Embedded newform data - 14.14.a.b.1.1

Formats: - HTML - YAML - JSON - 2026-05-10T06:17:00.165090

• 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': 2744, 'analytic_conductor': 15.012330053267778, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -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': [14, 1, [3], [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': [[3, [1026, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251534, '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': '14.14.a.b', 'level': 14, '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, 7], 'level_radical': 14, 'minimal_twist': '14.14.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{6}q^{2}-1026q^{3}+2^{12}q^{4}+4320q^{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': '14.14.a', 'trace_display': [64, -1026, 4320, 117649], 'trace_hash': 1941477246568668521, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.988', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 64, -1026, 4096, 4320, -65664, 117649, 262144, -541647, 276480, -8787312, -4202496, -20420932, 7529536, -4432320, 16777216, 1719462, -34665408, -109702942, 17694720, -120707874, -562387968, -646760160, -268959744, -1202040725, -1306939648, 2191505220, 481890304, 728867274, -283668480, 1028049116, 1073741824, 9015782112, 110045568, 508243680, -2218586112, 14229390962, -7020988288, 20951876232, 1132462080, 44544458406, -7725303936, -54689828968, -35992829952, -2339915040, -41392650240, 47868325716, -17213423616, 13841287201, -76930606400, -1764168012, -83644137472, -169986882858, 140256334080, -37961187840, 30840979456, 112555218492, 46647505536, -300765540198, -18154782720, 369996272360, 65795143424, -63724227903, 68719476736, -88218426240, 577010055168, -787010801908, 7042916352, 663575924160, 32527595520, 559441472256, -141989511168, 121137579650, 910681021568, 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-952585538520279552, -1029481871895901440, 1056065116683386880, 8688954254978459954, -2806212224095055872, -5831048681282257920, -124234421879439360, 3797002487494570446, 6128290239940896768, -804234063549687694, 899124780637323264, -4023394994508480, 2541029483390664960, 6141912644326624536, -288793326105133056, 4024661108793915758, -285830130444042240, 5582543313192621660, -3269297533611089920, 1219051064934675192, 1895845234625938944, -1235756904732249100, 2962965974008463360, -1717599531337834788, -2188682475250663296, -4886658136934830452, 370737583399895040, -4915986762452815872, -71173089166970880, 1597316435658170280, 232218265089212416, 1431058161515011200, 4341218245838472960, -10120608013983587446, 3266004610878529536, -4234855053290776704, 80297197534494720, -2733095277373415514, 1247706135360700416, -7555668718117039520, -1961138080913705728, 753436260629170560, 71026437594497024, -6891526132912691340, 847488569623379712, 82307767072284792, -1290681400583782400, 3263921084345987610, 4449365233509739392, -1064473707309400800, 3307409746975162368, -328711763795788800, -1343598149791751168, 2796673945233775896, 4493433291763875840, -11164429876009755354, -382903811225118720, 8007682110815464994, 351234072243511296, -9224484491329240032, -8002438268996745216, -1336962629910758400, -29597827797614592, 5999635135266423856, -7426939557175657600, 1301308124759665596, 788201719045816320, 8203244618168343894, -3157281494757570816, -8646774991842485416, 3001784456944025600, -10837337266350511200, -2264624962480288128, 6187226858611033356, 1434893108770897920, -9341554851179698984, -1096272397130158080, 6835090132598381172, -1403315761501437952, 23799567373205862, 8530485430927235328, 81917680200370560, 3948519336640118784, 2252975004130385520, 8963336160134283648, 5159412643664498604, -136697090062417920, -9729381209850411113, -6176143277181066880, -2170185790838614452, -5232015140757127168, 493082022915522720, -1659375041222032128, 5022922881732198037, -2851906650875363328, 8367840202414208364, -132279254341756800, -9203003175285673920, -2351050549389950976, 665104898125244780, 2785900252600424960, 256695563918047680, 7546475952234037248, 16155143668013460750, -11783083099901976576, -4545414035794059826, -967721210436648960, -5376866872669688844, -9685342701893036544, 6026090600154402312, 2353110812228321280, 2220622940033320320, 12623061239452770176, 10159063641903241818, 495406901036171264, -2552070773514307968, -206756671737323520, 16071494069028738256, -1791984074281713664, -6122137569136665930, 4540895508505006080, -1231344250021368000, -509080193928806400, -2942760373318168582, -3445005741744365056, 13442817619213257744, -636883048008253440, 7227141945146149194, -479813868067843008, -8750726772979308892, -143822915905880064, 1333089119130399360, 9947442852866078976, 18654481979660075004, -3827133350415433728, -10979946674567595088, -1666046154414182400, 12169760037703343568, -6187550326626156544, -5251296159659456472, -8312413712954588928, -598480788403520640, 517425773984874496, -13550838824108517120, 16160129118636762240, 749311356717029784, 2666830858543411200, -292285985572782396, -25051267448610859008, 6601492984150894032, -6089848008837955584, -3800987427261548160, 15648124452817701888, 16630628343219644444, -15506752857646620672, -9284418724762069920, -664243816237424640, 6962836095648712176, 1888363212567478272, 34842620046913352352, -16368132996911536768, -1639941877906675200, -9030912286013538304, -7778082136401232110, 241165436709864960, -6186314603272726024, -732431356054732800, -9731133565504835652, -570230904324119808, -11424316262919662592, 4344617982749442048, -17104307428270927450, 12886187063875063808, -6202345068932955300, 782615276238667776, -19678057563562476378, -291625130101063680, -1518429927016645342, 1057840878694539264, -6187069666280230992, 6493861596785202816, -65272819965742080, 2899558152274968576, 13369550642361123266, -5925826165355154688, -16055325464356199340, 847016620413419520, 38508618671336182344, -21752084055028170240, -28809581045777904960, -5046008433258528768, 1113818677752009600, 30756901783581057024, -7960554411010165752, -1220517402524319744, -2473742276677233800, 8439513851924028800, -10776620801832799212, 53029892217372672, -3649915779748828182, 5892664648920776064, 948295667078426880, 18127001835060953088, 6571308530951402688, 9222446915631136512, 5656844093822085906, -304586711126507520, -23360661312536661135, -18596955215130661376, -15592674484633291524, -10205138566740090880, -3448087242480446400, 4996418809695989760, -15521590767886514176, 11192012647016169472, 193534421098691304, 3125003175712051200, -16262528879268016806, -8491151625821577216, -15283916308223049298, 21312452519187055616, -25185008496023548200, 6207507380578549760, 30475360382471664378, 20321831974643527680, 52951632542092006560, 244917701461278720, 3702632133035535282, 9075386739596835072, -37730356697412192132, -11980666129496408064, 3444614238035949120, 80208613163941632, -5778083829117887784, 9176007961730842624, 35371202533716314880, 1315940064638238720, 27324713659225854800, 1103859332975427584, -35820655076783582640, 4212334705244553216, 74910695900446080, 16663340436378402816, 60441954122917038248, -24620978984823438592, 31183784570643821640, -2743665539678208000], 'weight': 14, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.7071067811865476, 0.0], [-0.81256704552614, 0.0], [0.5, 0.0], [0.12364561488382837, 0.0], [-0.5745716680602516, 0.0], [0.37796447300922725, 0.0], [0.3535533905932738, 0.0], [-0.33973479652492, 0.0], [0.08743065274833535, 0.0], [-1.4955591460549862, 0.0], [-0.40628352276307, 0.0], [-1.1733937460030075, 0.0], [0.2672612419124244, 0.0], [-0.10047035197841533, 0.0], [0.25, 0.0], [0.017277249042611673, 0.0], [-0.24022877842780285, 0.0], [-0.5349582240088069, 0.0], [0.061822807441914186, 0.0], [-0.30712147514695226, 0.0], [-1.057520013841043, 0.0], [-0.9109873065838779, 0.0], [-0.2872858340301258, 0.0], [-0.98471176192, 0.0], [-0.8297146748006119, 0.0], [1.0886243454008184, 0.0], [0.18898223650461363, 0.0], [0.22754194422652088, 0.0], [-0.07104326719213674, 0.0], [0.20804766890599402, 0.0], [0.1767766952966369, 0.0], [1.215242076719497, 0.0], [0.0122168599582795, 0.0], [0.04673364966946805, 0.0], [-0.16986739826246, 0.0], [0.9117486010663749, 0.0], [-0.3782725878481395, 0.0], [0.9534610894285137, 0.0], [0.043715326374167675, 0.0], [1.464531152918663, 0.0], [-0.21716767772442566, 0.0], [-1.3193548076113146, 0.0], [-0.7477795730274931, 0.0], [-0.04200671781375605, 0.0], [-0.6441653020603284, 0.0], [0.6477570686242655, 0.0], [-0.203141761381535, 0.0], [0.14285714285714285, 0.0], [-0.6962963643677851, 0.0], [-0.014038923209374296, 0.0], [-0.5866968730015037, 0.0], [-1.053470206398324, 0.0], [0.7697736567976852, 0.0], [-0.18491933020910203, 0.0], [0.1336306209562122, 0.0], [0.4346894235627472, 0.0], [0.1608964517669441, 0.0], [-0.9283035267452467, 0.0], [-0.05023517598920767, 0.0], [0.9195035728551895, 0.0], [0.14711191749348201, 0.0], [-0.12840768333143843, 0.0], [0.125, 0.0], [-0.14508499122538057, 0.0], [0.8593059132315789, 0.0], [-1.0629050627047432, 0.0], [0.008638624521305836, 0.0], [0.7402382642226776, 0.0], [0.03304568059087731, 0.0], [0.5182930574266625, 0.0], [-0.12011438921390143, 0.0], [0.09368720902383997, 0.0], [0.644703618551382, 0.0], [0.8001443270781742, 0.0], [-0.26747911200440344, 0.0], [-0.5652682244928027, 0.0], [0.6741988019324152, 0.0], [0.13441897331971592, 0.0], [0.030911403720957093, 0.0], [-0.5448454715052512, 0.0], [1.0355799094877391, 0.0], [-1.3312117980855853, 0.0], [-0.15356073757347613, 0.0], [0.002136256081374755, 0.0], [-0.9329247312530333, 0.0], [-0.18489308535341778, 0.0], [-0.5287600069205215, 0.0], [-1.2852519293847142, 0.0], [-0.029703235021496646, 0.0], [-0.44350114884034975, 0.0], [-0.45549365329193897, 0.0], [-0.16905267965154414, 0.0], [0.4580334157857379, 0.0], [-0.06614523854472973, 0.0], [-0.1436429170150629, 0.0], [1.3777501579693843, 0.0], [0.10101525445522108, 0.0], [0.5080934821759738, 0.0], [-0.49235588096, 0.0]], 'angles': [None, -0.31658773421856945, -0.2401543159962098, None, -0.38444000554641045, -0.3497859916110342, -0.24862510310508656, -0.2930953173130113, -0.32526861457775097, -0.23185349531651156, -0.2334140877466899, -0.17466332671213142, -0.1192314914013351, -0.36465354003511447, -0.19750654118475602, -0.338292008771256, -0.32682038732292124, -0.17396918917952814, -0.3391768031918094, -0.20827937162874727, -0.24254187950405193, -0.23929520850771693, -0.365913403102465, -0.36107753039253504, -0.12905242372367995, -0.10151718548700918, -0.1716825504974775, -0.06109853864856751, -0.28126868622615625, -0.33793736252971723, -0.47417595071463015, -0.34681266955328527, -0.19972653629916956, -0.3883519036365241, -0.17142835729871858, -0.40245934929853727, -0.07787359683129734, -0.3618273490117607, -0.24461594100756923, -0.12001850689292282, -0.2751548403766873, -0.44008651462215387, -0.22384894343022996, -0.34379973099247774, -0.16923587720705607, -0.24842488483220806, -0.33301102362706825, -0.31746066462004685, -0.4352004311756964, -0.33427941982189335, -0.241581405567512, -0.11063110288593396, -0.31715898962074984, -0.2959196761747527, -0.3502321988881165, -0.18717892379329792, -0.28519163995598035, -0.12893954603355606, -0.32305100564277095, -0.22954758558410393, -0.3282107768293648, -0.35339063174534113, -0.1976062407323774, -0.2197445100102815, -0.17206727303787267, -0.20305870286620772, -0.11985728679599825, -0.09662289207246248, -0.2761155630651802, -0.3355683348161571, -0.1269703915780449, -0.23493424953569975, -0.27686705062503275, -0.16687528802691803, -0.3120338043129658, -0.19792804700424602, -0.29024942584271096, -0.2814639061861472, -0.18145433530257818, -0.35500107972923206, -0.14107184232979206, -0.31939755585771284, -0.3462563450737584, -0.12227938938643461, -0.2787170497293159, -0.1687695106548389, -0.12041848998610047, -0.36401353325328395, -0.25344063597297795, -0.17123502305917263, -0.21366436147923928, -0.20606553900476154, -0.15432839408306578, -0.21333137335507063, -0.344168151785292, -0.10733166661571843, -0.39819797676257435, -0.31458902053838256, -0.29255024006690894, -0.24981038102797734], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251534, 'label': '14.14.a.b.1.1', 'level': 14, 'weight': 14}
• mf_newspaces •

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

  
  {'ALdims': [1, 2, 2, 1], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [4, 5, 4, 5], 'Nk2': 2744, 'analytic_conductor': 15.012330053267778, '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': [14, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 24, 'dim': 6, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 234881038, 'hecke_orbit_dims': [1, 1, 2, 2], 'label': '14.14.a', 'level': 14, '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, 7], 'level_radical': 14, 'mf_dim': 28, 'mf_new_dim': 6, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 28, 'trace_bound': 2, 'trace_display': [0, 2658, 75454, 0], 'traces': [6, 0, 2658, 24576, 75454, -159872, 0, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 34476110
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251534, 'source_is_minimal': True, 'source_label': '14.14.a.b.1.1', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599862251534, 'target_is_minimal': True, 'target_label': '14.14.a.b.1.1', 'target_level': 14, 'twist_class_label': '14.14.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
  • id: 34476111
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251534, 'source_is_minimal': True, 'source_label': '14.14.a.b.1.1', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 234881150, 'target_is_minimal': False, 'target_label': '126.14.a.a.1.1', 'target_level': 126, 'twist_class_label': '14.14.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 34476112
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251534, 'source_is_minimal': True, 'source_label': '14.14.a.b.1.1', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599862251632, 'target_is_minimal': False, 'target_label': '112.14.a.b.1.1', 'target_level': 112, 'twist_class_label': '14.14.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 14}
  • id: 34476113
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251534, 'source_is_minimal': True, 'source_label': '14.14.a.b.1.1', 'source_level': 14, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336928575586, 'target_is_minimal': False, 'target_label': '98.14.c.c.67.1', 'target_level': 98, 'twist_class_label': '14.14.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 34476114
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251534, 'source_is_minimal': True, 'source_label': '14.14.a.b.1.1', 'source_level': 14, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737301205090, 'target_is_minimal': False, 'target_label': '98.14.c.b.79.1', 'target_level': 98, 'twist_class_label': '14.14.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 14}
  • id: 34476115
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251534, 'source_is_minimal': True, 'source_label': '14.14.a.b.1.1', 'source_level': 14, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336928575586, 'target_is_minimal': False, 'target_label': '98.14.c.c.79.1', 'target_level': 98, 'twist_class_label': '14.14.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 14}
  • id: 34476116
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251534, 'source_is_minimal': True, 'source_label': '14.14.a.b.1.1', 'source_level': 14, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737301205090, 'target_is_minimal': False, 'target_label': '98.14.c.b.67.1', 'target_level': 98, 'twist_class_label': '14.14.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 14}
  • id: 34476117
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251534, 'source_is_minimal': True, 'source_label': '14.14.a.b.1.1', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799116992610, 'target_is_minimal': False, 'target_label': '98.14.a.d.1.1', 'target_level': 98, 'twist_class_label': '14.14.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 57850
    {'charpoly_factorization': [[[-64, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 2}
  • id: 57851
    {'charpoly_factorization': [[[1026, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 3}
  • id: 57852
    {'charpoly_factorization': [[[-4320, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 5}
  • id: 57853
    {'charpoly_factorization': [[[-117649, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 7}
  • id: 57854
    {'charpoly_factorization': [[[8787312, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 11}
  • id: 57855
    {'charpoly_factorization': [[[20420932, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 13}
  • id: 57856
    {'charpoly_factorization': [[[-1719462, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 17}
  • id: 57857
    {'charpoly_factorization': [[[109702942, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 19}
  • id: 57858
    {'charpoly_factorization': [[[646760160, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 23}
  • id: 57859
    {'charpoly_factorization': [[[-728867274, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 29}
  • id: 57860
    {'charpoly_factorization': [[[-1028049116, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 31}
  • id: 57861
    {'charpoly_factorization': [[[-14229390962, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 37}
  • id: 57862
    {'charpoly_factorization': [[[-44544458406, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 41}
  • id: 57863
    {'charpoly_factorization': [[[54689828968, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 43}
  • id: 57864
    {'charpoly_factorization': [[[-47868325716, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 47}
  • id: 57865
    {'charpoly_factorization': [[[169986882858, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 53}
  • id: 57866
    {'charpoly_factorization': [[[300765540198, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 59}
  • id: 57867
    {'charpoly_factorization': [[[-369996272360, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 61}
  • id: 57868
    {'charpoly_factorization': [[[787010801908, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 67}
  • id: 57869
    {'charpoly_factorization': [[[-559441472256, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 71}
  • id: 57870
    {'charpoly_factorization': [[[-121137579650, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 73}
  • id: 57871
    {'charpoly_factorization': [[[-290426785064, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 79}
  • id: 57872
    {'charpoly_factorization': [[[3965105603046, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 83}
  • id: 57873
    {'charpoly_factorization': [[[6025919250630, 1], 1]], 'hecke_orbit_code': 4503599862251534, 'p': 89}
  • id: 57874
    {'charpoly_factorization': [[[-11302818199190, 1], 1]], 'hecke_orbit_code': 4503599862251534, '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': 2, 'label': '14.14.a.b', 'level': 14, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19857810
    {'hecke_orbit_code': 4503599862251534, 'n': 1, 'trace_an': 1}
  • id: 19857811
    {'hecke_orbit_code': 4503599862251534, 'n': 2, 'trace_an': 64}
  • id: 19857812
    {'hecke_orbit_code': 4503599862251534, 'n': 3, 'trace_an': -1026}
  • id: 19857813
    {'hecke_orbit_code': 4503599862251534, 'n': 4, 'trace_an': 4096}
  • id: 19857814
    {'hecke_orbit_code': 4503599862251534, 'n': 5, 'trace_an': 4320}
  • id: 19857815
    {'hecke_orbit_code': 4503599862251534, 'n': 6, 'trace_an': -65664}
  • id: 19857816
    {'hecke_orbit_code': 4503599862251534, 'n': 7, 'trace_an': 117649}
  • id: 19857817
    {'hecke_orbit_code': 4503599862251534, 'n': 8, 'trace_an': 262144}
  • id: 19857818
    {'hecke_orbit_code': 4503599862251534, 'n': 9, 'trace_an': -541647}
  • id: 19857819
    {'hecke_orbit_code': 4503599862251534, 'n': 10, 'trace_an': 276480}
  • id: 19857820
    {'hecke_orbit_code': 4503599862251534, 'n': 11, 'trace_an': -8787312}
  • id: 19857821
    {'hecke_orbit_code': 4503599862251534, 'n': 12, 'trace_an': -4202496}
  • id: 19857822
    {'hecke_orbit_code': 4503599862251534, 'n': 13, 'trace_an': -20420932}
  • id: 19857823
    {'hecke_orbit_code': 4503599862251534, 'n': 14, 'trace_an': 7529536}
  • id: 19857824
    {'hecke_orbit_code': 4503599862251534, 'n': 15, 'trace_an': -4432320}
  • id: 19857825
    {'hecke_orbit_code': 4503599862251534, 'n': 16, 'trace_an': 16777216}
  • id: 19857826
    {'hecke_orbit_code': 4503599862251534, 'n': 17, 'trace_an': 1719462}
  • id: 19857827
    {'hecke_orbit_code': 4503599862251534, 'n': 18, 'trace_an': -34665408}
  • id: 19857828
    {'hecke_orbit_code': 4503599862251534, 'n': 19, 'trace_an': -109702942}
  • id: 19857829
    {'hecke_orbit_code': 4503599862251534, 'n': 20, 'trace_an': 17694720}
  • id: 19857830
    {'hecke_orbit_code': 4503599862251534, 'n': 21, 'trace_an': -120707874}
  • id: 19857831
    {'hecke_orbit_code': 4503599862251534, 'n': 22, 'trace_an': -562387968}
  • id: 19857832
    {'hecke_orbit_code': 4503599862251534, 'n': 23, 'trace_an': -646760160}
  • id: 19857833
    {'hecke_orbit_code': 4503599862251534, 'n': 24, 'trace_an': -268959744}
  • id: 19857834
    {'hecke_orbit_code': 4503599862251534, 'n': 25, 'trace_an': -1202040725}
  • id: 19857835
    {'hecke_orbit_code': 4503599862251534, 'n': 26, 'trace_an': -1306939648}
  • id: 19857836
    {'hecke_orbit_code': 4503599862251534, 'n': 27, 'trace_an': 2191505220}
  • id: 19857837
    {'hecke_orbit_code': 4503599862251534, 'n': 28, 'trace_an': 481890304}
  • id: 19857838
    {'hecke_orbit_code': 4503599862251534, 'n': 29, 'trace_an': 728867274}
  • id: 19857839
    {'hecke_orbit_code': 4503599862251534, 'n': 30, 'trace_an': -283668480}
  • id: 19857840
    {'hecke_orbit_code': 4503599862251534, 'n': 31, 'trace_an': 1028049116}
  • id: 19857841
    {'hecke_orbit_code': 4503599862251534, 'n': 32, 'trace_an': 1073741824}
  • id: 19857842
    {'hecke_orbit_code': 4503599862251534, 'n': 33, 'trace_an': 9015782112}
  • id: 19857843
    {'hecke_orbit_code': 4503599862251534, 'n': 34, 'trace_an': 110045568}
  • id: 19857844
    {'hecke_orbit_code': 4503599862251534, 'n': 35, 'trace_an': 508243680}
  • id: 19857845
    {'hecke_orbit_code': 4503599862251534, 'n': 36, 'trace_an': -2218586112}
  • id: 19857846
    {'hecke_orbit_code': 4503599862251534, 'n': 37, 'trace_an': 14229390962}
  • id: 19857847
    {'hecke_orbit_code': 4503599862251534, 'n': 38, 'trace_an': -7020988288}
  • id: 19857848
    {'hecke_orbit_code': 4503599862251534, 'n': 39, 'trace_an': 20951876232}
  • id: 19857849
    {'hecke_orbit_code': 4503599862251534, 'n': 40, 'trace_an': 1132462080}
  • id: 19857850
    {'hecke_orbit_code': 4503599862251534, 'n': 41, 'trace_an': 44544458406}
  • id: 19857851
    {'hecke_orbit_code': 4503599862251534, 'n': 42, 'trace_an': -7725303936}
  • id: 19857852
    {'hecke_orbit_code': 4503599862251534, 'n': 43, 'trace_an': -54689828968}
  • id: 19857853
    {'hecke_orbit_code': 4503599862251534, 'n': 44, 'trace_an': -35992829952}
  • id: 19857854
    {'hecke_orbit_code': 4503599862251534, 'n': 45, 'trace_an': -2339915040}
  • id: 19857855
    {'hecke_orbit_code': 4503599862251534, 'n': 46, 'trace_an': -41392650240}
  • id: 19857856
    {'hecke_orbit_code': 4503599862251534, 'n': 47, 'trace_an': 47868325716}
  • id: 19857857
    {'hecke_orbit_code': 4503599862251534, 'n': 48, 'trace_an': -17213423616}
  • id: 19857858
    {'hecke_orbit_code': 4503599862251534, 'n': 49, 'trace_an': 13841287201}
  • id: 19857859
    {'hecke_orbit_code': 4503599862251534, 'n': 50, 'trace_an': -76930606400}
  • id: 19857860
    {'hecke_orbit_code': 4503599862251534, 'n': 51, 'trace_an': -1764168012}
  • id: 19857861
    {'hecke_orbit_code': 4503599862251534, 'n': 52, 'trace_an': -83644137472}
  • id: 19857862
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  • id: 19858039
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  • id: 19858040
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  • id: 19858041
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  • id: 19858042
    {'hecke_orbit_code': 4503599862251534, 'n': 829, 'trace_an': -9341554851179698984}
  • id: 19858043
    {'hecke_orbit_code': 4503599862251534, 'n': 839, 'trace_an': 5159412643664498604}
  • id: 19858044
    {'hecke_orbit_code': 4503599862251534, 'n': 841, 'trace_an': -9729381209850411113}
  • id: 19858045
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  • id: 19858046
    {'hecke_orbit_code': 4503599862251534, 'n': 857, 'trace_an': 16155143668013460750}
  • id: 19858047
    {'hecke_orbit_code': 4503599862251534, 'n': 859, 'trace_an': -4545414035794059826}
  • id: 19858048
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  • id: 19858049
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  • id: 19858050
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  • id: 19858051
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  • id: 19858052
    {'hecke_orbit_code': 4503599862251534, 'n': 887, 'trace_an': 18654481979660075004}
  • id: 19858053
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  • id: 19858054
    {'hecke_orbit_code': 4503599862251534, 'n': 911, 'trace_an': 6962836095648712176}
  • id: 19858055
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  • id: 19858056
    {'hecke_orbit_code': 4503599862251534, 'n': 929, 'trace_an': -19678057563562476378}
  • id: 19858057
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  • id: 19858058
    {'hecke_orbit_code': 4503599862251534, 'n': 941, 'trace_an': 38508618671336182344}
  • id: 19858059
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  • id: 19858060
    {'hecke_orbit_code': 4503599862251534, 'n': 953, 'trace_an': -3649915779748828182}
  • id: 19858061
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  • id: 19858062
    {'hecke_orbit_code': 4503599862251534, 'n': 967, 'trace_an': -15521590767886514176}
  • id: 19858063
    {'hecke_orbit_code': 4503599862251534, 'n': 971, 'trace_an': -16262528879268016806}
  • id: 19858064
    {'hecke_orbit_code': 4503599862251534, 'n': 977, 'trace_an': 30475360382471664378}
  • id: 19858065
    {'hecke_orbit_code': 4503599862251534, 'n': 983, 'trace_an': -37730356697412192132}
  • id: 19858066
    {'hecke_orbit_code': 4503599862251534, 'n': 991, 'trace_an': 27324713659225854800}
  • id: 19858067
    {'hecke_orbit_code': 4503599862251534, 'n': 997, 'trace_an': 60441954122917038248}