Embedded newform data - 289.10.a.i.1.9

Formats: - HTML - YAML - JSON - 2024-05-03T21:18:07.763104

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 28900, 'analytic_conductor': 148.84535665135934, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[17, -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': [289, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 52, 'fricke_eigenval': -1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-603515986974327961514528682803200, 196034048215902394426742108323840, 305084254732557544741879198777344, 43812217553763761454775401447424, -11661098643913522862091837374464, -2067732999079058227916613615616, 176068751980481225950786224128, 30660559064251214953822814208, -1628209961974003896397332480, -219149950124571639354753024, 9563584211619025505566720, 887592346652081765507072, -35371642253690302116864, -2222789082278651309056, 84021475101232944384, 3603867142622328320, -131007903986713344, -3849720228654208, 135296082676992, 2688404815616, -91560086140, -1179754716, 38993919, 294912, -9472, -32, 1]], [3, [324876949549552388562352700875732783866153389374372562104571235745423039265344134497175832147827485665394688, 0, -2128554900896948064099292968049557300422864181450601903541220813368542954978682937661258940932724839415808, 0, 5707009471181846176088219998982877028502231264235955855409963615026614686456564594706724180808608776192, 0, -8288016609812272859246922147524308928986025051782293544782742061165055423068926719315699707808841728, 0, 7362195819520658293317743427267452856450890090755552985788233562374614627018815690307216432431104, 0, -4308785108512032085764234669022560988371372215580652660222940778815984811427348917339632173056, 0, 1753864442497931950894080597984988168235729475193567576419717105844974176933892402680070144, 0, -518040844729803650476715865052512438161906653859424659989227278831016700787361516945408, 0, 114786582686065236207883809191992392702194735183306214063991197142282015128344340480, 0, -19576706311547330276170341908494745762913658779354663302157435105996995452618752, 0, 2620941893297386673042570981442966720857920337803128666615707706073772564736, 0, -279588274170542524289549276213161398190220871068731664879162734660694016, 0, 24029075318679508175378455877488304754436648475965559913437627882496, 0, -1677097604225078731586151524494095914341603062514483420279762944, 0, 95557104046889536390272584088342527111720408249826800717568, 0, -4457432417931408792278788149146343258474758106121300992, 0, 170318113770625062880855124731807853639784729441792, 0, -5321230401454703312891373088594944926145106176, 0, 135345655109080620265705925674005685406304, 0, -2781922751203311657891694933144899840, 0, 45690076675983171302364278423360, 0, -589758336087205363159439872, 0, 5837990981607084194160, 0, -42690191892590400, 0, 216870628408, 0, -682344, 0, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797186736417, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 17, 2, 1, 2, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '289.10.a.i', 'level': 289, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '17.10.d.a', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 52, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '289.10.a', 'trace_display': [64, 0, 0, 0], 'traces': [52, 64, 0, 13312, 0, 0, 0, 49152, 341172, 0, 0, 0, 156200, 0, 1207872, 3407880, 0, 2193336, 1185568, 0, 5198336, 0, 0, 0, 13827692, 3618944, 0, 0, 0, -9167544, 0, 61884888, 1635208, 0, 46992776, 156027320, 0, 84813952, 0, 0, 0, -4635776, 125448912, 0, 0, 0, 164193176, 0, 270850284, -226223888, 0, 103553016, 426167208, 0, 677761520, 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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[1.157078599652631, 0.0], [-2.1471292499925823, 0.0], [0.4405861937216225, 0.0], [-0.011608576908896953, 0.0]], 'angles': [-0.3746727395007975, -0.34611215876081, -0.16667229857600943, -0.3937380293498842, -0.16274809845545732, -0.3101565556690471, None, -0.34704766106515156, -0.2854008463061131, -0.3267459316281176, -0.1962080211844961, -0.2059711269475233, -0.2500739283135699, -0.12079850271952945, -0.385122230810652, -0.2283203849535729, -0.08168253540722689, -0.37813709819684715, -0.4062553344356703, -0.35964854835104726, -0.24718792674284257, -0.3180916233273174, -0.3207355296313084, -0.30910997689405845, -0.3493384885376472, -0.29316800929523706, -0.26008917430808487, -0.37450716890145686, -0.09630992564513416, -0.303655460487609, -0.18064131914356676, -0.20171297942867042, -0.19248974883887227, -0.08667673783055127, -0.36718950328121247, -0.2901710087063316, -0.27275609056726396, -0.4262348020054852, -0.34328395996897926, -0.35882719857286133, -0.1609798625998466, 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-0.19332765361925994, -0.22924903500699573, -0.26246384094468705, -0.12653577245940345, -0.373050188052688, -0.10163650670876345, -0.25451460897610806, -0.15176359139739926, -0.2767430648129418, -0.1706907455827752, -0.1461497928215822, -0.06625634916949519, -0.3449797676431251, -0.2500665476985289, -0.25719449391559496, -0.29576275405640423, -0.1989014871117065, -0.21891555749018116, -0.4155134390972828, -0.0795365440093928, -0.2200767200505359, -0.33697821511036735, -0.44018583433307107, -0.24887635614698184, -0.2916398726798985, -0.32286393085819526, -0.11042930510057031, -0.13518665463130608, -0.3543373942040882, -0.21647835013600825, -0.18045953016059835, -0.25229841362527194, -0.2564667891149593, -0.24886929209470252, -0.15181147161042088], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 9, 'dual_embedding_m': 9, 'embedding_index': 9, 'embedding_m': 9, 'hecke_orbit': 9, 'hecke_orbit_code': 36028797186736417, 'label': '289.10.a.i.1.9', 'level': 289, 'weight': 10}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[17, -1]], 100, 3], [[[17, 1]], 96, 6]], 'ALdims': [96, 100], 'Nk2': 28900, 'analytic_conductor': 148.84535665135934, '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': [289, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 220, 'dim': 196, 'eis_dim': 18, 'eis_new_dim': 15, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 167772449, 'hecke_orbit_dims': [5, 7, 12, 12, 12, 24, 36, 36, 52], 'label': '289.10.a', 'level': 289, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 238, 'mf_new_dim': 211, 'num_forms': 9, 'plus_dim': 96, 'prim_orbit_index': 1, 'relative_dim': 196, 'sturm_bound': 255, 'trace_bound': 3, 'trace_display': [34, 148, -2842, 3814], 'traces': [196, 34, 148, 47958, -2842, 4142, 3814, 25602, 1167312, -64898, -67500, 207850, 10812, -362552, 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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: 46588107
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 52, 'source_embedding_index': 9, 'source_hecke_orbit_code': 36028797186736417, 'source_is_minimal': False, 'source_label': '289.10.a.i.1.9', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 52, 'target_embedding_index': 9, 'target_hecke_orbit_code': 36028797186736417, 'target_is_minimal': False, 'target_label': '289.10.a.i.1.9', 'target_level': 289, 'twist_class_label': '17.10.d.a.2.3', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 46588108
    {'conductor': 17, 'degree': 8, 'order': 16, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 52, 'source_embedding_index': 9, 'source_hecke_orbit_code': 36028797186736417, 'source_is_minimal': False, 'source_label': '289.10.a.i.1.9', 'source_level': 289, 'target_conrey_index': 2, 'target_dim': 52, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206326202385, 'target_is_minimal': True, 'target_label': '17.10.d.a.2.3', 'target_level': 17, 'twist_class_label': '17.10.d.a.2.3', 'twist_class_level': 17, 'twisting_char_label': '17.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 46588109
    {'conductor': 17, 'degree': 8, 'order': 16, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 52, 'source_embedding_index': 9, 'source_hecke_orbit_code': 36028797186736417, 'source_is_minimal': False, 'source_label': '289.10.a.i.1.9', 'source_level': 289, 'target_conrey_index': 9, 'target_dim': 52, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206326202385, 'target_is_minimal': True, 'target_label': '17.10.d.a.9.3', 'target_level': 17, 'twist_class_label': '17.10.d.a.2.3', 'twist_class_level': 17, 'twisting_char_label': '17.14', 'twisting_conrey_index': 14, 'weight': 10}
  • id: 46588110
    {'conductor': 17, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 52, 'source_embedding_index': 9, 'source_hecke_orbit_code': 36028797186736417, 'source_is_minimal': False, 'source_label': '289.10.a.i.1.9', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 52, 'target_embedding_index': 10, 'target_hecke_orbit_code': 36028797186736417, 'target_is_minimal': False, 'target_label': '289.10.a.i.1.10', 'target_level': 289, 'twist_class_label': '17.10.d.a.2.3', 'twist_class_level': 17, 'twisting_char_label': '17.16', 'twisting_conrey_index': 16, 'weight': 10}
• hecke_orbit_code 36028797186736417 does not appear in mf_hecke_charpolys
• 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': 9, 'label': '289.10.a.i', 'level': 289, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 201009000
    {'hecke_orbit_code': 36028797186736417, 'n': 1, 'trace_an': 52}
  • id: 201009001
    {'hecke_orbit_code': 36028797186736417, 'n': 2, 'trace_an': 64}
  • id: 201009002
    {'hecke_orbit_code': 36028797186736417, 'n': 3, 'trace_an': 0}
  • id: 201009003
    {'hecke_orbit_code': 36028797186736417, 'n': 4, 'trace_an': 13312}
  • id: 201009004
    {'hecke_orbit_code': 36028797186736417, 'n': 5, 'trace_an': 0}
  • id: 201009005
    {'hecke_orbit_code': 36028797186736417, 'n': 6, 'trace_an': 0}
  • id: 201009006
    {'hecke_orbit_code': 36028797186736417, 'n': 7, 'trace_an': 0}
  • id: 201009007
    {'hecke_orbit_code': 36028797186736417, 'n': 8, 'trace_an': 49152}
  • id: 201009008
    {'hecke_orbit_code': 36028797186736417, 'n': 9, 'trace_an': 341172}
  • id: 201009009
    {'hecke_orbit_code': 36028797186736417, 'n': 10, 'trace_an': 0}
  • id: 201009010
    {'hecke_orbit_code': 36028797186736417, 'n': 11, 'trace_an': 0}
  • id: 201009011
    {'hecke_orbit_code': 36028797186736417, 'n': 12, 'trace_an': 0}
  • id: 201009012
    {'hecke_orbit_code': 36028797186736417, 'n': 13, 'trace_an': 156200}
  • id: 201009013
    {'hecke_orbit_code': 36028797186736417, 'n': 14, 'trace_an': 0}
  • id: 201009014
    {'hecke_orbit_code': 36028797186736417, 'n': 15, 'trace_an': 1207872}
  • id: 201009015
    {'hecke_orbit_code': 36028797186736417, 'n': 16, 'trace_an': 3407880}
  • id: 201009016
    {'hecke_orbit_code': 36028797186736417, 'n': 17, 'trace_an': 0}
  • id: 201009017
    {'hecke_orbit_code': 36028797186736417, 'n': 18, 'trace_an': 2193336}
  • id: 201009018
    {'hecke_orbit_code': 36028797186736417, 'n': 19, 'trace_an': 1185568}
  • id: 201009019
    {'hecke_orbit_code': 36028797186736417, 'n': 20, 'trace_an': 0}
  • id: 201009020
    {'hecke_orbit_code': 36028797186736417, 'n': 21, 'trace_an': 5198336}
  • id: 201009021
    {'hecke_orbit_code': 36028797186736417, 'n': 22, 'trace_an': 0}
  • id: 201009022
    {'hecke_orbit_code': 36028797186736417, 'n': 23, 'trace_an': 0}
  • id: 201009023
    {'hecke_orbit_code': 36028797186736417, 'n': 24, 'trace_an': 0}
  • id: 201009024
    {'hecke_orbit_code': 36028797186736417, 'n': 25, 'trace_an': 13827692}
  • id: 201009025
    {'hecke_orbit_code': 36028797186736417, 'n': 26, 'trace_an': 3618944}
  • id: 201009026
    {'hecke_orbit_code': 36028797186736417, 'n': 27, 'trace_an': 0}
  • id: 201009027
    {'hecke_orbit_code': 36028797186736417, 'n': 28, 'trace_an': 0}
  • id: 201009028
    {'hecke_orbit_code': 36028797186736417, 'n': 29, 'trace_an': 0}
  • id: 201009029
    {'hecke_orbit_code': 36028797186736417, 'n': 30, 'trace_an': -9167544}
  • id: 201009030
    {'hecke_orbit_code': 36028797186736417, 'n': 31, 'trace_an': 0}
  • id: 201009031
    {'hecke_orbit_code': 36028797186736417, 'n': 32, 'trace_an': 61884888}
  • id: 201009032
    {'hecke_orbit_code': 36028797186736417, 'n': 33, 'trace_an': 1635208}
  • id: 201009033
    {'hecke_orbit_code': 36028797186736417, 'n': 34, 'trace_an': 0}
  • id: 201009034
    {'hecke_orbit_code': 36028797186736417, 'n': 35, 'trace_an': 46992776}
  • id: 201009035
    {'hecke_orbit_code': 36028797186736417, 'n': 36, 'trace_an': 156027320}
  • id: 201009036
    {'hecke_orbit_code': 36028797186736417, 'n': 37, 'trace_an': 0}
  • id: 201009037
    {'hecke_orbit_code': 36028797186736417, 'n': 38, 'trace_an': 84813952}
  • id: 201009038
    {'hecke_orbit_code': 36028797186736417, 'n': 39, 'trace_an': 0}
  • id: 201009039
    {'hecke_orbit_code': 36028797186736417, 'n': 40, 'trace_an': 0}
  • id: 201009040
    {'hecke_orbit_code': 36028797186736417, 'n': 41, 'trace_an': 0}
  • id: 201009041
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