Embedded newform data - 43.6.a.b.1.1

Formats: - HTML - YAML - JSON - 2024-05-16T11:41:05.036005

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 1548, 'analytic_conductor': 6.896504251958167, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[43, -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': [43, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 10, 'field_disc': 2426050517589419283965630608908421440, 'field_disc_factorization': [[2, 6], [3, 1], [5, 1], [23, 1], [211, 1], [5585188183, 1], [93235328449168475161, 1]], 'field_poly': [-22734604, -5752252, 8437093, 384582, -719484, -10450, 21986, 266, -256, -2, 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, [-20373120, -9477216, 5497616, 2163208, -450596, -112716, 16722, 1734, -229, -8, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033835, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '43.6.a.b', 'level': 43, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [43], 'level_radical': 43, 'minimal_twist': '43.6.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+(3+\\beta _{6})q^{3}+(21-\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '43.6.a', 'trace_display': [8, 28, 138, 60], 'trace_hash': 1369090177910299281, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.081', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.501', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.053', 'prec': 17}, {'__RealLiteral__': 0, 'data': '221.483', 'prec': 24}, {'__RealLiteral__': 0, 'data': '398.794', 'prec': 24}, {'__RealLiteral__': 0, 'data': '9181.862', 'prec': 27}], 'trace_zratio': 0, 'traces': [10, 8, 28, 202, 138, 75, 60, 294, 1356, -17, 745, 4627, 1917, 1936, 1688, 5354, 4017, -2725, -2404, 1311, -228, -5836, 1733, -10711, 7120, -1484, -2324, -15028, 6996, -48420, -4899, -7554, -15734, -27033, 7084, 4433, 1466, 13905, -26542, -93211, 10297, -37642, 18490, -36140, 73822, 17991, 48592, 83607, 29458, 983, 92972, 14232, 127165, -92002, 106672, -7780, 34060, -10305, 99372, 111372, 17408, 28265, 2244, 47202, 54484, -150292, -2021, 192151, 1654, -33194, 11286, -298365, 49892, -125431, -44662, -249803, 98144, -28494, -91524, 12251, -26450, -158909, -105203, -357682, -87212, 14792, 181200, -461824, -62682, -522670, -295304, 183783, -238430, 7259, -305340, -162399, 108383, 354656, 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168298585, -89125156, -108446776], 'weight': 6, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.34562533425777436, -0.2347995938441081, -0.17066676702793426, -0.4404224351142576, -0.20487293229190526, -0.3262840694772411, -0.3232064633909394, -0.3588715146070331, -0.1979921142391882, -0.24671365235546666, -0.12548018994016658, -0.3019929597920731, -0.1849570946328164, -0.35186520097347607, -0.23074856896554224, -0.34114038384120093, -0.09114465044475009, -0.2634686278028956], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 11.530454576707942, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033835, 'label': '43.6.a.b.1.1', 'level': 43, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[43, 1]], 8, 1], [[[43, -1]], 10, 1]], 'ALdims': [8, 10], 'Nk2': 1548, 'analytic_conductor': 6.896504251958167, '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': [43, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 18, 'dim': 18, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663339, 'hecke_orbit_dims': [8, 10], 'label': '43.6.a', 'level': 43, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [43], 'level_radical': 43, 'mf_dim': 20, 'mf_new_dim': 18, 'num_forms': 2, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 22, 'trace_bound': 1, 'trace_display': [-4, 2, -74, -76], 'traces': [18, -4, 2, 324, -74, 6, -76, -372, 1902, -634, 213, 432, -575, -2304, -92, 7236, 1483, -6436, -4082, -1296, -2484, 5666, -755, 9242, 11498, 3102, -11284, 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53523839, -70172424, 6012829, 95267948, 41310328, -32057962, 76536989, -4333148, -9035194, 164413518, 3560838, -100258100, 134115116, -18165702, -119207528, 45372606, -79498440, 54651350, 135506912, -46262064, -75885345, 9531164, -60801092, 41303140, 172542644, -54067540, 35953411, 242974480, -96183384, -89786570, -42312507, -97763964, -122149188, 121605308, -61571306, -63793128, -1945404, -62651416, 40860944, -37964848, -42310719, 108947054, 48985940, 213567712, 139491916, -63259926, 107264600, 112879780, 7804629, -50058304, 84951522, -21296476, 4736408, -22427824, 164371920, 34141012, -54550810, 221434534, 63470592, -9521868], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 34394041
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033835, 'source_is_minimal': True, 'source_label': '43.6.a.b.1.1', 'source_level': 43, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033835, 'target_is_minimal': True, 'target_label': '43.6.a.b.1.1', 'target_level': 43, 'twist_class_label': '43.6.a.b.1.1', 'twist_class_level': 43, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 34394042
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033835, 'source_is_minimal': True, 'source_label': '43.6.a.b.1.1', 'source_level': 43, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 10, 'target_hecke_orbit_code': 18014398610145667, 'target_is_minimal': False, 'target_label': '387.6.a.e.1.10', 'target_level': 387, 'twist_class_label': '43.6.a.b.1.1', 'twist_class_level': 43, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 34394043
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033835, 'source_is_minimal': True, 'source_label': '43.6.a.b.1.1', 'source_level': 43, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257456, 'target_is_minimal': False, 'target_label': '688.6.a.h.1.1', 'target_level': 688, 'twist_class_label': '43.6.a.b.1.1', 'twist_class_level': 43, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 34394044
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033835, 'source_is_minimal': True, 'source_label': '43.6.a.b.1.1', 'source_level': 43, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 10, 'target_hecke_orbit_code': 4503599728034867, 'target_is_minimal': False, 'target_label': '1075.6.a.b.1.10', 'target_level': 1075, 'twist_class_label': '43.6.a.b.1.1', 'twist_class_level': 43, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 147700
    {'charpoly_factorization': [[[-20373120, -9477216, 5497616, 2163208, -450596, -112716, 16722, 1734, -229, -8, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 2}
  • id: 147701
    {'charpoly_factorization': [[[316744901280, -209262527352, -7322683500, 4269535704, -53106408, -23720286, 644833, 45584, -1501, -28, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 3}
  • id: 147702
    {'charpoly_factorization': [[[-2586088965912096, -5642904896045352, 48141857867908, 10885944440688, -53860843512, -6749838930, 31581077, 1650642, -9663, -138, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 5}
  • id: 147703
    {'charpoly_factorization': [[[-50324211142758256640, 714013058598691840, 174798596396454592, -321495029068096, -45173680308032, -37717216624, 3324886148, 3403008, -96964, -60, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 7}
  • id: 147704
    {'charpoly_factorization': [[[468908718135135523356672, -1925862459018484405248, -168356590323548083264, 806476062776674400, 14428467332258040, -76929109117789, -4029451251, 513056390, -518310, -745, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 11}
  • id: 147705
    {'charpoly_factorization': [[[47383790408196984343238240, 1845584527416449375576880, -11137799365288537959232, -24284213483367742568, 238971778761937478, -264236953642529, -763693730567, 1557321430, 176416, -1917, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 13}
  • id: 147706
    {'charpoly_factorization': [[[-49023624160949786382484383366, 511782953889733220705372397, -1200122989293239739059195, -1891207758308702084661, 7609086699604404603, -2016655694095314, -10457716339072, 7960608699, 2532501, -4017, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 17}
  • id: 147707
    {'charpoly_factorization': [[[-10904068459720486369643311366016, 9826756739649815538831917856, 48547098714083635813723280, -41032992427611582008912, -64781967226896761296, 44659320996612442, 36827114623401, -18184283300, -9538433, 2404, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 19}
  • id: 147708
    {'charpoly_factorization': [[[-246980403523546195234842604152, -7407660835026892908223104213, 6118623089230724008371777, 58400427072142831620501, -53526199614727070461, -87242499662555924, 64332792049636, 28320170697, -16805473, -1733, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 23}
  • id: 147709
    {'charpoly_factorization': [[[298209025788115105813315563789698736, -391785625648653645861011282569632, -178138040627968645690268927676, 245897835087426321120040944, 9950050148216813084916, -32176023271987551984, 2941353492161913, 937038596760, -116936823, -6996, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 29}
  • id: 147710
    {'charpoly_factorization': [[[-474453450592459112033085499346551536, 648368315018699568087251953715211, 116008793870309664061553635257, -257265443856161718711552735, -49795685974549446141249, 20805366749166212364, 4218430518484468, -575053404843, -116956205, 4899, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 31}
  • id: 147711
    {'charpoly_factorization': [[[-2542910280546922672399658531227699200, -44105582506289451448411306593279360, 24720768091232714183317625602368, 847538138910969126069404832, -1736180738078322096047664, 20831264945984295282, 42755487292154093, -85234993494, -378844055, -1466, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 37}
  • id: 147712
    {'charpoly_factorization': [[[-2260003693490591917525968031894040662350, 302408639683716758364352690772221845, 451629120933459091222987498419725, 16229337407883567958412948891, -13870896317002713952407381, -600306265687780547770, 146499275688063936, 4739979988259, -646102347, -10297, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 41}
  • id: 147713
    {'charpoly_factorization': [[[-1849, 1], 10]], 'hecke_orbit_code': 4503599728033835, 'p': 43}
  • id: 147714
    {'charpoly_factorization': [[[177616481207110306853080145155757568000, -67270615009297045235613909336527424, -71587017187716599125441631203824, 28432256013506784205261327104, 4170666602586596272051752, -1462615705791076111884, -107758340189596215, 15488046719880, 222210005, -48592, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 47}
  • id: 147715
    {'charpoly_factorization': [[[-569731186698451138212071935255416463682400, -116231955646473839216379833849994650160, 42674020609918952757980299643613560, 2712992708240389946610772212188, -1208026396333348951610338830, 98285720249266173414191, -2441363726620751295, -72301825523566, 5724815460, -127165, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 53}
  • id: 147716
    {'charpoly_factorization': [[[-1321810800437760377948977412070404512026624, 1561438743340339853458843203817091684352, -380156688370167680502793894909975808, -23075146797617685628570463063808, 4345618181007386208486589056, -79263279073796382250176, -6370440316415049280, 231492907381872, 414556776, -99372, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 59}
  • id: 147717
    {'charpoly_factorization': [[[-144051511266224550694576347730745348946266368, 2457569856659674864509499960811650020864, 2124105531800092717430039725094901952, 24275243253364800802963085111808, -7168804825720279401555420848, -85226491805218493958176, 9698421574544866260, 72500408227600, -5338759400, -17408, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 61}
  • id: 147718
    {'charpoly_factorization': [[[899321373277672947843748666677632803980153792, 90050422527533067897624693416460854193360, -7860993231492661241770994608898738960, -1198504430136090203999028237487960, -32314038259593625642393897532, 737560810963628364628393, 33139355952093696821, -119686471615718, -10111577162, 2021, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 67}
  • id: 147719
    {'charpoly_factorization': [[[1595252805224658808031849016821875069612032, -992359218690452933348980294205977112064, 26841699145831879001300093025543424, 18616650948385628874893639133696, -784984182279752806738389248, -100090293894242679001536, 4205398754649132192, 138858353113824, -5501933600, -11286, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 71}
  • id: 147720
    {'charpoly_factorization': [[[-9544428365835363918601808629873490485195660032, -765209586670328526280030529756632915787520, 33987335942440030271455879003851194304, 2208443198819417015982739480920960, -62318310247926179778173393232, -1694062954249947277858608, 41720205522942139892, 495501710047008, -11053944848, -49892, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 73}
  • id: 147721
    {'charpoly_factorization': [[[-1536625955669258852386721690042329167728926720, -967784515724050077529991267684064348817152, -85122247776353315498139109128821644912, 799287465357363109366233241368416, 274132050316494898991911951736, 7641336671541342156689864, 15626572139465295337, -1692062069107444, -13913409143, 91524, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 79}
  • id: 147722
    {'charpoly_factorization': [[[1364810162736864161981548082234687075092021440, 815487746783519963500174494799406621657040, 34402489213960108956529023981216320192, -4153222005200385175124556162339844, -29741647114454653103639133284, 3899960523539727019330815, 23556289990456068669, -1286336936799246, -10768517386, 105203, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 83}
  • id: 147723
    {'charpoly_factorization': [[[293532884394113093789783980997562896349825305088, 24524460705596745371972720469851483951921280, 56338168114555742576782780538699858112, -28095609545629791931602049234244832, -277202300390775749275516181520, 10759186892728241680807368, 131577779630053278036, -1558277854606368, -21439787592, 62682, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 89}
  • id: 147724
    {'charpoly_factorization': [[[-180318472380401071260840113129531620888315819058, 37471919796414669917211004479322184906538891, -2675675310862338353590410764613830865943, 68337151401259775162167904237284509, 234064722850697667039906623051, -31292474638378961050679590, 195015820515831093316, 3648581519314829, -30851348759, -108383, 1], 1]], 'hecke_orbit_code': 4503599728033835, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '43.6.a.b', 'level': 43, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 74600000
    {'hecke_orbit_code': 4503599728033835, 'n': 1, 'trace_an': 10}
  • id: 74600001
    {'hecke_orbit_code': 4503599728033835, 'n': 2, 'trace_an': 8}
  • id: 74600002
    {'hecke_orbit_code': 4503599728033835, 'n': 3, 'trace_an': 28}
  • id: 74600003
    {'hecke_orbit_code': 4503599728033835, 'n': 4, 'trace_an': 202}
  • id: 74600004
    {'hecke_orbit_code': 4503599728033835, 'n': 5, 'trace_an': 138}
  • id: 74600005
    {'hecke_orbit_code': 4503599728033835, 'n': 6, 'trace_an': 75}
  • id: 74600006
    {'hecke_orbit_code': 4503599728033835, 'n': 7, 'trace_an': 60}
  • id: 74600007
    {'hecke_orbit_code': 4503599728033835, 'n': 8, 'trace_an': 294}
  • id: 74600008
    {'hecke_orbit_code': 4503599728033835, 'n': 9, 'trace_an': 1356}
  • id: 74600009
    {'hecke_orbit_code': 4503599728033835, 'n': 10, 'trace_an': -17}
  • id: 74600010
    {'hecke_orbit_code': 4503599728033835, 'n': 11, 'trace_an': 745}
  • id: 74600011
    {'hecke_orbit_code': 4503599728033835, 'n': 12, 'trace_an': 4627}
  • id: 74600012
    {'hecke_orbit_code': 4503599728033835, 'n': 13, 'trace_an': 1917}
  • id: 74600013
    {'hecke_orbit_code': 4503599728033835, 'n': 14, 'trace_an': 1936}
  • id: 74600014
    {'hecke_orbit_code': 4503599728033835, 'n': 15, 'trace_an': 1688}
  • id: 74600015
    {'hecke_orbit_code': 4503599728033835, 'n': 16, 'trace_an': 5354}
  • id: 74600016
    {'hecke_orbit_code': 4503599728033835, 'n': 17, 'trace_an': 4017}
  • id: 74600017
    {'hecke_orbit_code': 4503599728033835, 'n': 18, 'trace_an': -2725}
  • id: 74600018
    {'hecke_orbit_code': 4503599728033835, 'n': 19, 'trace_an': -2404}
  • id: 74600019
    {'hecke_orbit_code': 4503599728033835, 'n': 20, 'trace_an': 1311}
  • id: 74600020
    {'hecke_orbit_code': 4503599728033835, 'n': 21, 'trace_an': -228}
  • id: 74600021
    {'hecke_orbit_code': 4503599728033835, 'n': 22, 'trace_an': -5836}
  • id: 74600022
    {'hecke_orbit_code': 4503599728033835, 'n': 23, 'trace_an': 1733}
  • id: 74600023
    {'hecke_orbit_code': 4503599728033835, 'n': 24, 'trace_an': -10711}
  • id: 74600024
    {'hecke_orbit_code': 4503599728033835, 'n': 25, 'trace_an': 7120}
  • id: 74600025
    {'hecke_orbit_code': 4503599728033835, 'n': 26, 'trace_an': -1484}
  • id: 74600026
    {'hecke_orbit_code': 4503599728033835, 'n': 27, 'trace_an': -2324}
  • id: 74600027
    {'hecke_orbit_code': 4503599728033835, 'n': 28, 'trace_an': -15028}
  • id: 74600028
    {'hecke_orbit_code': 4503599728033835, 'n': 29, 'trace_an': 6996}
  • id: 74600029
    {'hecke_orbit_code': 4503599728033835, 'n': 30, 'trace_an': -48420}
  • id: 74600030
    {'hecke_orbit_code': 4503599728033835, 'n': 31, 'trace_an': -4899}
  • id: 74600031
    {'hecke_orbit_code': 4503599728033835, 'n': 32, 'trace_an': -7554}
  • id: 74600032
    {'hecke_orbit_code': 4503599728033835, 'n': 33, 'trace_an': -15734}
  • id: 74600033
    {'hecke_orbit_code': 4503599728033835, 'n': 34, 'trace_an': -27033}
  • id: 74600034
    {'hecke_orbit_code': 4503599728033835, 'n': 35, 'trace_an': 7084}
  • id: 74600035
    {'hecke_orbit_code': 4503599728033835, 'n': 36, 'trace_an': 4433}
  • id: 74600036
    {'hecke_orbit_code': 4503599728033835, 'n': 37, 'trace_an': 1466}
  • id: 74600037
    {'hecke_orbit_code': 4503599728033835, 'n': 38, 'trace_an': 13905}
  • id: 74600038
    {'hecke_orbit_code': 4503599728033835, 'n': 39, 'trace_an': -26542}
  • id: 74600039
    {'hecke_orbit_code': 4503599728033835, 'n': 40, 'trace_an': -93211}
  • id: 74600040
    {'hecke_orbit_code': 4503599728033835, 'n': 41, 'trace_an': 10297}
  • id: 74600041
    {'hecke_orbit_code': 4503599728033835, 'n': 42, 'trace_an': -37642}
  • id: 74600042
    {'hecke_orbit_code': 4503599728033835, 'n': 43, 'trace_an': 18490}
  • id: 74600043
    {'hecke_orbit_code': 4503599728033835, 'n': 44, 'trace_an': -36140}
  • id: 74600044
    {'hecke_orbit_code': 4503599728033835, 'n': 45, 'trace_an': 73822}
  • id: 74600045
    {'hecke_orbit_code': 4503599728033835, 'n': 46, 'trace_an': 17991}
  • id: 74600046
    {'hecke_orbit_code': 4503599728033835, 'n': 47, 'trace_an': 48592}
  • id: 74600047
    {'hecke_orbit_code': 4503599728033835, 'n': 48, 'trace_an': 83607}
  • id: 74600048
    {'hecke_orbit_code': 4503599728033835, 'n': 49, 'trace_an': 29458}
  • id: 74600049
    {'hecke_orbit_code': 4503599728033835, 'n': 50, 'trace_an': 983}
  • id: 74600050
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  • id: 74600975
    {'hecke_orbit_code': 4503599728033835, 'n': 976, 'trace_an': 47161636}
  • id: 74600976
    {'hecke_orbit_code': 4503599728033835, 'n': 977, 'trace_an': 68160654}
  • id: 74600977
    {'hecke_orbit_code': 4503599728033835, 'n': 978, 'trace_an': -149230324}
  • id: 74600978
    {'hecke_orbit_code': 4503599728033835, 'n': 979, 'trace_an': 13803132}
  • id: 74600979
    {'hecke_orbit_code': 4503599728033835, 'n': 980, 'trace_an': 99267923}
  • id: 74600980
    {'hecke_orbit_code': 4503599728033835, 'n': 981, 'trace_an': 25524793}
  • id: 74600981
    {'hecke_orbit_code': 4503599728033835, 'n': 982, 'trace_an': -56008099}
  • id: 74600982
    {'hecke_orbit_code': 4503599728033835, 'n': 983, 'trace_an': 14081760}
  • id: 74600983
    {'hecke_orbit_code': 4503599728033835, 'n': 984, 'trace_an': -32710542}
  • id: 74600984
    {'hecke_orbit_code': 4503599728033835, 'n': 985, 'trace_an': 85423288}
  • id: 74600985
    {'hecke_orbit_code': 4503599728033835, 'n': 986, 'trace_an': -57433851}
  • id: 74600986
    {'hecke_orbit_code': 4503599728033835, 'n': 987, 'trace_an': 30657844}
  • id: 74600987
    {'hecke_orbit_code': 4503599728033835, 'n': 988, 'trace_an': 53666930}
  • id: 74600988
    {'hecke_orbit_code': 4503599728033835, 'n': 989, 'trace_an': 3204317}
  • id: 74600989
    {'hecke_orbit_code': 4503599728033835, 'n': 990, 'trace_an': 33705844}
  • id: 74600990
    {'hecke_orbit_code': 4503599728033835, 'n': 991, 'trace_an': 73569434}
  • id: 74600991
    {'hecke_orbit_code': 4503599728033835, 'n': 992, 'trace_an': 155169687}
  • id: 74600992
    {'hecke_orbit_code': 4503599728033835, 'n': 993, 'trace_an': 43118364}
  • id: 74600993
    {'hecke_orbit_code': 4503599728033835, 'n': 994, 'trace_an': 123799208}
  • id: 74600994
    {'hecke_orbit_code': 4503599728033835, 'n': 995, 'trace_an': -57360056}
  • id: 74600995
    {'hecke_orbit_code': 4503599728033835, 'n': 996, 'trace_an': 7247512}
  • id: 74600996
    {'hecke_orbit_code': 4503599728033835, 'n': 997, 'trace_an': -60757802}
  • id: 74600997
    {'hecke_orbit_code': 4503599728033835, 'n': 998, 'trace_an': 168298585}
  • id: 74600998
    {'hecke_orbit_code': 4503599728033835, 'n': 999, 'trace_an': -89125156}
  • id: 74600999
    {'hecke_orbit_code': 4503599728033835, 'n': 1000, 'trace_an': -108446776}