Newform data - 45.6.a.f

Formats: - HTML - YAML - JSON - 2024-12-07T20:25:35.786824

• 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': 1620, 'analytic_conductor': 7.2172718915841285, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -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': [45, 1, [11, 37], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 145, 'field_disc_factorization': [[5, 1], [29, 1]], 'field_poly': [-36, -1, 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': [[2, [-30, -5, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237515821, 'hecke_ring_generator_nbound': 2, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '45.6.a.f', 'level': 45, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '45.6.a.d', 'nf_label': '2.2.145.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(3-\\beta )q^{2}+(13-5\\beta )q^{4}+5^{2}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.6.a', 'trace_display': [5, 0, 50, 80], 'trace_hash': 960198725626108176, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.037', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.245', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.341', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.238', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.937', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 5, 0, 21, 50, 0, 80, 255, 0, 125, 800, 0, -120, 1650, 0, -687, 1940, 0, -1512, 525, 0, 550, -1320, 0, 1250, -6100, 0, 8090, 1300, 0, -5824, -13865, 0, 2530, 2000, 0, -12560, -26980, 0, 6375, 400, 0, 25680, 1150, 0, -39840, 18920, 0, -1414, 3125, 0, -30260, 49460, 0, 20000, -2850, 0, 96050, 63200, 0, -49116, 17340, 0, -26671, -3000, 0, 6080, 8770, 0, 41250, 65200, 0, 97740, -135800, 0, -131876, 3000, 0, -46288, -17175, 0, -97600, -57360, 0, 48500, -28600, 0, 115050, -87000, 0, -120800, -196560, 0, 60640, -37800, 0, 10180, 112465, 0, 13125, -266700, 0, 59920, 36900, 0, 79570, 218160, 0, -12668, 13750, 0, -107230, -17140, 0, -33000, 477650, 0, 86950, 31200, 0, 26898, 271610, 0, 98348, 31250, 0, 135120, -32985, 0, -152500, -16800, 0, -524480, 603900, 0, 268230, -467700, 0, -285032, 202250, 0, 55700, 68000, 0, 32500, -92050, 0, -653880, -197300, 0, 498816, 16020, 0, 529500, -145600, 0, 803800, -310020, 0, -346625, -783600, 0, -482000, -488800, 0, 634380, 241320, 0, -271386, 63250, 0, -194360, -978300, 0, 50000, -195050, 0, -826500, 461600, 0, 503716, -621000, 0, 160560, -314000, 0, 822400, 265360, 0, -674500, 880000, 0, -826100, -183350, 0, 565153, 178140, 0, -405168, 159375, 0, -979950, 1908000, 0, 10000, 684850, 0, 360220, -140800, 0, 68824, 298930, 0, 1281420, 642000, 0, 405040, 699130, 0, 28750, 69200, 0, -275120, -834450, 0, -52130, 1873360, 0, -872932, -996000, 0, -669450, -564300, 0, 473000, 308350, 0, 1391700, 1252400, 0, -1118676, -1092755, 0, 1456282, -35350, 0, 1946720, -1029660, 0, 78125, -38400, 0, 202800, -751150, 0, -773023, -1086420, 0, -2590400, -756500, 0, -4100550, 1195480, 0, 1236500, -3335400, 0, 3007340, -2691100, 0, -2605776, -538790, 0, -403650, 500000, 0, 1740080, -2226380, 0, -71250, 1611000, 0, 1440800, 148100, 0, -2063000, -1956000, 0, -883674, 2401250, 0, -655730, -1731780, 0, 1580000, -661800, 0, 4227950, 3002400, 0, -828800, 2650640, 0, 1795372, -1227900, 0, -758640, 2641500, 0, 433500, 1114800, 0, 1478860, 3227500, 0, -1457524, -385700, 0, -1336000, -666775, 0, -4377600, -724240, 0, -75000, 3884500, 0, 938400, 1023600, 0, -1476616, 3286620, 0, 4450440, 152000, 0, 3503580, 17535, 0, 219250, -2967600, 0, 918880, 4109400, 0, -3211350, 1407680, 0, -3191532, 1031250, 0, -5266150, 142020, 0, 1630000, -3958500, 0, 665350, -6841200, 0, 3614874, -411110, 0, -2863400, 2443500, 0, 1630160, 2463120, 0, -3395000, 1096800, 0, -4779000, -278500, 0, 2292240, -7502000, 0, 3146328, -3296900, 0, 5259500, -3582120, 0, 75000, 2284750, 0, -937110, -4107300, 0, -111120, -1224285, 0, 1997430, -1157200, 0, 822960, -3211120, 0, -429375, -814200, 0, -2202560, -4366350, 0, 9424500, -2936000, 0, -6797612, -2440000, 0, 3304410, 1107000, 0, -1434000, 1951300, 0, -8535800, 37600, 0, 1556316, 3373660, 0, 6702870, 1212500, 0, 5923360, 5970780, 0, -715000, -769200, 0, -7690740, -1933800, 0, 3520986, 12690720, 0, -1735728, 2876250, 0, -5313800, 24240, 0, -2175000, -3963350, 0, -9266590, 11601800, 0, 2132000, -226370, 0, -1943680, -3020000, 0, 1736340, 7410870, 0, -4914000, 3995100, 0, -4733680, -5550550, 0, 6523650, 225280, 0, 12017200, 1516000, 0, 8697450, 12128000, 0, -945000, 6896100, 0, 610900, -896400, 0, 9105600, -9919090, 0, -5517571, 254500, 0, -11111600, -9811890, 0, 2811625, 8336800, 0, -1708600, 10643600, 0, 246044, 462000, 0, -2094888, 328125, 0, 7868850, -12265400, 0, -6667500, -13152000, 0, -4025990, 6594500, 0, -2818400, 7186775, 0, 2302110, 1498000, 0, 7301200, -19758000, 0, 922500, 3019000, 0, 14240160, -20469150, 0, 208760, -6670080, 0, 6414674, 1989250, 0, -15628040, 7864000, 0, 5454000, -4523100, 0, -5115350, -2885600, 0, 1730324, -12418840, 0, -13001290, -316700, 0, -4989840, -1082850, 0, 343750, -30678800, 0, -5737520, 11507400, 0, -10561836, 8829300, 0, 5883200, -2680750, 0, 19861500, 9433920, 0, -428500, 397500, 0, 9278700, 2734200, 0, -16910696, -10451000, 0, -8544000, -825000, 0, -21163340, -6709985, 0, 11941250, 13261200, 0, 20665600, 15489450, 0, -17177610, 6174960, 0, -5805056, 2173750, 0, 10056360, -3631940, 0, 780000, 21534350, 0, 13526400, -6227600, 0, 8925676, 12834000, 0, 12255568, 672450, 0, -7319280, 14959540, 0, 6790250, -2202400, 0, 9584640, 5370800, 0, -4315500, 16398660, 0, 6435832, 2458700, 0, -11054700, -15660000, 0, 781250, 18765550, 0, 14529900, -8842400, 0, -13405296, -4153020, 0, -33548650, 3378000, 0, -9195160, 32837500, 0, -824625, 3980400, 0, 20174960, -20320800, 0, -22560680, -15430600, 0, 26701000, -3812500, 0, 20386500, -6689060, 0, -420000, 5285600, 0, 16809600, 12435200, 0, -5813724, 10216860, 0, -14313420, -13112000, 0, -47629200, 21769560, 0, 15097500, -27534400, 0, -13228900, -9777850, 0, 630447, -9584820, 0, -3768800, 6705750, 0, 9563400, 6491520, 0, -11692500, -18458100, 0, -3717080, 558800, 0, -6523224, -14100150, 0, 14186560, -7125800, 0, 3543200, -36781630, 0, 5056250, -13889900, 0, 42903360, -2468650, 0, -7551510, -16932000, 0, 7751388, 1392500, 0, -5611500, -12233760, 0, 1700000, 2403550, 0, -27508200, -42686400, 0, 13097800, 44115585, 0, -3062982, 812500, 0, -1206320, -12531000, 0, -2301250, 27879200, 0, -33680000, -12052950, 0, 16203120, -9342000, 0, 13438968, -16347000, 0, 36837300, 3890600, 0, -4932500, 2784500, 0, -3037300, 23446800, 0, -3038784, -7232720, 0, -28093000, 12470400, 0, 1078320, 18856820, 0, 400500, 5579400, 0, 14109280, 24537500, 0, 30958560, 1892000, 0, 3341212, 13237500, 0, 13075950, 877260, 0, -3640000, 3177150, 0, -40927050, 31249600, 0, 28226000, -34190400, 0, -5894291, 20095000, 0, 6218400, 9630870, 0, -7750500, -871200, 0, -28605040, 39774800, 0, -15245264, -1016540, 0, 17925520, -8665625, 0, -9395700, 45824000, 0, -19590000, 9469200, 0, -31185450, -16487600, 0, -9883384, 43306500, 0, -39994000, -12050000, 0, 10281920, -52281230, 0, -12220000, -10177500, 0, -7021520, 2824350, 0, 45745500, 75258080, 0, 29527988, 15859500, 0, 34399260, -5083580, 0, 6033000, -42397400, 0, -29206150, 10558000, 0, 78606702, -53169610, 0, 16730652, -6784650, 0, -22124080, -14565110, 0, 1581250, 60907200, 0, -45149440, -5024700, 0, 21191220, 3679220, 0, -16126728, -4859000, 0, 20644800, -27805400, 0, -24457500, -41104450, 0, -10479080, -14629200, 0, -47460800, -8192370, 0, 74663040, 1250000, 0, 20993000, 6216680, 0, -4876250, -16526200, 0, 14587120, -26707400, 0, -11680920, -33668280, 0, -16374200, -20662500, 0, -19266510, -18572320, 0, 11540000, -32200050, 0, 5143300, 37046400, 0, 49386760, -34400000, 0, -2101830, 12592900, 0, -30768640, -13465120, 0, -15525000, 41313200, 0, -38499600, -33579550, 0, 38800214, -81843000, 0, -14106432, 4014000, 0, 16843350, 4672000, 0, -7850000, -9457650, 0, -26922650, -53799800, 0, -36051016, 33746850, 0, -23009740, 20560000, 0, 6356660, 57999000, 0, 6634000, -11371700, 0, 49430400, -17801450, 0, -25418000, 54760560, 0, 21047600, -16862500, 0, -7845300, 45761180, 0, 22000000, 549700, 0, 37892100, -3396000, 0, -26262814, 65452000, 0, -47358098, -20652500, 0, 22127920, 13869495, 0, -4583750, 50054400, 0, -41677280, -1570250, 0, -4820654, 5668340, 0, -22620000, 14128825, 0, -27806950, -22329240, 0, 4453500, 84236500, 0, 49324560, 29822400, 0, -3772016, 34218180, 0, 44133000, -10129200, 0, 35116040, -18554020, 0, 3984375], 'weight': 6, 'weight_parity': 1}
• 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], [3, -1], [0, 0], [13, -5], [25, 0], [0, 0], [50, -20], [123, 9], [0, 0], [75, -25], [390, 20], [0, 0], [-100, 80], [870, -90], [0, 0], [-371, 55], [954, 32], [0, 0], [-916, 320], [325, -125], [0, 0], [450, -350], [-912, 504], [0, 0], [625, 0], [-3180, 260], [0, 0], [4250, -410], [1290, -1280], [0, 0], [-2692, -440], [-7029, 193], [0, 0], [1710, -890], [1250, -500], [0, 0], [-7000, 1440], [-14268, 1556], [0, 0], [3075, 225], [-480, 1360], [0, 0], [12200, 1280], [1470, -1790], [0, 0], [-20880, 1920], [9552, -184], [0, 0], [93, -1600], [1875, -625], [0, 0], [-15700, 1140], [24426, 608], [0, 0], [9750, 500], [-330, -2190], [0, 0], [49950, -3850], [31110, 980], [0, 0], [-21838, -5440], [7764, 1812], [0, 0], [-16163, 5655], [-2500, 2000], [0, 0], [7100, -8120], [6642, -4514], [0, 0], [21750, -2250], [31860, 1480], [0, 0], [46550, 4640], [-72840, 9880], [0, 0], [-69508, 7140], [5100, -7200], [0, 0], [-24484, 2680], [-9275, 1375], [0, 0], [-50400, 3200], [-23316, -10728], [0, 0], [23850, 800], [-9480, -9640], [0, 0], [54450, 6150], [-47700, 8400], [0, 0], [-62600, 4400], [-102576, 8592], [0, 0], [35280, -9920], [-22900, 8000], [0, 0], [3650, 2880], [57879, -3293], [0, 0], [8125, -3125]], 'ap': [[3, -1], [0, 0], [25, 0], [50, -20], [390, 20], [-100, 80], [954, 32], [-916, 320], [-912, 504], [1290, -1280], [-2692, -440], [-7000, 1440], [-480, 1360], [12200, 1280], [9552, -184], [24426, 608], [31110, 980], [-21838, -5440], [7100, -8120], [31860, 1480], [46550, 4640], [-24484, 2680], [-23316, -10728], [-47700, 8400], [3650, 2880], [-135510, 4320], [33650, -7380], [114156, -10152], [-1294, -10080], [-8634, 128], [60050, 15020], [-36390, 55980], [-228570, -10560], [-152956, 20880], [-66090, -65120], [259088, -19360], [410300, -16800], [-205900, -70200], [147192, -53064], [-494430, 10560], [227430, 6740], [240338, 23040], [461100, -42200], [-383050, -60000], [99774, -21408], [-217744, 30320], [56492, -44160], [-160150, 45180], [890976, 91408], [-370306, -132320], [-227430, -109440], [608820, 34760], [-608458, 98240], [35730, -109860], [-508602, -69216], [578568, 38344], [-1334430, -22240], [-1343608, 81440], [919400, -98720], [914700, -218400], [698300, 44200], [-954498, 177216], [-329200, -100240], [461940, 190920], [843350, -207840], [-417570, 449440], [-642388, -191840], [1623950, 255680], [777408, -147136], [-1794406, 397280], [16482, 109056], [-3492360, 143520], [703850, 222460], [-2287900, -203200], [1648964, -151600], [-1515792, -550536], [-2265090, 422880], [671600, -520240], [-457860, 101520], [-3642166, 486720], [-183270, 404140], [384638, 787040], [-228960, -311280], [-3996250, 301760], [-795064, -145600], [-68856, 161952], [5636340, 329120], [606650, 523040], [2044830, -94560], [-2350450, -32780], [-49932, 325144], [-171420, -553560], [-5375050, -361500], [3832890, 671020], [-1139284, 183680], [-6240240, 215080], [3689250, -784000], [1197900, 623200], [7168700, -97240], [158042, 1414240], [-2057800, -874240], [4148730, 531840], [4869672, -305424], [1998660, -1263120], [-8206948, -496800], [-10230550, -702240], [3941436, -1707912], [-1783314, -65312], [-3346680, 465760], [5326358, -1727040], [-4321450, 1323620], [4305800, 973040], [7573506, 1251648], [3161156, 113520], [-6137548, -1130200], [1519320, 941760], [9993500, 187960], [-6960960, -1508680], [-2797986, -1093088], [6131010, 173180], [-3554542, 1295360], [-7856050, 2483200], [-3888042, -1808736], [4672332, -2853144], [-3233092, -57040], [-7097670, 305440], [4936334, -2121280], [-21688920, 691440], [580550, -2367420], [-16595200, -489600], [6231044, 976880], [1113360, 1663880], [-2845612, 2652440], [2315000, -3551680], [3542820, -1506240], [1287566, 766080], [-1273194, 3423648], [3529700, -841000], [-1848414, 2680288], [-8216280, -55040], [-4869412, -144560], [-6211950, 2246400], [-3513250, 4980], [37631448, -4816], [14506634, 514720], [6560400, -2562800], [-22315000, -519440], [-60918, 3801056], [-5399164, -5328400], [-12311640, -3182120], [9376100, 2240800], [-5752260, -5021680], [5807900, 2971320], [-15567168, -2533944], [-16623400, 2478160], [19889760, 1533680], [-10154356, 6202280], [-26938140, 76480], [1887050, 2582560], [-3738810, -3894080], [28843896, -2927232], [24386238, -3011296], [12000050, -1872180], [25728570, -1402740], [1891194, 1885952], [-8566944, -5195352], [962912, -5697840], [19820300, -4524560]], 'char_orbit_index': 1, 'field_poly': [-36, -1, 1], 'hecke_orbit_code': 22517998237515821, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '45.6.a.f', 'level': 45, 'maxp': 997, 'weight': 6}
• 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': [2, 2, 3, 2], 'Nk2': 1620, 'analytic_conductor': 7.2172718915841285, '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': [45, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 26, 'dim': 9, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663341, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2], 'label': '45.6.a', 'level': 45, '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': [3, 5], 'level_radical': 15, 'mf_dim': 34, 'mf_new_dim': 9, 'num_forms': 6, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 36, 'trace_bound': 2, 'trace_display': [-6, 0, -25, 120], 'traces': [9, -6, 0, 144, -25, 0, 120, 348, 0, 150, -684, 0, -738, 2484, 0, 2244, -978, 0, -1260, -3100, 0, -6024, -3240, 0, 5625, 2040, 0, 10080, 5442, 0, -9840, 21900, 0, 2724, -5000, 0, -9930, -58224, 0, 3300, 27822, 0, 1596, -16860, 0, -59952, 13248, 0, 26193, -3750, 0, -7392, -43590, 0, 27900, 154140, 0, 141828, 11844, 0, -69666, 24600, 0, -57012, -70550, 0, 41268, -287712, 0, 3000, 178680, 0, 218490, 125184, 0, -147576, -1440, 0, -23136, -121600, 0, -251220, -37668, 0, 90450, 112896, 0, 7392, -81234, 0, -209232, 252960, 0, -184872, -82100, 0, -13902, -276198, 0, 90000, -115494, 0, -24744, -6804, 0, 723708, 162948, 0, 84558, 170100, 0, -34560, 137022, 0, -159000, -170592, 0, 547416, -57936, 0, -254067, 112212, 0, 117312, -15625, 0, 33168, 310068, 0, -83700, 60924, 0, -1303200, -309384, 0, -564144, -553146, 0, 39852, 347500, 0, 607392, 471288, 0, 127950, -421908, 0, -420720, 676218, 0, 651432, -943128, 0, 1051512, 34000, 0, 1042926, 1351800, 0, -703500, -912288, 0, 193044, -381996, 0, 873936, -2066040, 0, -462129, 978300, 0, -1607136, 1462242, 0, 75000, -1227132, 0, -3070836, 935340, 0, 666870, 1718760, 0, -334080, -62750, 0, 2176248, 1300632, 0, -608400, -951264, 0, -908142, -3394764, 0, 1664904, -376374, 0, -738024, 217500, 0, -749244, 626640, 0, -135750, -2330844, 0, 2917368, 2206416, 0, 4116, 2532840, 0, 1856928, -359900, 0, -1413600, -816444, 0, 1044600, 903636, 0, 684432, -555396, 0, -73884, -1321620, 0, -4329498, 606000, 0, -1220664, -631146, 0, -295200, 1566756, 0, -578640, 1710096, 0, 640242, 3023250, 0, 4955232, -1527825, 0, 5630808, -2842680, 0, 93750, 3238020, 0, 365280, -3391164, 0, -2366364, -3933042, 0, -2864784, -1195700, 0, -7643592, -496824, 0, 1857750, 4445040, 0, 3073392, 2625906, 0, -4563648, -516552, 0, -2962668, -427500, 0, 708774, -4537416, 0, -3141000, -3045042, 0, 1882092, 1306056, 0, -6789192, -2605680, 0, 4531467, -212700, 0, 7285680, -2141334, 0, 2409900, 8280660, 0, 5078292, 4028016, 0, -84672, 7109568, 0, -972360, -1911950, 0, -6564348, -9004800, 0, 2970000, 8545896, 0, 3240714, -4068312, 0, 4148352, 1893138, 0, -1891512, -353800, 0, -1630080, -2812392, 0, -461250, -1976472, 0, -2918280, -338976, 0, -6351732, 9149208, 0, 13402176, -1675700, 0, 5032194, -6283626, 0, 3589800, -2337216, 0, -1184400, -3704472, 0, -3370404, -6442188, 0, -7524066, 1552500, 0, -20294880, 5084958, 0, 4045800, -7933716, 0, 10267560, 3144504, 0, 12660789, 9315300, 0, -15531384, -442250, 0, 3898464, 6682560, 0, -12202500, 4740432, 0, -13996314, 5396520, 0, 828264, -3594036, 0, 11766396, 1354600, 0, 19246896, 2102256, 0, 3234000, -9866196, 0, 530592, 1345194, 0, -1099632, -10670196, 0, 886740, -1976000, 0, -8113218, 3689568, 0, 1402500, -7142346, 0, -2807520, -4716000, 0, 14731680, -7046760, 0, -21073398, 4911000, 0, 2455824, 19241760, 0, -9078300, -5272788, 0, -13140096, -9119364, 0, -2766426, -8793720, 0, 31668960, -611250, 0, 26905680, 18546792, 0, 2333400, 458832, 0, 3070914, 5522208, 0, -2477712, -2749920, 0, -3064056, 7811700, 0, -32757144, -1916172, 0, 3875850, 8504340, 0, -3799680, 4666758, 0, 1228536, -3749352, 0, -25651104, 3134000, 0, -2277030, -6882036, 0, -18516000, -12391710, 0, -15131424, -8100792, 0, 892644, -3342852, 0, 32879136, 5668200, 0, 52515552, 9579984, 0, -787500, -16523592, 0, 6862704, -9925440, 0, 13173828, 6112644, 0, -15546168, 6333550, 0, -32987592, 24364224, 0, 18421950, -417996, 0, -3985956, -8298768, 0, 11798016, 5756160, 0, -10211052, -1937500, 0, 19941192, -5241192, 0, -17543850, -10739136, 0, -19724208, 1734114, 0, -4215312, -2030724, 0, 39279348, 1444600, 0, 30775872, 5351400, 0, 1017600, -4598178, 0, 26138556, 9211692, 0, -2277168, 19821600, 0, 5559057, -11860500, 0, -93705600, 1958580, 0, 12378300, -5151936, 0, -32159676, 13169076, 0, 6609726, -25327776, 0, -65204304, 5075650, 0, 4564500, -24974424, 0, -3765000, 11174568, 0, -18520800, 9369840, 0, 904752, 16210722, 0, 32694216, -9594500, 0, 45148044, -37312068, 0, 2394450, 18069480, 0, 48461424, -7174674, 0, -24969348, -11133768, 0, -6913608, -2025000, 0, -61116942, 9439278, 0, 31912800, -14299008, 0, 32718120, 23527440, 0, -24844908, 29361828, 0, -28692672, -21729900, 0, 45574920, -14782146, 0, -8610000, 52225992, 0, -1587360, -13798392, 0, 18780186, -20778000, 0, 83006400, 3357875, 0, 12060048, -22292760, 0, 3077700, 28347168, 0, 42061878, 35864592, 0, -25404120, 3655734, 0, -16624500, -13031000, 0, -65031024, -49316400, 0, 3515625, 34524828, 0, -25593936, -36233916, 0, -36389592, 27835080, 0, -60107772, -6987200, 0, 19970286, 10731672, 0, -28283700, -2261418, 0, 19171956, -3590976, 0, -1517568, 25105512, 0, 48575616, 1275000, 0, 113667216, 8661186, 0, -4956300, 25247292, 0, 77072640, -12087060, 0, -7312458, -14084832, 0, -46324584, 21596000, 0, -121212240, -60091680, 0, 41968200, 7561176, 0, -28079310, -28668660, 0, -8075928, -3907254, 0, -63701904, 6687600, 0, 4657680, -21641724, 0, -23947350, 9592680, 0, -18076656, 19051356, 0, -1365804, -5319432, 0, 83818704, -7265900, 0, 61079220, -4185708, 0, 6300000, -27514206, 0, 67149240, -31202268, 0, -22701180, 48689040, 0, 32529510, -18079800, 0, -102196872, 29682240, 0, 13261800, -6684780, 0, -86205984, -4179312, 0, 8005488, -49313742, 0, -66132528, 3401250, 0, -4152024, 45213240, 0, -26722500, 47070984, 0, -64496754, 88102020, 0, 48733248, 23201712, 0, 59013252, -16467500, 0, 90350880, -20153016, 0, -1731450, -20046504, 0, 75166992, -58461696, 0, 9139296, 2519352, 0, -32476104, -5661800, 0, -50370234, 14070600, 0, 44914200, -45996402, 0, 17941200, 57966120, 0, 54494232, -5574312, 0, -27363774, 6888000, 0, 34834992, 31495146, 0, -6150000, -97787976, 0, -42377964, -4297320, 0, -1375872, -57516960, 0, 27971388, 39057850, 0, 73447332, 75117144, 0, -26178000, -30678288, 0, -31205244, 50947632, 0, -36470400, -30582222, 0, 26775552, 13687500, 0, -118696692, 8042760, 0, -16560000, -66620496, 0, -12040488, -19756050, 0, 52736652, -27640440, 0, -127087128, -16126100, 0, 1517424, 69055524, 0, -42159000, -8997462, 0, -98858712, -72248532, 0, 60522360, 45202932, 0, 129117246, 26632800, 0, 62074344, 74835006, 0, 34203000, 47739984, 0, -76800216, 3206040, 0, 86272143, -5501844, 0, 31698960, 31818225, 0, -50339880, 62718480, 0, 1702500, -15421968, 0, -45776346, 13163448, 0, 22887864, -43331802, 0, 10326684, 26403400, 0, 125793120, -57040656, 0, -41500050, -87620532, 0, -26841840, -59497920, 0, -62142696, -34318608, 0, 115368000, -3125000, 0, 46092990, -27807120, 0, 12606600, -15216042, 0, 74358756, 4444680, 0, -83482800, 61394808, 0, -82972944, 32594400, 0, -15215472, 120389952, 0, 19342500, 1426620, 0, 31423212, -33488160, 0, 833388, -32164920, 0, -41817264, 28440250, 0, -81600708, -38755920, 0, -60873000, 63514320, 0, -25564752, -34152396, 0, -17495328, -55204320, 0, -14186904, 1080000, 0, 104503812, -65612784, 0, -6206250, -21225444, 0, -72801240, 12060006, 0, 18683700, -16881504, 0, -85661472, -37930200, 0, -28756806, -28966800, 0, 7060200, -59605278, 0, 101594640, 31458756, 0, -1149168, 48368124, 0, 32010444, -36390000, 0, -67162320, 45460278, 0, 12878400, 101518104, 0, 120176880, 76934064, 0, -94538967, 103757400, 0, 39847704, -2192450, 0, -8304552, 13638780, 0, 22286700, 101621172, 0, -122052000, -85806804, 0, 44231352, -75588978, 0, -45290376, -28392300, 0, 1549848, -91620840, 0, -25852650, 82185336, 0, 96936432, 50611296, 0, 95583408, 18491400, 0, 88946832, -47715800, 0, 35409366, 24506256, 0, 2062500], 'weight': 6, '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: 36199
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '45.6.a.f', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '45.6.a.d', 'target_level': 45, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 36200
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '45.6.a.f', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '45.6.a.f', 'target_level': 45, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 36201
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '45.6.a.f', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '225.6.a.k', 'target_level': 225, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 36202
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '45.6.a.f', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '225.6.a.r', 'target_level': 225, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 36203
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '45.6.a.f', 'source_level': 45, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '225.6.b.j', 'target_level': 225, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 36204
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '45.6.a.f', 'source_level': 45, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '225.6.b.k', 'target_level': 225, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 36205
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '45.6.a.f', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '720.6.a.y', 'target_level': 720, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 36206
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '45.6.a.f', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 31, 'target_is_minimal': False, 'target_label': '720.6.a.be', 'target_level': 720, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 150800
    {'charpoly_factorization': [[[-30, -5, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 2}
  • id: 150801
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998237515821, 'p': 3}
  • id: 150802
    {'charpoly_factorization': [[[-25, 1], 2]], 'hecke_orbit_code': 22517998237515821, 'p': 5}
  • id: 150803
    {'charpoly_factorization': [[[-12900, -80, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 7}
  • id: 150804
    {'charpoly_factorization': [[[145500, -800, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 11}
  • id: 150805
    {'charpoly_factorization': [[[-228400, 120, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 13}
  • id: 150806
    {'charpoly_factorization': [[[903780, -1940, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 17}
  • id: 150807
    {'charpoly_factorization': [[[-3140464, 1512, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 19}
  • id: 150808
    {'charpoly_factorization': [[[-8772480, 1320, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 23}
  • id: 150809
    {'charpoly_factorization': [[[-58969500, -1300, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 29}
  • id: 150810
    {'charpoly_factorization': [[[1461744, 5824, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 31}
  • id: 150811
    {'charpoly_factorization': [[[-35729600, 12560, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 37}
  • id: 150812
    {'charpoly_factorization': [[[-67008000, -400, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 41}
  • id: 150813
    {'charpoly_factorization': [[[105473600, -25680, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 43}
  • id: 150814
    {'charpoly_factorization': [[[88264320, -18920, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 47}
  • id: 150815
    {'charpoly_factorization': [[[598172580, -49460, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 53}
  • id: 150816
    {'charpoly_factorization': [[[963745500, -63200, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 59}
  • id: 150817
    {'charpoly_factorization': [[[-469672636, 49116, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 61}
  • id: 150818
    {'charpoly_factorization': [[[-2380880400, -6080, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 67}
  • id: 150819
    {'charpoly_factorization': [[[983358000, -65200, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 71}
  • id: 150820
    {'charpoly_factorization': [[[1607828900, -97740, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 73}
  • id: 150821
    {'charpoly_factorization': [[[275282736, 46288, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 79}
  • id: 150822
    {'charpoly_factorization': [[[-3349469520, 57360, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 83}
  • id: 150823
    {'charpoly_factorization': [[[-665550000, 87000, 1], 1]], 'hecke_orbit_code': 22517998237515821, 'p': 89}
  • id: 150824
    {'charpoly_factorization': [[[-274763900, -10180, 1], 1]], 'hecke_orbit_code': 22517998237515821, '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': 6, 'label': '45.6.a.f', 'level': 45, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43705177
    {'hecke_orbit_code': 22517998237515821, 'n': 1, 'trace_an': 2}
  • id: 43705178
    {'hecke_orbit_code': 22517998237515821, 'n': 2, 'trace_an': 5}
  • id: 43705179
    {'hecke_orbit_code': 22517998237515821, 'n': 3, 'trace_an': 0}
  • id: 43705180
    {'hecke_orbit_code': 22517998237515821, 'n': 4, 'trace_an': 21}
  • id: 43705181
    {'hecke_orbit_code': 22517998237515821, 'n': 5, 'trace_an': 50}
  • id: 43705182
    {'hecke_orbit_code': 22517998237515821, 'n': 6, 'trace_an': 0}
  • id: 43705183
    {'hecke_orbit_code': 22517998237515821, 'n': 7, 'trace_an': 80}
  • id: 43705184
    {'hecke_orbit_code': 22517998237515821, 'n': 8, 'trace_an': 255}
  • id: 43705185
    {'hecke_orbit_code': 22517998237515821, 'n': 9, 'trace_an': 0}
  • id: 43705186
    {'hecke_orbit_code': 22517998237515821, 'n': 10, 'trace_an': 125}
  • id: 43705187
    {'hecke_orbit_code': 22517998237515821, 'n': 11, 'trace_an': 800}
  • id: 43705188
    {'hecke_orbit_code': 22517998237515821, 'n': 12, 'trace_an': 0}
  • id: 43705189
    {'hecke_orbit_code': 22517998237515821, 'n': 13, 'trace_an': -120}
  • id: 43705190
    {'hecke_orbit_code': 22517998237515821, 'n': 14, 'trace_an': 1650}
  • id: 43705191
    {'hecke_orbit_code': 22517998237515821, 'n': 15, 'trace_an': 0}
  • id: 43705192
    {'hecke_orbit_code': 22517998237515821, 'n': 16, 'trace_an': -687}
  • id: 43705193
    {'hecke_orbit_code': 22517998237515821, 'n': 17, 'trace_an': 1940}
  • id: 43705194
    {'hecke_orbit_code': 22517998237515821, 'n': 18, 'trace_an': 0}
  • id: 43705195
    {'hecke_orbit_code': 22517998237515821, 'n': 19, 'trace_an': -1512}
  • id: 43705196
    {'hecke_orbit_code': 22517998237515821, 'n': 20, 'trace_an': 525}
  • id: 43705197
    {'hecke_orbit_code': 22517998237515821, 'n': 21, 'trace_an': 0}
  • id: 43705198
    {'hecke_orbit_code': 22517998237515821, 'n': 22, 'trace_an': 550}
  • id: 43705199
    {'hecke_orbit_code': 22517998237515821, 'n': 23, 'trace_an': -1320}
  • id: 43705200
    {'hecke_orbit_code': 22517998237515821, 'n': 24, 'trace_an': 0}
  • id: 43705201
    {'hecke_orbit_code': 22517998237515821, 'n': 25, 'trace_an': 1250}
  • id: 43705202
    {'hecke_orbit_code': 22517998237515821, 'n': 26, 'trace_an': -6100}
  • id: 43705203
    {'hecke_orbit_code': 22517998237515821, 'n': 27, 'trace_an': 0}
  • id: 43705204
    {'hecke_orbit_code': 22517998237515821, 'n': 28, 'trace_an': 8090}
  • id: 43705205
    {'hecke_orbit_code': 22517998237515821, 'n': 29, 'trace_an': 1300}
  • id: 43705206
    {'hecke_orbit_code': 22517998237515821, 'n': 30, 'trace_an': 0}
  • id: 43705207
    {'hecke_orbit_code': 22517998237515821, 'n': 31, 'trace_an': -5824}
  • id: 43705208
    {'hecke_orbit_code': 22517998237515821, 'n': 32, 'trace_an': -13865}
  • id: 43705209
    {'hecke_orbit_code': 22517998237515821, 'n': 33, 'trace_an': 0}
  • id: 43705210
    {'hecke_orbit_code': 22517998237515821, 'n': 34, 'trace_an': 2530}
  • id: 43705211
    {'hecke_orbit_code': 22517998237515821, 'n': 35, 'trace_an': 2000}
  • id: 43705212
    {'hecke_orbit_code': 22517998237515821, 'n': 36, 'trace_an': 0}
  • id: 43705213
    {'hecke_orbit_code': 22517998237515821, 'n': 37, 'trace_an': -12560}
  • id: 43705214
    {'hecke_orbit_code': 22517998237515821, 'n': 38, 'trace_an': -26980}
  • id: 43705215
    {'hecke_orbit_code': 22517998237515821, 'n': 39, 'trace_an': 0}
  • id: 43705216
    {'hecke_orbit_code': 22517998237515821, 'n': 40, 'trace_an': 6375}
  • id: 43705217
    {'hecke_orbit_code': 22517998237515821, 'n': 41, 'trace_an': 400}
  • id: 43705218
    {'hecke_orbit_code': 22517998237515821, 'n': 42, 'trace_an': 0}
  • id: 43705219
    {'hecke_orbit_code': 22517998237515821, 'n': 43, 'trace_an': 25680}
  • id: 43705220
    {'hecke_orbit_code': 22517998237515821, 'n': 44, 'trace_an': 1150}
  • id: 43705221
    {'hecke_orbit_code': 22517998237515821, 'n': 45, 'trace_an': 0}
  • id: 43705222
    {'hecke_orbit_code': 22517998237515821, 'n': 46, 'trace_an': -39840}
  • id: 43705223
    {'hecke_orbit_code': 22517998237515821, 'n': 47, 'trace_an': 18920}
  • id: 43705224
    {'hecke_orbit_code': 22517998237515821, 'n': 48, 'trace_an': 0}
  • id: 43705225
    {'hecke_orbit_code': 22517998237515821, 'n': 49, 'trace_an': -1414}
  • id: 43705226
    {'hecke_orbit_code': 22517998237515821, 'n': 50, 'trace_an': 3125}
  • id: 43705227
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  • id: 43705228
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  • id: 43705229
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  • id: 43705230
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  • id: 43705231
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  • id: 43705232
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  • id: 43705233
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  • id: 43705234
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  • id: 43705235
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  • id: 43705236
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  • id: 43705237
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  • id: 43705238
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  • id: 43705239
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  • id: 43705240
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  • id: 43705241
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  • id: 43705242
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  • id: 43705243
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  • id: 43705244
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  • id: 43705245
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  • id: 43705246
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  • id: 43705247
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  • id: 43705248
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  • id: 43705249
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  • id: 43705250
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  • id: 43705251
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  • id: 43705252
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  • id: 43705253
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  • id: 43705254
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  • id: 43705255
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  • id: 43705256
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  • id: 43705257
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  • id: 43705258
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  • id: 43705259
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  • id: 43705260
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  • id: 43705261
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  • id: 43705262
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  • id: 43705263
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  • id: 43705264
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  • id: 43705265
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  • id: 43705266
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  • id: 43705267
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  • id: 43705268
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  • id: 43705269
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  • id: 43705270
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  • id: 43705271
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  • id: 43705272
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  • id: 43705273
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  • id: 43705274
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  • id: 43705275
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  • id: 43705276
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  • id: 43705277
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  • id: 43705278
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  • id: 43705279
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  • id: 43705280
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  • id: 43705281
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  • id: 43705282
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  • id: 43705283
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  • id: 43705284
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  • id: 43705285
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  • id: 43705286
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  • id: 43705287
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  • id: 43705288
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  • id: 43705289
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  • id: 43705290
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  • id: 43705291
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  • id: 43705292
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  • id: 43705293
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  • id: 43705294
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  • id: 43705295
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  • id: 43705296
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  • id: 43705297
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  • id: 43705298
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  • id: 43705299
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  • id: 43705300
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  • id: 43705301
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  • id: 43705302
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  • id: 43705303
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  • id: 43705304
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  • id: 43705305
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  • id: 43705306
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  • id: 43705307
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  • id: 43705308
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  • id: 43705309
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  • id: 43705310
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  • id: 43705311
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  • id: 43705312
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  • id: 43705313
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  • id: 43705314
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  • id: 43705315
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  • id: 43705316
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  • id: 43705317
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  • id: 43705318
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  • id: 43705319
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  • id: 43705320
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  • id: 43705321
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  • id: 43705322
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  • id: 43705323
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  • id: 43705324
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  • id: 43705325
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  • id: 43705326
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  • id: 43705327
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  • id: 43705328
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  • id: 43705329
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  • id: 43705330
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  • id: 43705331
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  • id: 43705332
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  • id: 43705333
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  • id: 43705334
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  • id: 43705335
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  • id: 43705336
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  • id: 43705337
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  • id: 43705338
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  • id: 43705339
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  • id: 43705340
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  • id: 43705341
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  • id: 43705342
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  • id: 43705343
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  • id: 43705344
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  • id: 43705345
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  • id: 43705346
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  • id: 43705347
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  • id: 43705348
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  • id: 43705349
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  • id: 43705350
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  • id: 43705351
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  • id: 43705352
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  • id: 43705353
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  • id: 43705354
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  • id: 43705355
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  • id: 43705356
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  • id: 43705357
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  • id: 43705358
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  • id: 43705359
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  • id: 43705360
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  • id: 43705361
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  • id: 43705362
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  • id: 43705363
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  • id: 43705364
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  • id: 43705365
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  • id: 43705366
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  • id: 43705367
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  • id: 43705368
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  • id: 43705369
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  • id: 43705370
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  • id: 43705371
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  • id: 43705372
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  • id: 43705373
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  • id: 43705374
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  • id: 43705375
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  • id: 43705376
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  • id: 43705377
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  • id: 43705378
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  • id: 43705379
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  • id: 43705380
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  • id: 43705381
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  • id: 43705382
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  • id: 43705383
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  • id: 43705389
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  • id: 43705391
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  • id: 43705392
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  • id: 43705398
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  • id: 43705401
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  • id: 43705406
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  • id: 43705409
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  • id: 43705410
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  • id: 43705411
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  • id: 43705412
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  • id: 43705413
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  • id: 43705414
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  • id: 43705415
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  • id: 43705416
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  • id: 43705417
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  • id: 43705418
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  • id: 43705419
    {'hecke_orbit_code': 22517998237515821, 'n': 887, 'trace_an': -33668280}
  • id: 43705420
    {'hecke_orbit_code': 22517998237515821, 'n': 907, 'trace_an': -30768640}
  • id: 43705421
    {'hecke_orbit_code': 22517998237515821, 'n': 911, 'trace_an': 41313200}
  • id: 43705422
    {'hecke_orbit_code': 22517998237515821, 'n': 919, 'trace_an': -14106432}
  • id: 43705423
    {'hecke_orbit_code': 22517998237515821, 'n': 929, 'trace_an': -53799800}
  • id: 43705424
    {'hecke_orbit_code': 22517998237515821, 'n': 937, 'trace_an': 6356660}
  • id: 43705425
    {'hecke_orbit_code': 22517998237515821, 'n': 941, 'trace_an': -11371700}
  • id: 43705426
    {'hecke_orbit_code': 22517998237515821, 'n': 947, 'trace_an': 54760560}
  • id: 43705427
    {'hecke_orbit_code': 22517998237515821, 'n': 953, 'trace_an': 45761180}
  • id: 43705428
    {'hecke_orbit_code': 22517998237515821, 'n': 961, 'trace_an': -26262814}
  • id: 43705429
    {'hecke_orbit_code': 22517998237515821, 'n': 967, 'trace_an': 22127920}
  • id: 43705430
    {'hecke_orbit_code': 22517998237515821, 'n': 971, 'trace_an': 50054400}
  • id: 43705431
    {'hecke_orbit_code': 22517998237515821, 'n': 977, 'trace_an': 5668340}
  • id: 43705432
    {'hecke_orbit_code': 22517998237515821, 'n': 983, 'trace_an': -22329240}
  • id: 43705433
    {'hecke_orbit_code': 22517998237515821, 'n': 991, 'trace_an': -3772016}
  • id: 43705434
    {'hecke_orbit_code': 22517998237515821, 'n': 997, 'trace_an': 35116040}