Newform data - 285.10.a.h

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• 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': 28500, 'analytic_conductor': 146.78521330670384, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -1], [19, 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': [285, 1, [191, 172, 211], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 15, 'field_disc': 1278678461289077800509266218433323077541857717761333970876525448587624540376456151296625879369050134740470084844544, 'field_disc_factorization': [[2, 10], [3, 2], [19, 1], [31, 1], [19000504920898698061, 1], [59487794717380537692143, 1], [103292980104479851387058512544087, 1], [2017621838321521135055838506763031, 1]], 'field_poly': [15712212684310961400, -21881601450607548510, 844341253042208334, 617735239298795077, -1105301955330540, -4369460380063800, -17762605232062, 13077899446663, 51117957936, -19804799606, -49616078, 15858707, 18436, -6356, -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, [-37823653537439285248, -21734306798463614976, 972340606580015104, 579270304260685824, -20023892408597504, -3993587063486464, 106230713537856, 11967144805120, -224529037776, -18445001392, 221032268, 15143800, -100427, -6223, 17, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197559365917, 'hecke_ring_generator_nbound': 23, 'hecke_ring_index': 23887872000000, 'hecke_ring_index_factorization': [[2, 21], [3, 6], [5, 6]], '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': '285.10.a.h', 'level': 285, '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': True, 'level_primes': [3, 5, 19], 'level_radical': 285, 'minimal_twist': '285.10.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta _{1})q^{2}-3^{4}q^{3}+(337+\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 15, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '285.10.a', 'trace_display': [-17, -1215, 9375, 1352], 'trace_hash': 946174689778820793, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.252', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.528', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5.910', 'prec': 17}, {'__RealLiteral__': 0, 'data': '538.876', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '43441.598', 'prec': 30}], 'trace_zratio': 0, 'traces': [15, -17, -1215, 5055, 9375, 1377, 1352, -3597, 98415, -10625, 138230, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-1, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-81, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [337, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [625, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [81, 81, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [84, 45, 2, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-195, -334, 5, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [6561, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-625, -625, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [9209, 81, 26, 1, -1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0], [-27297, -81, -81, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-11685, -732, -4, 0, 3, 0, 0, -1, 0, 0, 0, -1, 0, 0, 0], [-36913, -1186, -69, -1, -10, 0, -1, -2, 2, -1, 0, 0, 1, 0, -1], [-50625, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [113452, -2627, 380, 0, -3, -1, 3, 1, 0, 0, 0, 1, -2, 0, 2], [-17853, -3681, -1, -10, 14, -2, -1, 0, 3, 0, -2, 0, 1, 0, -3], [-6561, -6561, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-130321, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [210625, 625, 625, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-6804, -3645, -162, 0, -81, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-65885, -22356, -519, -63, 99, 8, -3, -7, -3, 4, -2, -10, -4, 5, 8], [112989, 8865, -459, -34, 46, -7, -11, -4, 4, -6, 8, 2, 9, -15, -12], [15795, 27054, -405, 81, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [390625, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [631578, 13552, 720, -14, 167, 10, 12, 5, 41, -2, 3, 10, 0, 20, 9], [-531441, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [962851, 51179, 517, 86, 413, 30, 48, 27, -1, 9, 8, -8, -18, 27, 44], [119176, -16463, 643, -61, 20, -7, -6, 11, 5, 6, 3, 23, 17, -15, -34], [50625, 50625, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [562696, 2285, 1264, -43, -42, -1, -42, 13, -2, -10, -28, 15, 28, -39, -37], [2394323, -135965, 2848, -438, -298, -46, -55, 3, -53, 13, 5, -42, -23, -4, -11], [-745929, -6561, -2106, -81, 81, 0, 0, 0, -81, 0, 0, 0, 0, 0, 0], [3146235, 21219, 9174, 17, 300, 35, 38, -49, -36, -8, 13, 11, -36, 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0, 0, 0, -81, 162, 0, -162], [7258012, 645842, 12490, 707, -2355, -228, -24, 144, 208, 63, 91, -141, 26, -74, -27], [-390625, -390625, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [1446093, 298161, 81, 810, -1134, 162, 81, 0, -243, 0, 162, 0, -81, 0, 243], [-5728641, -625651, -11811, -1144, 3731, 398, -206, -311, 505, -397, -6, -152, 328, 203, 260], [4348303, 177973, 20203, 992, -300, -67, -247, -398, 8, -6, 406, 8, 35, -307, 330], [531441, 531441, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [5755625, 50625, 16250, 625, -625, 0, 0, 0, 625, 0, 0, 0, 0, 0, 0], [-25069701, -693824, -79012, -1814, -3525, 189, -664, -216, 771, -263, -207, -541, 471, 456, -177], [10556001, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [14174611, -423100, 57461, 2863, -4475, -598, -423, -847, -1765, 350, 36, -44, 106, -863, -562], [11831340, -984487, 24505, -112, -8254, -196, 48, -6, -552, 441, 240, -595, -647, 276, 126], [-17060625, -50625, -50625, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [10010051, 588850, 46614, 1185, 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• 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': [13, 14, 15, 12, 14, 13, 12, 15], 'Nk2': 28500, 'analytic_conductor': 146.78521330670384, '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': [285, 1, [191, 172, 211], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 356, 'dim': 108, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772445, 'hecke_orbit_dims': [1, 12, 12, 12, 13, 14, 14, 15, 15], 'label': '285.10.a', 'level': 285, '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': True, 'level_primes': [3, 5, 19], 'level_radical': 285, 'mf_dim': 364, 'mf_new_dim': 108, 'num_forms': 9, 'plus_dim': 50, 'prim_orbit_index': 1, 'relative_dim': 108, 'sturm_bound': 400, 'trace_bound': 3, 'trace_display': [-136, 0, 0, 19208], 'traces': [108, -136, 0, 28328, 0, 0, 19208, -135864, 708588, 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• 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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 15, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '285.10.a.h', 'source_level': 285, 'target_char_orbit': 1, 'target_dim': 15, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '285.10.a.h', 'target_level': 285, 'twist_class_label': '285.10.a.h', 'twist_class_level': 285, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 642025
    {'charpoly_factorization': [[[-37823653537439285248, -21734306798463614976, 972340606580015104, 579270304260685824, -20023892408597504, -3993587063486464, 106230713537856, 11967144805120, -224529037776, -18445001392, 221032268, 15143800, -100427, -6223, 17, 1], 1]], 'hecke_orbit_code': 31525197559365917, 'p': 2}
  • id: 642026
    {'charpoly_factorization': [[[81, 1], 15]], 'hecke_orbit_code': 31525197559365917, 'p': 3}
  • id: 642027
    {'charpoly_factorization': [[[-625, 1], 15]], 'hecke_orbit_code': 31525197559365917, 'p': 5}
  • id: 642028
    {'charpoly_factorization': [[[325626371670831150002968386400300889618394611712000000, -18941747895618115165684145387406382560176426096640000, -10480156551034792205116144081914725930222542259200, 8440520160434564392729466127757483088209008640, 3001505557964954291298743928358797351461312, -1284397980242838202600561742669521787168, -265405569320966243129122496920417664, 90505758765718334114853180737424, 8991307659148677507156306144, -2984394060826839380025936, -130919297383897389632, 47743466490652520, 775169230620, -356799618, -1352, 1], 1]], 'hecke_orbit_code': 31525197559365917, 'p': 7}
  • id: 642029
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  • id: 642030
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  • id: 642031
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  • id: 642032
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  • id: 642033
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  • id: 642034
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  • id: 642035
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  • id: 642036
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  • id: 642037
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  • id: 642038
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  • id: 642039
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  • id: 642040
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  • id: 642041
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  • id: 642042
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  • id: 642043
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  • id: 642044
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  • id: 642045
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  • id: 642046
    {'charpoly_factorization': [[[1037419631730390872902683412265929066216174404485531060304333163569466364010535245645001270393241424971023603478739025920000000, 6144123088580313329051659492833418516715180801007396712807626726432105462633617402207910532367914324802989876838400000, -528710834689131056010636484315271638778284808530560426480877358657123459523420897860278044214053229528350720000, 2807380131148572316323592481520164896843365665123328898743207784244487452268973206127016537317441536000, 28982892730265656566774193659273886964718144866220573484803332467290007338935414825279081676800, -193457192577358748520588731183461733658148174497517171702031174990840545034643869532160, -656698051257849439838600685305191328468075308958131700190375165948790250143744, 4778225586593307590454274510174129207378081281016015588712670532730880, 7760493951093168963032564076821280493454842761631111148470272, -56270901130382180816918053642322979704229551295750144, -49755520951072082190174930420110660781570048, 334063431644942922059349725432375040, 160457015065092842627714304, -946126902662188040, -205798286, 1], 1]], 'hecke_orbit_code': 31525197559365917, 'p': 79}
  • id: 642047
    {'charpoly_factorization': [[[-8702098630344196130990140794091619971706291419299580826883382919926589398750953338347972411414617946879193431061429536319078400, -544605544425678833421877893633488187387348908565975649476902028146297256283935807814848449320487153686806994736471605248, -5219104353071357491137643278802191795949611633696868962818897870155441437161990934195108170246557244859438563328, 64511527594136525221088362566701612960070756679832151007482893063549606497834505039700162875115774246912, 248632545527287427180209461186954996212864024583965410663341813634879024913207221801440326436864, -2222490901523056924916769407870735127653640342304767524367060634674191398030295684318208, -3913038500554043609760307146030414506769820064253412154397423064179783344650752, 32944562893182888577652552099053256006754637846969378431932584677302528, 25057210793435786260879797899973134027564976066401329907924736, -239340761219920116132713703237071847438974821626715008, -59581808644335500678830706497512961334675520, 874987878995011573062232444154473568, 13374854371216152346850888, -1523294813082903620, 63321462, 1], 1]], 'hecke_orbit_code': 31525197559365917, 'p': 83}
  • id: 642048
    {'charpoly_factorization': [[[2332381994342111109176317191560411745421497774640867787560246296085216773798320672953216984413869728307220468229469764731009024000, 28059777720683723696674518573039893486300977701534775111099344559571926574328661370007831079467874110282186704362260456960, -1452769759977342265191332156173544098528166702760049946025332110717499343432082248322708692804078099246288542843904, 9125971249666495212887095729170419331774022226137595371038875242189338723805333106093730149908819501075200, 7602116742851446527728682543053570051935838429254736980574545212957844584806501649297616946388864, -150779575085483942502706498949869185668990019937354957141888093250616876596990546646787680, 72332478512049598961257646081723749287712184273813740134123726607214609713504608, 942422285967992824609293096836634956021860932534002580746639236423963280, -568472612442228801529374297604397782888347819963166024553819456, -2929522269330947650450723907813687499899493729462400464, 1265621584747391437305435561940204345442409072, 4603664637411209001937334238910749688, -1153515908680478637636672072, -3478100204568243574, 381069174, 1], 1]], 'hecke_orbit_code': 31525197559365917, 'p': 89}
  • id: 642049
    {'charpoly_factorization': [[[-11367534061466301500797715858081349396759370285316059885593857841772225077136977690904186653964725319031098300458186496174313600000, -363579483618138397398203510902516575204329830197598896238746718713535868835115613892893551292135348819506028866135608640000, -4832864871784930792553602150478791973002962519444635451837910379314840931149519037097331720565961290732356977600000, -33903461050209204067530332456143117128651282210598815567794544135498426344234784965376766241864801514777600, -125647801037888111501946601921227968216632926396817245877513530205378468565217551815034912286012480, -148749534579290954929658529094277554835393935753597973984247763851142957399892046353144864, 694324244096393357124502513931755223115645724056095106968574891843125382985316288, 3451613671835080703819466757034791464407828605492965054562951859939511184, 6217231193168640852011429483980846353873324611686390091914849440, 2936296387605837280342425567149220868026976999206618768, -7004371328968642696318822585788714125198356544, -11817859668704254898819118970864439640, -4547576218399961027854912100, 3757341897054223582, 3915268828, 1], 1]], 'hecke_orbit_code': 31525197559365917, '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': 8, 'label': '285.10.a.h', 'level': 285, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49630921
    {'hecke_orbit_code': 31525197559365917, 'n': 1, 'trace_an': 15}
  • id: 49630922
    {'hecke_orbit_code': 31525197559365917, 'n': 2, 'trace_an': -17}
  • id: 49630923
    {'hecke_orbit_code': 31525197559365917, 'n': 3, 'trace_an': -1215}
  • id: 49630924
    {'hecke_orbit_code': 31525197559365917, 'n': 4, 'trace_an': 5055}
  • id: 49630925
    {'hecke_orbit_code': 31525197559365917, 'n': 5, 'trace_an': 9375}
  • id: 49630926
    {'hecke_orbit_code': 31525197559365917, 'n': 6, 'trace_an': 1377}
  • id: 49630927
    {'hecke_orbit_code': 31525197559365917, 'n': 7, 'trace_an': 1352}
  • id: 49630928
    {'hecke_orbit_code': 31525197559365917, 'n': 8, 'trace_an': -3597}
  • id: 49630929
    {'hecke_orbit_code': 31525197559365917, 'n': 9, 'trace_an': 98415}
  • id: 49630930
    {'hecke_orbit_code': 31525197559365917, 'n': 10, 'trace_an': -10625}
  • id: 49630931
    {'hecke_orbit_code': 31525197559365917, 'n': 11, 'trace_an': 138230}
  • id: 49630932
    {'hecke_orbit_code': 31525197559365917, 'n': 12, 'trace_an': -409455}
  • id: 49630933
    {'hecke_orbit_code': 31525197559365917, 'n': 13, 'trace_an': -176712}
  • id: 49630934
    {'hecke_orbit_code': 31525197559365917, 'n': 14, 'trace_an': -555994}
  • id: 49630935
    {'hecke_orbit_code': 31525197559365917, 'n': 15, 'trace_an': -759375}
  • id: 49630936
    {'hecke_orbit_code': 31525197559365917, 'n': 16, 'trace_an': 1695731}
  • id: 49630937
    {'hecke_orbit_code': 31525197559365917, 'n': 17, 'trace_an': -274992}
  • id: 49630938
    {'hecke_orbit_code': 31525197559365917, 'n': 18, 'trace_an': -111537}
  • id: 49630939
    {'hecke_orbit_code': 31525197559365917, 'n': 19, 'trace_an': -1954815}
  • id: 49630940
    {'hecke_orbit_code': 31525197559365917, 'n': 20, 'trace_an': 3159375}
  • id: 49630941
    {'hecke_orbit_code': 31525197559365917, 'n': 21, 'trace_an': -109512}
  • id: 49630942
    {'hecke_orbit_code': 31525197559365917, 'n': 22, 'trace_an': -1031106}
  • id: 49630943
    {'hecke_orbit_code': 31525197559365917, 'n': 23, 'trace_an': 1714212}
  • id: 49630944
    {'hecke_orbit_code': 31525197559365917, 'n': 24, 'trace_an': 291357}
  • id: 49630945
    {'hecke_orbit_code': 31525197559365917, 'n': 25, 'trace_an': 5859375}
  • id: 49630946
    {'hecke_orbit_code': 31525197559365917, 'n': 26, 'trace_an': 9500004}
  • id: 49630947
    {'hecke_orbit_code': 31525197559365917, 'n': 27, 'trace_an': -7971615}
  • id: 49630948
    {'hecke_orbit_code': 31525197559365917, 'n': 28, 'trace_an': 14545598}
  • id: 49630949
    {'hecke_orbit_code': 31525197559365917, 'n': 29, 'trace_an': 1754340}
  • id: 49630950
    {'hecke_orbit_code': 31525197559365917, 'n': 30, 'trace_an': 860625}
  • id: 49630951
    {'hecke_orbit_code': 31525197559365917, 'n': 31, 'trace_an': 8442914}
  • id: 49630952
    {'hecke_orbit_code': 31525197559365917, 'n': 32, 'trace_an': 35638859}
  • id: 49630953
    {'hecke_orbit_code': 31525197559365917, 'n': 33, 'trace_an': -11196630}
  • id: 49630954
    {'hecke_orbit_code': 31525197559365917, 'n': 34, 'trace_an': 47218266}
  • id: 49630955
    {'hecke_orbit_code': 31525197559365917, 'n': 35, 'trace_an': 845000}
  • id: 49630956
    {'hecke_orbit_code': 31525197559365917, 'n': 36, 'trace_an': 33165855}
  • id: 49630957
    {'hecke_orbit_code': 31525197559365917, 'n': 37, 'trace_an': 2956096}
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  • id: 49631140
    {'hecke_orbit_code': 31525197559365917, 'n': 743, 'trace_an': 27043587624480}
  • id: 49631141
    {'hecke_orbit_code': 31525197559365917, 'n': 751, 'trace_an': 21125860449762}
  • id: 49631142
    {'hecke_orbit_code': 31525197559365917, 'n': 757, 'trace_an': 17465226036912}
  • id: 49631143
    {'hecke_orbit_code': 31525197559365917, 'n': 761, 'trace_an': -16649407217654}
  • id: 49631144
    {'hecke_orbit_code': 31525197559365917, 'n': 769, 'trace_an': 24191077225698}
  • id: 49631145
    {'hecke_orbit_code': 31525197559365917, 'n': 773, 'trace_an': 2261606483654}
  • id: 49631146
    {'hecke_orbit_code': 31525197559365917, 'n': 787, 'trace_an': -17884503427776}
  • id: 49631147
    {'hecke_orbit_code': 31525197559365917, 'n': 797, 'trace_an': -48930245247002}
  • id: 49631148
    {'hecke_orbit_code': 31525197559365917, 'n': 809, 'trace_an': 18543210964418}
  • id: 49631149
    {'hecke_orbit_code': 31525197559365917, 'n': 811, 'trace_an': 37073909526432}
  • id: 49631150
    {'hecke_orbit_code': 31525197559365917, 'n': 821, 'trace_an': 37551073975730}
  • id: 49631151
    {'hecke_orbit_code': 31525197559365917, 'n': 823, 'trace_an': -2274409652616}
  • id: 49631152
    {'hecke_orbit_code': 31525197559365917, 'n': 827, 'trace_an': -28875885272768}
  • id: 49631153
    {'hecke_orbit_code': 31525197559365917, 'n': 829, 'trace_an': 45416489954536}
  • id: 49631154
    {'hecke_orbit_code': 31525197559365917, 'n': 839, 'trace_an': 36001944037876}
  • id: 49631155
    {'hecke_orbit_code': 31525197559365917, 'n': 841, 'trace_an': 56755309647937}
  • id: 49631156
    {'hecke_orbit_code': 31525197559365917, 'n': 853, 'trace_an': -53523286455420}
  • id: 49631157
    {'hecke_orbit_code': 31525197559365917, 'n': 857, 'trace_an': -25644097780834}
  • id: 49631158
    {'hecke_orbit_code': 31525197559365917, 'n': 859, 'trace_an': 111353101729236}
  • id: 49631159
    {'hecke_orbit_code': 31525197559365917, 'n': 863, 'trace_an': -17493019382824}
  • id: 49631160
    {'hecke_orbit_code': 31525197559365917, 'n': 877, 'trace_an': -33950946926232}
  • id: 49631161
    {'hecke_orbit_code': 31525197559365917, 'n': 881, 'trace_an': -94467057216358}
  • id: 49631162
    {'hecke_orbit_code': 31525197559365917, 'n': 883, 'trace_an': -6811554411558}
  • id: 49631163
    {'hecke_orbit_code': 31525197559365917, 'n': 887, 'trace_an': -124304470393752}
  • id: 49631164
    {'hecke_orbit_code': 31525197559365917, 'n': 907, 'trace_an': 17800865162320}
  • id: 49631165
    {'hecke_orbit_code': 31525197559365917, 'n': 911, 'trace_an': -115599675940012}
  • id: 49631166
    {'hecke_orbit_code': 31525197559365917, 'n': 919, 'trace_an': 111695225990312}
  • id: 49631167
    {'hecke_orbit_code': 31525197559365917, 'n': 929, 'trace_an': 69686957628290}
  • id: 49631168
    {'hecke_orbit_code': 31525197559365917, 'n': 937, 'trace_an': 144063796523602}
  • id: 49631169
    {'hecke_orbit_code': 31525197559365917, 'n': 941, 'trace_an': -68206000963212}
  • id: 49631170
    {'hecke_orbit_code': 31525197559365917, 'n': 947, 'trace_an': 36085870482378}
  • id: 49631171
    {'hecke_orbit_code': 31525197559365917, 'n': 953, 'trace_an': -85180114116038}
  • id: 49631172
    {'hecke_orbit_code': 31525197559365917, 'n': 961, 'trace_an': 56792711794155}
  • id: 49631173
    {'hecke_orbit_code': 31525197559365917, 'n': 967, 'trace_an': 17394585657228}
  • id: 49631174
    {'hecke_orbit_code': 31525197559365917, 'n': 971, 'trace_an': 119082775208546}
  • id: 49631175
    {'hecke_orbit_code': 31525197559365917, 'n': 977, 'trace_an': -24336924158826}
  • id: 49631176
    {'hecke_orbit_code': 31525197559365917, 'n': 983, 'trace_an': -124247798846512}
  • id: 49631177
    {'hecke_orbit_code': 31525197559365917, 'n': 991, 'trace_an': 143277428916530}
  • id: 49631178
    {'hecke_orbit_code': 31525197559365917, 'n': 997, 'trace_an': -13310830838404}