Newform data - 252.8.a.g

Formats: - HTML - YAML - JSON - 2026-07-12T11:20:15.903986

• 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': 16128, 'analytic_conductor': 78.72102642199869, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, 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': [252, 1, [127, 29, 73], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 65021667482044, 'field_disc_factorization': [[2, 2], [7, 2], [13, 1], [17, 2], [43, 1], [1433, 2]], 'field_poly': [5027477, 540043, -14292, -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': 1, 'hecke_cutters': [[5, [10956400, 0, -288512, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597898440956, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 2304, 'hecke_ring_index_factorization': [[2, 8], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], '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': '252.8.a.g', 'level': 252, '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, 7], 'level_radical': 42, 'minimal_twist': '252.8.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{5}-7^{3}q^{7}+(-5\\beta _{1}+\\beta _{3})q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '252.8.a', 'trace_display': [0, 0, 0, -1372], 'trace_hash': 813947183820790044, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.847', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '75.687', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2147.674', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [4, 0, 0, 0, 0, 0, -1372, 0, 0, 0, 0, 0, 13272, 0, 0, 0, 0, 0, -9184, 0, 0, 0, 0, 0, 264524, 0, 0, 0, 0, 0, -445536, 0, 0, 0, 0, 0, -852808, 0, 0, 0, 0, 0, 150224, 0, 0, 0, 0, 0, 470596, 0, 0, 0, 0, 0, -2627296, 0, 0, 0, 0, 0, -1302840, 0, 0, 0, 0, 0, -6071696, 0, 0, 0, 0, 0, 3631768, 0, 0, 0, 0, 0, -16898688, 0, 0, 0, 0, 0, -27267520, 0, 0, 0, 0, 0, -4552296, 0, 0, 0, 0, 0, -36492008, 0, 0, 0, 0, 0, -30903040, 0, 0, 0, 0, 0, -31962104, 0, 0, 0, 0, 0, -101445568, 0, 0, 0, 0, 0, -55328716, 0, 0, 0, 0, 0, -34366560, 0, 0, 0, 0, 0, 3150112, 0, 0, 0, 0, 0, -62338976, 0, 0, 0, 0, 0, -183604064, 0, 0, 0, 0, 0, -186687104, 0, 0, 0, 0, 0, -92299480, 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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

  
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135450196], [237395489968, 0, 44939094, 0], [0, 282658406, 0, -160472591], [0, -290404553, 0, -9915108], [154194777508, 0, -127025836, 0], [0, 172518744, 0, -133369905], [181891373034, 0, 128731767, 0], [-95719378948, 0, 29260406, 0], [-1609941018, 0, 4435618, 0], [22196191448, 0, -28796992, 0], [230878797646, 0, 117131840, 0], [32630637144, 0, 102610879, 0], [0, -411893945, 0, 146735935], [-109565701698, 0, 10275167, 0], [164494297930, 0, 117158363, 0], [0, -156061318, 0, -204457526], [0, 655212156, 0, -157642380], [-252020976888, 0, 102636044, 0], [0, 953101836, 0, -102811800], [-146972744086, 0, -45901997, 0], [92720331984, 0, -2712892, 0], [0, -349387025, 0, -1733960], [-243390021474, 0, 138596584, 0], [0, -201129606, 0, 66746201], [134057245616, 0, -175486799, 0], [0, 128716061, 0, -112342832], [0, -706976274, 0, 251211189], [0, -321989860, 0, -47930540], [0, 769721454, 0, -134314524], [0, 1114265894, 0, 13602974], [-162173770858, 0, 178227700, 0], [0, -176358401, 0, 203784308], [-3818841040, 0, 222538704, 0], [0, -174482011, 0, -81717902], [0, 783444858, 0, 178156314], [92359452864, 0, 208698230, 0], [359655815218, 0, 1821302, 0], [0, -944452260, 0, 13421907], [165936069856, 0, -285476604, 0], [0, -53463545, 0, -285794251], [-542127285172, 0, -93922752, 0], [328483113806, 0, 2042292, 0], [0, -101218127, 0, -36497361], [-105560989618, 0, -183103649, 0], [0, -514750889, 0, 101424112], [-506690722282, 0, -41265021, 0], [0, 790656156, 0, 59491068], [0, -1041640116, 0, 204001333], [0, 1115192098, 0, 11693034], [-588454678900, 0, -53092984, 0], [0, -68897743, 0, -57497656], [-15427556410, 0, 284474402, 0], [0, 636220556, 0, 135973180], [0, 529789285, 0, 240530586], [-446499892930, 0, 145224526, 0], [0, -213985334, 0, -45268144], [-164638652416, 0, 166639891, 0], [-285202523798, 0, 162676297, 0], [0, -434782253, 0, -219286900], [-435781221728, 0, -4275530, 0], [0, 351307688, 0, -210542470], [239772575126, 0, 156339432, 0], [-324448357132, 0, -23703442, 0], [278407389232, 0, -15074987, 0], [0, -962320449, 0, -121376986], [0, 840288804, 0, 181099379], [19480376906, 0, -323613668, 0], [0, -482212972, 0, -275322885], [731877411048, 0, 57647521, 0], [0, -294596502, 0, 419621090], [-404878421852, 0, 43645882, 0], [0, 958517826, 0, -441300230], [-24591901458, 0, 270163838, 0], [0, -954544195, 0, 397476380], [-258830193034, 0, 44425310, 0], [342675177208, 0, 97787421, 0], [-488095722802, 0, -84403620, 0], [0, 1440073386, 0, 43283910], [0, 1223649285, 0, 231319158], [276772368552, 0, -97394248, 0], [0, 461946064, 0, 120410741], [0, 386011131, 0, 316907361], [-281816318434, 0, -186292703, 0], [373438595732, 0, -69327664, 0], [0, -1511071196, 0, 274842176], [0, -161318805, 0, -235953186], [-99502400368, 0, -328537363, 0], [70938861494, 0, -253194319, 0], [0, 750854450, 0, -244554221], [182281518216, 0, 53246858, 0], [-61640847314, 0, 277297916, 0], [0, -1968152401, 0, 143712534], [0, 851057584, 0, -157112004], [0, 199714352, 0, -260715896], [0, 754339884, 0, 98464382], [0, -1069704205, 0, 37600950], [288626533582, 0, 164557344, 0], [0, -1062800551, 0, 225801450], [0, 2002669735, 0, 391923264], [0, 1834753051, 0, 33544027], [399320617192, 0, 421588848, 0], [80837690282, 0, 124600329, 0], [0, -1336026647, 0, -164573626], [300653990544, 0, 297004862, 0], [773428693546, 0, -52464545, 0], [0, 1336887605, 0, 425221701], [266718877768, 0, 540565231, 0], [0, -771764085, 0, -621304380], [0, 1805011290, 0, 89590507], [-21748479032, 0, 348074809, 0], [384144664354, 0, 143492013, 0], [0, 249409716, 0, -398791848], [0, 1358663569, 0, -205568648], [554656373698, 0, -436359896, 0], [0, -1961658933, 0, -592086628], [-141120189826, 0, -203841170, 0], [0, 909496459, 0, -280544320], [0, -1796165912, 0, 131823978], [-767799844520, 0, 261474780, 0], [0, 40061412, 0, 225680052], [1139761160608, 0, -283982692, 0], [0, 1449713260, 0, -462824292], [877538300816, 0, 471180290, 0], [-773502862874, 0, 155600207, 0], [-838121887292, 0, 493606260, 0], [0, -2993846134, 0, 538296108], [479204156654, 0, 75632655, 0], [0, -1931861819, 0, 180803756], [0, 1531331987, 0, -607493889], [-753787899088, 0, 79697083, 0], [0, -3981258781, 0, 428843186], [-726044688618, 0, 345981972, 0], [1231181304136, 0, -348070688, 0], [0, 1403853107, 0, -270829188], [-1324973867148, 0, -266337428, 0], [0, -1279070956, 0, -738619197], [229262104610, 0, -941857777, 0], [0, -2699729564, 0, -559440658], [232805707744, 0, -701840104, 0], [0, -1032066371, 0, -349202784], [0, -885534163, 0, 534104578], [-1122929269504, 0, -221881384, 0], [-672695457710, 0, -352089927, 0], [0, -3548867360, 0, -277197310], [-1049555199952, 0, 162353410, 0], [0, -2768053590, 0, -894979498], [-1222227715982, 0, -35101738, 0], [0, -1664112608, 0, -583316813], [0, -2353900079, 0, 687021535], [91456973124, 0, -24555832, 0], [160264917350, 0, -584071453, 0], [0, 1473885677, 0, 988135554], [0, 3566655381, 0, 736692902], [3445521520, 0, 658997327, 0], [0, -3802086013, 0, 103970104], [0, 3750834358, 0, -137200308], [0, 258303428, 0, 692930895], [-1008009639910, 0, -212840715, 0], [0, -1870540997, 0, -730608590], [0, 3610042060, 0, 677297432], [-1217477376430, 0, -707877058, 0], [0, -916334081, 0, -947232888], [0, 313490101, 0, -445702323], [0, -1144956486, 0, -619033920], [-610772900136, 0, 465273564, 0], [0, -1483312538, 0, -1109616704]], 'char_orbit_index': 1, 'field_poly': [5027477, 540043, -14292, -1, 1], 'hecke_orbit_code': 27021597898440956, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 729, 729, 27], 'hecke_ring_inverse_denominators': [1, 48, 16, 12], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [12, 8, 1, 1], [114340, -232, -29, 25], [-4731756, 27908, 4582, 1747]], 'hecke_ring_numerators': [[1, 0, 0, 0], [102865, 12238, -70, -1], [716620, -81704, 344, 8], [-57344, 696, 8, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '252.8.a.g', 'level': 252, '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': [0, 0, 0, 0, 4, 4, 5, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4, 2, 2, 2, 2], 'ALdims_old': [42, 38, 38, 42, 38, 36, 35, 37], 'Nk2': 16128, 'analytic_conductor': 78.72102642199869, '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': [252, 1, [127, 29, 73], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 324, 'dim': 18, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217980, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 4], 'label': '252.8.a', 'level': 252, '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, 7], 'level_radical': 42, 'mf_dim': 348, 'mf_new_dim': 18, 'num_forms': 8, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [0, 0, 32, 0], 'traces': [18, 0, 0, 0, 32, 0, 0, 0, 0, 0, -6572, 0, 11568, 0, 0, 0, -37412, 0, -4920, 0, 0, 0, -66428, 0, 402702, 0, 0, 0, -243820, 0, 31464, 0, 0, 0, -56252, 0, -444612, 0, 0, 0, -233508, 0, 804216, 0, 0, 0, 538632, 0, 2117682, 0, 0, 0, -2161524, 0, -1570584, 0, 0, 0, -241480, 0, 1899048, 0, 0, 0, -9090672, 0, -140160, 0, 0, 0, 2557372, 0, 11339844, 0, 0, 0, 93296, 0, -15423384, 0, 0, 0, 16091248, 0, -9278040, 0, 0, 0, 7392516, 0, 1885128, 0, 0, 0, 30310048, 0, -33749844, 0, 0, 0, 6115568, 0, 2921976, 0, 0, 0, 9210276, 0, 22648788, 0, 0, 0, -21903532, 0, -76502280, 0, 0, 0, -7895860, 0, 41834610, 0, 0, 0, -16321344, 0, 94543416, 0, 0, 0, -74571376, 0, 2737140, 0, 0, 0, -46999588, 0, 52390128, 0, 0, 0, -591048, 0, 32197824, 0, 0, 0, -1844676, 0, -155231856, 0, 0, 0, 7154976, 0, 54670896, 0, 0, 0, -1347304, 0, 180218784, 0, 0, 0, 67567016, 0, -130972266, 0, 0, 0, 85037768, 0, -103064640, 0, 0, 0, -29372292, 0, 203776416, 0, 0, 0, -104981456, 0, -275219496, 0, 0, 0, 28842012, 0, 154158900, 0, 0, 0, 45516556, 0, 316429152, 0, 0, 0, -9140264, 0, -163110504, 0, 0, 0, -239177776, 0, -178752840, 0, 0, 0, 359596144, 0, 170550576, 0, 0, 0, -244884480, 0, -791062512, 0, 0, 0, 235639512, 0, 58900368, 0, 0, 0, 6116860, 0, 428386704, 0, 0, 0, 621354516, 0, -295621764, 0, 0, 0, 3764768, 0, -937424928, 0, 0, 0, 99192216, 0, -438854040, 0, 0, 0, 554912532, 0, 205141440, 0, 0, 0, 95477124, 0, 1327195824, 0, 0, 0, -289051864, 0, -373474200, 0, 0, 0, -847053028, 0, 357183972, 0, 0, 0, -492635252, 0, 842947032, 0, 0, 0, -82233564, 0, 61454430, 0, 0, 0, -314366064, 0, 1524361008, 0, 0, 0, -653442744, 0, -189755832, 0, 0, 0, -613584864, 0, -1451621832, 0, 0, 0, -1395685432, 0, 1425990348, 0, 0, 0, 77318364, 0, 652502712, 0, 0, 0, -291569488, 0, -1717120560, 0, 0, 0, -334737816, 0, 4436050680, 0, 0, 0, 1341820448, 0, -1801204596, 0, 0, 0, 2262588336, 0, 0, 0, 0, 0, -186644676, 0, -834388896, 0, 0, 0, 795405924, 0, -4911885384, 0, 0, 0, -1433464324, 0, -2729923854, 0, 0, 0, 2685581264, 0, 1232475312, 0, 0, 0, -1089093600, 0, 579801516, 0, 0, 0, 4130987472, 0, -746935752, 0, 0, 0, 2685362608, 0, 1307447400, 0, 0, 0, -2988185884, 0, 2431619352, 0, 0, 0, -1875096336, 0, -5361666768, 0, 0, 0, -1978987116, 0, 2092901328, 0, 0, 0, 2869401896, 0, -328386516, 0, 0, 0, -1710139004, 0, 468281184, 0, 0, 0, -862134024, 0, -158158716, 0, 0, 0, 8487210212, 0, 757212288, 0, 0, 0, -6332075172, 0, -3817468644, 0, 0, 0, -31550272, 0, -1225662576, 0, 0, 0, -5706688724, 0, 8667931704, 0, 0, 0, 247554524, 0, 7810685976, 0, 0, 0, -1241327976, 0, 3033267996, 0, 0, 0, -505167688, 0, -8260375032, 0, 0, 0, 14470178456, 0, 2428769280, 0, 0, 0, -6862316368, 0, -8649657720, 0, 0, 0, -8441435672, 0, -5083515408, 0, 0, 0, -7519784176, 0, 7484490432, 0, 0, 0, 9482274924, 0, 6271689864, 0, 0, 0, -3269780584, 0, 1179720072, 0, 0, 0, -938544816, 0, -3018290328, 0, 0, 0, 11595989064, 0, 872155704, 0, 0, 0, -4308513056, 0, -1256308656, 0, 0, 0, -10604249700, 0, -4842986256, 0, 0, 0, -6872935200, 0, 12665181258, 0, 0, 0, 8680277088, 0, 6660032328, 0, 0, 0, -773189228, 0, 5010345444, 0, 0, 0, 2056050464, 0, -21956274336, 0, 0, 0, 18501298576, 0, 4038256992, 0, 0, 0, -17115649588, 0, 19343313456, 0, 0, 0, -2916528824, 0, -36935772816, 0, 0, 0, -16133063292, 0, -347311488, 0, 0, 0, 14432259116, 0, 3195649860, 0, 0, 0, -10036801516, 0, 561785592, 0, 0, 0, 23478780424, 0, 14011846416, 0, 0, 0, 36548726820, 0, 8361390576, 0, 0, 0, -32197833492, 0, -6176020716, 0, 0, 0, -8286148976, 0, -33593141376, 0, 0, 0, -11552446896, 0, 12107602692, 0, 0, 0, 28245452500, 0, -24878449344, 0, 0, 0, -10765031676, 0, 41300415930, 0, 0, 0, 19130684936, 0, -3774314616, 0, 0, 0, 68278637664, 0, 1360963632, 0, 0, 0, -26512310396, 0, -35991082440, 0, 0, 0, -27933918792, 0, -45883672560, 0, 0, 0, -30045704844, 0, 31192906176, 0, 0, 0, 25488543988, 0, 25042701288, 0, 0, 0, -16567547584, 0, 52363296120, 0, 0, 0, -1284074664, 0, -33082342644, 0, 0, 0, 56021184984, 0, 16218118392, 0, 0, 0, -34583120004, 0, -28457689392, 0, 0, 0, -38918933904, 0, -42101953344, 0, 0, 0, -63553078528, 0, 30926825760, 0, 0, 0, 20218019732, 0, 55004571792, 0, 0, 0, -22118213684, 0, 27164316468, 0, 0, 0, 27913902864, 0, -45211349136, 0, 0, 0, 71463323232, 0, 11031950160, 0, 0, 0, -53067457076, 0, 15651073848, 0, 0, 0, -33093473488, 0, -36113871336, 0, 0, 0, -69890524352, 0, 44102378784, 0, 0, 0, 40100317212, 0, 69230578896, 0, 0, 0, -23233083048, 0, 33972424944, 0, 0, 0, 44722322480, 0, -54790917228, 0, 0, 0, 104117240188, 0, 16353147888, 0, 0, 0, -82553366016, 0, -47453922756, 0, 0, 0, -6443169232, 0, -102092931432, 0, 0, 0, -37763899728, 0, 77487059352, 0, 0, 0, 59351089984, 0, -2679108192, 0, 0, 0, -29847431936, 0, -33516823248, 0, 0, 0, 16302018888, 0, -3239777904, 0, 0, 0, 165904488232, 0, 37470195336, 0, 0, 0, -59085874060, 0, -40302459504, 0, 0, 0, -32258273216, 0, -58686904896, 0, 0, 0, -58714833236, 0, 22883060808, 0, 0, 0, 61250500836, 0, -17503049304, 0, 0, 0, -4401484388, 0, 39482543856, 0, 0, 0, 32645464936, 0, -38017681458, 0, 0, 0, 169505151376, 0, 23119506144, 0, 0, 0, -101569590616, 0, -7164758496, 0, 0, 0, -86596749828, 0, -108143054136, 0, 0, 0, -77600266300, 0, 44095952904, 0, 0, 0, 90371149584, 0, 70158061056, 0, 0, 0, -55129333560, 0, 72798145620, 0, 0, 0, 18609385092, 0, -71413788120, 0, 0, 0, 147895918152, 0, 19197633168, 0, 0, 0, -99321766992, 0, -7215055272, 0, 0, 0, -73472256432, 0, -188993875416, 0, 0, 0, -96619606416, 0, 151674470856, 0, 0, 0, 92063168316, 0, 48889834272, 0, 0, 0, -45648323756, 0, 113734425600, 0, 0, 0, 24051442056, 0, -128694151452, 0, 0, 0, 209090897628, 0, -578833080, 0, 0, 0, -150039277120, 0, 24015752148, 0, 0, 0, -135332105968, 0, -202189566696, 0, 0, 0, -129616843420, 0, 83966515680, 0, 0, 0, 184207437340, 0, 62217930840, 0, 0, 0, -38121653864, 0, 220225258098, 0, 0, 0, 132425974144, 0, -8668261176, 0, 0, 0, 204143912832, 0, 45618372996, 0, 0, 0, -179474792772, 0, -45554172648, 0, 0, 0, -45399283872, 0, -244286896080, 0, 0, 0, -124750474000, 0, 76840324176, 0, 0, 0, 108874028608, 0, 29971812696, 0, 0, 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: 201911
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '252.8.a.g', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '252.8.a.g', 'target_level': 252, 'twist_class_label': '252.8.a.g', 'twist_class_level': 252, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 201912
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '252.8.a.g', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '252.8.a.g', 'target_level': 252, 'twist_class_label': '252.8.a.g', 'twist_class_level': 252, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 589375
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021597898440956, 'p': 2}
  • id: 589376
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021597898440956, 'p': 3}
  • id: 589377
    {'charpoly_factorization': [[[10956400, 0, -288512, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 5}
  • id: 589378
    {'charpoly_factorization': [[[343, 1], 4]], 'hecke_orbit_code': 27021597898440956, 'p': 7}
  • id: 589379
    {'charpoly_factorization': [[[31940258996464, 0, -11309984, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 11}
  • id: 589380
    {'charpoly_factorization': [[[7501140, -6636, 1], 2]], 'hecke_orbit_code': 27021597898440956, 'p': 13}
  • id: 589381
    {'charpoly_factorization': [[[680088229517023600, 0, -1688695232, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 17}
  • id: 589382
    {'charpoly_factorization': [[[-1008535760, 4592, 1], 2]], 'hecke_orbit_code': 27021597898440956, 'p': 19}
  • id: 589383
    {'charpoly_factorization': [[[55372437812060592496, 0, -15077464640, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 23}
  • id: 589384
    {'charpoly_factorization': [[[29728109776952344576, 0, -30111166400, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 29}
  • id: 589385
    {'charpoly_factorization': [[[-17934158160, 222768, 1], 2]], 'hecke_orbit_code': 27021597898440956, 'p': 31}
  • id: 589386
    {'charpoly_factorization': [[[-61976917196, 426404, 1], 2]], 'hecke_orbit_code': 27021597898440956, 'p': 37}
  • id: 589387
    {'charpoly_factorization': [[[34180355909081068268400, 0, -758478172032, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 41}
  • id: 589388
    {'charpoly_factorization': [[[-702655967600, -75112, 1], 2]], 'hecke_orbit_code': 27021597898440956, 'p': 43}
  • id: 589389
    {'charpoly_factorization': [[[140725979064886478006016, 0, -780117569280, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 47}
  • id: 589390
    {'charpoly_factorization': [[[9816239277520769573625600, 0, -6282047737728, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 53}
  • id: 589391
    {'charpoly_factorization': [[[211587641890571145961216, 0, -5316297633920, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 59}
  • id: 589392
    {'charpoly_factorization': [[[-273620692044, 651420, 1], 2]], 'hecke_orbit_code': 27021597898440956, 'p': 61}
  • id: 589393
    {'charpoly_factorization': [[[1461826311376, 3035848, 1], 2]], 'hecke_orbit_code': 27021597898440956, 'p': 67}
  • id: 589394
    {'charpoly_factorization': [[[2516188415091204780659824, 0, -17415342131264, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 71}
  • id: 589395
    {'charpoly_factorization': [[[-18614489191580, -1815884, 1], 2]], 'hecke_orbit_code': 27021597898440956, 'p': 73}
  • id: 589396
    {'charpoly_factorization': [[[17187103673280, 8449344, 1], 2]], 'hecke_orbit_code': 27021597898440956, 'p': 79}
  • id: 589397
    {'charpoly_factorization': [[[1101342943199694236462546944, 0, -66373135130624, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 83}
  • id: 589398
    {'charpoly_factorization': [[[659590194732735464025465456, 0, -51715698572160, 0, 1], 1]], 'hecke_orbit_code': 27021597898440956, 'p': 89}
  • id: 589399
    {'charpoly_factorization': [[[79763151012580, 18246004, 1], 2]], 'hecke_orbit_code': 27021597898440956, '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': 7, 'label': '252.8.a.g', 'level': 252, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46911085
    {'hecke_orbit_code': 27021597898440956, 'n': 1, 'trace_an': 4}
  • id: 46911086
    {'hecke_orbit_code': 27021597898440956, 'n': 2, 'trace_an': 0}
  • id: 46911087
    {'hecke_orbit_code': 27021597898440956, 'n': 3, 'trace_an': 0}
  • id: 46911088
    {'hecke_orbit_code': 27021597898440956, 'n': 4, 'trace_an': 0}
  • id: 46911089
    {'hecke_orbit_code': 27021597898440956, 'n': 5, 'trace_an': 0}
  • id: 46911090
    {'hecke_orbit_code': 27021597898440956, 'n': 6, 'trace_an': 0}
  • id: 46911091
    {'hecke_orbit_code': 27021597898440956, 'n': 7, 'trace_an': -1372}
  • id: 46911092
    {'hecke_orbit_code': 27021597898440956, 'n': 8, 'trace_an': 0}
  • id: 46911093
    {'hecke_orbit_code': 27021597898440956, 'n': 9, 'trace_an': 0}
  • id: 46911094
    {'hecke_orbit_code': 27021597898440956, 'n': 10, 'trace_an': 0}
  • id: 46911095
    {'hecke_orbit_code': 27021597898440956, 'n': 11, 'trace_an': 0}
  • id: 46911096
    {'hecke_orbit_code': 27021597898440956, 'n': 12, 'trace_an': 0}
  • id: 46911097
    {'hecke_orbit_code': 27021597898440956, 'n': 13, 'trace_an': 13272}
  • id: 46911098
    {'hecke_orbit_code': 27021597898440956, 'n': 14, 'trace_an': 0}
  • id: 46911099
    {'hecke_orbit_code': 27021597898440956, 'n': 15, 'trace_an': 0}
  • id: 46911100
    {'hecke_orbit_code': 27021597898440956, 'n': 16, 'trace_an': 0}
  • id: 46911101
    {'hecke_orbit_code': 27021597898440956, 'n': 17, 'trace_an': 0}
  • id: 46911102
    {'hecke_orbit_code': 27021597898440956, 'n': 18, 'trace_an': 0}
  • id: 46911103
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  • id: 46911104
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  • id: 46911105
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  • id: 46911106
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  • id: 46911107
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  • id: 46911108
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  • id: 46911109
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  • id: 46911110
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  • id: 46911111
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  • id: 46911112
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  • id: 46911113
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  • id: 46911114
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  • id: 46911115
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  • id: 46911116
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  • id: 46911117
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  • id: 46911118
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  • id: 46911119
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  • id: 46911120
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  • id: 46911121
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  • id: 46911122
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  • id: 46911123
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  • id: 46911124
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  • id: 46911125
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  • id: 46911126
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  • id: 46911127
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  • id: 46911128
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  • id: 46911129
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  • id: 46911130
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  • id: 46911131
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  • id: 46911132
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  • id: 46911133
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  • id: 46911134
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  • id: 46911135
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  • id: 46911136
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  • id: 46911137
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  • id: 46911138
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  • id: 46911139
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  • id: 46911140
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  • id: 46911141
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  • id: 46911142
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  • id: 46911143
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  • id: 46911144
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  • id: 46911145
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  • id: 46911146
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  • id: 46911147
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  • id: 46911148
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  • id: 46911149
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  • id: 46911150
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  • id: 46911151
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  • id: 46911152
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  • id: 46911153
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  • id: 46911154
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  • id: 46911155
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  • id: 46911156
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  • id: 46911157
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  • id: 46911158
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  • id: 46911159
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  • id: 46911160
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  • id: 46911161
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  • id: 46911162
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  • id: 46911163
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  • id: 46911164
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  • id: 46911165
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  • id: 46911166
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  • id: 46911167
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  • id: 46911168
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  • id: 46911169
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  • id: 46911170
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  • id: 46911171
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  • id: 46911172
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  • id: 46911173
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  • id: 46911174
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  • id: 46911175
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  • id: 46911176
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  • id: 46911177
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  • id: 46911178
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  • id: 46911179
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  • id: 46911180
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  • id: 46911181
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  • id: 46911182
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  • id: 46911183
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  • id: 46911184
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  • id: 46911185
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  • id: 46911186
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  • id: 46911187
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  • id: 46911188
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  • id: 46911189
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  • id: 46911190
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  • id: 46911191
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  • id: 46911192
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  • id: 46911193
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  • id: 46911194
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  • id: 46911195
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  • id: 46911196
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  • id: 46911197
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  • id: 46911198
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  • id: 46911199
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  • id: 46911200
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  • id: 46911201
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  • id: 46911202
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  • id: 46911203
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  • id: 46911204
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  • id: 46911205
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  • id: 46911206
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  • id: 46911207
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  • id: 46911208
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  • id: 46911209
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  • id: 46911210
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  • id: 46911211
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  • id: 46911212
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  • id: 46911213
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  • id: 46911214
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  • id: 46911215
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  • id: 46911216
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  • id: 46911217
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  • id: 46911218
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  • id: 46911219
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  • id: 46911220
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  • id: 46911221
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  • id: 46911222
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  • id: 46911223
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  • id: 46911224
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  • id: 46911225
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  • id: 46911226
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  • id: 46911227
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  • id: 46911228
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  • id: 46911229
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  • id: 46911230
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  • id: 46911231
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  • id: 46911232
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  • id: 46911233
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  • id: 46911234
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  • id: 46911235
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  • id: 46911236
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  • id: 46911237
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  • id: 46911238
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  • id: 46911239
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  • id: 46911240
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  • id: 46911241
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  • id: 46911242
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  • id: 46911243
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  • id: 46911244
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  • id: 46911245
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  • id: 46911246
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  • id: 46911247
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  • id: 46911248
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  • id: 46911249
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  • id: 46911250
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  • id: 46911251
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  • id: 46911252
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  • id: 46911253
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  • id: 46911254
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  • id: 46911255
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  • id: 46911256
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  • id: 46911257
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  • id: 46911258
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  • id: 46911259
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  • id: 46911260
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  • id: 46911261
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  • id: 46911262
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  • id: 46911263
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  • id: 46911264
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  • id: 46911265
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  • id: 46911266
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  • id: 46911267
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  • id: 46911268
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  • id: 46911269
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  • id: 46911270
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  • id: 46911271
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  • id: 46911272
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  • id: 46911274
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  • id: 46911275
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  • id: 46911276
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  • id: 46911277
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  • id: 46911278
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  • id: 46911279
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  • id: 46911280
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  • id: 46911281
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  • id: 46911282
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  • id: 46911283
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  • id: 46911284
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  • id: 46911285
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  • id: 46911286
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  • id: 46911287
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  • id: 46911288
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  • id: 46911289
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  • id: 46911290
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  • id: 46911291
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  • id: 46911292
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  • id: 46911293
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  • id: 46911294
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  • id: 46911295
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  • id: 46911296
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  • id: 46911297
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  • id: 46911298
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  • id: 46911299
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  • id: 46911300
    {'hecke_orbit_code': 27021597898440956, 'n': 727, 'trace_an': -10101503552}
  • id: 46911301
    {'hecke_orbit_code': 27021597898440956, 'n': 729, 'trace_an': 0}
  • id: 46911302
    {'hecke_orbit_code': 27021597898440956, 'n': 733, 'trace_an': -11056156104}
  • id: 46911303
    {'hecke_orbit_code': 27021597898440956, 'n': 739, 'trace_an': 27993625680}
  • id: 46911304
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  • id: 46911305
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  • id: 46911306
    {'hecke_orbit_code': 27021597898440956, 'n': 757, 'trace_an': -32840195928}
  • id: 46911307
    {'hecke_orbit_code': 27021597898440956, 'n': 761, 'trace_an': 0}
  • id: 46911308
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  • id: 46911309
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  • id: 46911310
    {'hecke_orbit_code': 27021597898440956, 'n': 787, 'trace_an': 24200302560}
  • id: 46911311
    {'hecke_orbit_code': 27021597898440956, 'n': 797, 'trace_an': 0}
  • id: 46911312
    {'hecke_orbit_code': 27021597898440956, 'n': 809, 'trace_an': 0}
  • id: 46911313
    {'hecke_orbit_code': 27021597898440956, 'n': 811, 'trace_an': -57545979008}
  • id: 46911314
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  • id: 46911315
    {'hecke_orbit_code': 27021597898440956, 'n': 823, 'trace_an': 59336581600}
  • id: 46911316
    {'hecke_orbit_code': 27021597898440956, 'n': 827, 'trace_an': 0}
  • id: 46911317
    {'hecke_orbit_code': 27021597898440956, 'n': 829, 'trace_an': -37615861640}
  • id: 46911318
    {'hecke_orbit_code': 27021597898440956, 'n': 839, 'trace_an': 0}
  • id: 46911319
    {'hecke_orbit_code': 27021597898440956, 'n': 841, 'trace_an': -8777172436}
  • id: 46911320
    {'hecke_orbit_code': 27021597898440956, 'n': 853, 'trace_an': -109957960504}
  • id: 46911321
    {'hecke_orbit_code': 27021597898440956, 'n': 857, 'trace_an': 0}
  • id: 46911322
    {'hecke_orbit_code': 27021597898440956, 'n': 859, 'trace_an': -61686012640}
  • id: 46911323
    {'hecke_orbit_code': 27021597898440956, 'n': 863, 'trace_an': 0}
  • id: 46911324
    {'hecke_orbit_code': 27021597898440956, 'n': 877, 'trace_an': 52256549944}
  • id: 46911325
    {'hecke_orbit_code': 27021597898440956, 'n': 881, 'trace_an': 0}
  • id: 46911326
    {'hecke_orbit_code': 27021597898440956, 'n': 883, 'trace_an': -73229584816}
  • id: 46911327
    {'hecke_orbit_code': 27021597898440956, 'n': 887, 'trace_an': 0}
  • id: 46911328
    {'hecke_orbit_code': 27021597898440956, 'n': 907, 'trace_an': 16714394544}
  • id: 46911329
    {'hecke_orbit_code': 27021597898440956, 'n': 911, 'trace_an': 0}
  • id: 46911330
    {'hecke_orbit_code': 27021597898440956, 'n': 919, 'trace_an': 55028131552}
  • id: 46911331
    {'hecke_orbit_code': 27021597898440956, 'n': 929, 'trace_an': 0}
  • id: 46911332
    {'hecke_orbit_code': 27021597898440956, 'n': 937, 'trace_an': -61790846488}
  • id: 46911333
    {'hecke_orbit_code': 27021597898440956, 'n': 941, 'trace_an': 0}
  • id: 46911334
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  • id: 46911335
    {'hecke_orbit_code': 27021597898440956, 'n': 953, 'trace_an': 0}
  • id: 46911336
    {'hecke_orbit_code': 27021597898440956, 'n': 961, 'trace_an': 60937339844}
  • id: 46911337
    {'hecke_orbit_code': 27021597898440956, 'n': 967, 'trace_an': 24863943296}
  • id: 46911338
    {'hecke_orbit_code': 27021597898440956, 'n': 971, 'trace_an': 0}
  • id: 46911339
    {'hecke_orbit_code': 27021597898440956, 'n': 977, 'trace_an': 0}
  • id: 46911340
    {'hecke_orbit_code': 27021597898440956, 'n': 983, 'trace_an': 0}
  • id: 46911341
    {'hecke_orbit_code': 27021597898440956, 'n': 991, 'trace_an': 23514109760}
  • id: 46911342
    {'hecke_orbit_code': 27021597898440956, 'n': 997, 'trace_an': -78595471192}