104, -52915007420205339816, 10268711558075743992, -4307839894936811286, 256740895350930312, -24964969364037425640, -1672338442958486640, 78065134696666830636, 6121419909968912904, -56083346875300227840, 27068984448779329248, 41881504617875509152, -13194667096149874896, -30488935357361651304, 933029478144115200, 21757565236231241028, 29758958852917988736, 34010436490562344992, -25539724169481056112, -78106097433558951966, -101284452120769418184, 12749770220774986566, 42152230763195181408], 'weight': 14, '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: 815
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.14.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.14.a.a', 'target_level': 3, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 816
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.14.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.14.a.a', 'target_level': 9, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 817
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.14.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.14.a.c', 'target_level': 48, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 818
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.14.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.14.a.a', 'target_level': 75, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 819
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.14.a.a', 'source_level': 3, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.14.b.b', 'target_level': 75, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 820
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.14.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '144.14.a.k', 'target_level': 144, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 821
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.14.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '147.14.a.a', 'target_level': 147, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 822
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.14.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '192.14.a.e', 'target_level': 192, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 14}
  • id: 823
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.14.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '192.14.a.j', 'target_level': 192, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 8925
    {'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 2}
  • id: 8926
    {'charpoly_factorization': [[[729, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 3}
  • id: 8927
    {'charpoly_factorization': [[[30210, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 5}
  • id: 8928
    {'charpoly_factorization': [[[-235088, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 7}
  • id: 8929
    {'charpoly_factorization': [[[11182908, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 11}
  • id: 8930
    {'charpoly_factorization': [[[-8049614, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 13}
  • id: 8931
    {'charpoly_factorization': [[[117494622, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 17}
  • id: 8932
    {'charpoly_factorization': [[[214061380, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 19}
  • id: 8933
    {'charpoly_factorization': [[[-830555544, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 23}
  • id: 8934
    {'charpoly_factorization': [[[1252400250, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 29}
  • id: 8935
    {'charpoly_factorization': [[[-6159350552, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 31}
  • id: 8936
    {'charpoly_factorization': [[[5498191402, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 37}
  • id: 8937
    {'charpoly_factorization': [[[4678687878, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 41}
  • id: 8938
    {'charpoly_factorization': [[[-7115013764, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 43}
  • id: 8939
    {'charpoly_factorization': [[[29528776992, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 47}
  • id: 8940
    {'charpoly_factorization': [[[204125042466, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 53}
  • id: 8941
    {'charpoly_factorization': [[[29909821020, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 59}
  • id: 8942
    {'charpoly_factorization': [[[134392006738, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 61}
  • id: 8943
    {'charpoly_factorization': [[[-348518801948, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 67}
  • id: 8944
    {'charpoly_factorization': [[[-1314335409192, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 71}
  • id: 8945
    {'charpoly_factorization': [[[1178875922326, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 73}
  • id: 8946
    {'charpoly_factorization': [[[1072420659640, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 79}
  • id: 8947
    {'charpoly_factorization': [[[-1124025139644, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 83}
  • id: 8948
    {'charpoly_factorization': [[[-2235610909530, 1], 1]], 'hecke_orbit_code': 234881027, 'p': 89}
  • id: 8949
    {'charpoly_factorization': [[[14215257165502, 1], 1]], 'hecke_orbit_code': 234881027, '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': 1, 'label': '3.14.a.a', 'level': 3, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3840330
    {'hecke_orbit_code': 234881027, 'n': 1, 'trace_an': 1}
  • id: 3840331
    {'hecke_orbit_code': 234881027, 'n': 2, 'trace_an': -12}
  • id: 3840332
    {'hecke_orbit_code': 234881027, 'n': 3, 'trace_an': -729}
  • id: 3840333
    {'hecke_orbit_code': 234881027, 'n': 4, 'trace_an': -8048}
  • id: 3840334
    {'hecke_orbit_code': 234881027, 'n': 5, 'trace_an': -30210}
  • id: 3840335
    {'hecke_orbit_code': 234881027, 'n': 6, 'trace_an': 8748}
  • id: 3840336
    {'hecke_orbit_code': 234881027, 'n': 7, 'trace_an': 235088}
  • id: 3840337
    {'hecke_orbit_code': 234881027, 'n': 8, 'trace_an': 194880}
  • id: 3840338
    {'hecke_orbit_code': 234881027, 'n': 9, 'trace_an': 531441}
  • id: 3840339
    {'hecke_orbit_code': 234881027, 'n': 10, 'trace_an': 362520}
  • id: 3840340
    {'hecke_orbit_code': 234881027, 'n': 11, 'trace_an': -11182908}
  • id: 3840341
    {'hecke_orbit_code': 234881027, 'n': 12, 'trace_an': 5866992}
  • id: 3840342
    {'hecke_orbit_code': 234881027, 'n': 13, 'trace_an': 8049614}
  • id: 3840343
    {'hecke_orbit_code': 234881027, 'n': 14, 'trace_an': -2821056}
  • id: 3840344
    {'hecke_orbit_code': 234881027, 'n': 15, 'trace_an': 22023090}
  • id: 3840345
    {'hecke_orbit_code': 234881027, 'n': 16, 'trace_an': 63590656}
  • id: 3840346
    {'hecke_orbit_code': 234881027, 'n': 17, 'trace_an': -117494622}
  • id: 3840347
    {'hecke_orbit_code': 234881027, 'n': 18, 'trace_an': -6377292}
  • id: 3840348
    {'hecke_orbit_code': 234881027, 'n': 19, 'trace_an': -214061380}
  • id: 3840349
    {'hecke_orbit_code': 234881027, 'n': 20, 'trace_an': 243130080}
  • id: 3840350
    {'hecke_orbit_code': 234881027, 'n': 21, 'trace_an': -171379152}
  • id: 3840351
    {'hecke_orbit_code': 234881027, 'n': 22, 'trace_an': 134194896}
  • id: 3840352
    {'hecke_orbit_code': 234881027, 'n': 23, 'trace_an': 830555544}
  • id: 3840353
    {'hecke_orbit_code': 234881027, 'n': 24, 'trace_an': -142067520}
  • id: 3840354
    {'hecke_orbit_code': 234881027, 'n': 25, 'trace_an': -308059025}
  • id: 3840355
    {'hecke_orbit_code': 234881027, 'n': 26, 'trace_an': -96595368}
  • id: 3840356
    {'hecke_orbit_code': 234881027, 'n': 27, 'trace_an': -387420489}
  • id: 3840357
    {'hecke_orbit_code': 234881027, 'n': 28, 'trace_an': -1891988224}
  • id: 3840358
    {'hecke_orbit_code': 234881027, 'n': 29, 'trace_an': -1252400250}
  • id: 3840359
    {'hecke_orbit_code': 234881027, 'n': 30, 'trace_an': -264277080}
  • id: 3840360
    {'hecke_orbit_code': 234881027, 'n': 31, 'trace_an': 6159350552}
  • id: 3840361
    {'hecke_orbit_code': 234881027, 'n': 32, 'trace_an': -2359544832}
  • id: 3840362
    {'hecke_orbit_code': 234881027, 'n': 33, 'trace_an': 8152339932}
  • id: 3840363
    {'hecke_orbit_code': 234881027, 'n': 34, 'trace_an': 1409935464}
  • id: 3840364
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  • id: 3840553
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  • id: 3840554
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  • id: 3840555
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  • id: 3840556
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  • id: 3840557
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  • id: 3840558
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  • id: 3840559
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  • id: 3840560
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  • id: 3840561
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  • id: 3840562
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  • id: 3840563
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  • id: 3840564
    {'hecke_orbit_code': 234881027, 'n': 841, 'trace_an': -8692122326758539689}
  • id: 3840565
    {'hecke_orbit_code': 234881027, 'n': 853, 'trace_an': 19379431935392705414}
  • id: 3840566
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  • id: 3840567
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  • id: 3840568
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  • id: 3840569
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  • id: 3840570
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  • id: 3840571
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  • id: 3840572
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  • id: 3840573
    {'hecke_orbit_code': 234881027, 'n': 907, 'trace_an': 7510233078116348228}
  • id: 3840574
    {'hecke_orbit_code': 234881027, 'n': 911, 'trace_an': -23402776617717897648}
  • id: 3840575
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  • id: 3840576
    {'hecke_orbit_code': 234881027, 'n': 929, 'trace_an': -10563249724354118190}
  • id: 3840577
    {'hecke_orbit_code': 234881027, 'n': 937, 'trace_an': -17283283288395126262}
  • id: 3840578
    {'hecke_orbit_code': 234881027, 'n': 941, 'trace_an': 21403762991627970342}
  • id: 3840579
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  • id: 3840580
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  • id: 3840581
    {'hecke_orbit_code': 234881027, 'n': 961, 'trace_an': 13520052924977662113}
  • id: 3840582
    {'hecke_orbit_code': 234881027, 'n': 967, 'trace_an': 1990454979252485408}
  • id: 3840583
    {'hecke_orbit_code': 234881027, 'n': 971, 'trace_an': 41238481315770147492}
  • id: 3840584
    {'hecke_orbit_code': 234881027, 'n': 977, 'trace_an': -12537361145705977662}
  • id: 3840585
    {'hecke_orbit_code': 234881027, 'n': 983, 'trace_an': -18396640167476237976}
  • id: 3840586
    {'hecke_orbit_code': 234881027, 'n': 991, 'trace_an': -34306388283336427528}
  • id: 3840587
    {'hecke_orbit_code': 234881027, 'n': 997, 'trace_an': -57245767419897960202}