Embedded newform data - 162.8.a.j.1.2

Formats: - HTML - YAML - JSON - 2026-01-15T23:15:07.331026

• 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, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [162, 1, [83], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 43103376, 'field_disc_factorization': [[2, 4], [3, 2], [299329, 1]], 'field_poly': [18612, 384, -383, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-484199775, 43841520, -64206, -528, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396780552354, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 104976, 'hecke_ring_index_factorization': [[2, 4], [3, 8]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '162.8.a.j', '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': '162.8.a.g', 'nf_label': '4.4.43103376.1', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}+2^{6}q^{4}+(132+\\beta _{1})q^{5}+(140+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.8.a', 'trace_display': [32, 0, 528, 560], 'trace_hash': 2007792820470857041, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.060', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.093', 'prec': 17}, {'__RealLiteral__': 0, 'data': '42.583', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '694.642', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, 32, 0, 256, 528, 0, 560, 2048, 0, 4224, 2160, 0, 13460, 4480, 0, 16384, 22560, 0, 36704, 33792, 0, 17280, 62640, 0, 94696, 107680, 0, 35840, 68400, 0, 227504, 131072, 0, 180480, -63024, 0, 523580, 293632, 0, 270336, 67200, 0, 562640, 138240, 0, 501120, 515328, 0, 1449396, 757568, 0, 861440, 2498016, 0, 1322784, 286720, 0, 547200, 4155840, 0, 2130764, 1820032, 0, 1048576, 8966496, 0, -1205440, 1443840, 0, -504192, 12486480, 0, -4820860, 4188640, 0, 2349056, 18686592, 0, -11471680, 2162688, 0, 537600, 16811232, 0, -21006396, 4501120, 0, 1105920, 16857600, 0, -23200544, 4008960, 0, 4122624, 14090160, 0, -27078040, 11595168, 0, 6060544, 17294880, 0, -8361520, 6891520, 0, 19984128, -1178016, 0, -8450956, 10582272, 0, 2293760, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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0.0], [0.0, 0.0], [-0.9457937323091833, 0.0], [-0.5476604785451629, 0.0], [0.0, 0.0], [-0.3482571884536532, 0.0], [-1.0098419556427494, 0.0], [0.0, 0.0], [1.2265298002878904, 0.0], [0.030499839300939052, 0.0], [0.0, 0.0], [-0.9445822271204815, 0.0], [1.6701140405708512, 0.0], [0.0, 0.0], [-0.051657137259755015, 0.0], [0.5218061165229957, 0.0], [0.0, 0.0], [-0.2061930997254824, 0.0], [-1.6243961737912547, 0.0], [0.0, 0.0], [0.11322734085650535, 0.0], [0.1479938487515195, 0.0], [0.0, 0.0], [1.354041317051288, 0.0], [-0.05886728909953247, 0.0], [0.0, 0.0], [-1.0981164012580225, 0.0], [0.22282778157235325, 0.0], [0.0, 0.0], [-0.02842814773883048, 0.0]], 'angles': [None, None, -0.24679790149287656, -0.10423225344927384, -0.1662875535057694, -0.32543433942121325, -0.19709279714968267, -0.21373702550254836, -0.3452350566742943, -0.15437544646983076, -0.1812622537332633, -0.28159582094316926, -0.24047573125619628, -0.12185904995281835, -0.128597573251793, -0.2963009523797793, -0.20845769806303363, -0.37263337958291864, -0.12621893645704413, -0.14686386794303039, -0.40726253162619297, -0.287506390598165, -0.027335605668084816, -0.14543466183220607, -0.3824530301847455, -0.36166553883272173, -0.1455618854148287, -0.38447216554707697, -0.332012267635152, -0.13402855587150242, -0.2103451263214852, -0.23363608238575856, -0.09858086994137363, -0.29818161852556124, -0.3081410823093666, -0.31984576654648583, -0.3516412968248538, -0.20274411565040706, -0.37812777715859414, -0.2626006693343256, -0.2878107182140268, -0.22211518083706341, -0.33174196905951525, -0.3547950247391912, -0.3609322227056587, -0.38059538509125995, -0.3465422172645815, -0.31104436722196127, -0.31388083152099877, -0.13803266512662904, -0.3108347589022888, -0.22228327861047087, -0.2956067666937471, -0.22671844001056654, -0.21040835311253656, -0.13858410274583294, -0.08094669114686197, -0.2735432766207414, -0.10248292242045946, -0.15975664886657687, -0.0753379743313477, -0.22928977929739103, -0.2741113637836588, -0.28452837460488034, -0.36213080851136237, -0.4350512824296188, -0.21085677770487365, -0.36265629170779073, -0.31275358954041804, -0.18283424001489665, -0.25594481066269825, -0.03728593784866695, -0.22952156253435366, -0.3032761940990397, -0.24883117707533742, -0.3145705312077607, -0.3895726727615797, -0.14762503363604013, -0.31611269778209256, -0.1663491091671338, -0.30786467349671137, -0.21500470980803316, -0.2930498484011861, -0.20010271991740966, -0.11057068997452499, -0.18664418281099573, -0.47565507370461824, -0.17410763306153026, -0.22923319017232502, -0.29233338678741627, -0.16138931499579642, -0.30990086881521994, -0.31328825010539585, -0.36640769453519434, -0.22481812699700085, -0.3257269197934384, -0.22711735663689503, -0.31784291114619073, -0.36796382868592326, -0.33784925355441286, -0.29572220678390415, -0.24559669916135007, -0.23530502325791633, -0.2621306210534958, -0.27399866105270854, -0.39068693470571764, -0.2029609168361111, -0.3615623884692395, -0.37661817205331083, -0.30186444410738245, -0.1759719948758824, -0.19219134643573033, -0.1615556032893516, -0.24508874581055967, -0.20893319059609747, -0.44145613935257083, -0.25570295840374974, -0.19579500173923026, -0.18461040554850386, -0.2003320025161363, -0.2395303904824935, -0.10454046281258907, -0.1379852920299912, -0.23926134558657966, -0.17924066829118185, -0.46924899321637714, -0.18488464463014737, -0.28051658551993164, -0.2804115019578061, -0.33931597896555293, -0.11843784036530781, -0.2927289450563116, -0.2730418417518077, -0.2748778868136169, -0.24054635771713068, -0.18339298536916265, -0.4571407689671267, -0.389062305602487, -0.15303363971352116, -0.20284402969634477, -0.24536328176596234, -0.13809848202935338, -0.22576840689287012, -0.1987843121399625, -0.23457233278224376, -0.3764684367574639, -0.2592306433638622, -0.2687690894632232, -0.15741844117880108, -0.21887056416454548, -0.21934276118197346, -0.24064342232191369, -0.3103894699465002, -0.4445589437239633, -0.28455523125025417, -0.2387333652277719, -0.34967754793788286, -0.1602968160954536, -0.17342170662547768, -0.1740004426578857, -0.13940372053420963, -0.13173211880290872, -0.3260755946323945, -0.16217315480481517, -0.3342391856554968, -0.09271728888376744, -0.24098483436151819, -0.3425067376756485], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 8.059764348815879, 'hecke_orbit': 10, 'hecke_orbit_code': 40532396780552354, 'label': '162.8.a.j.1.2', 'level': 162, 'weight': 8}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [7, 7, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [39, 36, 38, 36], 'Nk2': 10368, 'analytic_conductor': 50.606374128427724, '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': [162, 1, [83], [1]], 'conrey_index': 1, 'cusp_dim': 177, 'dim': 28, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217890, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 4, 4, 4, 4], 'label': '162.8.a', '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': 201, 'mf_new_dim': 28, 'num_forms': 10, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 216, 'trace_bound': 5, 'trace_display': [0, 0, 0, 332], 'traces': [28, 0, 0, 1792, 0, 0, 332, 0, 0, 3984, 0, 0, 16286, 0, 0, 114688, 0, 0, 42590, 0, 0, -70512, 0, 0, 428602, 0, 0, 21248, 0, 0, -504832, 0, 0, -96768, 0, 0, -452590, 0, 0, 254976, 0, 0, -974458, 0, 0, 602016, 0, 0, 4578204, 0, 0, 1042304, 0, 0, 8204976, 0, 0, 206832, 0, 0, -6942430, 0, 0, 7340032, 0, 0, 11626394, 0, 0, -5569728, 0, 0, 11677052, 0, 0, 2725760, 0, 0, 1422440, 0, 0, -2862768, 0, 0, -25452666, 0, 0, -4512768, 0, 0, -18769424, 0, 0, 9219936, 0, 0, -15764302, 0, 0, 27430528, 0, 0, 13149860, 0, 0, 44163936, 0, 0, 49242098, 0, 0, 1359872, 0, 0, 6728832, 0, 0, -14147472, 0, 0, 22381882, 0, 0, -32309248, 0, 0, 64250084, 0, 0, 68488752, 0, 0, -31483676, 0, 0, -6193152, 0, 0, 692042, 0, 0, 21634560, 0, 0, -113441202, 0, 0, -28965760, 0, 0, -208075060, 0, 0, 123654624, 0, 0, -118948558, 0, 0, 16318464, 0, 0, -349207576, 0, 0, 73727616, 0, 0, 327270162, 0, 0, -62365312, 0, 0, -359142196, 0, 0, 132340464, 0, 0, 25585688, 0, 0, 38529024, 0, 0, 287457786, 0, 0, -127677120, 0, 0, 252868352, 0, 0, 293005056, 0, 0, -443765500, 0, 0, -468846816, 0, 0, -317308356, 0, 0, 66707456, 0, 0, -61070728, 0, 0, -233291088, 0, 0, -1026612248, 0, 0, 525118464, 0, 0, -321580396, 0, 0, 174917040, 0, 0, -1575901498, 0, 0, 13237248, 0, 0, 1443815784, 0, 0, -403257888, 0, 0, 356069384, 0, 0, -444315520, 0, 0, 1689811588, 0, 0, -11861520, 0, 0, 161907588, 0, 0, 469762048, 0, 0, -2527906088, 0, 0, 1071745728, 0, 0, 1751738652, 0, 0, 744089216, 0, 0, 353718632, 0, 0, 782678208, 0, 0, 736229600, 0, 0, -356462592, 0, 0, -1888186288, 0, 0, -2229091680, 0, 0, 4111011784, 0, 0, 747331328, 0, 0, 5333712624, 0, 0, 691352880, 0, 0, 2554280668, 0, 0, 174448640, 0, 0, -3318614638, 0, 0, -2228206272, 0, 0, -3818373688, 0, 0, 91036160, 0, 0, -1181101428, 0, 0, 1907758272, 0, 0, -212160148, 0, 0, -183217152, 0, 0, -480822976, 0, 0, -3402035328, 0, 0, -4124806546, 0, 0, -1628970624, 0, 0, 6710969272, 0, 0, -555013392, 0, 0, 5561595548, 0, 0, -288817152, 0, 0, 8191950408, 0, 0, -892131840, 0, 0, -5042705406, 0, 0, -1201243136, 0, 0, -10147540600, 0, 0, 5211932592, 0, 0, 1109766416, 0, 0, 590075904, 0, 0, -3078611890, 0, 0, 3108122400, 0, 0, 4014100152, 0, 0, -1008915328, 0, 0, -8924130684, 0, 0, -2536287408, 0, 0, 4600898210, 0, 0, 1755553792, 0, 0, 6827849656, 0, 0, -7667535360, 0, 0, 8155072400, 0, 0, 841591040, 0, 0, -4233795624, 0, 0, -13309012272, 0, 0, -10342128574, 0, 0, 2826491904, 0, 0, -3586827320, 0, 0, 1858530432, 0, 0, -11189974336, 0, 0, 3151494272, 0, 0, 4440452264, 0, 0, -6348853296, 0, 0, -8578632762, 0, 0, 87031808, 0, 0, 3195626850, 0, 0, 4931357520, 0, 0, 10401689024, 0, 0, 430645248, 0, 0, 4003247048, 0, 0, 1653634080, 0, 0, 790121236, 0, 0, -905438208, 0, 0, 3413575538, 0, 0, 7439842464, 0, 0, -3635070434, 0, 0, 1432440448, 0, 0, -16493309332, 0, 0, -1979277552, 0, 0, 12725309970, 0, 0, -2067791872, 0, 0, -11949970306, 0, 0, -5017123440, 0, 0, 32280122196, 0, 0, 4112005376, 0, 0, -438589100, 0, 0, 4273035360, 0, 0, 24970223412, 0, 0, 4383280128, 0, 0, 3021623624, 0, 0, 11337925728, 0, 0, -25943093060, 0, 0, -2014955264, 0, 0, 6892424280, 0, 0, -5942081520, 0, 0, 5213732978, 0, 0, -396361728, 0, 0, -22807438498, 0, 0, 2507027376, 0, 0, -12016382984, 0, 0, 44290688, 0, 0, -19239960164, 0, 0, 1361173872, 0, 0, -14257656954, 0, 0, 1384611840, 0, 0, -8500188082, 0, 0, 6588306336, 0, 0, 1318957364, 0, 0, -7260236928, 0, 0, -19029747816, 0, 0, 20802023664, 0, 0, 9581525848, 0, 0, -1853808640, 0, 0, 12262485816, 0, 0, 1928394048, 0, 0, 8329318244, 0, 0, -13316803840, 0, 0, 27471964928, 0, 0, 28848985392, 0, 0, 1847107892, 0, 0, 7913895936, 0, 0, 30927920462, 0, 0, 18223347552, 0, 0, -26492197304, 0, 0, -7612707712, 0, 0, 24834518336, 0, 0, 3132967728, 0, 0, 40383637350, 0, 0, 1044381696, 0, 0, -59248359346, 0, 0, -29457479376, 0, 0, -10693841742, 0, 0, -22349284864, 0, 0, -938666376, 0, 0, -20287801920, 0, 0, 68131076954, 0, 0, 4718567424, 0, 0, -38433120264, 0, 0, 33036658752, 0, 0, 39100563854, 0, 0, 20945290368, 0, 0, 833645044, 0, 0, 7841997888, 0, 0, -6288147018, 0, 0, -3991379968, 0, 0, -29840710312, 0, 0, -17735567088, 0, 0, -6408134190, 0, 0, -22985100544, 0, 0, 46677560368, 0, 0, -25521698256, 0, 0, -73445677030, 0, 0, 8469789696, 0, 0, 30459434400, 0, 0, 76137534432, 0, 0, -139452401984, 0, 0, 1637484032, 0, 0, -66692449108, 0, 0, -25894896720, 0, 0, -100968924352, 0, 0, 2465857536, 0, 0, 77528057006, 0, 0, -7719943680, 0, 0, 35001568638, 0, 0, 18397298304, 0, 0, -18755354488, 0, 0, -64920837072, 0, 0, 58345505840, 0, 0, -8171335680, 0, 0, 26471263624, 0, 0, -56864119872, 0, 0, 127237744094, 0, 0, 16183574528, 0, 0, -154168567000, 0, 0, 76880521344, 0, 0, 21734812152, 0, 0, 18752323584, 0, 0, -21410748328, 0, 0, -51152091648, 0, 0, 174011427382, 0, 0, -28400992000, 0, 0, 165625386444, 0, 0, -9769673856, 0, 0, -150623912232, 0, 0, -30006196224, 0, 0, -98536269958, 0, 0, -75042161472, 0, 0, 33631194886, 0, 0, -20307734784, 0, 0, 40034323688, 0, 0, 110100889632, 0, 0, -69304226344, 0, 0, 4269277184, 0, 0, -85555296648, 0, 0, 18724661952, 0, 0, 112602564610, 0, 0, -3908526592, 0, 0, 56122299920, 0, 0, -7181191728, 0, 0, 45888738776, 0, 0, -14930629632, 0, 0, -56918208010, 0, 0, -108493646112, 0, 0, 78966711558, 0, 0, -65703183872, 0, 0, -114429366740, 0, 0, -37427656416, 0, 0, 66107208722, 0, 0, 33607581696, 0, 0, -138543010198, 0, 0, 64451870256, 0, 0, -44011995464, 0, 0, -20581145344, 0, 0, -136114654248, 0, 0, 67166060112, 0, 0, 173118544452, 0, 0, 11194690560, 0, 0, -71493030838, 0, 0, 93172742592, 0, 0, -21528853776, 0, 0, -100857695872, 0, 0, 116580204812, 0, 0, -24668673792, 0, 0, 14589874160, 0, 0, 847183872, 0, 0, 325385995398, 0, 0, 81038037456, 0, 0, -132041307922, 0, 0, 92404210176, 0, 0, 94805275716, 0, 0, 149496723024, 0, 0, 94636297378, 0, 0, -25808504832, 0, 0, 218046485016, 0, 0, -83877600480, 0, 0, 12124011108, 0, 0, 22788440576, 0, 0, -47632690084, 0, 0, -238714012896, 0, 0, 4327152052, 0, 0, -28436193280, 0, 0, 15035497740, 0, 0, -225041248560, 0, 0, 77249000286, 0, 0, 108147941632, 0, 0, 107949394136, 0, 0, 213768669312, 0, 0, 95753817890, 0, 0, -759137280], 'weight': 8, 'weight_parity': 1}
• 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: 46898465
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 40532396780552354, 'source_is_minimal': True, 'source_label': '162.8.a.j.1.2', 'source_level': 162, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396780552354, 'target_is_minimal': True, 'target_label': '162.8.a.j.1.2', 'target_level': 162, 'twist_class_label': '162.8.a.g.1.3', 'twist_class_level': 162, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 46898466
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 40532396780552354, 'source_is_minimal': True, 'source_label': '162.8.a.j.1.2', 'source_level': 162, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021597898440866, 'target_is_minimal': True, 'target_label': '162.8.a.g.1.3', 'target_level': 162, 'twist_class_label': '162.8.a.g.1.3', 'twist_class_level': 162, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 46898467
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 40532396780552354, 'source_is_minimal': True, 'source_label': '162.8.a.j.1.2', 'source_level': 162, 'target_conrey_index': 109, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561331238469794, 'target_is_minimal': False, 'target_label': '162.8.c.r.109.2', 'target_level': 162, 'twist_class_label': '162.8.a.g.1.3', 'twist_class_level': 162, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 46898468
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 40532396780552354, 'source_is_minimal': True, 'source_label': '162.8.a.j.1.2', 'source_level': 162, 'target_conrey_index': 55, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 72057731611099298, 'target_is_minimal': False, 'target_label': '162.8.c.q.55.3', 'target_level': 162, 'twist_class_label': '162.8.a.g.1.3', 'twist_class_level': 162, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 46898469
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 40532396780552354, 'source_is_minimal': True, 'source_label': '162.8.a.j.1.2', 'source_level': 162, 'target_conrey_index': 55, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561331238469794, 'target_is_minimal': False, 'target_label': '162.8.c.r.55.2', 'target_level': 162, 'twist_class_label': '162.8.a.g.1.3', 'twist_class_level': 162, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 46898470
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 40532396780552354, 'source_is_minimal': True, 'source_label': '162.8.a.j.1.2', 'source_level': 162, 'target_conrey_index': 109, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 72057731611099298, 'target_is_minimal': False, 'target_label': '162.8.c.q.109.3', 'target_level': 162, 'twist_class_label': '162.8.a.g.1.3', 'twist_class_level': 162, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 425425
    {'charpoly_factorization': [[[-8, 1], 4]], 'hecke_orbit_code': 40532396780552354, 'p': 2}
  • id: 425426
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 40532396780552354, 'p': 3}
  • id: 425427
    {'charpoly_factorization': [[[-484199775, 43841520, -64206, -528, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 5}
  • id: 425428
    {'charpoly_factorization': [[[252275377936, 1190822080, -2214984, -560, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 7}
  • id: 425429
    {'charpoly_factorization': [[[267055051594896, 68674132800, -39158424, -2160, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 11}
  • id: 425430
    {'charpoly_factorization': [[[1452900887304409, 795134750620, -67440594, -13460, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 13}
  • id: 425431
    {'charpoly_factorization': [[[-169349008905990711, 27515155943520, -988854534, -22560, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 17}
  • id: 425432
    {'charpoly_factorization': [[[66206977461391504, 6454798043008, -527500200, -36704, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 19}
  • id: 425433
    {'charpoly_factorization': [[[-4542106883920709616, 279339465948480, -3139151544, -62640, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 23}
  • id: 425434
    {'charpoly_factorization': [[[33716501832073496481, 4155697096117200, -41408242254, -68400, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 29}
  • id: 425435
    {'charpoly_factorization': [[[-836808456133185511424, 12849362461871104, -36827370048, -227504, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 31}
  • id: 425436
    {'charpoly_factorization': [[[-161012920793959209239, 5794311403733620, -19822599714, -523580, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 37}
  • id: 425437
    {'charpoly_factorization': [[[611852219724636354816, 2117026744842240, -258925497696, -67200, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 41}
  • id: 425438
    {'charpoly_factorization': [[[-19545980446249404990704, 182206217308843840, -349934340936, -562640, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 43}
  • id: 425439
    {'charpoly_factorization': [[[113943346137275460528384, 138282918352809984, -718947761760, -515328, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 47}
  • id: 425440
    {'charpoly_factorization': [[[415170339223471466766336, 1854148058152068096, -31592144448, -2498016, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 53}
  • id: 425441
    {'charpoly_factorization': [[[766082127125653550567424, -3553785818451947520, 5929906292352, -4155840, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 59}
  • id: 425442
    {'charpoly_factorization': [[[-5693974120517148841487111, 13361956597885195588, -5016190701810, -2130764, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 61}
  • id: 425443
    {'charpoly_factorization': [[[47970659327044590756009616, -1505999071106988800, -19683491416104, 1205440, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 67}
  • id: 425444
    {'charpoly_factorization': [[[48535608756797071767475344, -90235355716170077760, 53328254782824, -12486480, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 71}
  • id: 425445
    {'charpoly_factorization': [[[1326962692344362342034049, -8364548034988230020, -5600522171514, 4820860, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 73}
  • id: 425446
    {'charpoly_factorization': [[[-644138522246699743383110000, -371303386406221856000, -8337504757800, 11471680, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 79}
  • id: 425447
    {'charpoly_factorization': [[[-1135995373569030478346133504, 557482672979439639552, 23668899413184, -16811232, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 83}
  • id: 425448
    {'charpoly_factorization': [[[33041485329209866479133881, 286170565780831219200, 35224506907434, -16857600, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 89}
  • id: 425449
    {'charpoly_factorization': [[[-1575999162506598417426385136, 299927519377241046880, 214725714364248, 27078040, 1], 1]], 'hecke_orbit_code': 40532396780552354, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '162.8.a.j', 'level': 162, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 53697775
    {'hecke_orbit_code': 40532396780552354, 'n': 1, 'trace_an': 4}
  • id: 53697776
    {'hecke_orbit_code': 40532396780552354, 'n': 2, 'trace_an': 32}
  • id: 53697777
    {'hecke_orbit_code': 40532396780552354, 'n': 3, 'trace_an': 0}
  • id: 53697778
    {'hecke_orbit_code': 40532396780552354, 'n': 4, 'trace_an': 256}
  • id: 53697779
    {'hecke_orbit_code': 40532396780552354, 'n': 5, 'trace_an': 528}
  • id: 53697780
    {'hecke_orbit_code': 40532396780552354, 'n': 6, 'trace_an': 0}
  • id: 53697781
    {'hecke_orbit_code': 40532396780552354, 'n': 7, 'trace_an': 560}
  • id: 53697782
    {'hecke_orbit_code': 40532396780552354, 'n': 8, 'trace_an': 2048}
  • id: 53697783
    {'hecke_orbit_code': 40532396780552354, 'n': 9, 'trace_an': 0}
  • id: 53697784
    {'hecke_orbit_code': 40532396780552354, 'n': 10, 'trace_an': 4224}
  • id: 53697785
    {'hecke_orbit_code': 40532396780552354, 'n': 11, 'trace_an': 2160}
  • id: 53697786
    {'hecke_orbit_code': 40532396780552354, 'n': 12, 'trace_an': 0}
  • id: 53697787
    {'hecke_orbit_code': 40532396780552354, 'n': 13, 'trace_an': 13460}
  • id: 53697788
    {'hecke_orbit_code': 40532396780552354, 'n': 14, 'trace_an': 4480}
  • id: 53697789
    {'hecke_orbit_code': 40532396780552354, 'n': 15, 'trace_an': 0}
  • id: 53697790
    {'hecke_orbit_code': 40532396780552354, 'n': 16, 'trace_an': 16384}
  • id: 53697791
    {'hecke_orbit_code': 40532396780552354, 'n': 17, 'trace_an': 22560}
  • id: 53697792
    {'hecke_orbit_code': 40532396780552354, 'n': 18, 'trace_an': 0}
  • id: 53697793
    {'hecke_orbit_code': 40532396780552354, 'n': 19, 'trace_an': 36704}
  • id: 53697794
    {'hecke_orbit_code': 40532396780552354, 'n': 20, 'trace_an': 33792}
  • id: 53697795
    {'hecke_orbit_code': 40532396780552354, 'n': 21, 'trace_an': 0}
  • id: 53697796
    {'hecke_orbit_code': 40532396780552354, 'n': 22, 'trace_an': 17280}
  • id: 53697797
    {'hecke_orbit_code': 40532396780552354, 'n': 23, 'trace_an': 62640}
  • id: 53697798
    {'hecke_orbit_code': 40532396780552354, 'n': 24, 'trace_an': 0}
  • id: 53697799
    {'hecke_orbit_code': 40532396780552354, 'n': 25, 'trace_an': 94696}
  • id: 53697800
    {'hecke_orbit_code': 40532396780552354, 'n': 26, 'trace_an': 107680}
  • id: 53697801
    {'hecke_orbit_code': 40532396780552354, 'n': 27, 'trace_an': 0}
  • id: 53697802
    {'hecke_orbit_code': 40532396780552354, 'n': 28, 'trace_an': 35840}
  • id: 53697803
    {'hecke_orbit_code': 40532396780552354, 'n': 29, 'trace_an': 68400}
  • id: 53697804
    {'hecke_orbit_code': 40532396780552354, 'n': 30, 'trace_an': 0}
  • id: 53697805
    {'hecke_orbit_code': 40532396780552354, 'n': 31, 'trace_an': 227504}
  • id: 53697806
    {'hecke_orbit_code': 40532396780552354, 'n': 32, 'trace_an': 131072}
  • id: 53697807
    {'hecke_orbit_code': 40532396780552354, 'n': 33, 'trace_an': 0}
  • id: 53697808
    {'hecke_orbit_code': 40532396780552354, 'n': 34, 'trace_an': 180480}
  • id: 53697809
    {'hecke_orbit_code': 40532396780552354, 'n': 35, 'trace_an': -63024}
  • id: 53697810
    {'hecke_orbit_code': 40532396780552354, 'n': 36, 'trace_an': 0}
  • id: 53697811
    {'hecke_orbit_code': 40532396780552354, 'n': 37, 'trace_an': 523580}
  • id: 53697812
    {'hecke_orbit_code': 40532396780552354, 'n': 38, 'trace_an': 293632}
  • id: 53697813
    {'hecke_orbit_code': 40532396780552354, 'n': 39, 'trace_an': 0}
  • id: 53697814
    {'hecke_orbit_code': 40532396780552354, 'n': 40, 'trace_an': 270336}
  • id: 53697815
    {'hecke_orbit_code': 40532396780552354, 'n': 41, 'trace_an': 67200}
  • id: 53697816
    {'hecke_orbit_code': 40532396780552354, 'n': 42, 'trace_an': 0}
  • id: 53697817
    {'hecke_orbit_code': 40532396780552354, 'n': 43, 'trace_an': 562640}
  • id: 53697818
    {'hecke_orbit_code': 40532396780552354, 'n': 44, 'trace_an': 138240}
  • id: 53697819
    {'hecke_orbit_code': 40532396780552354, 'n': 45, 'trace_an': 0}
  • id: 53697820
    {'hecke_orbit_code': 40532396780552354, 'n': 46, 'trace_an': 501120}
  • id: 53697821
    {'hecke_orbit_code': 40532396780552354, 'n': 47, 'trace_an': 515328}
  • id: 53697822
    {'hecke_orbit_code': 40532396780552354, 'n': 48, 'trace_an': 0}
  • id: 53697823
    {'hecke_orbit_code': 40532396780552354, 'n': 49, 'trace_an': 1449396}
  • id: 53697824
    {'hecke_orbit_code': 40532396780552354, 'n': 50, 'trace_an': 757568}
  • id: 53697825
    {'hecke_orbit_code': 40532396780552354, 'n': 51, 'trace_an': 0}
  • id: 53697826
    {'hecke_orbit_code': 40532396780552354, 'n': 52, 'trace_an': 861440}
  • id: 53697827
    {'hecke_orbit_code': 40532396780552354, 'n': 53, 'trace_an': 2498016}
  • id: 53697828
    {'hecke_orbit_code': 40532396780552354, 'n': 54, 'trace_an': 0}
  • id: 53697829
    {'hecke_orbit_code': 40532396780552354, 'n': 55, 'trace_an': 1322784}
  • id: 53697830
    {'hecke_orbit_code': 40532396780552354, 'n': 56, 'trace_an': 286720}
  • id: 53697831
    {'hecke_orbit_code': 40532396780552354, 'n': 57, 'trace_an': 0}
  • id: 53697832
    {'hecke_orbit_code': 40532396780552354, 'n': 58, 'trace_an': 547200}
  • id: 53697833
    {'hecke_orbit_code': 40532396780552354, 'n': 59, 'trace_an': 4155840}
  • id: 53697834
    {'hecke_orbit_code': 40532396780552354, 'n': 60, 'trace_an': 0}
  • id: 53697835
    {'hecke_orbit_code': 40532396780552354, 'n': 61, 'trace_an': 2130764}
  • id: 53697836
    {'hecke_orbit_code': 40532396780552354, 'n': 62, 'trace_an': 1820032}
  • id: 53697837
    {'hecke_orbit_code': 40532396780552354, 'n': 63, 'trace_an': 0}
  • id: 53697838
    {'hecke_orbit_code': 40532396780552354, 'n': 64, 'trace_an': 1048576}
  • id: 53697839
    {'hecke_orbit_code': 40532396780552354, 'n': 65, 'trace_an': 8966496}
  • id: 53697840
    {'hecke_orbit_code': 40532396780552354, 'n': 66, 'trace_an': 0}
  • id: 53697841
    {'hecke_orbit_code': 40532396780552354, 'n': 67, 'trace_an': -1205440}
  • id: 53697842
    {'hecke_orbit_code': 40532396780552354, 'n': 68, 'trace_an': 1443840}
  • id: 53697843
    {'hecke_orbit_code': 40532396780552354, 'n': 69, 'trace_an': 0}
  • id: 53697844
    {'hecke_orbit_code': 40532396780552354, 'n': 70, 'trace_an': -504192}
  • id: 53697845
    {'hecke_orbit_code': 40532396780552354, 'n': 71, 'trace_an': 12486480}
  • id: 53697846
    {'hecke_orbit_code': 40532396780552354, 'n': 72, 'trace_an': 0}
  • id: 53697847
    {'hecke_orbit_code': 40532396780552354, 'n': 73, 'trace_an': -4820860}
  • id: 53697848
    {'hecke_orbit_code': 40532396780552354, 'n': 74, 'trace_an': 4188640}
  • id: 53697849
    {'hecke_orbit_code': 40532396780552354, 'n': 75, 'trace_an': 0}
  • id: 53697850
    {'hecke_orbit_code': 40532396780552354, 'n': 76, 'trace_an': 2349056}
  • id: 53697851
    {'hecke_orbit_code': 40532396780552354, 'n': 77, 'trace_an': 18686592}
  • id: 53697852
    {'hecke_orbit_code': 40532396780552354, 'n': 78, 'trace_an': 0}
  • id: 53697853
    {'hecke_orbit_code': 40532396780552354, 'n': 79, 'trace_an': -11471680}
  • id: 53697854
    {'hecke_orbit_code': 40532396780552354, 'n': 80, 'trace_an': 2162688}
  • id: 53697855
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