Newform data - 240.8.a.s

Formats: - HTML - YAML - JSON - 2026-09-21T07:38:24.954137

• 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': 15360, 'analytic_conductor': 74.97240611618922, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, 1]], 'atkin_lehner_string': '+-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [240, 1, [31, 181, 161, 97], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 424, 'field_disc_factorization': [[2, 3], [53, 1]], 'field_poly': [-106, 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': [[7, [-1159920, -824, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793426886896, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], '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': False, 'label': '240.8.a.s', 'level': 240, '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, 5], 'level_radical': 30, 'minimal_twist': '120.8.a.c', 'nf_label': '2.2.424.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}-5^{3}q^{5}+(412+7\\beta )q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '240.8.a', 'trace_display': [0, 54, -250, 824], 'trace_hash': 1989639936241603527, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.119', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '60.417', 'prec': 17}], 'trace_zratio': 0, 'traces': [2, 0, 54, 0, -250, 0, 824, 0, 1458, 0, 3472, 0, -12876, 0, -6750, 0, -32980, 0, -2856, 0, 22248, 0, -16688, 0, 31250, 0, 39366, 0, 113284, 0, -44752, 0, 93744, 0, -103000, 0, -268844, 0, -347652, 0, 480596, 0, -1008440, 0, -182250, 0, -2084976, 0, 1351730, 0, -890460, 0, -582172, 0, -434000, 0, -77112, 0, -3012624, 0, 610076, 0, 600696, 0, 1609500, 0, -2051832, 0, -450576, 0, -8364224, 0, 3014884, 0, 843750, 0, -1608768, 0, 3522064, 0, 1062882, 0, -2436216, 0, 4122500, 0, 3058668, 0, -4965436, 0, -13282896, 0, -1208304, 0, 357000, 0, -5168060, 0, 2531088, 0, 8606036, 0, -8602984, 0, -2781000, 0, 1791800, 0, -31873636, 0, -7258788, 0, -2264772, 0, 2086000, 0, -9386604, 0, -56516912, 0, -29473542, 0, 12976092, 0, -3906250, 0, 23093352, 0, -27227880, 0, -26378256, 0, -133763168, 0, -4920750, 0, -51338356, 0, 41092088, 0, -56294352, 0, -13235040, 0, -14160500, 0, 36496710, 0, -51102748, 0, -32199472, 0, -24042420, 0, 5594000, 0, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0], [0, 0], [27, 0], [0, 0], [-125, 0], [0, 0], [412, 7], [0, 0], [729, 0], [0, 0], [1736, -8], [0, 0], [-6438, -21], [0, 0], [-3375, 0], [0, 0], [-16490, -113], [0, 0], [-1428, -349], [0, 0], [11124, 189], [0, 0], [-8344, 281], [0, 0], [15625, 0], [0, 0], [19683, 0], [0, 0], [56642, -440], [0, 0], [-22376, 1001], [0, 0], [46872, -216], [0, 0], [-51500, -875], [0, 0], [-134422, 1387], [0, 0], [-173826, -567], [0, 0], [240298, 154], [0, 0], [-504220, 2456], [0, 0], [-91125, 0], [0, 0], [-1042488, 503], [0, 0], [675865, 5768], [0, 0], [-445230, -3051], [0, 0], [-291086, -974], [0, 0], [-217000, 1000], [0, 0], [-38556, -9423], [0, 0], [-1506312, -5544], [0, 0], [305038, -15646], [0, 0], [300348, 5103], [0, 0], [804750, 2625], [0, 0], [-1025916, -6488], [0, 0], [-225288, 7587], [0, 0], [-4182112, -6704], [0, 0], [1507442, 15470], [0, 0], [421875, 0], [0, 0], [-804384, 8856], [0, 0], [1761032, 33255], [0, 0], [531441, 0], [0, 0], [-1218108, 3696], [0, 0], [2061250, 14125], [0, 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[-2572730588, -366714], [-1256028200, -4115968], [-764500940, 1101257], [2554399120, -8329616], [782752140, -10144775], [-1956175600, 7498147], [-20004670, 11159008], [739525378, 8597836], [1147822700, 22610038], [2307853390, -14639000], [404788444, -12467324], [-2454062150, 10040236], [2646530428, -3088750], [5846049154, -13092332], [7532366068, -1201319], [-757133502, 8796244], [2620690940, 4914322], [4747463182, -11084945], [1507845768, 49504268], [2964028538, 7493952], [2490716332, 27539777], [2098712298, 31944119], [4668774782, 13747233], [2563042156, 2738109], [4018353744, -49272289], [4627617858, -28049850], [-9793610732, 6562820], [-5792756544, -17563155], [5195373850, -13030552], [-8666059528, -26684592], [1910409014, 30307118], [4278791514, -10646134], [825410098, 53049992], [1661165548, -9020878], [-8127717844, 14954481], [8767331746, -38199524], [-11291183058, 23083342], [-6996272160, 5304570], [74038452, -54572987], [4472280738, -71908039], [624611388, -64173643], 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[-90693465514, -207503211], [145613290368, -40700838], [-50833142236, -825810363], [101368498944, -651155208], [-105121102124, 276211079], [-67085473488, 468693725], [-167502086686, -94348363], [193505589378, -324853692], [161848355048, -966265117], [146162256138, -51746392], [-635041654, -167573490], [110065471224, -1152249492], [-9050410938, 1850418892], [267931356684, -43990618], [-37000922974, 1030491634], [-15791703822, -1769960422], [152399113700, 457177545], [72083194252, -683742962], [-172108003442, 770005530], [-28061774, -1755047621], [-67515669634, 1533671393], [-30537418372, -113883855], [-191900930326, 1134312692], [282145671322, -144433052], [4334685324, -2211889474], [-82108615150, 271979432], [40683612790, -1953066332], [-314586186548, 236123570], [-182953710302, 1151306778], [-98164692616, 236941335], [25074184346, 949449778], [133767488540, -768139613], [112091907060, 1616671794], [3508741726, 825100130], [222975388058, 489346768], [163383319704, 1498148442], 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[-1299503222744, -6665568847], [472567376122, -4180996920], [1106893106690, 4708450049], [292077673432, -7549933459], [-1509317112992, -826320428], [-980459224814, -4375046598], [-14596672710, 7205419962], [-925431627708, -6037556312], [2130804352202, 357371500], [68306744916, 7271143943], [170906836520, -10071958556]], 'char_orbit_index': 1, 'field_poly': [-106, 0, 1], 'hecke_orbit_code': 81064793426886896, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 16], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 16]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '240.8.a.s', 'level': 240, 'maxp': 2999, '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': [3, 3, 4, 4, 3, 4, 4, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [40, 35, 36, 37, 37, 37, 35, 39], 'Nk2': 15360, 'analytic_conductor': 74.97240611618922, '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': [240, 1, [31, 181, 161, 97], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 324, 'dim': 28, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 134217968, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2], 'label': '240.8.a', 'level': 240, '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, 5], 'level_radical': 30, 'mf_dim': 348, 'mf_new_dim': 28, 'num_forms': 21, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [0, 54, 0, 640], 'traces': [28, 0, 54, 0, 0, 0, 640, 0, 20412, 0, 2408, 0, 0, 0, -6750, 0, 0, 0, 11136, 0, 0, 0, -143416, 0, 437500, 0, 39366, 0, 103376, 0, -241536, 0, 0, 0, 0, 0, -831152, 0, -789156, 0, -254344, 0, 1272216, 0, 0, 0, -1252248, 0, 4846044, 0, -748332, 0, 445440, 0, -1331000, 0, -1551096, 0, -3525608, 0, 4790040, 0, 466560, 0, 83000, 0, -1670696, 0, -2395224, 0, 12408576, 0, -1267064, 0, 843750, 0, 15928320, 0, 11613296, 0, 14880348, 0, -15261432, 0, -3767000, 0, -7902036, 0, -15994392, 0, -1463136, 0, 0, 0, 0, 0, 16203576, 0, 1755432, 0, -14471504, 0, -27647472, 0, 0, 0, 73042488, 0, 28210232, 0, -3020868, 0, 61749392, 0, 27127000, 0, 0, 0, 40072736, 0, -5207412, 0, 56984796, 0, 0, 0, -38308480, 0, 33219072, 0, -27768872, 0, -91211424, 0, -4920750, 0, -79432432, 0, 54806864, 0, 43188120, 0, 192387088, 0, 26531000, 0, -30535866, 0, -44958720, 0, 65043184, 0, 0, 0, -97022000, 0, 72849504, 0, -61005204, 0, -97510112, 0, 106410024, 0, 0, 0, 237715384, 0, 84623268, 0, 8118144, 0, -38172064, 0, 10000000, 0, 1944432, 0, -137477704, 0, 161072600, 0, -288975276, 0, -47627000, 0, -98671312, 0, 0, 0, 335313408, 0, 321748200, 0, 88978500, 0, -13992960, 0, -329518976, 0, 7037712, 0, -137633280, 0, 0, 0, -104550264, 0, -171256320, 0, 289109824, 0, 11944368, 0, 167961000, 0, 51195936, 0, 426645036, 0, 168657872, 0, -804285104, 0, 318937500, 0, -855445656, 0, 64565928, 0, -787739904, 0, 134492704, 0, 137983000, 0, -42698448, 0, 449942800, 0, -383819560, 0, 28697814, 0, -321884000, 0, -711742912, 0, 192347136, 0, -1454643176, 0, -349296640, 0, -198976500, 0, -566998928, 0, 239192992, 0, 75361104, 0, 1395882824, 0, -49563000, 0, 815866668, 0, -864097072, 0, -596777584, 0, -409872096, 0, 37625000, 0, 185631152, 0, -176079744, 0, 1253484040, 0, 903608200, 0, 78273000, 0, 2187768512, 0, -599057964, 0, 1173336300, 0, -739736224, 0, -679261000, 0, 0, 0, -3839767920, 0, -2185393152, 0, 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0, -1898526816, 0, -2240875000, 0, -8466183400, 0, -14597854884, 0, -2339343360, 0, -26270920848, 0, 60507000, 0, 435360664, 0, -26840748032, 0, 22259163852, 0, 8141457200, 0, 16655836000, 0, 367718832, 0, 1754427712, 0, 9942118392, 0, -1217937384, 0, -994564000, 0, 22892252528, 0, -7936496640, 0, -22144679600, 0, 13917124624, 0, -4652167500, 0, -10849950720, 0, -34739914928, 0, -1746118296, 0, -74493395648, 0, 6835937500, 0, -17848642464, 0, -32932644944, 0, 53914516512, 0, 17406594792, 0, 25000868000, 0, -3626182848, 0, 9045851904, 0, 18980560728, 0, 29356311656, 0, 1519182000, 0, -6552002552, 0, 13952686624, 0, -29701583712, 0, -26313085152, 0, -24480753000, 0, -923689656, 0, -1719732632, 0, 12495475768, 0, -370055736, 0, 11904148000, 0, -60615990896, 0, -11024922528, 0, 57016731696, 0, -20625599000, 0, 615093750, 0, -9519976096, 0, 29763544320, 0, 11738928672, 0, 99092861576, 0, -8655793000, 0, 22257574740, 0, 17318902928, 0, -58551626288, 0, 11611745280, 0, -31871962000, 0, 10210698240, 0, -11490487740, 0, 28569664976, 0, -72957184448, 0, -1658259000, 0, -6478144384, 0, 28163784968, 0, 8466092784, 0, -8476001280, 0, 22909186000, 0, -4194529488, 0, -51521024256, 0, -19492993824, 0, 12263140908, 0, 1615250000, 0, 6261670480, 0, 10847773692, 0, -34485362416, 0, -24597770480, 0, -7147176750, 0, -23163328, 0, -22565624224, 0, 23643372528, 0, -129908144392, 0, 6771313000, 0, -11125583928, 0, 41685145792, 0, 62747127488, 0, -20489029488, 0, 44343360000, 0, -22702143568, 0, 11451435264, 0, -35174741336, 0, 106713324800, 0, -2746143000, 0, 38047115440, 0, 3395905656, 0, -21302345628, 0, 11834202784, 0, -3774000000, 0, 16353877536, 0, 16607200384, 0, 9433239552, 0, -5760584244, 0, -1263133000, 0, -47719901000, 0, 25288546248, 0, 137818604448, 0, 38123086816, 0, 6029518500, 0, 12012764160, 0, 9998055728, 0, -11659911768, 0, 156631651408, 0, 14285596000, 0, 25219153548, 0, -65628727112, 0, -96956443616, 0, -33936756624, 0, -42341573000, 0, -8277650144, 0, 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-247110222000, 0, 0, 0, -100863684472, 0, 46809320288, 0, 34706003580, 0, -207227883984, 0, 84360764000, 0, -103815198720, 0, 70986879840, 0, -3129254628, 0, 53247973752, 0, -23384114000, 0, -75050220160, 0, 67078777104, 0, -192989520904, 0, 30537843104, 0, -12330562500, 0, 90564272416, 0, -97240176816, 0, 20565259128, 0, -38337859784, 0, 17401493000, 0, 75894770016, 0, 104035076192, 0, 134682759952, 0, -82276202520, 0, 47975122000, 0, 76341599584, 0, -2202212772, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 192294
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '240.8.a.s', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '120.8.a.c', 'target_level': 120, 'twist_class_label': '120.8.a.c', 'twist_class_level': 120, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 192295
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '240.8.a.s', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '240.8.a.s', 'target_level': 240, 'twist_class_label': '120.8.a.c', 'twist_class_level': 120, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 192296
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '240.8.a.s', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '360.8.a.i', 'target_level': 360, 'twist_class_label': '120.8.a.c', 'twist_class_level': 120, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 192297
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '240.8.a.s', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '600.8.a.k', 'target_level': 600, 'twist_class_label': '120.8.a.c', 'twist_class_level': 120, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 192298
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '240.8.a.s', 'source_level': 240, 'target_char_orbit': 6, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '600.8.f.g', 'target_level': 600, 'twist_class_label': '120.8.a.c', 'twist_class_level': 120, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 566150
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793426886896, 'p': 2}
  • id: 566151
    {'charpoly_factorization': [[[-27, 1], 2]], 'hecke_orbit_code': 81064793426886896, 'p': 3}
  • id: 566152
    {'charpoly_factorization': [[[125, 1], 2]], 'hecke_orbit_code': 81064793426886896, 'p': 5}
  • id: 566153
    {'charpoly_factorization': [[[-1159920, -824, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 7}
  • id: 566154
    {'charpoly_factorization': [[[1276992, -3472, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 11}
  • id: 566155
    {'charpoly_factorization': [[[29480868, 12876, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 13}
  • id: 566156
    {'charpoly_factorization': [[[-74579484, 32980, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 17}
  • id: 566157
    {'charpoly_factorization': [[[-3303152752, 2856, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 19}
  • id: 566158
    {'charpoly_factorization': [[[-2073063360, 16688, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 23}
  • id: 566159
    {'charpoly_factorization': [[[-2045213436, -113284, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 29}
  • id: 566160
    {'charpoly_factorization': [[[-26689613760, 44752, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 31}
  • id: 566161
    {'charpoly_factorization': [[[-34134121500, 268844, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 37}
  • id: 566162
    {'charpoly_factorization': [[[57099571428, -480596, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 41}
  • id: 566163
    {'charpoly_factorization': [[[90555193104, 1008440, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 43}
  • id: 566164
    {'charpoly_factorization': [[[1079915577920, 2084976, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 47}
  • id: 566165
    {'charpoly_factorization': [[[58987787460, 582172, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 53}
  • id: 566166
    {'charpoly_factorization': [[[1434925482048, 3012624, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 59}
  • id: 566167
    {'charpoly_factorization': [[[-6549771785532, -610076, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 61}
  • id: 566168
    {'charpoly_factorization': [[[-89763052528, 2051832, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 67}
  • id: 566169
    {'charpoly_factorization': [[[16270470816768, 8364224, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 71}
  • id: 566170
    {'charpoly_factorization': [[[-4221830559036, -3014884, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 73}
  • id: 566171
    {'charpoly_factorization': [[[-26908333693376, -3522064, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 79}
  • id: 566172
    {'charpoly_factorization': [[[1113098051088, 2436216, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 83}
  • id: 566173
    {'charpoly_factorization': [[[-54850504354940, 4965436, 1], 1]], 'hecke_orbit_code': 81064793426886896, 'p': 89}
  • id: 566174
    {'charpoly_factorization': [[[6628194307204, 5168060, 1], 1]], 'hecke_orbit_code': 81064793426886896, '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': 19, 'label': '240.8.a.s', 'level': 240, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 63492229
    {'hecke_orbit_code': 81064793426886896, 'n': 1, 'trace_an': 2}
  • id: 63492230
    {'hecke_orbit_code': 81064793426886896, 'n': 2, 'trace_an': 0}
  • id: 63492231
    {'hecke_orbit_code': 81064793426886896, 'n': 3, 'trace_an': 54}
  • id: 63492232
    {'hecke_orbit_code': 81064793426886896, 'n': 4, 'trace_an': 0}
  • id: 63492233
    {'hecke_orbit_code': 81064793426886896, 'n': 5, 'trace_an': -250}
  • id: 63492234
    {'hecke_orbit_code': 81064793426886896, 'n': 6, 'trace_an': 0}
  • id: 63492235
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