Newform data - 162.8.c.f

Formats: - HTML - YAML - JSON - 2025-01-22T00:21:26.980636

• 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': 10368, 'analytic_conductor': 50.606374128427724, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [162, 3, [83], [2]], 'cm_discs': [], 'conrey_index': 55, '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, [97344, -312, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518135710023842, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '162.8.c.f', 'level': 162, '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, 3], 'level_radical': 6, 'minimal_twist': '54.8.a.c', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-8+8\\zeta_{6})q^{2}-2^{6}\\zeta_{6}q^{4}+312\\zeta_{6}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.8.c', 'trace_display': [-8, 0, 312, -323], 'trace_hash': 1161435614909943204, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.856', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.362', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '88.689', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -8, 0, -64, 312, 0, -323, 1024, 0, -4992, 3720, 0, 14179, -2584, 0, -4096, -31824, 0, 44842, 19968, 0, 29760, 57768, 0, -19219, -226864, 0, 41344, 166656, 0, -94820, -32768, 0, 127296, -201552, 0, 907942, -179368, 0, 159744, 627072, 0, 42472, -476160, 0, -924288, -1235256, 0, 719214, -153752, 0, 907456, -214560, 0, 2321280, -165376, 0, 1333248, -2479224, 0, -2874383, 1517120, 0, 524288, -4423848, 0, -1501097, 1018368, 0, 806208, -9466272, 0, -170222, -3631768, 0, -1434944, 1201560, 0, 1180819, -2555904, 0, -10033152, -1116528, 0, -4964544, 339776, 0, 1904640, -18736272, 0, -9159634, 3697152, 0, -9882048, 6995352, 0, 2039995, -11507424, 0, 2460032, -15257472, 0, 19243345, 7259648, 0, 858240, -25714224, 0, -20567084, -9285120, 0, -1323008, 18677256, 0, -18023616, -21331968, 0, 39667584, 5139576, 0, 5648771, -22995064, 0, -6068480, 36757344, 0, 7073176, -2097152, 0, -35390784, -30100512, 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• 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], [-8, 8], [0, 0], [0, -64], [0, 312], [0, 0], [-323, 323], [512, 0], [0, 0], [-2496, 0], [3720, -3720], [0, 0], [0, 14179], [0, -2584], [0, 0], [-4096, 4096], [-15912, 0], [0, 0], [22421, 0], [19968, -19968], [0, 0], [0, 29760], [0, 57768], [0, 0], [-19219, 19219], [-113432, 0], [0, 0], [20672, 0], [166656, -166656], [0, 0], [0, -94820], [0, -32768], [0, 0], [127296, -127296], [-100776, 0], [0, 0], [453971, 0], [-179368, 179368], [0, 0], [0, 159744], [0, 627072], [0, 0], [42472, -42472], [-238080, 0], [0, 0], [-462144, 0], [-1235256, 1235256], [0, 0], [0, 719214], [0, -153752], [0, 0], [907456, -907456], [-107280, 0], [0, 0], [1160640, 0], [-165376, 165376], [0, 0], [0, 1333248], [0, -2479224], [0, 0], [-2874383, 2874383], [758560, 0], [0, 0], [262144, 0], [-4423848, 4423848], [0, 0], [0, -1501097], [0, 1018368], [0, 0], [806208, -806208], [-4733136, 0], [0, 0], [-85111, 0], [-3631768, 3631768], [0, 0], [0, -1434944], [0, 1201560], [0, 0], [1180819, -1180819], [-1277952, 0], [0, 0], [-5016576, 0], [-1116528, 1116528], [0, 0], [0, -4964544], [0, 339776], [0, 0], [1904640, -1904640], [-9368136, 0], [0, 0], [-4579817, 0], [3697152, -3697152], [0, 0], [0, -9882048], [0, 6995352], [0, 0], [2039995, -2039995], [-5753712, 0], [0, 0], [1230016, 0]], 'ap': [[-8, 8], [0, 0], [0, 312], [-323, 323], [3720, -3720], [0, 14179], [-15912, 0], [22421, 0], [0, 57768], [166656, -166656], [0, -94820], [453971, 0], [0, 627072], [42472, -42472], [-1235256, 1235256], [-107280, 0], [0, -2479224], [-2874383, 2874383], [0, -1501097], [-4733136, 0], [-85111, 0], [1180819, -1180819], [-1116528, 1116528], [-9368136, 0], [2039995, -2039995], [-15257472, 15257472], [0, 19243345], [-12857112, 0], [-10283542, 0], [0, 18677256], [3536588, 0], [0, -30100512], [-7373256, 7373256], [0, 59252197], [0, -23263248], [58245967, -58245967], [0, 29357626], [-35019637, 0], [0, -60454776], [64348032, -64348032], [-10586160, 0], [64157753, 0], [156332856, -156332856], [0, 35325913], [106306344, 0], [15962807, 0], [0, 26577985], [171222724, -171222724], [-43389744, 43389744], [0, -264398018], [169021728, 0], [0, 60090576], [48405583, -48405583], [-27266400, 0], [0, -26877648], [-403707984, 403707984], [-344676744, 0], [341243201, 0], [54161902, -54161902], [-5497152, 5497152], [0, 558772960], [0, -12473688], [-18034288, 0], [0, 594654072], [-373870763, 373870763], [589363248, -589363248], [1156574125, -1156574125], [0, -578818157], [0, 324999888], [-250765379, 250765379], [-1040745552, 1040745552], [1024114824, 0], [-999933119, 999933119], [0, -192580907], [1915120433, 0], [0, -1511098752], [737167800, -737167800], [-855916234, 0], [0, 238952976], [0, 953539231], [0, 544668072], [661270411, -661270411], [-210789288, 0], [-1728880414, 0], [-139429340, 139429340], [1401206160, -1401206160], [17841960, 0], [1744131898, -1744131898], [1359911496, -1359911496], [0, 1977586933], [-3468515112, 0], [2180416368, -2180416368], [3007445051, 0], [0, -2629698024], [0, 276989728], [4592164248, 0], [0, 3254659224], [-5573062872, 0], [2337830489, 0], [-5608738555, 0], [4510331245, -4510331245], [-330014664, 0], [0, 2575722048], [-2228913240, 2228913240], [0, -2834326733], [12442691, 0], [-8614098888, 8614098888], [4554897552, 0], [0, 657166848], [-8394063146, 8394063146], [0, 1049525005], [4228475231, 0], [0, 4854598872], [-2322746909, 2322746909], [5849871401, 0], [9817186800, -9817186800], [0, 4730439352], [4289993280, 0], [0, -13210755888], [5605467600, -5605467600], [0, 1770703681], [736035661, -736035661], [6225615768, -6225615768], [6780884832, 0], [4149967528, -4149967528], [16121029176, 0], [-11328838829, 11328838829], [8977594320, 0], [19804926700, -19804926700], [0, -18860469242], [-13839673840, 0], [0, -18088369752], [0, 2220265867], [22188333701, 0], [0, 3038212968], [0, 18240904273], [12065907024, 0], [0, -12679939661], [0, 4864513632], [10787922288, 0], [-24159155416, 0], [27188198616, -27188198616], [0, -7453415417], [-7488708264, 0], [5239945145, 0], [-4929008784, 4929008784], [-31769048123, 31769048123], [-24008274672, 24008274672], [0, -28997908223], [-9495092232, 0], [0, -17936636963], [-583457688, 0], [36003099683, 0], [0, 16530069552], [32007972511, -32007972511], [-12349415904, 12349415904], [-19718087308, 0], [-28650462576, 28650462576], [-485335285, 0], [0, 2900154984], [-1386583944, 1386583944], [14592028248, 0], [0, -3509607029], [11907559656, 0], [0, 12787172592], [-27552163848, 27552163848], [1903121183, 0], [15230136610, -15230136610]], 'char_orbit_index': 3, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 22518135710023842, 'hecke_ring_character_values': [[83, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '162.8.c.f', 'level': 162, 'maxp': 997, 'weight': 8}
• mf_newspaces •

  Column	Type
  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_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

  
  {'Nk2': 10368, 'analytic_conductor': 50.606374128427724, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [162, 3, [83], [2]], 'conrey_index': 55, 'cusp_dim': 354, 'dim': 56, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137573171362, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 8, 8], 'label': '162.8.c', 'level': 162, '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, 3], 'level_radical': 6, 'mf_dim': 402, 'mf_new_dim': 56, 'num_forms': 18, 'prim_orbit_index': 3, 'relative_dim': 28, 'sturm_bound': 216, 'trace_bound': 5, 'trace_display': [0, 0, 0, -830], 'traces': [56, 0, 0, -1792, 0, 0, -830, 0, 0, 0, 0, 0, -18470, 0, 0, -114688, 0, 0, 227608, 0, 0, -70512, 0, 0, -293512, 0, 0, 106240, 0, 0, -128498, 0, 0, 177456, 0, 0, 482788, 0, 0, 0, 0, 0, 840772, 0, 0, -1204032, 0, 0, -2481558, 0, 0, -1182080, 0, 0, 488124, 0, 0, 1730640, 0, 0, -2167046, 0, 0, 14680064, 0, 0, 7691980, 0, 0, 9850320, 0, 0, -1526792, 0, 0, -7283456, 0, 0, 34746808, 0, 0, 967680, 0, 0, -5422374, 0, 0, -4512768, 0, 0, 56885120, 0, 0, 11585184, 0, 0, 45244606, 0, 0, 37569536, 0, 0, -23278712, 0, 0, 7503504, 0, 0, 26607676, 0, 0, -3399680, 0, 0, -94928940, 0, 0, 145182336, 0, 0, -59206642, 0, 0, -8223872, 0, 0, -215837564, 0, 0, 19104912, 0, 0, 113173256, 0, 0, -22714368, 0, 0, 105312880, 0, 0, -53608128, 0, 0, -388228284, 0, 0, -15449216, 0, 0, -9855386, 0, 0, 207455712, 0, 0, 244830118, 0, 0, 0, 0, 0, -213413264, 0, 0, 105722448, 0, 0, -386752950, 0, 0, -107618816, 0, 0, -640134368, 0, 0, -187880496, 0, 0, -75916304, 0, 0, 38529024, 0, 0, 25151040, 0, 0, 870141888, 0, 0, -60440972, 0, 0, -158819712, 0, 0, -1215871868, 0, 0, -281136816, 0, 0, -220604184, 0, 0, 151306240, 0, 0, 918566044, 0, 0, 348844560, 0, 0, 479721188, 0, 0, -15619968, 0, 0, 341321104, 0, 0, 70202208, 0, 0, -608214686, 0, 0, 110760960, 0, 0, -1088388360, 0, 0, 1197177792, 0, 0, 1615743574, 0, 0, 277381888, 0, 0, 288100496, 0, 0, -514833408, 0, 0, -1013732424, 0, 0, -469762048, 0, 0, -502921108, 0, 0, -1135996704, 0, 0, 415587474, 0, 0, 492286720, 0, 0, 6791643436, 0, 0, -1047519600, 0, 0, -2280937652, 0, 0, -1260840960, 0, 0, -1665271220, 0, 0, -300569664, 0, 0, -3339981052, 0, 0, 48857344, 0, 0, 2734584984, 0, 0, 5015619456, 0, 0, -1404473740, 0, 0, -466141184, 0, 0, -1282020368, 0, 0, -876581136, 0, 0, -302151044, 0, 0, -4447591424, 0, 0, 5391458532, 0, 0, 3055979424, 0, 0, 16314632584, 0, 0, -30965760, 0, 0, -4420427540, 0, 0, -1816126656, 0, 0, -3698981540, 0, 0, -347031936, 0, 0, -9395942620, 0, 0, 3519288384, 0, 0, 9337897420, 0, 0, 577634304, 0, 0, -3116090376, 0, 0, -868522512, 0, 0, -5187969072, 0, 0, -1820323840, 0, 0, -3045064490, 0, 0, -9716564448, 0, 0, 7483632928, 0, 0, 741451776, 0, 0, 23890588192, 0, 0, -1638731520, 0, 0, -8619285078, 0, 0, -5791309568, 0, 0, -2548289376, 0, 0, -1198933728, 0, 0, -12017732540, 0, 0, -1202225152, 0, 0, 10234267856, 0, 0, 3848115264, 0, 0, 1888022152, 0, 0, -1489837568, 0, 0, -12075049620, 0, 0, 636369504, 0, 0, -3344134214, 0, 0, -960448512, 0, 0, 13658160296, 0, 0, 1496149920, 0, 0, 5263374640, 0, 0, -851445632, 0, 0, -9797649218, 0, 0, -10409500704, 0, 0, -25605558450, 0, 0, -217579520, 0, 0, -4345616664, 0, 0, 5732428416, 0, 0, 2383825348, 0, 0, 12150904320, 0, 0, 4923423970, 0, 0, 765751056, 0, 0, -7334183392, 0, 0, -4645834752, 0, 0, -12965244080, 0, 0, -1142309184, 0, 0, 10345580774, 0, 0, -3789225088, 0, 0, 3245898400, 0, 0, -184478832, 0, 0, -14145803118, 0, 0, 1052655616, 0, 0, -10799028140, 0, 0, -3679130496, 0, 0, 34365852972, 0, 0, 6906802048, 0, 0, 11969682242, 0, 0, 16137768864, 0, 0, -351008388, 0, 0, 1222714368, 0, 0, -48243714944, 0, 0, -13445082144, 0, 0, 16756425356, 0, 0, -14486176768, 0, 0, 3229426818, 0, 0, 5000314128, 0, 0, 7003674604, 0, 0, 726859776, 0, 0, 9553740472, 0, 0, 35005102464, 0, 0, 3933389204, 0, 0, 6740024320, 0, 0, -24474829504, 0, 0, 17083693488, 0, 0, 41067750654, 0, 0, 6861840384, 0, 0, 25386246712, 0, 0, -4351247136, 0, 0, 24551928724, 0, 0, 12423305088, 0, 0, 27379265382, 0, 0, 6897504480, 0, 0, -41616900652, 0, 0, -988749824, 0, 0, -24212418192, 0, 0, -27370409856, 0, 0, -12495120524, 0, 0, 1261489408, 0, 0, 4044435472, 0, 0, -6151770288, 0, 0, 12407213128, 0, 0, -6638582784, 0, 0, -26068235048, 0, 0, 45427340736, 0, 0, -6703910116, 0, 0, 15669127552, 0, 0, 97022310796, 0, 0, 24841841760, 0, 0, -28387453530, 0, 0, 0, 0, 0, 4192368448, 0, 0, -18356490048, 0, 0, -129699815472, 0, 0, 6829224448, 0, 0, -34881147054, 0, 0, 17618776896, 0, 0, -1690263338, 0, 0, 6766236672, 0, 0, 64738408752, 0, 0, -13493377440, 0, 0, -19042502252, 0, 0, 49504377600, 0, 0, 2595097718, 0, 0, 31736117040, 0, 0, -81597339180, 0, 0, 3443802112, 0, 0, 13404000592, 0, 0, -93933375072, 0, 0, -85619259108, 0, 0, -40968599552, 0, 0, -102463305904, 0, 0, -35986825536, 0, 0, 69735452026, 0, 0, 24048703488, 0, 0, 122585453496, 0, 0, -11169814752, 0, 0, 53593521176, 0, 0, 2429321728, 0, 0, -19459929734, 0, 0, -113815406016, 0, 0, 62930881408, 0, 0, 2465857536, 0, 0, 29773073776, 0, 0, 65106813360, 0, 0, 37724152500, 0, 0, -3219333120, 0, 0, -72833042546, 0, 0, -80134003056, 0, 0, -68279863640, 0, 0, -27844540416, 0, 0, 4214757596, 0, 0, 1916966016, 0, 0, -28714823012, 0, 0, -3868222208, 0, 0, 99250313584, 0, 0, -7597554192, 0, 0, -166751904960, 0, 0, 20328923136, 0, 0, 51980780704, 0, 0, 168946130304, 0, 0, 116880981908, 0, 0, 38907899776, 0, 0, -50106772872, 0, 0, -88197741792, 0, 0, -34825633596, 0, 0, -17992756224, 0, 0, -330481020344, 0, 0, -78575525472, 0, 0, 24309683288, 0, 0, 28237335552, 0, 0, 28365434782, 0, 0, -17756183616, 0, 0, 485361388456, 0, 0, -4841799680, 0, 0, 1247046300, 0, 0, -57811721856, 0, 0, -33897341482, 0, 0, 58788226816, 0, 0, -61568703512, 0, 0, 48674751168, 0, 0, 75431088460, 0, 0, -44652103680, 0, 0, -152971628840, 0, 0, -144099938976, 0, 0, -100065157704, 0, 0, -15351078016, 0, 0, 121315896512, 0, 0, 102607953024, 0, 0, 114243089518, 0, 0, -999677952, 0, 0, 263453485336, 0, 0, 38239522944, 0, 0, 74042831174, 0, 0, -43689101312, 0, 0, 292815366462, 0, 0, 100270753344, 0, 0, 66289136472, 0, 0, -2246470656, 0, 0, 10361707420, 0, 0, -274209172992, 0, 0, -145473156054, 0, 0, -38925739904, 0, 0, -218728130828, 0, 0, -194214185232, 0, 0, -101161745948, 0, 0, -14177402880, 0, 0, -110802957024, 0, 0, 79694752272, 0, 0, 186841304992, 0, 0, 34828427520, 0, 0, -17719807176, 0, 0, 376973923776, 0, 0, 7030192334, 0, 0, 76619378688, 0, 0, 180221865120, 0, 0, 104573452704, 0, 0, -28237387026, 0, 0, -206815177472, 0, 0, -75916755806, 0, 0, -174619305648, 0, 0, -550434655192, 0, 0, -8876220416, 0, 0, -210137979132, 0, 0, 68432634528, 0, 0, 18734502672, 0, 0, 18438431744, 0, 0, 579356962204, 0, 0, 106533669120, 0, 0, 153451444150, 0, 0, 65898676224], 'weight': 8, '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: 137369
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '162.8.c.f', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '54.8.a.c', 'target_level': 54, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 137370
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '162.8.c.f', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '54.8.a.d', 'target_level': 54, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 137371
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '162.8.c.f', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '162.8.c.f', 'target_level': 162, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 137372
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '162.8.c.f', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '162.8.c.f', 'target_level': 162, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 137373
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '162.8.c.f', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '162.8.c.g', 'target_level': 162, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 137374
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '162.8.c.f', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '162.8.c.g', 'target_level': 162, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 137375
    {'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '162.8.c.f', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '432.8.a.a', 'target_level': 432, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 137376
    {'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '162.8.c.f', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '432.8.a.h', 'target_level': 432, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 425550
    {'charpoly_factorization': [[[64, 8, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 2}
  • id: 425551
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518135710023842, 'p': 3}
  • id: 425552
    {'charpoly_factorization': [[[97344, -312, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 5}
  • id: 425553
    {'charpoly_factorization': [[[104329, 323, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 7}
  • id: 425554
    {'charpoly_factorization': [[[13838400, -3720, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 11}
  • id: 425555
    {'charpoly_factorization': [[[201044041, -14179, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 13}
  • id: 425556
    {'charpoly_factorization': [[[15912, 1], 2]], 'hecke_orbit_code': 22518135710023842, 'p': 17}
  • id: 425557
    {'charpoly_factorization': [[[-22421, 1], 2]], 'hecke_orbit_code': 22518135710023842, 'p': 19}
  • id: 425558
    {'charpoly_factorization': [[[3337141824, -57768, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 23}
  • id: 425559
    {'charpoly_factorization': [[[27774222336, -166656, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 29}
  • id: 425560
    {'charpoly_factorization': [[[8990832400, 94820, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 31}
  • id: 425561
    {'charpoly_factorization': [[[-453971, 1], 2]], 'hecke_orbit_code': 22518135710023842, 'p': 37}
  • id: 425562
    {'charpoly_factorization': [[[393219293184, -627072, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 41}
  • id: 425563
    {'charpoly_factorization': [[[1803870784, -42472, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 43}
  • id: 425564
    {'charpoly_factorization': [[[1525857385536, 1235256, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 47}
  • id: 425565
    {'charpoly_factorization': [[[107280, 1], 2]], 'hecke_orbit_code': 22518135710023842, 'p': 53}
  • id: 425566
    {'charpoly_factorization': [[[6146551642176, 2479224, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 59}
  • id: 425567
    {'charpoly_factorization': [[[8262077630689, 2874383, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 61}
  • id: 425568
    {'charpoly_factorization': [[[2253292203409, 1501097, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 67}
  • id: 425569
    {'charpoly_factorization': [[[4733136, 1], 2]], 'hecke_orbit_code': 22518135710023842, 'p': 71}
  • id: 425570
    {'charpoly_factorization': [[[85111, 1], 2]], 'hecke_orbit_code': 22518135710023842, 'p': 73}
  • id: 425571
    {'charpoly_factorization': [[[1394333510761, -1180819, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 79}
  • id: 425572
    {'charpoly_factorization': [[[1246634774784, 1116528, 1], 1]], 'hecke_orbit_code': 22518135710023842, 'p': 83}
  • id: 425573
    {'charpoly_factorization': [[[9368136, 1], 2]], 'hecke_orbit_code': 22518135710023842, 'p': 89}
  • id: 425574
    {'charpoly_factorization': [[[4161579600025, -2039995, 1], 1]], 'hecke_orbit_code': 22518135710023842, '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': 6, 'label': '162.8.c.f', 'level': 162, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44192539
    {'hecke_orbit_code': 22518135710023842, 'n': 1, 'trace_an': 2}
  • id: 44192540
    {'hecke_orbit_code': 22518135710023842, 'n': 2, 'trace_an': -8}
  • id: 44192541
    {'hecke_orbit_code': 22518135710023842, 'n': 3, 'trace_an': 0}
  • id: 44192542
    {'hecke_orbit_code': 22518135710023842, 'n': 4, 'trace_an': -64}
  • id: 44192543
    {'hecke_orbit_code': 22518135710023842, 'n': 5, 'trace_an': 312}
  • id: 44192544
    {'hecke_orbit_code': 22518135710023842, 'n': 6, 'trace_an': 0}
  • id: 44192545
    {'hecke_orbit_code': 22518135710023842, 'n': 7, 'trace_an': -323}
  • id: 44192546
    {'hecke_orbit_code': 22518135710023842, 'n': 8, 'trace_an': 1024}
  • id: 44192547
    {'hecke_orbit_code': 22518135710023842, 'n': 9, 'trace_an': 0}
  • id: 44192548
    {'hecke_orbit_code': 22518135710023842, 'n': 10, 'trace_an': -4992}
  • id: 44192549
    {'hecke_orbit_code': 22518135710023842, 'n': 11, 'trace_an': 3720}
  • id: 44192550
    {'hecke_orbit_code': 22518135710023842, 'n': 12, 'trace_an': 0}
  • id: 44192551
    {'hecke_orbit_code': 22518135710023842, 'n': 13, 'trace_an': 14179}
  • id: 44192552
    {'hecke_orbit_code': 22518135710023842, 'n': 14, 'trace_an': -2584}
  • id: 44192553
    {'hecke_orbit_code': 22518135710023842, 'n': 15, 'trace_an': 0}
  • id: 44192554
    {'hecke_orbit_code': 22518135710023842, 'n': 16, 'trace_an': -4096}
  • id: 44192555
    {'hecke_orbit_code': 22518135710023842, 'n': 17, 'trace_an': -31824}
  • id: 44192556
    {'hecke_orbit_code': 22518135710023842, 'n': 18, 'trace_an': 0}
  • id: 44192557
    {'hecke_orbit_code': 22518135710023842, 'n': 19, 'trace_an': 44842}
  • id: 44192558
    {'hecke_orbit_code': 22518135710023842, 'n': 20, 'trace_an': 19968}
  • id: 44192559
    {'hecke_orbit_code': 22518135710023842, 'n': 21, 'trace_an': 0}
  • id: 44192560
    {'hecke_orbit_code': 22518135710023842, 'n': 22, 'trace_an': 29760}
  • id: 44192561
    {'hecke_orbit_code': 22518135710023842, 'n': 23, 'trace_an': 57768}
  • id: 44192562
    {'hecke_orbit_code': 22518135710023842, 'n': 24, 'trace_an': 0}
  • id: 44192563
    {'hecke_orbit_code': 22518135710023842, 'n': 25, 'trace_an': -19219}
  • id: 44192564
    {'hecke_orbit_code': 22518135710023842, 'n': 26, 'trace_an': -226864}
  • id: 44192565
    {'hecke_orbit_code': 22518135710023842, 'n': 27, 'trace_an': 0}
  • id: 44192566
    {'hecke_orbit_code': 22518135710023842, 'n': 28, 'trace_an': 41344}
  • id: 44192567
    {'hecke_orbit_code': 22518135710023842, 'n': 29, 'trace_an': 166656}
  • id: 44192568
    {'hecke_orbit_code': 22518135710023842, 'n': 30, 'trace_an': 0}
  • id: 44192569
    {'hecke_orbit_code': 22518135710023842, 'n': 31, 'trace_an': -94820}
  • id: 44192570
    {'hecke_orbit_code': 22518135710023842, 'n': 32, 'trace_an': -32768}
  • id: 44192571
    {'hecke_orbit_code': 22518135710023842, 'n': 33, 'trace_an': 0}
  • id: 44192572
    {'hecke_orbit_code': 22518135710023842, 'n': 34, 'trace_an': 127296}
  • id: 44192573
    {'hecke_orbit_code': 22518135710023842, 'n': 35, 'trace_an': -201552}
  • id: 44192574
    {'hecke_orbit_code': 22518135710023842, 'n': 36, 'trace_an': 0}
  • id: 44192575
    {'hecke_orbit_code': 22518135710023842, 'n': 37, 'trace_an': 907942}
  • id: 44192576
    {'hecke_orbit_code': 22518135710023842, 'n': 38, 'trace_an': -179368}
  • id: 44192577
    {'hecke_orbit_code': 22518135710023842, 'n': 39, 'trace_an': 0}
  • id: 44192578
    {'hecke_orbit_code': 22518135710023842, 'n': 40, 'trace_an': 159744}
  • id: 44192579
    {'hecke_orbit_code': 22518135710023842, 'n': 41, 'trace_an': 627072}
  • id: 44192580
    {'hecke_orbit_code': 22518135710023842, 'n': 42, 'trace_an': 0}
  • id: 44192581
    {'hecke_orbit_code': 22518135710023842, 'n': 43, 'trace_an': 42472}
  • id: 44192582
    {'hecke_orbit_code': 22518135710023842, 'n': 44, 'trace_an': -476160}
  • id: 44192583
    {'hecke_orbit_code': 22518135710023842, 'n': 45, 'trace_an': 0}
  • id: 44192584
    {'hecke_orbit_code': 22518135710023842, 'n': 46, 'trace_an': -924288}
  • id: 44192585
    {'hecke_orbit_code': 22518135710023842, 'n': 47, 'trace_an': -1235256}
  • id: 44192586
    {'hecke_orbit_code': 22518135710023842, 'n': 48, 'trace_an': 0}
  • id: 44192587
    {'hecke_orbit_code': 22518135710023842, 'n': 49, 'trace_an': 719214}
  • id: 44192588
    {'hecke_orbit_code': 22518135710023842, 'n': 50, 'trace_an': -153752}
  • id: 44192589
    {'hecke_orbit_code': 22518135710023842, 'n': 51, 'trace_an': 0}
  • id: 44192590
    {'hecke_orbit_code': 22518135710023842, 'n': 52, 'trace_an': 907456}
  • id: 44192591
    {'hecke_orbit_code': 22518135710023842, 'n': 53, 'trace_an': -214560}
  • id: 44192592
    {'hecke_orbit_code': 22518135710023842, 'n': 54, 'trace_an': 0}
  • id: 44192593
    {'hecke_orbit_code': 22518135710023842, 'n': 55, 'trace_an': 2321280}
  • id: 44192594
    {'hecke_orbit_code': 22518135710023842, 'n': 56, 'trace_an': -165376}
  • id: 44192595
    {'hecke_orbit_code': 22518135710023842, 'n': 57, 'trace_an': 0}
  • id: 44192596
    {'hecke_orbit_code': 22518135710023842, 'n': 58, 'trace_an': 1333248}
  • id: 44192597
    {'hecke_orbit_code': 22518135710023842, 'n': 59, 'trace_an': -2479224}
  • id: 44192598
    {'hecke_orbit_code': 22518135710023842, 'n': 60, 'trace_an': 0}
  • id: 44192599
    {'hecke_orbit_code': 22518135710023842, 'n': 61, 'trace_an': -2874383}
  • id: 44192600
    {'hecke_orbit_code': 22518135710023842, 'n': 62, 'trace_an': 1517120}
  • id: 44192601
    {'hecke_orbit_code': 22518135710023842, 'n': 63, 'trace_an': 0}
  • id: 44192602
    {'hecke_orbit_code': 22518135710023842, 'n': 64, 'trace_an': 524288}
  • id: 44192603
    {'hecke_orbit_code': 22518135710023842, 'n': 65, 'trace_an': -4423848}
  • id: 44192604
    {'hecke_orbit_code': 22518135710023842, 'n': 66, 'trace_an': 0}
  • id: 44192605
    {'hecke_orbit_code': 22518135710023842, 'n': 67, 'trace_an': -1501097}
  • id: 44192606
    {'hecke_orbit_code': 22518135710023842, 'n': 68, 'trace_an': 1018368}
  • id: 44192607
    {'hecke_orbit_code': 22518135710023842, 'n': 69, 'trace_an': 0}
  • id: 44192608
    {'hecke_orbit_code': 22518135710023842, 'n': 70, 'trace_an': 806208}
  • id: 44192609
    {'hecke_orbit_code': 22518135710023842, 'n': 71, 'trace_an': -9466272}
  • id: 44192610
    {'hecke_orbit_code': 22518135710023842, 'n': 72, 'trace_an': 0}
  • id: 44192611
    {'hecke_orbit_code': 22518135710023842, 'n': 73, 'trace_an': -170222}
  • id: 44192612
    {'hecke_orbit_code': 22518135710023842, 'n': 74, 'trace_an': -3631768}
  • id: 44192613
    {'hecke_orbit_code': 22518135710023842, 'n': 75, 'trace_an': 0}
  • id: 44192614
    {'hecke_orbit_code': 22518135710023842, 'n': 76, 'trace_an': -1434944}
  • id: 44192615
    {'hecke_orbit_code': 22518135710023842, 'n': 77, 'trace_an': 1201560}
  • id: 44192616
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