Embedded newform data - 9.18.a.c.1.1

Formats: - HTML - YAML - JSON - 2026-09-07T03:21:04.917887

• 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': 2916, 'analytic_conductor': 16.48998786101037, 'analytic_rank': 0, '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': [9, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 14569, 'field_disc_factorization': [[17, 1], [857, 1]], 'field_poly': [-3642, -1, 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, [-42912, 594, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730889, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '9.18.a.c', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.18.a.b', 'nf_label': '2.2.14569.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-297-\\beta )q^{2}+(88258+594\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.18.a', 'trace_display': [-594, 0, -382860, 24471568], 'trace_hash': 373295173150682217, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.932', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '8.828', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '55.839', 'prec': 17}], 'trace_zratio': 0, 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8173915778266875904120544, 11782513022528503795795884, 0, 25831637862819964887072240, 5392934051677425929411604, 0, 1540196068986334933685872, 3180944241978301643537088, 0, -2822022124282421523777600, -4153102088811040753702776, 0, -16148932536751130232292100, -12644402009382020470500720, 0, -2004386523897078684564608, -2980647045598315696065540, 0, 10950780020854649194406880, 11323903013828857794729024, 0, 14582796755934667163545224, 2040671275876924823314800, 0, -13287575352807216284388274, -9672093452503978207693740, 0, 9034175876433559720534864, 9998293784588654576176620, 0, -5375092728603620912567216, 11001321205234088701869216, 0, -5875702976809353387788100, -22373689798655487196199712, 0, 9358528438881644976994348, 653115063002843589030432, 0, -10673817604443332232859296, -4401888314977778787175860, 0, -3452636527247916821117000, 25484014930363466650161120, 0, -19595811842042514358006944, 11708609045308338290575680, 0, -11259255981584457364403160, 8734765030067313331518204, 0, 1261610167409614421814272, 1180365890213104015132800, 0, 4668080683107376970964848, -41474595353464962287085168, 0, 34834747255775121967312320, -21515138958411145087128000, 0, 17385737558972689109394268, -4375735600827067941037680, 0, 4700439189986332406613120, 16845480180963164611955484, 0, 5031343557553215960884200, -18708521175948669842489328, 0, -22307166989901535363208136, -6313158618114785512466160, 0, 3059302375720360670357504, -22701978397808211764849400, 0, -25603005191704082919849344, 13074285080914292630431872, 0, -2572117689250459419354000, -11500257458399983797888000, 0, -41058548767774822315970268, 3169290361287506275797120, 0, 7186812768441281497484952, -7003255414225507149989232, 0, 3869910561108231232906896, 27322163308978079513084280, 0, 10547942539398637878777880, 10987155742427457886879344, 0, 2911270369856985099120960, -1420259709937832097025824, 0, 20219700177560154950924256, 24842548042457373966179916, 0, -30651655169344528625014376, -1805050790018796547838016, 0, 23589026417241079868991280, 87609397175255284989897600, 0, 41155567183790561009327868, -15596629749789734542244832, 0, -10949420977660163803258700, -37197104316786230452197408, 0, -9736034493343037813190720, 33256614302561744472475836, 0, -19590043015923861604714008, -44616150495782972350224552, 0, 26708377685181082757905896, 4579429734531741708764640, 0, 423377320297138830834772, -233007305831795747668032, 0, 75115605484513541069228160, 11332160120246058703844388, 0, 6279537367385826679685088, -24912640588858094461017024, 0, -30278784994665431281532640, 28032737597199946706754456, 0, 31891539509911350294739736, -22463408210061604100751000, 0, -8140127437382624612691840, 26561159261385183399749004, 0, -62729091489036522280769280, -57610785335769330543400896, 0, 12658884349787515008158400, 4344238732195048387526496, 0, -34287249461262372014365758, 43189719587090086891808664, 0, -34360425750112666422548792, -71945188026394035223842840, 0, -51329867085462811216924784, 38253840237560149953208920, 0, -85186045619843338880309160, -42171162623277809939200152, 0, 11129433060779359693795520, 6999204953978430611262768, 0, 70098858544117145256615904, -3430095035845617232444836, 0, -7272028445761830555539856, -21574067139985725976074840, 0, 53636806785684085966369944, 10411562958904023100696656, 0, 60038394173245065163223880, -16417829298188215330295544, 0, -62049059934039364392039328, -75905622393096417227989056, 0, -18550846810793472720443456, -26706873541163657494219776, 0, 4386398568065760819328128, -48134435182611748134991200, 0, 51837817985580151972393804, 101802757633765426024358616, 0, 58712942491271416174860000], 'weight': 18, '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], [-1.8205412543106616, 0.0], [0.0, 0.0], [2.314370458647037, 0.0], [1.2401017592676762, 0.0], [0.0, 0.0], [0.10480750921534976, 0.0], [-2.392865643414156, 0.0], [0.0, 0.0], [-2.257656412290033, 0.0], [0.6292736015793196, 0.0], [0.0, 0.0], [-0.8448568900362279, 0.0], [-0.19080639428808907, 0.0], [0.0, 0.0], [2.041940161211059, 0.0], [0.8648444079198586, 0.0], [0.0, 0.0], [1.1117730333282902, 0.0], [2.870054877365329, 0.0], [0.0, 0.0], [-1.1456185519238018, 0.0], [-1.7123012696443212, 0.0], [0.0, 0.0], [0.5378523733387854, 0.0], [1.5380968222995588, 0.0], [0.0, 0.0], [0.24256340317238256, 0.0], [0.3646048961794047, 0.0], [0.0, 0.0], [0.6920464381014043, 0.0], [-1.32457065890434, 0.0], [0.0, 0.0], [-1.5744849231779807, 0.0], [0.1299719765624184, 0.0], [0.0, 0.0], [1.2332567442430264, 0.0], [-2.0240286726042545, 0.0], [0.0, 0.0], [-2.9673968940890747, 0.0], [0.6513140837765542, 0.0], [0.0, 0.0], [1.282681578702274, 0.0], [1.4563722339016025, 0.0], [0.0, 0.0], [3.1173151011960107, 0.0], [0.9928111785826531, 0.0], [0.0, 0.0], [-0.9890153860120744, 0.0], [-0.9791824343921587, 0.0], [0.0, 0.0], [-1.9553118280842539, 0.0], [0.31090652474083275, 0.0], [0.0, 0.0], [0.7803633003792209, 0.0], [-0.250790287973223, 0.0], [0.0, 0.0], [-0.6637782550182619, 0.0], [0.08697529849728719, 0.0], [0.0, 0.0], [0.9175027171877661, 0.0], [-1.2598990904623562, 0.0], [0.0, 0.0], [0.36949536757374746, 0.0], [-1.0477085156633437, 0.0], [0.0, 0.0], [-0.5590460571382684, 0.0], [2.0015703490158083, 0.0], [0.0, 0.0], [-0.23661934523618114, 0.0], [1.1348559374291185, 0.0], [0.0, 0.0], [-1.8897916740727183, 0.0], [-2.245194780051282, 0.0], [0.0, 0.0], [2.5730546650554023, 0.0], [0.06595259879650087, 0.0], [0.0, 0.0], [0.9458240198614909, 0.0], [2.5322135862371566, 0.0], [0.0, 0.0], [-1.1857441590287674, 0.0], [0.6963478496009282, 0.0], [0.0, 0.0], [1.0724950717542283, 0.0], [-2.3351747301718175, 0.0], [0.0, 0.0], [-1.5057671815266418, 0.0], [1.0173431454117687, 0.0], [0.0, 0.0], [-0.08854734628812369, 0.0], [-3.9628994747686312, 0.0], [0.0, 0.0], [-1.8074537083505096, 0.0], [1.3787116945367734, 0.0], [0.0, 0.0], [1.417334694026119, 0.0], [1.800543311382965, 0.0], [0.0, 0.0], [1.2447896439684822, 0.0]], 'angles': [-0.43206326950344387, None, -0.14355597203000323, -0.2416558613943312, -0.19905864114487484, -0.31941111272727185, -0.17882950614549037, -0.1561894511780796, -0.4135752371509757, -0.22082250081237462, -0.19376591840569704, -0.14424906605078086, -0.19720725995347177, -0.13918924557250292, -0.16732644648884823, -0.225158097438798, -0.24307654224240158, -0.17414843259942858, -0.2950881656503419, -0.15396926601686953, -0.4469186353719136, -0.17160142210388452, -0.19340093109575962, -0.16506837690243756, -0.12464836053614403, -0.342107924003039, -0.2735369034853342, -0.22487173868400426, -0.09748802925090573, -0.24703151592775102, -0.3297185090903222, -0.22821603983405417, -0.42735053633559333, -0.1976015127634104, -0.19721806267546999, -0.17827990531011398, -0.3116818544914974, -0.26443094384096755, -0.2901097362157555, -0.24479796610868285, -0.24109713398052873, -0.29509184957300266, -0.3573679858123899, -0.27532887804104655, -0.2474461977194134, -0.21850393993582637, -0.1997948758247379, -0.3502194304147207, -0.2259989778807966, -0.27529771596465025, -0.3386544256170386, -0.3303101926507832, -0.28234512269912504, -0.19495037742283905, -0.3871133455461168, -0.1229054576924282, -0.2090951060813732, -0.3164704566142863, -0.11487535981201785, -0.26327392997229015, -0.2012301125248199, -0.27334795425378705, -0.08054271659077882, -0.29950738582066294, -0.38523562448355697, -0.456699968739044, -0.2560234976345628, -0.3774909564147182, -0.24611682295289142, -0.3229306754444458, -0.3115432548464215, -0.04706830337445903, -0.05130542236171154, -0.17372532839678298, -0.39456329641692744, -0.2506633014599232, -0.28021834128929635, -0.20739827694013288, -0.26264001004638654, -0.3381812019809359, -0.33608920934409486, -0.19386775322473163, -0.13879283716582888, -0.29394666557622495, -0.23267204972171704, -0.17112171840275459, -0.05496650201240397, -0.335215632098284, -0.3675356500062786, -0.15530021895196652, -0.31353516628605405, -0.2854968665750496, -0.2662691020603804, -0.34258167861586014, -0.4349794218218308, -0.4255036631657378, -0.2998826674361155, -0.251716614349899, -0.2569331883497945, -0.186764719897135], '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': 60.85105632878351, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730889, 'label': '9.18.a.c.1.1', 'level': 9, 'weight': 18}
• 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': [2, 4], 'ALdims_eis_new': [0, 1], 'ALdims_eis_old': [2, 1], 'ALdims_old': [5, 4], 'Nk2': 2916, 'analytic_conductor': 16.48998786101037, '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': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 6, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989897, 'hecke_orbit_dims': [1, 1, 2, 2], 'label': '9.18.a', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 19, 'mf_new_dim': 7, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 18, 'trace_bound': 2, 'trace_display': [-270, 0, 806544, 6458160], 'traces': [6, -270, 0, 234708, 806544, 0, 6458160, -76566600, 0, -374481036, 923799384, 0, -2296007700, 6391587312, 0, 4085718288, 84518474760, 0, -62355388344, 651425563656, 0, -496342340280, 724535089920, 0, -155397346734, 2916102914172, 0, -74759048160, -1799242747776, 0, 3748330542720, -20367629690400, 0, 3286200129084, -31901492535120, 0, 37848820569060, -69673042158840, 0, -72386049129552, 49852612514376, 0, -34027022273640, 251638092507024, 0, 219822902095824, 505557230796720, 0, -424989443622474, 122797506379086, 0, -400769546611560, 355160088780480, 0, 556455745858896, -1475076076084800, 0, 449915591780100, -1497422030520312, 0, 1522569427205844, -7045407610135200, 0, 1702525901416512, 14827467465792, 0, -2052350804175000, 3145105961728920, 0, -867144826576800, 21202162848708192, 0, -17131224427726380, -7647379891364628, 0, 18434654480975376, 32541109248013920, 0, -10634113244496768, 543351843727776, 0, -4473418054179060, 43230229439974920, 0, 18905975942078592, -138915358987224456, 0, 15032539537999200, 2744379883963512, 0, -2296075661688576, 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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: 40537438
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730889, 'source_is_minimal': False, 'source_label': '9.18.a.c.1.1', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199556730889, 'target_is_minimal': False, 'target_label': '9.18.a.c.1.1', 'target_level': 9, 'twist_class_label': '3.18.a.b.1.2', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 40537439
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730889, 'source_is_minimal': False, 'source_label': '9.18.a.c.1.1', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599929360387, 'target_is_minimal': True, 'target_label': '3.18.a.b.1.2', 'target_level': 3, 'twist_class_label': '3.18.a.b.1.2', 'twist_class_level': 3, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 40537440
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730889, 'source_is_minimal': False, 'source_label': '9.18.a.c.1.1', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197693583408, 'target_is_minimal': False, 'target_label': '48.18.a.h.1.1', 'target_level': 48, 'twist_class_label': '3.18.a.b.1.2', 'twist_class_level': 3, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 18}
  • id: 40537441
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730889, 'source_is_minimal': False, 'source_label': '9.18.a.c.1.1', 'source_level': 9, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007268276207691, 'target_is_minimal': False, 'target_label': '75.18.b.c.49.4', 'target_level': 75, 'twist_class_label': '3.18.a.b.1.2', 'twist_class_level': 3, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 40537442
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730889, 'source_is_minimal': False, 'source_label': '9.18.a.c.1.1', 'source_level': 9, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007268276207691, 'target_is_minimal': False, 'target_label': '75.18.b.c.49.1', 'target_level': 75, 'twist_class_label': '3.18.a.b.1.2', 'twist_class_level': 3, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 18}
  • id: 40537443
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730889, 'source_is_minimal': False, 'source_label': '9.18.a.c.1.1', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599929360459, 'target_is_minimal': False, 'target_label': '75.18.a.b.1.1', 'target_level': 75, 'twist_class_label': '3.18.a.b.1.2', 'twist_class_level': 3, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 38350
    {'charpoly_factorization': [[[-42912, 594, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 2}
  • id: 38351
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199556730889, 'p': 3}
  • id: 38352
    {'charpoly_factorization': [[[-1587996193500, 382860, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 5}
  • id: 38353
    {'charpoly_factorization': [[[36563624964160, -24471568, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 7}
  • id: 38354
    {'charpoly_factorization': [[[241662899580669072, -987553512, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 11}
  • id: 38355
    {'charpoly_factorization': [[[85826630199297988, 2519398244, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 13}
  • id: 38356
    {'charpoly_factorization': [[[234781594617081830724, -34313126364, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 17}
  • id: 38357
    {'charpoly_factorization': [[[-185234520277889694320, -80053542184, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 19}
  • id: 38358
    {'charpoly_factorization': [[[-222412635685819130166720, 297228742704, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 23}
  • id: 38359
    {'charpoly_factorization': [[[-502734177663602624512380, -470374069572, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 29}
  • id: 38360
    {'charpoly_factorization': [[[376073386682108523443200, -3400754454592, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 31}
  • id: 38361
    {'charpoly_factorization': [[[-413610177451119192548099420, -10652012180428, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 37}
  • id: 38362
    {'charpoly_factorization': [[[2666589765699308594999488740, -113376799448748, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 41}
  • id: 38363
    {'charpoly_factorization': [[[-3605412239982138048161680496, -61637031489880, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 43}
  • id: 38364
    {'charpoly_factorization': [[[19055553710579005582938491136, -279645641926560, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 47}
  • id: 38365
    {'charpoly_factorization': [[[54965175144381085457532216420, -530964038611476, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 53}
  • id: 38366
    {'charpoly_factorization': [[[-179080275397350121743603037680, 1727524231086456, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 59}
  • id: 38367
    {'charpoly_factorization': [[[1937726483198503748375663473156, -2784287656027900, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 61}
  • id: 38368
    {'charpoly_factorization': [[[2733616113184466986354889000464, 3329301676696184, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 67}
  • id: 38369
    {'charpoly_factorization': [[[45166429353916529613725667660864, -13489402206504816, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 71}
  • id: 38370
    {'charpoly_factorization': [[[-175242316299457817977086373843100, -436589918136724, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 73}
  • id: 38371
    {'charpoly_factorization': [[[-106848883990011720062065941804800, -4376041565214880, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 79}
  • id: 38372
    {'charpoly_factorization': [[[365757457501467273571999574646672, -39886442265612888, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 83}
  • id: 38373
    {'charpoly_factorization': [[[-1690885178941200888313319251706460, 6972184096107444, 1], 1]], 'hecke_orbit_code': 9007199556730889, 'p': 89}
  • id: 38374
    {'charpoly_factorization': [[[8114017702591983179536147275888004, -183569555712460996, 1], 1]], 'hecke_orbit_code': 9007199556730889, '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': 3, 'label': '9.18.a.c', 'level': 9, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 29370697
    {'hecke_orbit_code': 9007199556730889, 'n': 1, 'trace_an': 2}
  • id: 29370698
    {'hecke_orbit_code': 9007199556730889, 'n': 2, 'trace_an': -594}
  • id: 29370699
    {'hecke_orbit_code': 9007199556730889, 'n': 3, 'trace_an': 0}
  • id: 29370700
    {'hecke_orbit_code': 9007199556730889, 'n': 4, 'trace_an': 176516}
  • id: 29370701
    {'hecke_orbit_code': 9007199556730889, 'n': 5, 'trace_an': -382860}
  • id: 29370702
    {'hecke_orbit_code': 9007199556730889, 'n': 6, 'trace_an': 0}
  • id: 29370703
    {'hecke_orbit_code': 9007199556730889, 'n': 7, 'trace_an': 24471568}
  • id: 29370704
    {'hecke_orbit_code': 9007199556730889, 'n': 8, 'trace_an': -130340232}
  • id: 29370705
    {'hecke_orbit_code': 9007199556730889, 'n': 9, 'trace_an': 0}
  • id: 29370706
    {'hecke_orbit_code': 9007199556730889, 'n': 10, 'trace_an': -809382420}
  • id: 29370707
    {'hecke_orbit_code': 9007199556730889, 'n': 11, 'trace_an': 987553512}
  • id: 29370708
    {'hecke_orbit_code': 9007199556730889, 'n': 12, 'trace_an': 0}
  • id: 29370709
    {'hecke_orbit_code': 9007199556730889, 'n': 13, 'trace_an': -2519398244}
  • id: 29370710
    {'hecke_orbit_code': 9007199556730889, 'n': 14, 'trace_an': 435565296}
  • id: 29370711
    {'hecke_orbit_code': 9007199556730889, 'n': 15, 'trace_an': 0}
  • id: 29370712
    {'hecke_orbit_code': 9007199556730889, 'n': 16, 'trace_an': 50611323920}
  • id: 29370713
    {'hecke_orbit_code': 9007199556730889, 'n': 17, 'trace_an': 34313126364}
  • id: 29370714
    {'hecke_orbit_code': 9007199556730889, 'n': 18, 'trace_an': 0}
  • id: 29370715
    {'hecke_orbit_code': 9007199556730889, 'n': 19, 'trace_an': 80053542184}
  • id: 29370716
    {'hecke_orbit_code': 9007199556730889, 'n': 20, 'trace_an': 514526095080}
  • id: 29370717
    {'hecke_orbit_code': 9007199556730889, 'n': 21, 'trace_an': 0}
  • id: 29370718
    {'hecke_orbit_code': 9007199556730889, 'n': 22, 'trace_an': -259702850088}
  • id: 29370719
    {'hecke_orbit_code': 9007199556730889, 'n': 23, 'trace_an': -297228742704}
  • id: 29370720
    {'hecke_orbit_code': 9007199556730889, 'n': 24, 'trace_an': 0}
  • id: 29370721
    {'hecke_orbit_code': 9007199556730889, 'n': 25, 'trace_an': 1796695260350}
  • id: 29370722
    {'hecke_orbit_code': 9007199556730889, 'n': 26, 'trace_an': 1635537155076}
  • id: 29370723
    {'hecke_orbit_code': 9007199556730889, 'n': 27, 'trace_an': 0}
  • id: 29370724
    {'hecke_orbit_code': 9007199556730889, 'n': 28, 'trace_an': -2416139220704}
  • id: 29370725
    {'hecke_orbit_code': 9007199556730889, 'n': 29, 'trace_an': 470374069572}
  • id: 29370726
    {'hecke_orbit_code': 9007199556730889, 'n': 30, 'trace_an': 0}
  • id: 29370727
    {'hecke_orbit_code': 9007199556730889, 'n': 31, 'trace_an': 3400754454592}
  • id: 29370728
    {'hecke_orbit_code': 9007199556730889, 'n': 32, 'trace_an': -5026499631648}
  • id: 29370729
    {'hecke_orbit_code': 9007199556730889, 'n': 33, 'trace_an': 0}
  • id: 29370730
    {'hecke_orbit_code': 9007199556730889, 'n': 34, 'trace_an': -15780403538748}
  • id: 29370731
    {'hecke_orbit_code': 9007199556730889, 'n': 35, 'trace_an': -31801338154080}
  • id: 29370732
    {'hecke_orbit_code': 9007199556730889, 'n': 36, 'trace_an': 0}
  • id: 29370733
    {'hecke_orbit_code': 9007199556730889, 'n': 37, 'trace_an': 10652012180428}
  • id: 29370734
    {'hecke_orbit_code': 9007199556730889, 'n': 38, 'trace_an': -54393717084264}
  • id: 29370735
    {'hecke_orbit_code': 9007199556730889, 'n': 39, 'trace_an': 0}
  • id: 29370736
    {'hecke_orbit_code': 9007199556730889, 'n': 40, 'trace_an': -98377731579600}
  • id: 29370737
    {'hecke_orbit_code': 9007199556730889, 'n': 41, 'trace_an': 113376799448748}
  • id: 29370738
    {'hecke_orbit_code': 9007199556730889, 'n': 42, 'trace_an': 0}
  • id: 29370739
    {'hecke_orbit_code': 9007199556730889, 'n': 43, 'trace_an': 61637031489880}
  • id: 29370740
    {'hecke_orbit_code': 9007199556730889, 'n': 44, 'trace_an': 67200775334352}
  • id: 29370741
    {'hecke_orbit_code': 9007199556730889, 'n': 45, 'trace_an': 0}
  • id: 29370742
    {'hecke_orbit_code': 9007199556730889, 'n': 46, 'trace_an': 446377123388592}
  • id: 29370743
    {'hecke_orbit_code': 9007199556730889, 'n': 47, 'trace_an': 279645641926560}
  • id: 29370744
    {'hecke_orbit_code': 9007199556730889, 'n': 48, 'trace_an': 0}
  • id: 29370745
    {'hecke_orbit_code': 9007199556730889, 'n': 49, 'trace_an': 60469362475890}
  • id: 29370746
    {'hecke_orbit_code': 9007199556730889, 'n': 50, 'trace_an': -180203550461550}
  • id: 29370747
    {'hecke_orbit_code': 9007199556730889, 'n': 51, 'trace_an': 0}
  • id: 29370748
    {'hecke_orbit_code': 9007199556730889, 'n': 52, 'trace_an': -749398920924104}
  • id: 29370749
    {'hecke_orbit_code': 9007199556730889, 'n': 53, 'trace_an': 530964038611476}
  • id: 29370750
    {'hecke_orbit_code': 9007199556730889, 'n': 54, 'trace_an': 0}
  • id: 29370751
    {'hecke_orbit_code': 9007199556730889, 'n': 55, 'trace_an': -307321280077680}
  • id: 29370752
    {'hecke_orbit_code': 9007199556730889, 'n': 56, 'trace_an': -565580346246720}
  • id: 29370753
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  • id: 29370760
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  • id: 29370763
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  • id: 29370766
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  • id: 29370767
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  • id: 29370768
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  • id: 29370769
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  • id: 29370770
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  • id: 29370771
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  • id: 29370772
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  • id: 29370775
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  • id: 29370778
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  • id: 29370780
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  • id: 29370781
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  • id: 29370782
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  • id: 29370783
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  • id: 29370784
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  • id: 29370785
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  • id: 29370786
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  • id: 29370787
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  • id: 29370788
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  • id: 29370789
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  • id: 29370790
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  • id: 29370791
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  • id: 29370792
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  • id: 29370793
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  • id: 29370794
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  • id: 29370795
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  • id: 29370796
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