Newform data - 84.12.k.b

Formats: - HTML - YAML - JSON - 2024-04-24T09:39:59.141878

• 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': 12096, 'analytic_conductor': 64.54082716700546, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 21, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 6, 'char_parity': 1, 'char_values': [84, 6, [43, 29, 73], [6, 3, 5]], 'cm_discs': [], 'conrey_index': 5, 'conrey_indexes': [5, 17], 'dim': 56, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [36866112302481818492520202693275204511016481549047422862700888532468725878828288696138634306376939890436918814348794280538473315259368090115120213820083261941001407304277442226562500000000000000000000000000000000, 0, 30054272180008773905067494415694970200645555933523505166479444031326881516228923980653233388445230782558272204034023176678223127167732150977355458916403727588585067031763708496093750000000000000000000000000, 0, 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27117217925221792235137144367484432378586977087014968359224109880356495476592208831875896941232757812966083664758300781250, 0, 754854884729606687799497540335267493907652550573160531743925790934391848086327554900918812742862603740563232421875, 0, 17961690861765245338007669962501897848188317322063153492163997910391630048481822010850850598653648974609375, 0, 366181597783068891194684804131455764337640985357641449857847050111427610356092490718930353304687500, 0, 6399615577770447366707522165186846784019178202025629555817115502671632956965763418769578125, 0, 95836433672075306832568859643666391654028993352146727170920056042821023935758647500, 0, 1226669590609034682965995950060332358665724141398739790636760819183917719375, 0, 13367736993311103693046103354885183864969032804966145461279152839475, 0, 123198253831725542011564024059808643196276653940218064986850, 0, 951902561022854218351742587917646633958517031406181, 0, 6082727116767024306097726998011074340595909, 0, 31584574487867270080807441836046728, 0, 129262285385418160757762379, 0, 399198997827489258, 0, 841894347, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504287023464532, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 7, 4, -1, 6, 0], [1, 1, 21, 7, 1, 6, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '84.12.k.b', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.12.k.b', 'prim_orbit_index': 7, 'related_objects': [], 'relative_dim': 28, 'rm_discs': [], 'sato_tate_group': '11.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '84.12.k', 'trace_display': [0, -729, 0, -27194], 'traces': [56, 0, -729, 0, 0, 0, -27194, 0, -172347, 0, 0, 0, 0, 0, -4853058, 0, 0, 0, 28700520, 0, -11325429, 0, 0, 0, -316601194, 0, 0, 0, 0, 0, -1368416388, 0, 40874949, 0, 0, 0, -87435712, 0, 1177474410, 0, 0, 0, -3055078348, 0, 4109921793, 0, 0, 0, -742582522, 0, -694793715, 0, 0, 0, 0, 0, 14605100370, 0, 0, 0, 72584834058, 0, -7310837811, 0, 0, 0, 6131679148, 0, 0, 0, 0, 0, -74402605464, 0, -161115157854, 0, 0, 0, 52181713528, 0, 44948282337, 0, 0, 0, 4658488716, 0, 243101263104, 0, 0, 0, -85311757146, 0, -256628211777, 0, 0, 0, 0, 0, 157345775874, 0, 0, 0, 146120735604, 0, 210335506548, 0, 0, 0, -16566033316, 0, 0, 0, 0, 0, 392273055198, 0, 1645411250034, 0, 0, 0, 394563454222, 0, 65654434482, 0, 0, 0, -1019606441588, 0, -1003248733194, 0, 0, 0, 878174971356, 0, 637485492672, 0, 0, 0, 0, 0, -1669253396118, 0, 0, 0, -2081631249432, 0, -4999954342185, 0, 0, 0, -2044461398602, 0, 0, 0, 0, 0, 5073929087922, 0, -490900447467, 0, 0, 0, -1878247321958, 0, 1814909311215, 0, 0, 0, -7297409373772, 0, -271250134479, 0, 0, 0, 45527717776, 0, 752901628353, 0, 0, 0, 0, 0, 23475378246138, 0, 0, 0, 1841916633138, 0, 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0, 0, 0, 325900437970940, 0, -85436753648868, 0, 0, 0, -300416921207408, 0, -116933384963493, 0, 0, 0, 0, 0, 395494970443020, 0, 0, 0, 254051761494060, 0, 79966283354781, 0, 0, 0, 420597910425896, 0, 0, 0, 0, 0, 303316727125992, 0, 48656183068494, 0, 0, 0, 677745629396500, 0, -289371068628537, 0, 0, 0, -1138090509362212, 0, 3518367155838, 0, 0, 0, -143762786788212, 0, -271725201326166, 0, 0, 0, 0, 0, 456531913141290, 0, 0, 0, -817941619560576, 0, 466855156904418, 0, 0, 0, 358474391134566, 0, 0, 0, 0, 0, -564663677867652, 0, -35719862306607, 0, 0, 0, -204710990043504, 0, 858864192445224, 0, 0, 0, -491386598480204, 0, -81893317064085, 0, 0, 0, 757160954582802, 0, 235049895798984, 0, 0, 0, 0, 0, -228875366900880, 0, 0, 0, -228925135155870, 0, -1523846381345997, 0, 0, 0, -950050197851454, 0, 0, 0, 0, 0, 858443659561116, 0, -1364510048637627, 0, 0, 0, -929657686662628, 0, -338916495804264, 0, 0, 0, 4726493296127092, 0, -1329852791681955, 0, 0, 0, 3508838711220338, 0, 1598569667650305, 0, 0, 0, 0, 0, 236104581902994, 0, 0, 0, 1265977096065186, 0, -907247618867574, 0, 0, 0, 2488057801881680, 0, 0, 0, 0, 0, 1497818378315952, 0, 466437074038983, 0, 0, 0, 942202619940008, 0, 301231028028756, 0, 0, 0, -2801459599808436, 0, -288692850918375, 0, 0, 0, -7154964427826334, 0, -107248126783896, 0, 0, 0, 0, 0, -1566309451798602, 0, 0, 0, -5228334495496452, 0, 1281306841726374, 0, 0, 0, 924300934435942, 0, 0, 0, 0, 0, -2885919999161418, 0, -4312193844870027, 0, 0, 0, 4322374434420112, 0, -2086307862338574, 0, 0, 0, 4598186499617536, 0, 4524530513817429, 0, 0, 0, -9140278953191752, 0, -2833898091782541, 0, 0, 0, 0, 0, 876999762395946, 0, 0, 0, 7079838863313528, 0, 2218225191735717, 0, 0, 0, -3173753498080928, 0, 0, 0, 0, 0, -747168910869720, 0, -5012433246854745, 0, 0, 0, -1966310866608606, 0, -2699518495980600, 0, 0, 0, 1133028186251136, 0, 627744380039784, 0, 0, 0, 9268230808283064, 0, 1583284130742069, 0, 0, 0, 0, 0, 3317492383673370, 0, 0, 0, 385997182695048, 0, 212964821834688, 0, 0, 0, 12030278704572226, 0, 0, 0, 0, 0, 23378464723943532, 0, -6280075529613144, 0, 0, 0, 667724035374536, 0, 1877817977803719, 0, 0, 0, -15409359097768832, 0, -5951803670792892, 0, 0, 0, -12289730389157802, 0, 7821907057833498, 0, 0, 0, 0, 0, 5415673757383848, 0, 0, 0, -5443454088786078, 0, -17122085789738625, 0, 0, 0, -6267275407416114, 0, 0, 0, 0, 0, -6320574022998504, 0, 5738280041439288, 0, 0, 0, 3985667660443392, 0, 6638734785088602, 0, 0, 0, 3225512192895188, 0, -8096569095383334, 0, 0, 0, -9012109744077432, 0, 5016846300488253, 0, 0, 0, 0, 0, 22503847410068598, 0, 0, 0, -6595613296702068, 0, 3401061909641316, 0, 0, 0, -8292261669540492, 0, 0, 0, 0, 0, -7156368774541716, 0, 3690619041437541, 0, 0, 0, 7950979022704466, 0, 8572404113529081, 0, 0, 0, -17787279592478592, 0, 5351845964368950, 0, 0, 0, 13765080656579184, 0, -15036414666204519, 0, 0, 0, 0, 0, 20776424639342904, 0, 0, 0, -14885995520974332, 0, 18070583423776950, 0, 0, 0, 37251686634559768, 0, 0, 0, 0, 0, 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0], 'weight': 12, 'weight_parity': 1}
• label 84.12.k.b does not appear in mf_hecke_nf
• 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

  
  {'Nk2': 12096, 'analytic_conductor': 64.54082716700546, 'char_conductor': 21, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 6, 'char_parity': 1, 'char_values': [84, 6, [43, 29, 73], [6, 3, 5]], 'conrey_index': 5, 'cusp_dim': 340, 'dim': 58, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 687396094036, 'hecke_orbit_dims': [2, 56], 'label': '84.12.k', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 364, 'mf_new_dim': 58, 'num_forms': 2, 'prim_orbit_index': 7, 'relative_dim': 29, 'sturm_bound': 192, 'trace_bound': 1, 'trace_display': [0, 0, 0, 49691], 'traces': [58, 0, 0, 0, 0, 0, 49691, 0, 4800, 0, 0, 0, 0, 0, -4853058, 0, 0, 0, 17429355, 0, 26105805, 0, 0, 0, -267773069, 0, 0, 0, 0, 0, -822204681, 0, 40874949, 0, 0, 0, 31938895, 0, 565755201, 0, 0, 0, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 75207
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 11, 'source_dim': 56, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '84.12.k.b', 'source_level': 84, 'target_char_orbit': 11, 'target_dim': 56, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '84.12.k.b', 'target_level': 84, 'twist_class_label': '84.12.k.b', 'twist_class_level': 84, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 75208
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 56, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '84.12.k.b', 'source_level': 84, 'target_char_orbit': 11, 'target_dim': 56, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '84.12.k.b', 'target_level': 84, 'twist_class_label': '84.12.k.b', 'twist_class_level': 84, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 75209
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 56, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '84.12.k.b', 'source_level': 84, 'target_char_orbit': 11, 'target_dim': 56, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '84.12.k.b', 'target_level': 84, 'twist_class_label': '84.12.k.b', 'twist_class_level': 84, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 75210
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 56, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '84.12.k.b', 'source_level': 84, 'target_char_orbit': 11, 'target_dim': 56, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '84.12.k.b', 'target_level': 84, 'twist_class_label': '84.12.k.b', 'twist_class_level': 84, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 12}
• hecke_orbit_code 4504287023464532 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': 11, 'hecke_orbit': 2, 'label': '84.12.k.b', 'level': 84, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 92147000
    {'hecke_orbit_code': 4504287023464532, 'n': 1, 'trace_an': 56}
  • id: 92147001
    {'hecke_orbit_code': 4504287023464532, 'n': 2, 'trace_an': 0}
  • id: 92147002
    {'hecke_orbit_code': 4504287023464532, 'n': 3, 'trace_an': -729}
  • id: 92147003
    {'hecke_orbit_code': 4504287023464532, 'n': 4, 'trace_an': 0}
  • id: 92147004
    {'hecke_orbit_code': 4504287023464532, 'n': 5, 'trace_an': 0}
  • id: 92147005
    {'hecke_orbit_code': 4504287023464532, 'n': 6, 'trace_an': 0}
  • id: 92147006
    {'hecke_orbit_code': 4504287023464532, 'n': 7, 'trace_an': -27194}
  • id: 92147007
    {'hecke_orbit_code': 4504287023464532, 'n': 8, 'trace_an': 0}
  • id: 92147008
    {'hecke_orbit_code': 4504287023464532, 'n': 9, 'trace_an': -172347}
  • id: 92147009
    {'hecke_orbit_code': 4504287023464532, 'n': 10, 'trace_an': 0}
  • id: 92147010
    {'hecke_orbit_code': 4504287023464532, 'n': 11, 'trace_an': 0}
  • id: 92147011
    {'hecke_orbit_code': 4504287023464532, 'n': 12, 'trace_an': 0}
  • id: 92147012
    {'hecke_orbit_code': 4504287023464532, 'n': 13, 'trace_an': 0}
  • id: 92147013
    {'hecke_orbit_code': 4504287023464532, 'n': 14, 'trace_an': 0}
  • id: 92147014
    {'hecke_orbit_code': 4504287023464532, 'n': 15, 'trace_an': -4853058}
  • id: 92147015
    {'hecke_orbit_code': 4504287023464532, 'n': 16, 'trace_an': 0}
  • id: 92147016
    {'hecke_orbit_code': 4504287023464532, 'n': 17, 'trace_an': 0}
  • id: 92147017
    {'hecke_orbit_code': 4504287023464532, 'n': 18, 'trace_an': 0}
  • id: 92147018
    {'hecke_orbit_code': 4504287023464532, 'n': 19, 'trace_an': 28700520}
  • id: 92147019
    {'hecke_orbit_code': 4504287023464532, 'n': 20, 'trace_an': 0}
  • id: 92147020
    {'hecke_orbit_code': 4504287023464532, 'n': 21, 'trace_an': -11325429}
  • id: 92147021
    {'hecke_orbit_code': 4504287023464532, 'n': 22, 'trace_an': 0}
  • id: 92147022
    {'hecke_orbit_code': 4504287023464532, 'n': 23, 'trace_an': 0}
  • id: 92147023
    {'hecke_orbit_code': 4504287023464532, 'n': 24, 'trace_an': 0}
  • id: 92147024
    {'hecke_orbit_code': 4504287023464532, 'n': 25, 'trace_an': -316601194}
  • id: 92147025
    {'hecke_orbit_code': 4504287023464532, 'n': 26, 'trace_an': 0}
  • id: 92147026
    {'hecke_orbit_code': 4504287023464532, 'n': 27, 'trace_an': 0}
  • id: 92147027
    {'hecke_orbit_code': 4504287023464532, 'n': 28, 'trace_an': 0}
  • id: 92147028
    {'hecke_orbit_code': 4504287023464532, 'n': 29, 'trace_an': 0}
  • id: 92147029
    {'hecke_orbit_code': 4504287023464532, 'n': 30, 'trace_an': 0}
  • id: 92147030
    {'hecke_orbit_code': 4504287023464532, 'n': 31, 'trace_an': -1368416388}
  • id: 92147031
    {'hecke_orbit_code': 4504287023464532, 'n': 32, 'trace_an': 0}
  • id: 92147032
    {'hecke_orbit_code': 4504287023464532, 'n': 33, 'trace_an': 40874949}
  • id: 92147033
    {'hecke_orbit_code': 4504287023464532, 'n': 34, 'trace_an': 0}
  • id: 92147034
    {'hecke_orbit_code': 4504287023464532, 'n': 35, 'trace_an': 0}
  • id: 92147035
    {'hecke_orbit_code': 4504287023464532, 'n': 36, 'trace_an': 0}
  • id: 92147036
    {'hecke_orbit_code': 4504287023464532, 'n': 37, 'trace_an': -87435712}
  • id: 92147037
    {'hecke_orbit_code': 4504287023464532, 'n': 38, 'trace_an': 0}
  • id: 92147038
    {'hecke_orbit_code': 4504287023464532, 'n': 39, 'trace_an': 1177474410}
  • id: 92147039
    {'hecke_orbit_code': 4504287023464532, 'n': 40, 'trace_an': 0}
  • id: 92147040
    {'hecke_orbit_code': 4504287023464532, 'n': 41, 'trace_an': 0}
  • id: 92147041
    {'hecke_orbit_code': 4504287023464532, 'n': 42, 'trace_an': 0}
  • id: 92147042
    {'hecke_orbit_code': 4504287023464532, 'n': 43, 'trace_an': -3055078348}
  • id: 92147043
    {'hecke_orbit_code': 4504287023464532, 'n': 44, 'trace_an': 0}
  • id: 92147044
    {'hecke_orbit_code': 4504287023464532, 'n': 45, 'trace_an': 4109921793}
  • id: 92147045
    {'hecke_orbit_code': 4504287023464532, 'n': 46, 'trace_an': 0}
  • id: 92147046
    {'hecke_orbit_code': 4504287023464532, 'n': 47, 'trace_an': 0}
  • id: 92147047
    {'hecke_orbit_code': 4504287023464532, 'n': 48, 'trace_an': 0}
  • id: 92147048
    {'hecke_orbit_code': 4504287023464532, 'n': 49, 'trace_an': -742582522}
  • id: 92147049
    {'hecke_orbit_code': 4504287023464532, 'n': 50, 'trace_an': 0}
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