Embedded newform data - 50.26.a.k.1.6

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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': 33800, 'analytic_conductor': 197.99838997612162, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -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': [50, 1, [27], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 1818445213985273294594891732362790421594221619079566917476432, 'field_disc_factorization': [[2, 4], [11, 1], [337, 1], [4898317, 1], [183239530742322589, 1], [34157933920053344760004247829047, 1]], 'field_poly': [-3018239644098422083113677808, -1479960352440847053525960, 180405425727179733780, 26487255863952, -27590779188, -2, 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, [47997561003883432668226052841548736, -602456820385913702282465513856, 1502885607639998242627440, 1452903674591134080, -2491466416860, -801416, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996709912626, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 324000000000000000000, 'hecke_ring_index_factorization': [[2, 20], [3, 4], [5, 18]], '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': '50.26.a.k', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.26.b.a', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{12}q^{2}+(133569+\\beta _{1})q^{3}+2^{24}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.26.a', 'trace_display': [-24576, 801416, 0, 34007705352], 'trace_hash': 1678375820760180762, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.101', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.732', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.405', 'prec': 17}, {'__RealLiteral__': 0, 'data': '90.196', 'prec': 20}, {'__RealLiteral__': 0, 'data': '47.667', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2160.235', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, -24576, 801416, 100663296, 0, -3282599936, 34007705352, -412316860416, 541468782118, 0, 9861544614312, 13445529337856, 30787386783696, -139295561121792, 0, 1688849860263936, 3432836939805312, -2217856131555328, 2007656488916520, 0, -28181710291014728, -40392886740221952, 135711886432707576, -55072888167858176, 0, -126105136266018816, 788054364552235760, 570554618354860032, -2926032031655504820, 0, 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• 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

  
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[0.16458355760642823, 0.0], [0.6810631499576572, 0.0], [0.3497073629986557, 0.0], [1.8106790117189469, 0.0], [0.0, 0.0], [-0.6653565079457339, 0.0], [-0.5438079429573532, 0.0], [-0.06242963392319631, 0.0], [-0.5105539095506073, 0.0], [0.0, 0.0], [-0.05186884561561654, 0.0], [-0.11041540217862475, 0.0], [-1.350293922482725, 0.0], [0.12522232751002033, 0.0], [0.0, 0.0], [-1.690836935139611, 0.0], [1.0049400509130217, 0.0], [-1.7113335454325218, 0.0], [-0.8513701715455122, 0.0], [0.0, 0.0], [-0.35654531473315676, 0.0], [-0.12838354505966357, 0.0], [-0.0908799551569208, 0.0], [-2.668477894504496, 0.0], [0.0, 0.0], [1.8770057806417921, 0.0], [0.13824465164667166, 0.0], [-0.8350188629307668, 0.0], [-0.02042246146014901, 0.0], [0.0, 0.0], [-0.9715491348787122, 0.0], [-1.5645688491129197, 0.0], [0.3632749371882324, 0.0], [-1.7267759343014175, 0.0], [0.0, 0.0]], 'angles': [None, -0.10213941968916149, None, -0.25777983899158796, -0.24169641042431092, -0.2702604216841555, -0.10518873503473164, -0.19174338970033966, -0.116624038750391, -0.2244764727545093, -0.3139379599903731, -0.44997381260300573, -0.11465754103300373, -0.4273026586484111, -0.18276398052797785, -0.14045594212025575, -0.16454193673820802, -0.2665401234162918, -0.28651515763872487, -0.2736047312118576, -0.20292961923584832, -0.13429242914514744, -0.35369901189638536, -0.1475226228656749, -0.1084212899646031, -0.1954613284834307, -0.16310956774944663, -0.2603798108016046, -0.3407169025564727, -0.36843732387485756, -0.18067135935254094, -0.30269210556497933, -0.19416290700399502, -0.19825705416107928, -0.1439758012983278, -0.2577648555525958, -0.2049591722835452, -0.14838300160355192, -0.09389630810328572, -0.24270311131931188, -0.373822512552513, -0.2794252828806437, -0.21926602785891638, -0.15938491039733296, -0.26995782613949165, -0.20029065106166172, -0.2005062679843435, -0.04069343580272201, -0.26275559930239023, -0.3585083372781411, -0.3024010304048371, -0.12154686198128864, -0.2526507066043061, 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-0.26494536246615114, -0.25931811366359586, -0.20690594093166503, -0.38641781124708513, -0.28458960783960685, -0.3442880030240871, -0.21794163476600262, -0.26360095035924597, -0.22299630271261492, -0.07363397821822618, -0.15270019966982953, -0.10182735489953684, -0.23170109621428242, -0.32621377444711086, -0.12704284405233263, -0.2604173321097725, -0.16799940658421283, -0.1946964894702688, -0.30397615406078526, -0.25879104807922493, -0.4134263200028445, -0.0561065627753186, -0.3929728157083364], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 6, 'embedding_m': 6, 'embedding_root_imag': 0.0, 'embedding_root_real': 134112.64677309612, 'hecke_orbit': 11, 'hecke_orbit_code': 45035996709912626, 'label': '50.26.a.k.1.6', 'level': 50, 'weight': 26}
• 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': [9, 11, 10, 10], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [35, 35, 36, 35], 'Nk2': 33800, 'analytic_conductor': 197.99838997612162, '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': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 181, 'dim': 40, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 436207666, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 4, 5, 5, 6, 6], 'label': '50.26.a', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 193, 'mf_new_dim': 40, 'num_forms': 12, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 195, 'trace_bound': 3, 'trace_display': [0, -650200, 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: 47153586
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 45035996709912626, 'source_is_minimal': False, 'source_label': '50.26.a.k.1.6', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 45035996709912626, 'target_is_minimal': False, 'target_label': '50.26.a.k.1.6', 'target_level': 50, 'twist_class_label': '10.26.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 26}
  • id: 47153587
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 45035996709912626, 'source_is_minimal': False, 'source_label': '50.26.a.k.1.6', 'source_level': 50, 'target_conrey_index': 9, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69155684362, 'target_is_minimal': True, 'target_label': '10.26.b.a.9.1', 'target_level': 10, 'twist_class_label': '10.26.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 26}
  • id: 47153588
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 45035996709912626, 'source_is_minimal': False, 'source_label': '50.26.a.k.1.6', 'source_level': 50, 'target_conrey_index': 9, 'target_dim': 12, 'target_embedding_index': 12, 'target_hecke_orbit_code': 69155684362, 'target_is_minimal': True, 'target_label': '10.26.b.a.9.12', 'target_level': 10, 'twist_class_label': '10.26.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 26}
  • id: 47153589
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 45035996709912626, 'source_is_minimal': False, 'source_label': '50.26.a.k.1.6', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596337283122, 'target_is_minimal': False, 'target_label': '50.26.a.l.1.1', 'target_level': 50, 'twist_class_label': '10.26.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 174350
    {'charpoly_factorization': [[[4096, 1], 6]], 'hecke_orbit_code': 45035996709912626, 'p': 2}
  • id: 174351
    {'charpoly_factorization': [[[47997561003883432668226052841548736, -602456820385913702282465513856, 1502885607639998242627440, 1452903674591134080, -2491466416860, -801416, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 3}
  • id: 174352
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 45035996709912626, 'p': 5}
  • id: 174353
    {'charpoly_factorization': [[[-95116862751439117419328947895455563607932662438415493173256256, -23275443381589495402037192036582635106404128839236992, 1527964998645055297339069756691726270582640, 154164237169472224234028265651840, -4303084221407183827740, -34007705352, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 7}
  • id: 174354
    {'charpoly_factorization': [[[678124073645214242308753190416690654121070401768603924474384836224919998464, -1922339765996836029574365860595436529535409557974002105515681792, 834510164276619903645637241666013593446039602589440, 406655893273913171591417570853071965440, -58904460056523766676378640, -9861544614312, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 11}
  • id: 174355
    {'charpoly_factorization': [[[-187280300828721740690611481925462286782266456271664128562365227733446079731958288384, -5915301104232220461660605626350028755118506252826443835924592062918656, 165190393224911646961820551805158996347734616537631491840, 931858965743503523825383559821304815610880, -25260987322195433143843221360, -30787386783696, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 13}
  • id: 174356
    {'charpoly_factorization': [[[50203596907930355133756923951407441954897062110807047858692653795197835291334205190610878464, -112897540463618471756966874697777645031743102140966965148426845486914618785792, 14661792007094275286310223800002901837688632245731917998653440, 71749014702760728735074675018838608869374525440, -19475040328109218165945041584640, -3432836939805312, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 17}
  • id: 174357
    {'charpoly_factorization': [[[411587616043186737316673490426481675261359371655363452304895121004629832130230341091508800000000, -177975894415899187679650828028489231302427725765939383222693131957405067168000000, 16497261967412224694641761274766040528427235849396035417584480000, 1924127008381306510629610508036791758924095520000, -298942379389659579309101846941200, -2007656488916520, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 19}
  • id: 174358
    {'charpoly_factorization': [[[-475661650180902279888709215533735357213518060023993760121810769964980248888352881380020100930780887104, -26767505257712707944891337827347289883804646473286835655001691233157828357440859478656, 376379098763091665163846011975799323697739419690934864483810536413040, 4530795769498365253380425818821383559273818655044480, -39807947535125804366970376982556060, -135711886432707576, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 23}
  • id: 174359
    {'charpoly_factorization': [[[4913905125511515790495959078844543080819051246888464878519396412454014853001141790979210737288068895577000000, 4329394553993026412747213812231679014464209478148190446684297098192295834768260274053000000, -11029487569499806011819574597935745161584353716963531995556229519130250000, -15059325173525669768137195669624512421534905540371172000, -2671085656301904988904260728310911300, 2926032031655504820, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 29}
  • id: 174360
    {'charpoly_factorization': [[[-7575428069074044140152765717916131128965497468769379410537098680935188651821820609042946336945652943041578663936, -405647380619567446895757479766042305122317925881296235028711162006464155337930795827532398592, 1481851266012210423085472701832724876879563414200567903907937028326728663040, 51556028645565027376794153377753191828299565809915658240, -78285676664714978250262063414194186240, -79292935777014912, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 31}
  • id: 174361
    {'charpoly_factorization': [[[-3064082560888068449822939179605566301210258599694203393367442652403234390348842264134860045968911626452319863866986496, -110689532561665692209057834371916586136099782246724591134715906805238790769818422196576984352059392, 8617735545864361725784022844446438545734335238067411093202095793389667094071040, 99988532968595961033240335246799117662685038089929908720640, -6387690151364560538118177222058085923440, -3345885298190974032, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 37}
  • id: 174362
    {'charpoly_factorization': [[[-47896052527458518513112881083678482077310463806421851458374431370626738440620353577729830169090826108079778588529484736, -11219332277576505577366333445983108806060239162266028557123222192517010428992809135676947065551526592, 58329767774242655856048282073362985469957170245921149911363164908115155241869040, 6450958680687776650734681405833877413082982512594796441542240, -54566626497453162618446212128442301716740, -103229301719876244012, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 41}
  • id: 174363
    {'charpoly_factorization': [[[-174673523354030978016284802172579568984716030948220316747462479837575597774288591272504613965852981326739905296485511744, -26731770051520141310321392537926131828418748447964902731589331040283742479081063731519250970771753856, -398550993696152640618077416623793281028265668388325394889881436198122913603087760, 48120764839766514711866383474511742743265453092501997000324480, -195619868117060320408904222329949504889660, -166390524239317503336, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 43}
  • id: 174364
    {'charpoly_factorization': [[[59649348430146032380574646030061749742060402318638479068725215735496038576462261430026141569134050299306179724916990146124224, -481756719738072155784258475907961471633035495760601340029658473093850909102408841306497693217561757368192, 755952092029006531296693620204894008081875902492890128486217091229386941964288649840, 858369808716305160046936564314817799909938801402718219418202240, -1846465007820892240785910493729449457369340, -405906243391034677992, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 47}
  • id: 174365
    {'charpoly_factorization': [[[690913585065577923273218792553377020020233068036318422603162458628604655839053525832451393762900856062478118603495015748613697536, 501297803538597956145802598244787460168862572665240859448993049554696684869278176477384630932065604223135744, -864703410977843349002163132448622944699214825235893881483305202039507695313842622920960, 268113872210115643115317571379236163253503555779973703104340423680, -329609668571187399330715563163147164155760, -9772760301640799789616, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 53}
  • id: 174366
    {'charpoly_factorization': [[[-10249375503269090898071164639051378179295379038436268013489470492007184129972510674294093646599800449672253627708325737506752000000, 22028804966931047499248777485417805293060334628699415608950515780318069136702703705545830364354260490016000000, 8119664470876333841203608660773042202887207481898261470011266999194429386242465231200000, -2410702518601893447190364511050642121395570251183412411450710176000, -247125316034906706404954466051498176785261200, 12499075130880780168840, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 59}
  • id: 174367
    {'charpoly_factorization': [[[-456496763649186492394829439147377987723936552342608851728139620296350860240639734896598647162484262986767521898630165106554603839936, 25012908825221167383550852965493539640790181605790543012871302587918776633383620094054422640131529440271350208, 50310464684191175135041049012635995413907612826480970077492391559095766781479256149907440, 688743679617143162947326025802888931789273164044993362047315313440, -945567489260299631272054944962713641329719140, -3687285610311118296612, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 61}
  • id: 174368
    {'charpoly_factorization': [[[-80160229055337307996821882230980506977111511149577613118305446237193799279088349890741268468307616793777841630782096306388817920639926336, -1229898539639615482036436049100895107625954274574550628666759741688986348461268158783752325470703670631661033726592, 73397917620491641281253156850736070272760572975245085177147397404039355500105326831084573040, 401820612686606111643853480877582139470828263109592340286161410138240, -17771355393994494229451834202780788009384227740, -16759935062266648886712, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 67}
  • id: 174369
    {'charpoly_factorization': [[[-145662393873720544349701407511027091567639292590351288725400476059411728821281218832515308319602880672518849377428173720533216110973812736, -6218775654209361327523997467380721943424154697275280681901409086161463816090579410010231340286067623900750816673792, 197523007291136078023418651398633390706501985959298367491772063149824257036024130856124477440, 4435519068445018128886693123570223358368010167742250754629615137085440, -53355272776537476496234018210399718227699352640, -74568876221253661649712, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 71}
  • id: 174370
    {'charpoly_factorization': [[[2955524347779070802130690100516528085487976613576168892274193799656543520984208208368382082282263963366626788595002327529664182677657092096, 271787607975977160287328230216749107626876733403821916109612459901010875183114916399689509820232086908906784329170944, -6609615902013060181767148534831060094899461572721185933195856879891718148074827092426079375360, 45714688905458236069828805378886943099432067250062693276782822187950080, -62824705006302001771913195532100016449439808960, -381797761857106829638176, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 73}
  • id: 174371
    {'charpoly_factorization': [[[2296490618721259547932345922922142864902359785215200707614193600782534764091791646797121844364732683938220393284049443157857369168543744000000, -53377490012107426885390156297974603952452399634249693836670644276370861558364764449251434121320505293331006088806400000, 262773566659378655942568843976633931183741624537665078657134007807746516169351104996866088960000, -116238892126567646568484008538735353064673945547415558348429133064192000, -992708100024704977991035251764908099219572691200, 400850316873811624799520, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 79}
  • id: 174372
    {'charpoly_factorization': [[[-30564704627560069128408799403573627594560536684184093139850345566292763735731448840428679149765871389364597465590802459494505073860479234473024, 498750725456180556000816285467509950255614847187296024391513750274545431924460286595369794816249626719471571403329455744, -263689135728306854287795177576248691339038888649010036726564247400118902632405494455740292233360, -2149308729298761408609511504684097652356240481653286387149043856511163520, 154682024241235505457804910496009917389360991140, 2423159733509985740001144, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 83}
  • id: 174373
    {'charpoly_factorization': [[[237448595506235310613096210839918952205386004577627279001236547902588727124167054682105057714781222037965383007479232818460704708338781901521000000, -487792127701645749894865705059822742508484066456278129131381218767844504321080046988940669112010308032585946285171959400000, 108035505566251524635841634899117084707751078759633470460579938422835470488740115127310087304150000, 83162129376787310473561403981185891931508648467172517240429219546564020000, -24611848176069206786370204513192775475519824918500, -2982172528060341024616740, 1], 1]], 'hecke_orbit_code': 45035996709912626, 'p': 89}
  • id: 174374
    {'charpoly_factorization': [[[4032297760698929338487733809052563752267240668170482759862391033526655510773412655732172020819452060473102071976013511232048875854549698755977805824, 4178051135419327750389298425929921920874748906122045445854022170369595566271305880582776335229947597273441215832821394833408, -90763826732836638277017525667105696655897996095224593584274171453359194220501767235452712043151360, -681985503715725408673075489230749440114663989804703287169727445440768655360, -104141033459869176401207985386994956810393953424640, 4960469410756873985567808, 1], 1]], 'hecke_orbit_code': 45035996709912626, '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': 11, 'label': '50.26.a.k', 'level': 50, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55376581
    {'hecke_orbit_code': 45035996709912626, 'n': 1, 'trace_an': 6}
  • id: 55376582
    {'hecke_orbit_code': 45035996709912626, 'n': 2, 'trace_an': -24576}
  • id: 55376583
    {'hecke_orbit_code': 45035996709912626, 'n': 3, 'trace_an': 801416}
  • id: 55376584
    {'hecke_orbit_code': 45035996709912626, 'n': 4, 'trace_an': 100663296}
  • id: 55376585
    {'hecke_orbit_code': 45035996709912626, 'n': 5, 'trace_an': 0}
  • id: 55376586
    {'hecke_orbit_code': 45035996709912626, 'n': 6, 'trace_an': -3282599936}
  • id: 55376587
    {'hecke_orbit_code': 45035996709912626, 'n': 7, 'trace_an': 34007705352}
  • id: 55376588
    {'hecke_orbit_code': 45035996709912626, 'n': 8, 'trace_an': -412316860416}
  • id: 55376589
    {'hecke_orbit_code': 45035996709912626, 'n': 9, 'trace_an': 541468782118}
  • id: 55376590
    {'hecke_orbit_code': 45035996709912626, 'n': 10, 'trace_an': 0}
  • id: 55376591
    {'hecke_orbit_code': 45035996709912626, 'n': 11, 'trace_an': 9861544614312}
  • id: 55376592
    {'hecke_orbit_code': 45035996709912626, 'n': 12, 'trace_an': 13445529337856}
  • id: 55376593
    {'hecke_orbit_code': 45035996709912626, 'n': 13, 'trace_an': 30787386783696}
  • id: 55376594
    {'hecke_orbit_code': 45035996709912626, 'n': 14, 'trace_an': -139295561121792}
  • id: 55376595
    {'hecke_orbit_code': 45035996709912626, 'n': 15, 'trace_an': 0}
  • id: 55376596
    {'hecke_orbit_code': 45035996709912626, 'n': 16, 'trace_an': 1688849860263936}
  • id: 55376597
    {'hecke_orbit_code': 45035996709912626, 'n': 17, 'trace_an': 3432836939805312}
  • id: 55376598
    {'hecke_orbit_code': 45035996709912626, 'n': 18, 'trace_an': -2217856131555328}
  • id: 55376599
    {'hecke_orbit_code': 45035996709912626, 'n': 19, 'trace_an': 2007656488916520}
  • id: 55376600
    {'hecke_orbit_code': 45035996709912626, 'n': 20, 'trace_an': 0}
  • id: 55376601
    {'hecke_orbit_code': 45035996709912626, 'n': 21, 'trace_an': -28181710291014728}
  • id: 55376602
    {'hecke_orbit_code': 45035996709912626, 'n': 22, 'trace_an': -40392886740221952}
  • id: 55376603
    {'hecke_orbit_code': 45035996709912626, 'n': 23, 'trace_an': 135711886432707576}
  • id: 55376604
    {'hecke_orbit_code': 45035996709912626, 'n': 24, 'trace_an': -55072888167858176}
  • id: 55376605
    {'hecke_orbit_code': 45035996709912626, 'n': 25, 'trace_an': 0}
  • id: 55376606
    {'hecke_orbit_code': 45035996709912626, 'n': 26, 'trace_an': -126105136266018816}
  • id: 55376607
    {'hecke_orbit_code': 45035996709912626, 'n': 27, 'trace_an': 788054364552235760}
  • id: 55376608
    {'hecke_orbit_code': 45035996709912626, 'n': 28, 'trace_an': 570554618354860032}
  • id: 55376609
    {'hecke_orbit_code': 45035996709912626, 'n': 29, 'trace_an': -2926032031655504820}
  • id: 55376610
    {'hecke_orbit_code': 45035996709912626, 'n': 30, 'trace_an': 0}
  • id: 55376611
    {'hecke_orbit_code': 45035996709912626, 'n': 31, 'trace_an': 79292935777014912}
  • id: 55376612
    {'hecke_orbit_code': 45035996709912626, 'n': 32, 'trace_an': -6917529027641081856}
  • id: 55376613
    {'hecke_orbit_code': 45035996709912626, 'n': 33, 'trace_an': -6844843638395003168}
  • id: 55376614
    {'hecke_orbit_code': 45035996709912626, 'n': 34, 'trace_an': -14060900105442557952}
  • id: 55376615
    {'hecke_orbit_code': 45035996709912626, 'n': 35, 'trace_an': 0}
  • id: 55376616
    {'hecke_orbit_code': 45035996709912626, 'n': 36, 'trace_an': 9084338714850623488}
  • id: 55376617
    {'hecke_orbit_code': 45035996709912626, 'n': 37, 'trace_an': 3345885298190974032}
  • id: 55376618
    {'hecke_orbit_code': 45035996709912626, 'n': 38, 'trace_an': -8223360978602065920}
  • id: 55376619
    {'hecke_orbit_code': 45035996709912626, 'n': 39, 'trace_an': 124726636622561793456}
  • id: 55376620
    {'hecke_orbit_code': 45035996709912626, 'n': 40, 'trace_an': 0}
  • id: 55376621
    {'hecke_orbit_code': 45035996709912626, 'n': 41, 'trace_an': 103229301719876244012}
  • id: 55376622
    {'hecke_orbit_code': 45035996709912626, 'n': 42, 'trace_an': 115432285351996325888}
  • id: 55376623
    {'hecke_orbit_code': 45035996709912626, 'n': 43, 'trace_an': 166390524239317503336}
  • id: 55376624
    {'hecke_orbit_code': 45035996709912626, 'n': 44, 'trace_an': 165449264087949115392}
  • id: 55376625
    {'hecke_orbit_code': 45035996709912626, 'n': 45, 'trace_an': 0}
  • id: 55376626
    {'hecke_orbit_code': 45035996709912626, 'n': 46, 'trace_an': -555875886828370231296}
  • id: 55376627
    {'hecke_orbit_code': 45035996709912626, 'n': 47, 'trace_an': 405906243391034677992}
  • id: 55376628
    {'hecke_orbit_code': 45035996709912626, 'n': 48, 'trace_an': 225578549935547088896}
  • id: 55376629
    {'hecke_orbit_code': 45035996709912626, 'n': 49, 'trace_an': 1716280748139027694542}
  • id: 55376630
    {'hecke_orbit_code': 45035996709912626, 'n': 50, 'trace_an': 0}
  • id: 55376631
    {'hecke_orbit_code': 45035996709912626, 'n': 51, 'trace_an': -1516225893661962013568}
  • id: 55376632
    {'hecke_orbit_code': 45035996709912626, 'n': 52, 'trace_an': 516526638145613070336}
  • id: 55376633
    {'hecke_orbit_code': 45035996709912626, 'n': 53, 'trace_an': 9772760301640799789616}
  • id: 55376634
    {'hecke_orbit_code': 45035996709912626, 'n': 54, 'trace_an': -3227870677205957672960}
  • id: 55376635
    {'hecke_orbit_code': 45035996709912626, 'n': 55, 'trace_an': 0}
  • id: 55376636
    {'hecke_orbit_code': 45035996709912626, 'n': 56, 'trace_an': -2336991716781506691072}
  • id: 55376637
    {'hecke_orbit_code': 45035996709912626, 'n': 57, 'trace_an': 26174725126915157341920}
  • id: 55376638
    {'hecke_orbit_code': 45035996709912626, 'n': 58, 'trace_an': 11985027201660947742720}
  • id: 55376639
    {'hecke_orbit_code': 45035996709912626, 'n': 59, 'trace_an': -12499075130880780168840}
  • id: 55376640
    {'hecke_orbit_code': 45035996709912626, 'n': 60, 'trace_an': 0}
  • id: 55376641
    {'hecke_orbit_code': 45035996709912626, 'n': 61, 'trace_an': 3687285610311118296612}
  • id: 55376642
    {'hecke_orbit_code': 45035996709912626, 'n': 62, 'trace_an': -324783864942653079552}
  • id: 55376643
    {'hecke_orbit_code': 45035996709912626, 'n': 63, 'trace_an': 93007818034972665339656}
  • id: 55376644
    {'hecke_orbit_code': 45035996709912626, 'n': 64, 'trace_an': 28334198897217871282176}
  • id: 55376645
    {'hecke_orbit_code': 45035996709912626, 'n': 65, 'trace_an': 0}
  • id: 55376646
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