Embedded newform data - 162.8.a.b.1.1

Formats: - HTML - YAML - JSON - 2025-03-07T06:14:56.540507

• 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': 1, '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': 2, 'hecke_orbit_code': 4503599761588386, '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.b', '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': 254301180154164237, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.060', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.115', '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, 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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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-0.19297184552402186, -0.37462071790076046, -0.14088395050664995, -0.201639563096715, -0.4058603265941266, -0.4237083336292908, -0.10189450842820029, -0.29095069260253315, -0.33499963737940464, -0.07185277622971016, -0.22917772054148858, -0.23513261731540788, -0.3088183583480758, -0.19795143134654306, -0.40141936574122544, -0.2672238008997232, -0.3214708013114388, -0.2157251762448265, -0.1270763726965777, -0.2551818463897121, -0.36336430311078977, -0.287047340439062, -0.17149563669987297, -0.3252174008625751, -0.0688838804510853, -0.13877662463674673, -0.15220510510914495, -0.12984381155390767, -0.117300781691624, -0.2700430574317912, -0.1454006272650273, -0.25127915760506675, -0.24041030832490762, -0.30817451167794235, -0.2397003757809431, -0.3036647738873405, -0.28554419562669137, -0.30018541474169763, -0.24582352702178484, -0.2879268967481203, -0.27648964378971064, -0.2401016062748849, -0.33989059117335885, -0.11193204672628351, -0.2716442000696898, -0.3040691536670551, -0.3586094224939215, -0.37789222702375413, -0.14716971596067385, -0.3500010123380335, -0.3478663734799296, -0.14516428730701264, -0.2712751131017581, -0.22094938983523257, -0.3294820569919755, -0.2957780947973555, -0.23601135057787467, -0.31475852918582237, -0.2935536529976567, -0.14207294916653523, -0.19691412991799537, -0.005292591694906318, -0.17127128032083488, -0.16834074617725917, -0.3100472990702377, -0.1938083864498374, -0.3604458584504997, -0.08675268068902214, -0.253963456078178, -0.33845151696705655, -0.29465178286198723, -0.2568790921688569, -0.30493792616448745, -0.1348635151992156, -0.13675484255013523, -0.0708756559733059, -0.33102564787706035, -0.14660033894834448, -0.3753924926357652, -0.23747444694875697, -0.26408701707968535, -0.3906744666038316, -0.24823747621745754, -0.3025612277694175, -0.29631815632121605, -0.09778834775225805, -0.3970312181258057, -0.2532562022941826, -0.09435759891534277, -0.16991682795576493, -0.2391549395849911, -0.43391503994196856, -0.38397855168253575, -0.3476904070561098, -0.2598123766942199, -0.1931056490838126, -0.3206538564365806, -0.3465833975482859, -0.0738728495672031, -0.16569410142646818, -0.24201633677761816, -0.21129809634305818, -0.15889715686948247, -0.37659559842487156, -0.28085361086412997, -0.2070091753958647, -0.38497216701888715, -0.14535171643296096, -0.09743858412804317, -0.26989500443456704, -0.22424305101082984, -0.3711412047713713, -0.2742878913158249, -0.33622683863610897, -0.394032445932223, -0.11115262467593547, -0.06014164641789753, -0.17866667859507715, -0.20542188824602872, -0.2902184960108887, -0.2192002116420816, -0.43157718338669815, -0.1944032974200687, -0.06495069130495128, -0.33869811994467985, -0.3440604782150141, -0.20558293693130344, -0.17546528582980042, -0.2226310291087806, -0.325994713939431, -0.19296318091429304, -0.2539587345066211, -0.38830715480270905, -0.29122004554435904, -0.30355268918731804, -0.276861210599725, -0.42301079182132784, -0.2554561749716597, -0.25313859545722545, -0.23991799657017512, -0.448811840435025, -0.3719516632804038, -0.044760540592405154, -0.34418540920121793, -0.3393668655435049, -0.32266400447435173, -0.18177253328864298, -0.17004951187837627, -0.3245736453910817, -0.27610278252155845, -0.2647689714920738, -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': 2, 'hecke_orbit_code': 4503599761588386, 'label': '162.8.a.b.1.1', 'level': 162, '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

  
  {'ALdims': [7, 7, 6, 8], '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: 34439778
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599761588386, 'source_is_minimal': True, 'source_label': '162.8.a.b.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': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 34439779
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599761588386, 'source_is_minimal': True, 'source_label': '162.8.a.b.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': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 34439780
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599761588386, 'source_is_minimal': True, 'source_label': '162.8.a.b.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': '9.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 34439781
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599761588386, 'source_is_minimal': True, 'source_label': '162.8.a.b.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': '9.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 34439782
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599761588386, 'source_is_minimal': True, 'source_label': '162.8.a.b.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': '9.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 34439783
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599761588386, 'source_is_minimal': True, 'source_label': '162.8.a.b.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': '9.7', 'twisting_conrey_index': 7, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 425200
    {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 2}
  • id: 425201
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 3}
  • id: 425202
    {'charpoly_factorization': [[[165, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 5}
  • id: 425203
    {'charpoly_factorization': [[[508, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 7}
  • id: 425204
    {'charpoly_factorization': [[[-3024, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 11}
  • id: 425205
    {'charpoly_factorization': [[[-5039, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 13}
  • id: 425206
    {'charpoly_factorization': [[[3189, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 17}
  • id: 425207
    {'charpoly_factorization': [[[-1508, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 19}
  • id: 425208
    {'charpoly_factorization': [[[75600, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 23}
  • id: 425209
    {'charpoly_factorization': [[[82665, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 29}
  • id: 425210
    {'charpoly_factorization': [[[174892, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 31}
  • id: 425211
    {'charpoly_factorization': [[[323569, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 37}
  • id: 425212
    {'charpoly_factorization': [[[308118, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 41}
  • id: 425213
    {'charpoly_factorization': [[[-336680, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 43}
  • id: 425214
    {'charpoly_factorization': [[[383196, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 47}
  • id: 425215
    {'charpoly_factorization': [[[-760206, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 53}
  • id: 425216
    {'charpoly_factorization': [[[2225664, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 59}
  • id: 425217
    {'charpoly_factorization': [[[-2244815, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 61}
  • id: 425218
    {'charpoly_factorization': [[[-1473188, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 67}
  • id: 425219
    {'charpoly_factorization': [[[5006892, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 71}
  • id: 425220
    {'charpoly_factorization': [[[5898301, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 73}
  • id: 425221
    {'charpoly_factorization': [[[-7028768, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 79}
  • id: 425222
    {'charpoly_factorization': [[[2651196, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 83}
  • id: 425223
    {'charpoly_factorization': [[[6770901, 1], 1]], 'hecke_orbit_code': 4503599761588386, 'p': 89}
  • id: 425224
    {'charpoly_factorization': [[[-16176386, 1], 1]], 'hecke_orbit_code': 4503599761588386, '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': 2, 'label': '162.8.a.b', 'level': 162, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19563174
    {'hecke_orbit_code': 4503599761588386, 'n': 1, 'trace_an': 1}
  • id: 19563175
    {'hecke_orbit_code': 4503599761588386, 'n': 2, 'trace_an': 8}
  • id: 19563176
    {'hecke_orbit_code': 4503599761588386, 'n': 3, 'trace_an': 0}
  • id: 19563177
    {'hecke_orbit_code': 4503599761588386, 'n': 4, 'trace_an': 64}
  • id: 19563178
    {'hecke_orbit_code': 4503599761588386, 'n': 5, 'trace_an': -165}
  • id: 19563179
    {'hecke_orbit_code': 4503599761588386, 'n': 6, 'trace_an': 0}
  • id: 19563180
    {'hecke_orbit_code': 4503599761588386, 'n': 7, 'trace_an': -508}
  • id: 19563181
    {'hecke_orbit_code': 4503599761588386, 'n': 8, 'trace_an': 512}
  • id: 19563182
    {'hecke_orbit_code': 4503599761588386, 'n': 9, 'trace_an': 0}
  • id: 19563183
    {'hecke_orbit_code': 4503599761588386, 'n': 10, 'trace_an': -1320}
  • id: 19563184
    {'hecke_orbit_code': 4503599761588386, 'n': 11, 'trace_an': 3024}
  • id: 19563185
    {'hecke_orbit_code': 4503599761588386, 'n': 12, 'trace_an': 0}
  • id: 19563186
    {'hecke_orbit_code': 4503599761588386, 'n': 13, 'trace_an': 5039}
  • id: 19563187
    {'hecke_orbit_code': 4503599761588386, 'n': 14, 'trace_an': -4064}
  • id: 19563188
    {'hecke_orbit_code': 4503599761588386, 'n': 15, 'trace_an': 0}
  • id: 19563189
    {'hecke_orbit_code': 4503599761588386, 'n': 16, 'trace_an': 4096}
  • id: 19563190
    {'hecke_orbit_code': 4503599761588386, 'n': 17, 'trace_an': -3189}
  • id: 19563191
    {'hecke_orbit_code': 4503599761588386, 'n': 18, 'trace_an': 0}
  • id: 19563192
    {'hecke_orbit_code': 4503599761588386, 'n': 19, 'trace_an': 1508}
  • id: 19563193
    {'hecke_orbit_code': 4503599761588386, 'n': 20, 'trace_an': -10560}
  • id: 19563194
    {'hecke_orbit_code': 4503599761588386, 'n': 21, 'trace_an': 0}
  • id: 19563195
    {'hecke_orbit_code': 4503599761588386, 'n': 22, 'trace_an': 24192}
  • id: 19563196
    {'hecke_orbit_code': 4503599761588386, 'n': 23, 'trace_an': -75600}
  • id: 19563197
    {'hecke_orbit_code': 4503599761588386, 'n': 24, 'trace_an': 0}
  • id: 19563198
    {'hecke_orbit_code': 4503599761588386, 'n': 25, 'trace_an': -50900}
  • id: 19563199
    {'hecke_orbit_code': 4503599761588386, 'n': 26, 'trace_an': 40312}
  • id: 19563200
    {'hecke_orbit_code': 4503599761588386, 'n': 27, 'trace_an': 0}
  • id: 19563201
    {'hecke_orbit_code': 4503599761588386, 'n': 28, 'trace_an': -32512}
  • id: 19563202
    {'hecke_orbit_code': 4503599761588386, 'n': 29, 'trace_an': -82665}
  • id: 19563203
    {'hecke_orbit_code': 4503599761588386, 'n': 30, 'trace_an': 0}
  • id: 19563204
    {'hecke_orbit_code': 4503599761588386, 'n': 31, 'trace_an': -174892}
  • id: 19563205
    {'hecke_orbit_code': 4503599761588386, 'n': 32, 'trace_an': 32768}
  • id: 19563206
    {'hecke_orbit_code': 4503599761588386, 'n': 33, 'trace_an': 0}
  • id: 19563207
    {'hecke_orbit_code': 4503599761588386, 'n': 34, 'trace_an': -25512}
  • id: 19563208
    {'hecke_orbit_code': 4503599761588386, 'n': 35, 'trace_an': 83820}
  • id: 19563209
    {'hecke_orbit_code': 4503599761588386, 'n': 36, 'trace_an': 0}
  • id: 19563210
    {'hecke_orbit_code': 4503599761588386, 'n': 37, 'trace_an': -323569}
  • id: 19563211
    {'hecke_orbit_code': 4503599761588386, 'n': 38, 'trace_an': 12064}
  • id: 19563212
    {'hecke_orbit_code': 4503599761588386, 'n': 39, 'trace_an': 0}
  • id: 19563213
    {'hecke_orbit_code': 4503599761588386, 'n': 40, 'trace_an': -84480}
  • id: 19563214
    {'hecke_orbit_code': 4503599761588386, 'n': 41, 'trace_an': -308118}
  • id: 19563215
    {'hecke_orbit_code': 4503599761588386, 'n': 42, 'trace_an': 0}
  • id: 19563216
    {'hecke_orbit_code': 4503599761588386, 'n': 43, 'trace_an': 336680}
  • id: 19563217
    {'hecke_orbit_code': 4503599761588386, 'n': 44, 'trace_an': 193536}
  • id: 19563218
    {'hecke_orbit_code': 4503599761588386, 'n': 45, 'trace_an': 0}
  • id: 19563219
    {'hecke_orbit_code': 4503599761588386, 'n': 46, 'trace_an': -604800}
  • id: 19563220
    {'hecke_orbit_code': 4503599761588386, 'n': 47, 'trace_an': -383196}
  • id: 19563221
    {'hecke_orbit_code': 4503599761588386, 'n': 48, 'trace_an': 0}
  • id: 19563222
    {'hecke_orbit_code': 4503599761588386, 'n': 49, 'trace_an': -565479}
  • id: 19563223
    {'hecke_orbit_code': 4503599761588386, 'n': 50, 'trace_an': -407200}
  • id: 19563224
    {'hecke_orbit_code': 4503599761588386, 'n': 51, 'trace_an': 0}
  • id: 19563225
    {'hecke_orbit_code': 4503599761588386, 'n': 52, 'trace_an': 322496}
  • id: 19563226
    {'hecke_orbit_code': 4503599761588386, 'n': 53, 'trace_an': 760206}
  • id: 19563227
    {'hecke_orbit_code': 4503599761588386, 'n': 54, 'trace_an': 0}
  • id: 19563228
    {'hecke_orbit_code': 4503599761588386, 'n': 55, 'trace_an': -498960}
  • id: 19563229
    {'hecke_orbit_code': 4503599761588386, 'n': 56, 'trace_an': -260096}
  • id: 19563230
    {'hecke_orbit_code': 4503599761588386, 'n': 57, 'trace_an': 0}
  • id: 19563231
    {'hecke_orbit_code': 4503599761588386, 'n': 58, 'trace_an': -661320}
  • id: 19563232
    {'hecke_orbit_code': 4503599761588386, 'n': 59, 'trace_an': -2225664}
  • id: 19563233
    {'hecke_orbit_code': 4503599761588386, 'n': 60, 'trace_an': 0}
  • id: 19563234
    {'hecke_orbit_code': 4503599761588386, 'n': 61, 'trace_an': 2244815}
  • id: 19563235
    {'hecke_orbit_code': 4503599761588386, 'n': 62, 'trace_an': -1399136}
  • id: 19563236
    {'hecke_orbit_code': 4503599761588386, 'n': 63, 'trace_an': 0}
  • id: 19563237
    {'hecke_orbit_code': 4503599761588386, 'n': 64, 'trace_an': 262144}
  • id: 19563238
    {'hecke_orbit_code': 4503599761588386, 'n': 65, 'trace_an': -831435}
  • id: 19563239
    {'hecke_orbit_code': 4503599761588386, 'n': 66, 'trace_an': 0}
  • id: 19563240
    {'hecke_orbit_code': 4503599761588386, 'n': 67, 'trace_an': 1473188}
  • id: 19563241
    {'hecke_orbit_code': 4503599761588386, 'n': 68, 'trace_an': -204096}
  • id: 19563242
    {'hecke_orbit_code': 4503599761588386, 'n': 69, 'trace_an': 0}
  • id: 19563243
    {'hecke_orbit_code': 4503599761588386, 'n': 70, 'trace_an': 670560}
  • id: 19563244
    {'hecke_orbit_code': 4503599761588386, 'n': 71, 'trace_an': -5006892}
  • id: 19563245
    {'hecke_orbit_code': 4503599761588386, 'n': 72, 'trace_an': 0}
  • id: 19563246
    {'hecke_orbit_code': 4503599761588386, 'n': 73, 'trace_an': -5898301}
  • id: 19563247
    {'hecke_orbit_code': 4503599761588386, 'n': 74, 'trace_an': -2588552}
  • id: 19563248
    {'hecke_orbit_code': 4503599761588386, 'n': 75, 'trace_an': 0}
  • id: 19563249
    {'hecke_orbit_code': 4503599761588386, 'n': 76, 'trace_an': 96512}
  • id: 19563250
    {'hecke_orbit_code': 4503599761588386, 'n': 77, 'trace_an': -1536192}
  • id: 19563251
    {'hecke_orbit_code': 4503599761588386, 'n': 78, 'trace_an': 0}
  • id: 19563252
    {'hecke_orbit_code': 4503599761588386, 'n': 79, 'trace_an': 7028768}
  • id: 19563253
    {'hecke_orbit_code': 4503599761588386, 'n': 80, 'trace_an': -675840}
  • id: 19563254
    {'hecke_orbit_code': 4503599761588386, 'n': 81, 'trace_an': 0}
  • id: 19563255
    {'hecke_orbit_code': 4503599761588386, 'n': 82, 'trace_an': -2464944}
  • id: 19563256
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