Embedded newform data - 162.8.a.a.1.1

Formats: - HTML - YAML - JSON - 2026-03-08T11:29:22.038735

• 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': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [-165, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217890, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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.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, 'minimal_twist': '162.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}+2^{6}q^{4}+165q^{5}-508q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.8.a', 'trace_display': [-8, 0, 165, -508], 'trace_hash': 271228242337374110, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.060', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.222', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -8, 0, 64, 165, 0, -508, -512, 0, -1320, -3024, 0, 5039, 4064, 0, 4096, 3189, 0, 1508, 10560, 0, 24192, 75600, 0, -50900, -40312, 0, -32512, 82665, 0, -174892, -32768, 0, -25512, -83820, 0, -323569, -12064, 0, -84480, 308118, 0, 336680, -193536, 0, -604800, 383196, 0, -565479, 407200, 0, 322496, -760206, 0, -498960, 260096, 0, -661320, 2225664, 0, 2244815, 1399136, 0, 262144, 831435, 0, 1473188, 204096, 0, 670560, 5006892, 0, -5898301, 2588552, 0, 96512, 1536192, 0, 7028768, 675840, 0, -2464944, 2651196, 0, 526185, -2693440, 0, 1548288, 6770901, 0, -2559812, 4838400, 0, -3065568, 248820, 0, 16176386, 4523832, 0, -3257600, -2701614, 0, 2068916, -2579968, 0, 6081648, 9154500, 0, 8686451, 3991680, 0, -2080768, 24977553, 0, 12474000, 5290560, 0, -17805312, -1620012, 0, -10342595, -17958520, 0, -11193088, -21289125, 0, -4986592, -2097152, 0, -6651480, 22340460, 0, -766064, -11785504, 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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], [-0.7812591059331003, 0.0], [-0.8555016466622853, 0.0], [0.0, 0.0], [0.31656736535939556, 0.0], [0.3265486692525071, 0.0], [0.0, 0.0], [-0.6974110583170136, 0.0], [-0.20266984464443955, 0.0], [0.0, 0.0], [-1.0024630606297105, 0.0], [0.18532612396010648, 0.0], [0.0, 0.0], [0.14829080146236578, 0.0], [-0.07006433010655762, 0.0], [0.0, 0.0], [0.016042659572817707, 0.0], [0.8366659474164874, 0.0], [0.0, 0.0], [0.5399873735185521, 0.0], [0.18639275461815075, 0.0], [0.0, 0.0], [0.6571576645767733, 0.0], [0.7212743899593331, 0.0], [0.0, 0.0], [1.3104163807498839, 0.0], [-0.1111842743241571, 0.0], [0.0, 0.0], [0.3446892768872046, 0.0]], 'angles': [None, None, -0.20231336036883577, -0.2951493403997676, -0.3056390827919204, -0.1984838871258998, -0.2374592667782924, -0.24598579154602593, -0.13784355349165509, -0.1990478088069382, -0.33837875420830676, -0.33798352371261947, -0.19324453143645695, -0.19767366355537094, -0.20662309070731819, -0.30702815447597814, -0.12537928209923951, -0.14088395050664995, -0.201639563096715, -0.09413967340587343, -0.4237083336292908, -0.10189450842820029, -0.20904930739746683, -0.16500036262059534, -0.07185277622971016, -0.2708222794585114, -0.23513261731540788, -0.19118164165192417, -0.19795143134654306, -0.09858063425877457, -0.2672238008997232, -0.17852919868856118, -0.2842748237551735, -0.1270763726965777, -0.24481815361028794, -0.36336430311078977, -0.287047340439062, -0.17149563669987297, -0.1747825991374249, -0.4311161195489147, -0.3612233753632533, -0.15220510510914495, -0.3701561884460923, -0.117300781691624, -0.22995694256820884, -0.1454006272650273, -0.25127915760506675, -0.24041030832490762, -0.19182548832205767, -0.2397003757809431, -0.1963352261126595, -0.21445580437330866, -0.30018541474169763, -0.25417647297821516, -0.21207310325187975, -0.22351035621028936, -0.2598983937251151, -0.33989059117335885, -0.11193204672628351, -0.22835579993031022, -0.3040691536670551, -0.14139057750607845, -0.37789222702375413, -0.35283028403932615, -0.3500010123380335, -0.1521336265200704, -0.14516428730701264, -0.2712751131017581, -0.27905061016476745, -0.3294820569919755, -0.2042219052026445, -0.26398864942212535, -0.31475852918582237, -0.2935536529976567, -0.14207294916653523, -0.30308587008200466, -0.4947074083050937, -0.17127128032083488, -0.3316592538227408, -0.3100472990702377, -0.3061916135501626, -0.3604458584504997, -0.41324731931097786, -0.253963456078178, -0.33845151696705655, -0.20534821713801274, -0.2431209078311431, -0.30493792616448745, -0.36513648480078437, -0.13675484255013523, -0.4291243440266941, -0.16897435212293965, -0.14660033894834448, -0.1246075073642348, -0.23747444694875697, -0.23591298292031462, -0.10932553339616842, -0.25176252378254244, -0.3025612277694175, -0.29631815632121605, -0.09778834775225805, -0.10296878187419427, -0.24674379770581742, -0.4056424010846572, -0.16991682795576493, -0.2391549395849911, -0.06608496005803147, -0.11602144831746423, -0.15230959294389015, -0.2598123766942199, -0.1931056490838126, -0.3206538564365806, -0.1534166024517141, -0.0738728495672031, -0.16569410142646818, -0.25798366322238186, -0.21129809634305818, -0.34110284313051753, -0.12340440157512847, -0.21914638913587, -0.2070091753958647, -0.38497216701888715, -0.35464828356703904, -0.4025614158719568, -0.26989500443456704, -0.2757569489891702, -0.3711412047713713, -0.22571210868417504, -0.33622683863610897, -0.394032445932223, -0.11115262467593547, -0.43985835358210246, -0.17866667859507715, -0.20542188824602872, -0.2097815039891113, -0.2192002116420816, -0.06842281661330187, -0.1944032974200687, -0.4350493086950487, -0.16130188005532012, -0.3440604782150141, -0.2944170630686966, -0.17546528582980042, -0.27736897089121937, -0.325994713939431, -0.30703681908570696, -0.2539587345066211, -0.11169284519729095, -0.29122004554435904, -0.19644731081268196, -0.276861210599725, -0.07698920817867218, -0.2554561749716597, -0.24686140454277453, -0.23991799657017512, -0.051188159564975015, -0.3719516632804038, -0.45523945940759486, -0.34418540920121793, -0.16063313445649507, -0.17733599552564827, -0.318227466711357, -0.17004951187837627, -0.17542635460891834, -0.22389721747844152, -0.2352310285079262, -0.2064891911743298, -0.13629045017671346], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 134217890, 'label': '162.8.a.a.1.1', '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: 423230
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217890, 'source_is_minimal': True, 'source_label': '162.8.a.a.1.1', 'source_level': 162, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217890, 'target_is_minimal': True, 'target_label': '162.8.a.a.1.1', 'target_level': 162, 'twist_class_label': '162.8.a.a.1.1', 'twist_class_level': 162, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 423231
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217890, 'source_is_minimal': True, 'source_label': '162.8.a.a.1.1', 'source_level': 162, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599761588386, 'target_is_minimal': True, 'target_label': '162.8.a.b.1.1', 'target_level': 162, 'twist_class_label': '162.8.a.a.1.1', 'twist_class_level': 162, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 423232
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217890, 'source_is_minimal': True, 'source_label': '162.8.a.a.1.1', 'source_level': 162, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014536082653346, 'target_is_minimal': False, 'target_label': '162.8.c.e.109.1', 'target_level': 162, 'twist_class_label': '162.8.a.a.1.1', 'twist_class_level': 162, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 423233
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217890, 'source_is_minimal': True, 'source_label': '162.8.a.a.1.1', 'source_level': 162, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334964764834, 'target_is_minimal': False, 'target_label': '162.8.c.h.55.1', 'target_level': 162, 'twist_class_label': '162.8.a.a.1.1', 'twist_class_level': 162, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 423234
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217890, 'source_is_minimal': True, 'source_label': '162.8.a.a.1.1', 'source_level': 162, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014536082653346, 'target_is_minimal': False, 'target_label': '162.8.c.e.55.1', 'target_level': 162, 'twist_class_label': '162.8.a.a.1.1', 'twist_class_level': 162, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 423235
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217890, 'source_is_minimal': True, 'source_label': '162.8.a.a.1.1', 'source_level': 162, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334964764834, 'target_is_minimal': False, 'target_label': '162.8.c.h.109.1', 'target_level': 162, 'twist_class_label': '162.8.a.a.1.1', '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: 425175
    {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 2}
  • id: 425176
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 3}
  • id: 425177
    {'charpoly_factorization': [[[-165, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 5}
  • id: 425178
    {'charpoly_factorization': [[[508, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 7}
  • id: 425179
    {'charpoly_factorization': [[[3024, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 11}
  • id: 425180
    {'charpoly_factorization': [[[-5039, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 13}
  • id: 425181
    {'charpoly_factorization': [[[-3189, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 17}
  • id: 425182
    {'charpoly_factorization': [[[-1508, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 19}
  • id: 425183
    {'charpoly_factorization': [[[-75600, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 23}
  • id: 425184
    {'charpoly_factorization': [[[-82665, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 29}
  • id: 425185
    {'charpoly_factorization': [[[174892, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 31}
  • id: 425186
    {'charpoly_factorization': [[[323569, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 37}
  • id: 425187
    {'charpoly_factorization': [[[-308118, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 41}
  • id: 425188
    {'charpoly_factorization': [[[-336680, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 43}
  • id: 425189
    {'charpoly_factorization': [[[-383196, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 47}
  • id: 425190
    {'charpoly_factorization': [[[760206, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 53}
  • id: 425191
    {'charpoly_factorization': [[[-2225664, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 59}
  • id: 425192
    {'charpoly_factorization': [[[-2244815, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 61}
  • id: 425193
    {'charpoly_factorization': [[[-1473188, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 67}
  • id: 425194
    {'charpoly_factorization': [[[-5006892, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 71}
  • id: 425195
    {'charpoly_factorization': [[[5898301, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 73}
  • id: 425196
    {'charpoly_factorization': [[[-7028768, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 79}
  • id: 425197
    {'charpoly_factorization': [[[-2651196, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 83}
  • id: 425198
    {'charpoly_factorization': [[[-6770901, 1], 1]], 'hecke_orbit_code': 134217890, 'p': 89}
  • id: 425199
    {'charpoly_factorization': [[[-16176386, 1], 1]], 'hecke_orbit_code': 134217890, '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': 1, 'label': '162.8.a.a', 'level': 162, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3546210
    {'hecke_orbit_code': 134217890, 'n': 1, 'trace_an': 1}
  • id: 3546211
    {'hecke_orbit_code': 134217890, 'n': 2, 'trace_an': -8}
  • id: 3546212
    {'hecke_orbit_code': 134217890, 'n': 3, 'trace_an': 0}
  • id: 3546213
    {'hecke_orbit_code': 134217890, 'n': 4, 'trace_an': 64}
  • id: 3546214
    {'hecke_orbit_code': 134217890, 'n': 5, 'trace_an': 165}
  • id: 3546215
    {'hecke_orbit_code': 134217890, 'n': 6, 'trace_an': 0}
  • id: 3546216
    {'hecke_orbit_code': 134217890, 'n': 7, 'trace_an': -508}
  • id: 3546217
    {'hecke_orbit_code': 134217890, 'n': 8, 'trace_an': -512}
  • id: 3546218
    {'hecke_orbit_code': 134217890, 'n': 9, 'trace_an': 0}
  • id: 3546219
    {'hecke_orbit_code': 134217890, 'n': 10, 'trace_an': -1320}
  • id: 3546220
    {'hecke_orbit_code': 134217890, 'n': 11, 'trace_an': -3024}
  • id: 3546221
    {'hecke_orbit_code': 134217890, 'n': 12, 'trace_an': 0}
  • id: 3546222
    {'hecke_orbit_code': 134217890, 'n': 13, 'trace_an': 5039}
  • id: 3546223
    {'hecke_orbit_code': 134217890, 'n': 14, 'trace_an': 4064}
  • id: 3546224
    {'hecke_orbit_code': 134217890, 'n': 15, 'trace_an': 0}
  • id: 3546225
    {'hecke_orbit_code': 134217890, 'n': 16, 'trace_an': 4096}
  • id: 3546226
    {'hecke_orbit_code': 134217890, 'n': 17, 'trace_an': 3189}
  • id: 3546227
    {'hecke_orbit_code': 134217890, 'n': 18, 'trace_an': 0}
  • id: 3546228
    {'hecke_orbit_code': 134217890, 'n': 19, 'trace_an': 1508}
  • id: 3546229
    {'hecke_orbit_code': 134217890, 'n': 20, 'trace_an': 10560}
  • id: 3546230
    {'hecke_orbit_code': 134217890, 'n': 21, 'trace_an': 0}
  • id: 3546231
    {'hecke_orbit_code': 134217890, 'n': 22, 'trace_an': 24192}
  • id: 3546232
    {'hecke_orbit_code': 134217890, 'n': 23, 'trace_an': 75600}
  • id: 3546233
    {'hecke_orbit_code': 134217890, 'n': 24, 'trace_an': 0}
  • id: 3546234
    {'hecke_orbit_code': 134217890, 'n': 25, 'trace_an': -50900}
  • id: 3546235
    {'hecke_orbit_code': 134217890, 'n': 26, 'trace_an': -40312}
  • id: 3546236
    {'hecke_orbit_code': 134217890, 'n': 27, 'trace_an': 0}
  • id: 3546237
    {'hecke_orbit_code': 134217890, 'n': 28, 'trace_an': -32512}
  • id: 3546238
    {'hecke_orbit_code': 134217890, 'n': 29, 'trace_an': 82665}
  • id: 3546239
    {'hecke_orbit_code': 134217890, 'n': 30, 'trace_an': 0}
  • id: 3546240
    {'hecke_orbit_code': 134217890, 'n': 31, 'trace_an': -174892}
  • id: 3546241
    {'hecke_orbit_code': 134217890, 'n': 32, 'trace_an': -32768}
  • id: 3546242
    {'hecke_orbit_code': 134217890, 'n': 33, 'trace_an': 0}
  • id: 3546243
    {'hecke_orbit_code': 134217890, 'n': 34, 'trace_an': -25512}
  • id: 3546244
    {'hecke_orbit_code': 134217890, 'n': 35, 'trace_an': -83820}
  • id: 3546245
    {'hecke_orbit_code': 134217890, 'n': 36, 'trace_an': 0}
  • id: 3546246
    {'hecke_orbit_code': 134217890, 'n': 37, 'trace_an': -323569}
  • id: 3546247
    {'hecke_orbit_code': 134217890, 'n': 38, 'trace_an': -12064}
  • id: 3546248
    {'hecke_orbit_code': 134217890, 'n': 39, 'trace_an': 0}
  • id: 3546249
    {'hecke_orbit_code': 134217890, 'n': 40, 'trace_an': -84480}
  • id: 3546250
    {'hecke_orbit_code': 134217890, 'n': 41, 'trace_an': 308118}
  • id: 3546251
    {'hecke_orbit_code': 134217890, 'n': 42, 'trace_an': 0}
  • id: 3546252
    {'hecke_orbit_code': 134217890, 'n': 43, 'trace_an': 336680}
  • id: 3546253
    {'hecke_orbit_code': 134217890, 'n': 44, 'trace_an': -193536}
  • id: 3546254
    {'hecke_orbit_code': 134217890, 'n': 45, 'trace_an': 0}
  • id: 3546255
    {'hecke_orbit_code': 134217890, 'n': 46, 'trace_an': -604800}
  • id: 3546256
    {'hecke_orbit_code': 134217890, 'n': 47, 'trace_an': 383196}
  • id: 3546257
    {'hecke_orbit_code': 134217890, 'n': 48, 'trace_an': 0}
  • id: 3546258
    {'hecke_orbit_code': 134217890, 'n': 49, 'trace_an': -565479}
  • id: 3546259
    {'hecke_orbit_code': 134217890, 'n': 50, 'trace_an': 407200}
  • id: 3546260
    {'hecke_orbit_code': 134217890, 'n': 51, 'trace_an': 0}
  • id: 3546261
    {'hecke_orbit_code': 134217890, 'n': 52, 'trace_an': 322496}
  • id: 3546262
    {'hecke_orbit_code': 134217890, 'n': 53, 'trace_an': -760206}
  • id: 3546263
    {'hecke_orbit_code': 134217890, 'n': 54, 'trace_an': 0}
  • id: 3546264
    {'hecke_orbit_code': 134217890, 'n': 55, 'trace_an': -498960}
  • id: 3546265
    {'hecke_orbit_code': 134217890, 'n': 56, 'trace_an': 260096}
  • id: 3546266
    {'hecke_orbit_code': 134217890, 'n': 57, 'trace_an': 0}
  • id: 3546267
    {'hecke_orbit_code': 134217890, 'n': 58, 'trace_an': -661320}
  • id: 3546268
    {'hecke_orbit_code': 134217890, 'n': 59, 'trace_an': 2225664}
  • id: 3546269
    {'hecke_orbit_code': 134217890, 'n': 60, 'trace_an': 0}
  • id: 3546270
    {'hecke_orbit_code': 134217890, 'n': 61, 'trace_an': 2244815}
  • id: 3546271
    {'hecke_orbit_code': 134217890, 'n': 62, 'trace_an': 1399136}
  • id: 3546272
    {'hecke_orbit_code': 134217890, 'n': 63, 'trace_an': 0}
  • id: 3546273
    {'hecke_orbit_code': 134217890, 'n': 64, 'trace_an': 262144}
  • id: 3546274
    {'hecke_orbit_code': 134217890, 'n': 65, 'trace_an': 831435}
  • id: 3546275
    {'hecke_orbit_code': 134217890, 'n': 66, 'trace_an': 0}
  • id: 3546276
    {'hecke_orbit_code': 134217890, 'n': 67, 'trace_an': 1473188}
  • id: 3546277
    {'hecke_orbit_code': 134217890, 'n': 68, 'trace_an': 204096}
  • id: 3546278
    {'hecke_orbit_code': 134217890, 'n': 69, 'trace_an': 0}
  • id: 3546279
    {'hecke_orbit_code': 134217890, 'n': 70, 'trace_an': 670560}
  • id: 3546280
    {'hecke_orbit_code': 134217890, 'n': 71, 'trace_an': 5006892}
  • id: 3546281
    {'hecke_orbit_code': 134217890, 'n': 72, 'trace_an': 0}
  • id: 3546282
    {'hecke_orbit_code': 134217890, 'n': 73, 'trace_an': -5898301}
  • id: 3546283
    {'hecke_orbit_code': 134217890, 'n': 74, 'trace_an': 2588552}
  • id: 3546284
    {'hecke_orbit_code': 134217890, 'n': 75, 'trace_an': 0}
  • id: 3546285
    {'hecke_orbit_code': 134217890, 'n': 76, 'trace_an': 96512}
  • id: 3546286
    {'hecke_orbit_code': 134217890, 'n': 77, 'trace_an': 1536192}
  • id: 3546287
    {'hecke_orbit_code': 134217890, 'n': 78, 'trace_an': 0}
  • id: 3546288
    {'hecke_orbit_code': 134217890, 'n': 79, 'trace_an': 7028768}
  • id: 3546289
    {'hecke_orbit_code': 134217890, 'n': 80, 'trace_an': 675840}
  • id: 3546290
    {'hecke_orbit_code': 134217890, 'n': 81, 'trace_an': 0}
  • id: 3546291
    {'hecke_orbit_code': 134217890, 'n': 82, 'trace_an': -2464944}
  • id: 3546292
    {'hecke_orbit_code': 134217890, 'n': 83, 'trace_an': 2651196}
  • id: 3546293
    {'hecke_orbit_code': 134217890, 'n': 84, 'trace_an': 0}
  • id: 3546294
    {'hecke_orbit_code': 134217890, 'n': 85, 'trace_an': 526185}
  • id: 3546295
    {'hecke_orbit_code': 134217890, 'n': 86, 'trace_an': -2693440}
  • id: 3546296
    {'hecke_orbit_code': 134217890, 'n': 87, 'trace_an': 0}
  • id: 3546297
    {'hecke_orbit_code': 134217890, 'n': 88, 'trace_an': 1548288}
  • id: 3546298
    {'hecke_orbit_code': 134217890, 'n': 89, 'trace_an': 6770901}
  • id: 3546299
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  • id: 3546300
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  • id: 3546301
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  • id: 3546302
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  • id: 3546303
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  • id: 3546304
    {'hecke_orbit_code': 134217890, 'n': 95, 'trace_an': 248820}
  • id: 3546305
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  • id: 3546306
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  • id: 3546307
    {'hecke_orbit_code': 134217890, 'n': 98, 'trace_an': 4523832}
  • id: 3546308
    {'hecke_orbit_code': 134217890, 'n': 99, 'trace_an': 0}
  • id: 3546309
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  • id: 3546310
    {'hecke_orbit_code': 134217890, 'n': 101, 'trace_an': -2701614}
  • id: 3546311
    {'hecke_orbit_code': 134217890, 'n': 103, 'trace_an': 2068916}
  • id: 3546312
    {'hecke_orbit_code': 134217890, 'n': 107, 'trace_an': 9154500}
  • id: 3546313
    {'hecke_orbit_code': 134217890, 'n': 109, 'trace_an': 8686451}
  • id: 3546314
    {'hecke_orbit_code': 134217890, 'n': 113, 'trace_an': 24977553}
  • id: 3546315
    {'hecke_orbit_code': 134217890, 'n': 121, 'trace_an': -10342595}
  • id: 3546316
    {'hecke_orbit_code': 134217890, 'n': 125, 'trace_an': -21289125}
  • id: 3546317
    {'hecke_orbit_code': 134217890, 'n': 127, 'trace_an': -4986592}
  • id: 3546318
    {'hecke_orbit_code': 134217890, 'n': 128, 'trace_an': -2097152}
  • id: 3546319
    {'hecke_orbit_code': 134217890, 'n': 131, 'trace_an': 22340460}
  • id: 3546320
    {'hecke_orbit_code': 134217890, 'n': 137, 'trace_an': -12863079}
  • id: 3546321
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  • id: 3546322
    {'hecke_orbit_code': 134217890, 'n': 149, 'trace_an': 2628873}
  • id: 3546323
    {'hecke_orbit_code': 134217890, 'n': 151, 'trace_an': -55301896}
  • id: 3546324
    {'hecke_orbit_code': 134217890, 'n': 157, 'trace_an': -22371061}
  • id: 3546325
    {'hecke_orbit_code': 134217890, 'n': 163, 'trace_an': 52360568}
  • id: 3546326
    {'hecke_orbit_code': 134217890, 'n': 167, 'trace_an': 54795732}
  • id: 3546327
    {'hecke_orbit_code': 134217890, 'n': 169, 'trace_an': -37356996}
  • id: 3546328
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  • id: 3546329
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  • id: 3546330
    {'hecke_orbit_code': 134217890, 'n': 181, 'trace_an': 91985534}
  • id: 3546331
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  • id: 3546332
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  • id: 3546333
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  • id: 3546334
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  • id: 3546335
    {'hecke_orbit_code': 134217890, 'n': 211, 'trace_an': -2193400}
  • id: 3546336
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  • id: 3546337
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  • id: 3546338
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  • id: 3546339
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  • id: 3546340
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  • id: 3546341
    {'hecke_orbit_code': 134217890, 'n': 241, 'trace_an': -134780197}
  • id: 3546342
    {'hecke_orbit_code': 134217890, 'n': 243, 'trace_an': 0}
  • id: 3546343
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  • id: 3546344
    {'hecke_orbit_code': 134217890, 'n': 256, 'trace_an': 16777216}
  • id: 3546345
    {'hecke_orbit_code': 134217890, 'n': 257, 'trace_an': 128470929}
  • id: 3546346
    {'hecke_orbit_code': 134217890, 'n': 263, 'trace_an': 97751652}
  • id: 3546347
    {'hecke_orbit_code': 134217890, 'n': 269, 'trace_an': -39685107}
  • id: 3546348
    {'hecke_orbit_code': 134217890, 'n': 271, 'trace_an': -350732608}
  • id: 3546349
    {'hecke_orbit_code': 134217890, 'n': 277, 'trace_an': 539602046}
  • id: 3546350
    {'hecke_orbit_code': 134217890, 'n': 281, 'trace_an': 100851885}
  • id: 3546351
    {'hecke_orbit_code': 134217890, 'n': 283, 'trace_an': -254112268}
  • id: 3546352
    {'hecke_orbit_code': 134217890, 'n': 289, 'trace_an': -400168952}
  • id: 3546353
    {'hecke_orbit_code': 134217890, 'n': 293, 'trace_an': 543084201}
  • id: 3546354
    {'hecke_orbit_code': 134217890, 'n': 307, 'trace_an': -729877156}
  • id: 3546355
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  • id: 3546356
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  • id: 3546357
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  • id: 3546358
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  • id: 3546359
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  • id: 3546360
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  • id: 3546361
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  • id: 3546362
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  • id: 3546363
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  • id: 3546364
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  • id: 3546365
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  • id: 3546366
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  • id: 3546367
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  • id: 3546368
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  • id: 3546369
    {'hecke_orbit_code': 134217890, 'n': 383, 'trace_an': -719948724}
  • id: 3546370
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  • id: 3546371
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  • id: 3546372
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  • id: 3546373
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  • id: 3546374
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  • id: 3546375
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  • id: 3546376
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  • id: 3546377
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  • id: 3546378
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  • id: 3546379
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  • id: 3546380
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  • id: 3546381
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  • id: 3546382
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  • id: 3546383
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  • id: 3546384
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  • id: 3546385
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  • id: 3546386
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  • id: 3546387
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  • id: 3546388
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  • id: 3546389
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  • id: 3546390
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  • id: 3546391
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  • id: 3546392
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  • id: 3546393
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  • id: 3546394
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  • id: 3546395
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  • id: 3546396
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  • id: 3546397
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  • id: 3546398
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  • id: 3546399
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  • id: 3546400
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  • id: 3546401
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  • id: 3546402
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  • id: 3546403
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  • id: 3546404
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  • id: 3546405
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  • id: 3546406
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  • id: 3546407
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  • id: 3546408
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  • id: 3546409
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  • id: 3546410
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  • id: 3546411
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  • id: 3546412
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  • id: 3546413
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  • id: 3546414
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  • id: 3546415
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  • id: 3546416
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  • id: 3546417
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  • id: 3546418
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  • id: 3546419
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  • id: 3546420
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  • id: 3546421
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  • id: 3546422
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  • id: 3546423
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  • id: 3546424
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  • id: 3546425
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  • id: 3546426
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  • id: 3546427
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  • id: 3546428
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  • id: 3546429
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  • id: 3546430
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  • id: 3546431
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  • id: 3546432
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  • id: 3546433
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  • id: 3546434
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  • id: 3546435
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  • id: 3546436
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  • id: 3546437
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  • id: 3546438
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  • id: 3546439
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  • id: 3546440
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  • id: 3546441
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  • id: 3546442
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  • id: 3546443
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  • id: 3546444
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  • id: 3546445
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  • id: 3546446
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  • id: 3546447
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  • id: 3546449
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  • id: 3546450
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  • id: 3546451
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  • id: 3546452
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  • id: 3546453
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  • id: 3546454
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  • id: 3546455
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  • id: 3546456
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  • id: 3546457
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  • id: 3546458
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  • id: 3546459
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  • id: 3546460
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  • id: 3546461
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  • id: 3546462
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  • id: 3546463
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  • id: 3546464
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  • id: 3546465
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  • id: 3546466
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  • id: 3546467
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