Newform data - 48.16.c.a

Formats: - HTML - YAML - JSON - 2024-05-03T11:57:00.719655

• 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': 12288, 'analytic_conductor': 68.49288244796179, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 12, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [48, 2, [31, 37, 17], [1, 2, 1]], 'cm_discs': [-3], 'conrey_index': 47, 'conrey_indexes': [47], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137707388976, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 18, 'hecke_ring_index_factorization': [[2, 1], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3], [1, 1, 4, 2, -1, 2, 0], [1, 1, 12, 2, 1, 2, 0]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '48.16.c.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '48.16.c.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 2, 'qexp_display': 'q-3^{5}\\zeta_{6}q^{3}+267902\\zeta_{6}q^{7}-3^{15}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '15.2.1.d2', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '48.16.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 862910118251282384, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.905', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.775', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.428', 'prec': 17}, {'__RealLiteral__': 0, 'data': '301.687', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.759', 'prec': 17}, 'traces': [2, 0, 0, 0, 0, 0, 0, 0, -28697814, 0, 0, 0, -795543700, 0, 0, 0, 0, 0, 0, 0, 31638690396, 0, 0, 0, 61035156250, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2180317819900, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -25385817039658, 0, 0, 0, 0, 0, 0, 0, -9033428213100, 0, 0, 0, 80482757977804, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -18029625609100, 0, 0, 0, 0, 0, 0, 0, 411782264189298, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1663294481766900, 0, 0, 0, -2070195842854300, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7567853290715372, 0, 0, 0, 0, 0, 0, 0, 11415182565735900, 0, 0, 0, -8354496338831302, 0, 0, 0, 0, 0, 0, 0, -24703766222206428, 0, 0, 0, 9959150144633400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -59901537424536500, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 214073103276663486, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 247142954178069404, 0, 0, 0, 0, 0, 0, 0, -453980626093997172, 0, 0, 0, -489035360042613500, 0, 0, 0, 0, 0, 0, 0, -42552137925453996, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1833744519565086600, 0, 0, 0, 0, 0, 0, 0, -875787780761718750, 0, 0, 0, 703104380958330428, 0, 0, 0, 0, 0, 0, 0, -2497450802956319700, 0, 0, 0, 1963173760758901796, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12584980410394152600, 0, 0, 0, 6419791373052796700, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5724846103019631586, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 27235343121240931992, 0, 0, 0, 0, 0, 0, 0, -10190482101611502372, 0, 0, 0, -12437876183081449100, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24278067016601562500, 0, 0, 0, 0, 0, 0, 0, -31285177628187849300, 0, 0, 0, 32179777356137533700, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 23499832730664957772, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 27518733459844981598, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -70326730797943158500, 0, 0, 0, 0, 0, 0, 0, 71560820116038475404, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 45540065137169325100, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -78628697495465923372, 0, 0, 0, 0, 0, 0, 0, -34043561480307354300, 0, 0, 0, -155079039378352243396, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -156825913877463847100, 0, 0, 0, 0, 0, 0, 0, 364258727821067953806, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 257177931791993207100, 0, 0, 0, 138482936297431402100, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 46912768948580149944, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -867269052809589815000, 0, 0, 0, 0, 0, 0, 0, 39987297497782539828, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 129619821320948081700, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 965536205932617187500, 0, 0, 0, -533270470928782491214, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -785177126687685337204, 0, 0, 0, 0, 0, 0, 0, -1154839609327017660228, 0, 0, 0, 2753382983595078025800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 650682222497390568100, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -523567798518962385000, 0, 0, 0, 0, 0, 0, 0, -2541921048742491713700, 0, 0, 0, -2396252006048707993004, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 293985012419828175100, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1862645149230957031250, 0, 0, 0, 0, 0, 0, 0, -3196965856615834092300, 0, 0, 0, 10097763407626286027300, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 258705421109794253700, 0, 0, 0, 522464141225266359196, 0, 0, 0, 0, 0, 0, 0, -5055587398181742921972, 0, 0, 0, -3964279160111154345500, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1004083517805362146372, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11234775868254834191208, 0, 0, 0, 0, 0, 0, 0, -5908625413101667397286, 0, 0, 0, -11462209104637973384500, 0, 0, 0, 0, 0, 0, 0, 3593243452166981235000, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13961828185431033350300, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9085142556455663102972, 0, 0, 0, 0, 0, 0, 0, 34491200234348893840200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32013775533933356017400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24043668511196303385300, 0, 0, 0, -7776191551088398246200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -29971027885505617475572, 0, 0, 0, 0, 0, 0, 0, 23866457832486443778300, 0, 0, 0, 17258377495196368881898, 0, 0, 0, 0, 0, 0, 0, 37056691551847289132772, 0, 0, 0, 8097007402329680839900, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 29705047620902965250100, 0, 0, 0, 11837776040897881283500, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -78894184488588228961656, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -46095754809860316566604, 0, 0, 0, 66538019406127929687500, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -22658163131641541585900, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7171677533339083835000, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -49472238020281398755098, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 37532255998754324410200, 0, 0, 0, 0, 0, 0, 0, -108590423058118836298404, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 109944232506527205471300, 0, 0, 0, 84866536572199295323900, 0, 0, 0], 'weight': 16, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, 0], [0, -243], [0, 0], [0, 0], [0, 0], [0, 267902], [0, 0], [-14348907, 0], [0, 0], [0, 0], [0, 0], [-397771850, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -76490950], [0, 0], [15819345198, 0], [0, 0], [0, 0], [0, 0], [30517578125, 0], [0, 0], [0, 3486784401], [0, 0], [0, 0], [0, 0], [0, -14084019050], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [1090158909950, 0], [0, 0], [0, 96658559550], [0, 0], [0, 0], [0, 0], [0, -209180225086], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-12692908519829, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-4516714106550, 0], [0, 0], [0, 0], [0, 0], [40241378988902, 0], [0, 0], [0, -3844100883114], [0, 0], [0, 0], [0, 0], [0, -360312096102], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-9014812804550, 0], [0, 0], [0, -7415771484375], [0, 0], [0, 0], [0, 0], [0, -21147274322650], [0, 0], [205891132094649, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -106563874158700], [0, 0], [-831647240883450, 0], [0, 0], [0, 0], [0, 0], [-1035097921427150, 0], [0, 0], [0, 0], [0, 0]], 'ap': [[0, 0], [0, -243], [0, 0], [0, 267902], [0, 0], [-397771850, 0], [0, 0], [0, -76490950], [0, 0], [0, 0], [0, -14084019050], [1090158909950, 0], [0, 0], [0, -209180225086], [0, 0], [0, 0], [0, 0], [40241378988902, 0], [0, -360312096102], [0, 0], [-9014812804550, 0], [0, -21147274322650], [0, 0], [0, 0], [-1035097921427150, 0], [0, 0], [0, -86288354600514], [0, 0], [3783926645357686, 0], [0, 0], [0, 605944386154198], [0, 0], [0, 0], [0, -288265351490350], [0, 0], [0, 2177665428643950], [-29950768712268250, 0], [0, 338594197173386], [0, 0], [0, 0], [0, 0], [123571477089034702, 0], [0, 0], [-244517680021306750, 0], [0, 0], [0, -21523828081275650], [0, -27070448751171350], [0, -42808408255700714], [0, 0], [351552190479165214, 0], [0, 0], [0, 0], [981586880379450898, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -203590818736949850], [3209895686526398350, 0], [0, 0], [0, 313779162660225314], [0, 0], [0, -390317827650428598], [0, 0], [-6218938091540724550, 0], [0, 0], [0, 930957615764256850], [16089888678068766850, 0], [0, 0], [11749916365332478886, 0], [0, 0], [0, 0], [0, -4298712918244602], [-35163365398971579250, 0], [0, -2803597277641079150], [0, 0], [0, 0], [22770032568584662550, 0], [0, 0], [-39314348747732961686, 0], [0, 0], [-77539519689176121698, 0], [0, 0], [-78412956938731923550, 0], [0, -161373396636030450], [0, 0], [0, 0], [69241468148715701050, 0], [0, 0], [0, -7150048349687475386], [0, 0], [0, 0], [0, -16997463782619314498], [0, 0], [0, -18346585705063869750], [0, 0], [0, 0], [0, 0], [0, 27493212126539178786], [-392588563343842668602, 0], [0, -41725802123990595702], [0, 0], [0, 0], [0, 0], [0, -24092528681737975550], [325341111248695284050, 0], [0, 0], [0, 0], [0, 0], [-1198126003024353996502, 0], [0, 95962122179528454902], [146992506209914087550, 0], [0, 0], [0, -54995496762821575950], [0, 122685254828406847150], [0, 0], [0, -71688350486309883414], [0, 0], [0, 0], [0, 0], [261232070612633179598, 0], [-1982139580055577172750, 0], [0, 0], [0, 0], [0, -167399565745911136550], [0, 0], [-502041758902681073186, 0], [0, 0], [0, -65743649439444362802], [-5731104552318986692250, 0], [0, -96437635343055018950], [0, 0], [0, 470833818614694034150], [6980914092715516675150, 0], [0, 0], [-4542571278227831551486, 0], [0, 0], [0, 538188606569902173498], [0, 0], [0, 0], [0, -319955224012599922750], [0, 0], [0, 243778616640186919214], [0, 0], [-14985513942752808737786, 0], [0, 0], [4048503701164840419950, 0], [0, 0], [0, -1268389101420369806350], [0, 0], [5918888020448940641750, 0], [0, 0], [0, 700520465878843196314], [0, 0], [0, 197604705850558104098], [0, 0], [0, -2087675571972797180850], [0, 0], [-11329081565820770792950, 0], [0, 0], [0, 0], [0, 0], [0, 622208958835325938398], [0, 0], [0, 0], [0, 0], [0, 2175955315082206735350], [42433268286099647661950, 0]], 'char_orbit_index': 3, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 137707388976, 'hecke_ring_character_values': [[31, [-1, 0]], [37, [1, 0]], [17, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 18], 'hecke_ring_inverse_numerators': [[1, 0], [9, 1]], 'hecke_ring_numerators': [[1, 0], [-9, 18]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '48.16.c.a', 'level': 48, 'maxp': 997, 'weight': 16}
• 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': 12288, 'analytic_conductor': 68.49288244796179, 'char_conductor': 12, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [48, 2, [31, 37, 17], [1, 2, 1]], 'conrey_index': 47, 'cusp_dim': 114, 'dim': 30, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137707388976, 'hecke_orbit_dims': [2, 4, 4, 20], 'label': '48.16.c', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 126, 'mf_new_dim': 30, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 30, 'sturm_bound': 128, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [30, 0, 0, 0, 0, 0, 0, 0, 11436150, 0, 0, 0, -124527276, 0, 0, 0, 0, 0, 0, 0, 21870145380, 0, 0, 0, -108901554042, 0, 0, 0, 0, 0, 0, 0, 289110092544, 0, 0, 0, -1598417564220, 0, 0, 0, 0, 0, 0, 0, 9546654693888, 0, 0, 0, -9465219985782, 0, 0, 0, 0, 0, 0, 0, -32870482914900, 0, 0, 0, 69587316369396, 0, 0, 0, 0, 0, 0, 0, -195043768791552, 0, 0, 0, -39888066927924, 0, 0, 0, 0, 0, 0, 0, 369475419109806, 0, 0, 0, -1149787594156032, 0, 0, 0, 0, 0, 0, 0, 439577395080372, 0, 0, 0, -143519349689892, 0, 0, 0, 0, 0, 0, 0, -1168010983272960, 0, 0, 0, -1097328225882156, 0, 0, 0, 0, 0, 0, 0, -5971657675449372, 0, 0, 0, 2400027759463782, 0, 0, 0, 0, 0, 0, 0, -3114798056088804, 0, 0, 0, 14568328707562824, 0, 0, 0, 0, 0, 0, 0, 18068200675347456, 0, 0, 0, 5217435914982912, 0, 0, 0, 0, 0, 0, 0, 71572040790202368, 0, 0, 0, -102828404213078412, 0, 0, 0, 0, 0, 0, 0, -6878869672260096, 0, 0, 0, 130273370799026466, 0, 0, 0, 0, 0, 0, 0, -233078923154592000, 0, 0, 0, 332336820182621220, 0, 0, 0, 0, 0, 0, 0, -82542196216257228, 0, 0, 0, -358208784271373508, 0, 0, 0, 0, 0, 0, 0, 314169814938722028, 0, 0, 0, -211379176080239616, 0, 0, 0, 0, 0, 0, 0, 377721675054291456, 0, 0, 0, -938938975645904136, 0, 0, 0, 0, 0, 0, 0, -218762980095911682, 0, 0, 0, -186844346178716796, 0, 0, 0, 0, 0, 0, 0, -679673834449764204, 0, 0, 0, 1966889711276596764, 0, 0, 0, 0, 0, 0, 0, -1008070750556510976, 0, 0, 0, -1259296034235116544, 0, 0, 0, 0, 0, 0, 0, -8282044138904064, 0, 0, 0, 4375290382009606656, 0, 0, 0, 0, 0, 0, 0, 2458081738731266328, 0, 0, 0, 4083111766290912420, 0, 0, 0, 0, 0, 0, 0, 742166602462444032, 0, 0, 0, -14140645463223948738, 0, 0, 0, 0, 0, 0, 0, 3279016203791922432, 0, 0, 0, 2943277888777541352, 0, 0, 0, 0, 0, 0, 0, 4217391124239808740, 0, 0, 0, 8143255887259844556, 0, 0, 0, 0, 0, 0, 0, -2187571977517835520, 0, 0, 0, -25218709510475008188, 0, 0, 0, 0, 0, 0, 0, -17881112672631880428, 0, 0, 0, 43690621703366860092, 0, 0, 0, 0, 0, 0, 0, -18584364055761368064, 0, 0, 0, 35695782514903479156, 0, 0, 0, 0, 0, 0, 0, -9911835031730485248, 0, 0, 0, -115245641475837039486, 0, 0, 0, 0, 0, 0, 0, 36739693987360404480, 0, 0, 0, -2467821936958132572, 0, 0, 0, 0, 0, 0, 0, 52253693025307719732, 0, 0, 0, 6463750424289776640, 0, 0, 0, 0, 0, 0, 0, 20199378032233060608, 0, 0, 0, -20440915906266216300, 0, 0, 0, 0, 0, 0, 0, -29994114313931111424, 0, 0, 0, 68958815370282731628, 0, 0, 0, 0, 0, 0, 0, -92242882570674289668, 0, 0, 0, 205942781694086501508, 0, 0, 0, 0, 0, 0, 0, -85826282123842850304, 0, 0, 0, 37994865843224726268, 0, 0, 0, 0, 0, 0, 0, 144408753093165923154, 0, 0, 0, -178156748782822523904, 0, 0, 0, 0, 0, 0, 0, -40520498276333836668, 0, 0, 0, -54843372420326971188, 0, 0, 0, 0, 0, 0, 0, 288663663090816419328, 0, 0, 0, 90451133387881093320, 0, 0, 0, 0, 0, 0, 0, -269359337498604498432, 0, 0, 0, -426301861944622155432, 0, 0, 0, 0, 0, 0, 0, 101985609346800804876, 0, 0, 0, 67036345102950230016, 0, 0, 0, 0, 0, 0, 0, 16442830656985489920, 0, 0, 0, -195170899016644093440, 0, 0, 0, 0, 0, 0, 0, 191247577691752929564, 0, 0, 0, 688174174273574062080, 0, 0, 0, 0, 0, 0, 0, -670235468684890887660, 0, 0, 0, -680374567859934535314, 0, 0, 0, 0, 0, 0, 0, -172598968449558657792, 0, 0, 0, 1084742176134411359028, 0, 0, 0, 0, 0, 0, 0, -774027260836771980540, 0, 0, 0, -513485202667768300488, 0, 0, 0, 0, 0, 0, 0, 1297586016915605784576, 0, 0, 0, -238743014615729989632, 0, 0, 0, 0, 0, 0, 0, -950347652028740517888, 0, 0, 0, -189081865936437719652, 0, 0, 0, 0, 0, 0, 0, 3131710541405543365632, 0, 0, 0, 1692466502815811922408, 0, 0, 0, 0, 0, 0, 0, -1423357315946593676700, 0, 0, 0, -4705455772589528509716, 0, 0, 0, 0, 0, 0, 0, 3296734835152305885696, 0, 0, 0, 5821327449590917339332, 0, 0, 0, 0, 0, 0, 0, -3253303868853333413376, 0, 0, 0, -3386538314629896254514, 0, 0, 0, 0, 0, 0, 0, 787300652366118469452, 0, 0, 0, 4193819931774435143196, 0, 0, 0, 0, 0, 0, 0, -8165188159798958194176, 0, 0, 0, -2730011414691635578368, 0, 0, 0, 0, 0, 0, 0, 5002624000210512635580, 0, 0, 0, 4887280963420005869604, 0, 0, 0, 0, 0, 0, 0, -5615357500891949370444, 0, 0, 0, -7205449562011757079972, 0, 0, 0, 0, 0, 0, 0, 12386719938266612971776, 0, 0, 0, 6423248070063363990528, 0, 0, 0, 0, 0, 0, 0, -9503501759211279485952, 0, 0, 0, -18499709413264431108096, 0, 0, 0, 0, 0, 0, 0, 17089177024027228502016, 0, 0, 0, 11626721785435827296772, 0, 0, 0, 0, 0, 0, 0, -18578985149400695350272, 0, 0, 0, -16989526905230146785000, 0, 0, 0, 0, 0, 0, 0, 22788697064948262661446, 0, 0, 0, 26681921402510737508340, 0, 0, 0, 0, 0, 0, 0, -32236120825390321287096, 0, 0, 0, -15035548418070786289152, 0, 0, 0, 0, 0, 0, 0, 20335773200900578649856, 0, 0, 0, 28341119412239350632228, 0, 0, 0, 0, 0, 0, 0, -29261611575844746135552, 0, 0, 0, -43228848543405121563588, 0, 0, 0, 0, 0, 0, 0, 36270971454879035827512, 0, 0, 0, 62347430356551985093632, 0, 0, 0, 0, 0, 0, 0, -27469938883618479232512, 0, 0, 0, -55842629709257896110216, 0, 0, 0, 0, 0, 0, 0, 48874156850553327885312, 0, 0, 0, 64901749357132611471360, 0, 0, 0, 0, 0, 0, 0, -77943162934996525682796, 0, 0, 0, -73198278638853308651592, 0, 0, 0, 0, 0, 0, 0, 89731580859158824357632, 0, 0, 0, 42058998936015720887988, 0, 0, 0, 0, 0, 0, 0, -78799315166749766855484, 0, 0, 0, -56017175786742091903050, 0, 0, 0, 0, 0, 0, 0, 123039560955529431476316, 0, 0, 0, 109020555825466936211172, 0, 0, 0, 0, 0, 0, 0, -134277665664589636985856, 0, 0, 0, -162737894513501462610432, 0, 0, 0, 0, 0, 0, 0, 124305460898929121809164, 0, 0, 0, 139141947220621345496340, 0, 0, 0, 0, 0, 0, 0, -173079963916018172545536, 0, 0, 0, -171953051668490877902856, 0, 0, 0, 0, 0, 0, 0, 142182758456136486466560, 0, 0, 0, 180277655254040944097280, 0, 0, 0, 0, 0, 0, 0, -153674801824960476919296, 0, 0, 0, -120926168876338441634304, 0, 0, 0, 0, 0, 0, 0, 162682738419427495453836, 0, 0, 0, 250227153541731769754868, 0, 0, 0, 0, 0, 0, 0, -272842571103682061376000, 0, 0, 0, -269993327248420801319124, 0, 0, 0, 0, 0, 0, 0, 313769999899421316887040, 0, 0, 0, 204765404788105614658824, 0, 0, 0, 0, 0, 0, 0, -243022653614029793619456, 0, 0, 0, -332346890842009086229638, 0, 0, 0, 0, 0, 0, 0, 444756328419426858326016, 0, 0, 0, 413321803743415932767784, 0, 0, 0, 0, 0, 0, 0, -408009932930865389166492, 0, 0, 0, -509077543628305718539776, 0, 0, 0, 0, 0, 0, 0, 385593408404614762061052, 0, 0, 0, 431810451467798806813380, 0, 0, 0], 'weight': 16, 'weight_parity': 1}
• 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: 39273
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '48.16.c.a', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '48.16.c.a', 'target_level': 48, 'twist_class_label': '48.16.c.a', 'twist_class_level': 48, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 16}
  • id: 39274
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '48.16.c.a', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '48.16.c.a', 'target_level': 48, 'twist_class_label': '48.16.c.a', 'twist_class_level': 48, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 39275
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '48.16.c.a', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '48.16.c.a', 'target_level': 48, 'twist_class_label': '48.16.c.a', 'twist_class_level': 48, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 39276
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '48.16.c.a', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '48.16.c.a', 'target_level': 48, 'twist_class_label': '48.16.c.a', 'twist_class_level': 48, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 160050
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 2}
  • id: 160051
    {'charpoly_factorization': [[[14348907, 0, 1], 1]], 'hecke_orbit_code': 137707388976, 'p': 3}
  • id: 160052
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 5}
  • id: 160053
    {'charpoly_factorization': [[[17440470029772, 0, 1], 1]], 'hecke_orbit_code': 137707388976, 'p': 7}
  • id: 160054
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 11}
  • id: 160055
    {'charpoly_factorization': [[[397771850, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 13}
  • id: 160056
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 17}
  • id: 160057
    {'charpoly_factorization': [[[1421760299952307500, 0, 1], 1]], 'hecke_orbit_code': 137707388976, 'p': 19}
  • id: 160058
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 23}
  • id: 160059
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 29}
  • id: 160060
    {'charpoly_factorization': [[[48201381001985385307500, 0, 1], 1]], 'hecke_orbit_code': 137707388976, 'p': 31}
  • id: 160061
    {'charpoly_factorization': [[[-1090158909950, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 37}
  • id: 160062
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 41}
  • id: 160063
    {'charpoly_factorization': [[[10632797075788198560897228, 0, 1], 1]], 'hecke_orbit_code': 137707388976, 'p': 43}
  • id: 160064
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 47}
  • id: 160065
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 53}
  • id: 160066
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 59}
  • id: 160067
    {'charpoly_factorization': [[[-40241378988902, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 61}
  • id: 160068
    {'charpoly_factorization': [[[31547428003172302713440172, 0, 1], 1]], 'hecke_orbit_code': 137707388976, 'p': 67}
  • id: 160069
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 71}
  • id: 160070
    {'charpoly_factorization': [[[9014812804550, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 73}
  • id: 160071
    {'charpoly_factorization': [[[108671352340411119961634467500, 0, 1], 1]], 'hecke_orbit_code': 137707388976, 'p': 79}
  • id: 160072
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 83}
  • id: 160073
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137707388976, 'p': 89}
  • id: 160074
    {'charpoly_factorization': [[[1035097921427150, 1], 2]], 'hecke_orbit_code': 137707388976, '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': 3, 'hecke_orbit': 1, 'label': '48.16.c.a', 'level': 48, 'portrait': 'data:image/png;base64,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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 24237000
    {'hecke_orbit_code': 137707388976, 'n': 1, 'trace_an': 2}
  • id: 24237001
    {'hecke_orbit_code': 137707388976, 'n': 2, 'trace_an': 0}
  • id: 24237002
    {'hecke_orbit_code': 137707388976, 'n': 3, 'trace_an': 0}
  • id: 24237003
    {'hecke_orbit_code': 137707388976, 'n': 4, 'trace_an': 0}
  • id: 24237004
    {'hecke_orbit_code': 137707388976, 'n': 5, 'trace_an': 0}
  • id: 24237005
    {'hecke_orbit_code': 137707388976, 'n': 6, 'trace_an': 0}
  • id: 24237006
    {'hecke_orbit_code': 137707388976, 'n': 7, 'trace_an': 0}
  • id: 24237007
    {'hecke_orbit_code': 137707388976, 'n': 8, 'trace_an': 0}
  • id: 24237008
    {'hecke_orbit_code': 137707388976, 'n': 9, 'trace_an': -28697814}
  • id: 24237009
    {'hecke_orbit_code': 137707388976, 'n': 10, 'trace_an': 0}
  • id: 24237010
    {'hecke_orbit_code': 137707388976, 'n': 11, 'trace_an': 0}
  • id: 24237011
    {'hecke_orbit_code': 137707388976, 'n': 12, 'trace_an': 0}
  • id: 24237012
    {'hecke_orbit_code': 137707388976, 'n': 13, 'trace_an': -795543700}
  • id: 24237013
    {'hecke_orbit_code': 137707388976, 'n': 14, 'trace_an': 0}
  • id: 24237014
    {'hecke_orbit_code': 137707388976, 'n': 15, 'trace_an': 0}
  • id: 24237015
    {'hecke_orbit_code': 137707388976, 'n': 16, 'trace_an': 0}
  • id: 24237016
    {'hecke_orbit_code': 137707388976, 'n': 17, 'trace_an': 0}
  • id: 24237017
    {'hecke_orbit_code': 137707388976, 'n': 18, 'trace_an': 0}
  • id: 24237018
    {'hecke_orbit_code': 137707388976, 'n': 19, 'trace_an': 0}
  • id: 24237019
    {'hecke_orbit_code': 137707388976, 'n': 20, 'trace_an': 0}
  • id: 24237020
    {'hecke_orbit_code': 137707388976, 'n': 21, 'trace_an': 31638690396}
  • id: 24237021
    {'hecke_orbit_code': 137707388976, 'n': 22, 'trace_an': 0}
  • id: 24237022
    {'hecke_orbit_code': 137707388976, 'n': 23, 'trace_an': 0}
  • id: 24237023
    {'hecke_orbit_code': 137707388976, 'n': 24, 'trace_an': 0}
  • id: 24237024
    {'hecke_orbit_code': 137707388976, 'n': 25, 'trace_an': 61035156250}
  • id: 24237025
    {'hecke_orbit_code': 137707388976, 'n': 26, 'trace_an': 0}
  • id: 24237026
    {'hecke_orbit_code': 137707388976, 'n': 27, 'trace_an': 0}
  • id: 24237027
    {'hecke_orbit_code': 137707388976, 'n': 28, 'trace_an': 0}
  • id: 24237028
    {'hecke_orbit_code': 137707388976, 'n': 29, 'trace_an': 0}
  • id: 24237029
    {'hecke_orbit_code': 137707388976, 'n': 30, 'trace_an': 0}
  • id: 24237030
    {'hecke_orbit_code': 137707388976, 'n': 31, 'trace_an': 0}
  • id: 24237031
    {'hecke_orbit_code': 137707388976, 'n': 32, 'trace_an': 0}
  • id: 24237032
    {'hecke_orbit_code': 137707388976, 'n': 33, 'trace_an': 0}
  • id: 24237033
    {'hecke_orbit_code': 137707388976, 'n': 34, 'trace_an': 0}
  • id: 24237034
    {'hecke_orbit_code': 137707388976, 'n': 35, 'trace_an': 0}
  • id: 24237035
    {'hecke_orbit_code': 137707388976, 'n': 36, 'trace_an': 0}
  • id: 24237036
    {'hecke_orbit_code': 137707388976, 'n': 37, 'trace_an': 2180317819900}
  • id: 24237037
    {'hecke_orbit_code': 137707388976, 'n': 38, 'trace_an': 0}
  • id: 24237038
    {'hecke_orbit_code': 137707388976, 'n': 39, 'trace_an': 0}
  • id: 24237039
    {'hecke_orbit_code': 137707388976, 'n': 40, 'trace_an': 0}
  • id: 24237040
    {'hecke_orbit_code': 137707388976, 'n': 41, 'trace_an': 0}
  • id: 24237041
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  • id: 24237042
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  • id: 24237045
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  • id: 24237046
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  • id: 24237047
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  • id: 24237048
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  • id: 24237049
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  • id: 24237055
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  • id: 24237056
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  • id: 24237057
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  • id: 24237060
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  • id: 24237076
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  • id: 24237077
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  • id: 24237132
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  • id: 24237146
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  • id: 24237148
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  • id: 24237151
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  • id: 24237152
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  • id: 24237153
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  • id: 24237154
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  • id: 24237155
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  • id: 24237249
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