Newform data - 546.8.a.n

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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
  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': 34944, 'analytic_conductor': 170.56222391433047, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, -1], [13, -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': [546, 1, [365, 157, 379], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 17606478117691508949642632009105381, 'field_disc_factorization': [[7, 1], [73, 1], [7334443, 1], [4697691071120558024940497, 1]], 'field_poly': [-308009568384000, 1862570808000, 25221499020, -14548431, -309949, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-341044841259000, -343324745100, 24869553210, -22096449, -296299, 181, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795290034722, 'hecke_ring_generator_nbound': 17, 'hecke_ring_index': 2592, 'hecke_ring_index_factorization': [[2, 5], [3, 4]], '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': '546.8.a.n', 'level': 546, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'minimal_twist': '546.8.a.n', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}-3^{3}q^{3}+2^{6}q^{4}+(-30-\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '546.8.a', 'trace_display': [-48, -162, -181, 2058], 'trace_hash': 970330632051481534, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.706', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '90.854', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2141.354', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, -48, -162, 384, -181, 1296, 2058, -3072, 4374, 1448, -6130, -10368, 13182, -16464, 4887, 24576, -34610, -34992, -4085, -11584, -55566, 49040, 1515, 82944, 156609, -105456, -118098, 131712, -59395, -39096, 478241, -196608, 165510, 276880, -62083, 279936, 574310, 32680, -355914, 92672, 201552, 444528, 728605, -392320, -131949, -12120, 227615, -663552, 705894, -1252872, 934470, 843648, 26321, 944784, 2115010, -1053696, 110295, 475160, 478280, 312768, -501406, -3825928, 1500282, 1572864, -397657, -1324080, -3156366, -2215040, -40905, 496664, -2003644, -2239488, 3659111, -4594480, -4228443, -261440, -2102590, 2847312, 1131065, -741376, 3188646, -1612416, -9629297, 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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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310809008, -3152300, -34498359, 19672200, -3311954], [240165708851, 254672412, -4705661, 33393355, -7711275, 11331315], [-331812150083, -40226015, 25657727, 40122944, -2156672, 3461441], [330370553657, 449834482, 2812091, -12413951, -36408667, 15086502], [-195751060330, -138140726, 36205794, -24681620, -8774404, -13238764], [271072645116, -22787078, 65755786, -4197856, 22067584, 2910862], [-43013597372, -191042144, 80596582, 18882241, -13622356, -19817579], [-323090180236, -1229618879, 2642796, -13956520, -28535540, -7157181], [287718776319, 506409133, -95619979, -27219276, 13537807, -20040683], [-349367299788, -1325731604, 5163626, -11454290, -7844156, 10189106], [188145659594, 95715808, -79193802, 4830614, 47686480, -28484172], [-141488059115, 237770331, 77927253, 6700615, -892301, -19375165], [116692369010, 55224017, 32609298, 8562353, -4999020, 25648892], [-145984432522, 602254331, 27793088, -24535497, 7670409, 11769183], [-150220703526, 302422105, 10040444, -61299617, -8502767, -16715143], [-115153320841, -279587471, 28829413, -8564564, -33760704, -20915633], [-283299402294, 921821512, -14569782, 7232076, 3511630, 23032182], [-484542283396, 88781114, -80784196, -12371867, -9632272, 2200394], [93086792000, -1609547640, -30263060, -10630818, -8349136, -5749576], [-271850100026, 1273884230, 77542486, -1795349, -13852162, 18883318], [-457736480022, -268542535, -104742556, 4010545, 23131129, -4701591], [-41618873755, 1129638354, 53468139, 7035975, -6539161, -23377391], [107152176930, 402677980, -54832768, 42420250, 1666294, -21184012], [-403490142862, -141781721, 1488034, 32211941, -41251509, 35395979], [-35000946700, 1603276, 65891830, 21028818, -8721448, -10290234], [-227938109752, 227058538, -28695490, 50564708, -6771656, -505020], [34518820247, 1258483077, -76535495, -42782881, 3377063, -6170872], [54262931256, 117170502, -89781072, -2045016, 25927378, -15582652], [-343286839847, -115141482, -106790229, -2238898, -40402717, -1172784], [-81697874700, 916233252, -23886472, 70535607, 10982746, -7664129], [-75132035708, 1718307873, -7323218, 41125760, -14904526, 4559267], [-409019596718, -1240268970, -31047770, -47574066, -5392742, -9828864], [-387009929550, 1430653388, -57058202, -15299903, 15817912, 6954364], [-97906377504, -325564954, -11706694, -41874217, 48554534, -5208761], [437901592365, -121876354, 79483125, 8648241, 17781823, 14748244], [-129565076248, 928334326, 20136206, -26713008, 21360838, -11870026], [-310991537353, 26365100, -22351367, -31356996, 33099709, 12301504], [-45681652806, -300156328, -45303910, 24585206, 40765374, -8569844], [521620613354, -235282120, 168989084, -3911496, 16516132, -9912864], [-794665371076, 26602813, 2633666, 14714384, 25831243, -32264368], [-8376885794, 1547345995, 44736506, 34733170, -44049761, 68489617], [-8175231662, -144726942, -87343110, 47202497, 27310844, -20106608], [84484727648, 1185013944, -35212818, -42740742, 941528, 7522580], [-64290097725, 690376740, -12659237, -75486051, 61649549, -20341555], [-57931666000, 78895791, 28682522, -68470903, -14015527, 7176879], [24569524034, -1698680571, 93030664, 30745046, -40047379, -8492086], [-54378111379, -1181795009, 100016153, 13397718, 27754269, -2830304], [434366328993, 198488996, -107757035, 914037, 28317533, -34305239], [110481908440, -659479474, -46588660, 48746224, -22674562, 31276826], [-362131870785, -451840506, -62895295, 15318657, 45534827, 7284672], [-551398396586, 1589558233, 85827548, -33254696, -1345352, 22991910], [134409408130, 891265575, 115769706, -22915772, -39704318, -21281077], [-158622873735, 186898279, 43151891, 45968081, -3839919, 18814431], [459115456226, -422593204, -3122282, 5557341, -47367680, 36831497], [122939743200, 1698095392, 70448124, -10848540, 39470092, -45735210], [402488379315, 628085628, -48066949, -67513619, -38422677, 31131777], [-811486454751, 253476135, 36871543, 5772216, -10639816, 18824315], [-141122126138, -609716319, -49330922, -83792743, 17605301, -7353043], [-515480583189, 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74579910, 18754282, 40082280, -10194544], [-115907632330, 556717246, 23679206, -28560962, 7569254, -33737452], [154558277632, 845488532, -51665842, -60743960, -16986262, -21043372], [128040270320, -1395029070, 139393966, 70118008, -3988044, 10116157], [1008653844867, -250829524, -18746521, 59633541, -35453477, -15549127], [-664401017408, -1570032340, -51255828, -1814376, 28587830, -74414322], [-165864441845, -1304977680, 102104747, 51656287, 89672581, -11210391], [-178865185003, -616490730, -198896673, -32114089, -2791007, -48087532], [477461264704, -761576986, -13036032, 50360734, 41682646, 35856586], [-152108647030, -1590176423, -139247872, 25015612, -45438367, 39760492], [171827657415, -1784076007, 108990855, 66880, 4692366, 8225849], [245968459829, 1815977734, 83427055, 53183368, 11658237, 45786132], [-3173231571, 1391590700, -160770653, -21070107, 14491995, -31694364], [-335383608309, -1220203470, 102193989, -7791077, -46960927, 33363244], [92864487696, 1513522437, -189171296, -36520004, -26232772, -43449259], [-892182176358, -1353242272, -62073412, 8061048, 112905496, -47501111], [-694457993908, -1469062718, -12701438, -4241758, -44406904, -14920047], [924244302038, -388571737, -78295850, -33154623, 3275723, 55034857], [-62541997206, -1522398080, 167964212, 68771182, -5124638, 42608666], [-187502288025, 1238748281, -108145243, -114915380, 49081911, 28784513], [-74606087451, -1234041257, 63794845, 135732221, -42589757, 6024733], [-21659434560, -857378812, 73136240, -143216597, -50182782, -224516], [-975764564140, -1618299820, -87232454, 6171694, -47031482, 19606496], [-1018027502041, -1978557725, -162398347, -86756960, -44508346, -22366019], [-41687579685, -2720517072, -5830629, -45339316, -33078053, 25946595], [-430869131926, 891667553, -32322, -14049399, -68307087, -27563467], [-296695534643, 459773363, 4460599, 54923393, -39318271, 68457247], [-1012745422570, -1342570528, 152960032, 43129503, -4034156, 25956339], [-345913424821, 1737546806, 108686739, 62170455, -65929261, 110862257], [-580069101974, 906626141, 22597130, -51759203, -4643251, -77715043], [79141940943, -12667424, -194411739, 87002343, 67687899, -17616039], [-406075624318, 515916956, 105832746, -23103510, -34092418, -81556090], [-246054003957, 966974069, -70088839, -134754116, 74805060, -38873677], [22360967236, -1640000148, 29174294, 89708880, 33047748, 35797010], [-848717658525, -880387980, 57819387, 16961087, -16566023, -106616207], [-267541033286, 4040760828, -43960898, -105506004, -47265162, 53151448], [1097174294470, 1709667281, -70775516, -6619909, -2380135, -6577667], [-581065265262, 1139814338, -202645376, 85497892, 58622698, -60160969], [-121480638149, 1545833182, -207582645, 99212674, 53475555, -57109375], [-28256777675, -445224194, -176197661, 125005044, 62227443, 938630], [-181885713901, -1828440705, 195931443, -3439863, 66420141, 31655913], [528319841658, -3694812212, 191115930, 96102922, 89745428, -10890454]], 'char_orbit_index': 1, 'field_poly': [-308009568384000, 1862570808000, 25221499020, -14548431, -309949, -1, 1], 'hecke_orbit_code': 58546795290034722, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1236949910141400, 7421699460848400, 117804753346800, 3710849730424200], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [103303, 73, -5, -7, 1, 1], [7404281, 147337, 2101, -1055, -771, 425], [15214288683, 22069185, -349969, -1485023, 316233, 105869], [2260450105145, 24495440641, 561683925, -356083435, -154814415, 54491425]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [9427731423802360200, -53542834336954620, -319874939700201, 626570347621, 1548086629, -2024389], [89343994329715910400, -93918776326732980, -1059348303204831, 5325442304951, 2827655399, -27588299], [1854087064738915200, -8954762572396740, -92775859244187, 248055256927, 593013523, -1384243], [12374299269754128000, -1120675241488354020, -1872553860103833, 20223862688443, 14438167357, -83321227]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '546.8.a.n', 'level': 546, 'maxp': 2999, 'weight': 8}
• 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': [[[[2, -1], [3, -1], [7, -1], [13, -1]], 7, 1], [[[2, 1], [3, 1], [7, -1], [13, -1]], 6, 1], [[[2, 1], [3, -1], [7, 1], [13, 1]], 5, 1], [[[2, 1], [3, 1], [7, 1], [13, 1]], 6, 1], [[[2, -1], [3, 1], [7, -1], [13, 1]], 6, 1], [[[2, -1], [3, 1], [7, -1], [13, -1]], 4, 2], [[[2, 1], [3, -1], [7, -1], [13, -1]], 5, 1], [[[2, -1], [3, -1], [7, 1], [13, -1]], 4, 2], [[[2, 1], [3, -1], [7, 1], [13, -1]], 5, 1], [[[2, 1], [3, -1], [7, -1], [13, 1]], 6, 1], [[[2, 1], [3, 1], [7, -1], [13, 1]], 4, 1], [[[2, -1], [3, -1], [7, -1], [13, 1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [13, -1]], 6, 1], [[[2, -1], [3, -1], [7, 1], [13, 1]], 6, 2], [[[2, 1], [3, 1], [7, 1], [13, -1]], 5, 1], [[[2, -1], [3, 1], [7, 1], [13, 1]], 5, 1]], 'ALdims': [6, 5, 4, 6, 5, 5, 6, 5, 5, 6, 6, 4, 6, 4, 4, 7], 'Nk2': 34944, 'analytic_conductor': 170.56222391433047, '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': [546, 1, [365, 157, 379], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 776, 'dim': 84, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134218274, 'hecke_orbit_dims': [1, 1, 1, 3, 3, 4, 4, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 7], 'label': '546.8.a', 'level': 546, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'mf_dim': 792, 'mf_new_dim': 84, 'num_forms': 19, 'plus_dim': 48, 'prim_orbit_index': 1, 'relative_dim': 84, 'sturm_bound': 896, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [84, 0, 0, 5376, 0, 0, 0, 0, 61236, 0, 0, 0, 0, 0, 0, 344064, 52208, 0, -90704, 0, 37044, 5824, -102072, 0, 1110900, 0, 0, 0, -91992, -157248, 386864, 0, -163728, 0, -117992, 3919104, 777264, 371072, 0, 0, 239488, 0, -626440, 0, 0, 846528, 2910272, 0, 9882516, -1763072, 162864, 0, -2494600, 0, -921024, 0, 4923504, 3464128, 6413152, 0, 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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': 6, 'source_hecke_orbit': 14, 'source_is_minimal': True, 'source_label': '546.8.a.n', 'source_level': 546, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 14, 'target_is_minimal': True, 'target_label': '546.8.a.n', 'target_level': 546, 'twist_class_label': '546.8.a.n', 'twist_class_level': 546, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1032900
    {'charpoly_factorization': [[[8, 1], 6]], 'hecke_orbit_code': 58546795290034722, 'p': 2}
  • id: 1032901
    {'charpoly_factorization': [[[27, 1], 6]], 'hecke_orbit_code': 58546795290034722, 'p': 3}
  • id: 1032902
    {'charpoly_factorization': [[[-341044841259000, -343324745100, 24869553210, -22096449, -296299, 181, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 5}
  • id: 1032903
    {'charpoly_factorization': [[[-343, 1], 6]], 'hecke_orbit_code': 58546795290034722, 'p': 7}
  • id: 1032904
    {'charpoly_factorization': [[[-3111991194363758516736, 1736123897206401984, 531250914534696, -233699671890, -43044145, 6130, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 11}
  • id: 1032905
    {'charpoly_factorization': [[[-2197, 1], 6]], 'hecke_orbit_code': 58546795290034722, 'p': 13}
  • id: 1032906
    {'charpoly_factorization': [[[3570128884480866942179808, 2269846610785525548168, -5845188076735428, -29198969866242, -829139125, 34610, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 17}
  • id: 1032907
    {'charpoly_factorization': [[[-378603815722170667750488640, 8773175428944866675088, 5343265149887319716, -9492878171013, -4734740997, 4085, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 19}
  • id: 1032908
    {'charpoly_factorization': [[[-166992483747630685319855971200, 313439053601168396101872, 119397061819187213724, 4727534295759, -20521250801, -1515, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 23}
  • id: 1032909
    {'charpoly_factorization': [[[-2195683477420970523322035536616, -10261506549252281474622852, 919295269178021541198, -216235904101143, -63710108383, 59395, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 29}
  • id: 1032910
    {'charpoly_factorization': [[[-240968414321802350965814722560, 17976794563200892675792896, -219467891503841911040, -2857508603742272, 72784985460, -478241, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 31}
  • id: 1032911
    {'charpoly_factorization': [[[384177491277811091551345107677056, -3634519514765573237779300904, -3381005002682639256092, 99163911793545626, -117782223737, -574310, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 37}
  • id: 1032912
    {'charpoly_factorization': [[[4102842835785778365207097679735808, -34043328085045907297387805120, 47543665847501978919216, 245803952696366640, -622802708432, -201552, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 41}
  • id: 1032913
    {'charpoly_factorization': [[[6411138960666518715998116520247616, -27548930506853293960503886480, -68021630446441475847604, 467557746167504117, -432298077205, -728605, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 43}
  • id: 1032914
    {'charpoly_factorization': [[[11342096475487757656254816349003776, 127371083969823532996590830592, 364145678330624958160512, -151915489918348752, -1287424320764, -227615, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 47}
  • id: 1032915
    {'charpoly_factorization': [[[-48908495680058038052492240387168160, 248003904286565460635782398768, 1364991854089719227257728, -1189810742698797576, -4243282064810, -26321, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 53}
  • id: 1032916
    {'charpoly_factorization': [[[-1613002974366995788806382303877529600, 4304508085118491060517285179392, 11132100570726582894710784, -1202809625885360064, -7301321480608, -478280, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 59}
  • id: 1032917
    {'charpoly_factorization': [[[-1306073608009196495544825830989981520, 8566412426242925172122042588272, 18220024325370651352324192, -2581773418155138100, -9282662906231, 501406, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 61}
  • id: 1032918
    {'charpoly_factorization': [[[10083936192529181897665276154800927232, 68974153304460523218293457867136, 19315165275666889940888352, -30812333776301144088, -9791651241644, 3156366, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 67}
  • id: 1032919
    {'charpoly_factorization': [[[-164500303628205597832411126786386001920, -336633219533662571922926283362304, 380929552890698674701844992, -20665613994075126720, -37121399529968, 2003644, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 71}
  • id: 1032920
    {'charpoly_factorization': [[[3995171667372821321022804202358022328, -25467172590895434624184814614316, 6755939218311168249176422, 36272125819456405523, -9855730520255, -3659111, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 73}
  • id: 1032921
    {'charpoly_factorization': [[[-2868288186335162774622960243017094656000, -27432301811709057543671825502464, 678722900978036712648722656, 20776819780345680956, -47075544906248, -1131065, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 79}
  • id: 1032922
    {'charpoly_factorization': [[[2948751367363864925145458127960716060928, 1460612881963325466533314748510208, -423818304727809465562335552, -268638283379742177108, -6623928686524, 9629297, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 83}
  • id: 1032923
    {'charpoly_factorization': [[[-1550229839498946380978394171851515495200, 4070637155043959715269756065380240, -2188802635885334332792492704, -473084382478886252136, 94721604221654, 21977377, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 89}
  • id: 1032924
    {'charpoly_factorization': [[[-2708498650627747425865478166195824718880, -23838520170419785462555371514174896, -12957812082397796343759619648, -1660376555512330605048, 108642148800462, 26386649, 1], 1]], 'hecke_orbit_code': 58546795290034722, 'p': 97}
• mf_newform_portraits •

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

  
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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 229407000
    {'hecke_orbit_code': 58546795290034722, 'n': 1, 'trace_an': 6}
  • id: 229407001
    {'hecke_orbit_code': 58546795290034722, 'n': 2, 'trace_an': -48}
  • id: 229407002
    {'hecke_orbit_code': 58546795290034722, 'n': 3, 'trace_an': -162}
  • id: 229407003
    {'hecke_orbit_code': 58546795290034722, 'n': 4, 'trace_an': 384}
  • id: 229407004
    {'hecke_orbit_code': 58546795290034722, 'n': 5, 'trace_an': -181}
  • id: 229407005
    {'hecke_orbit_code': 58546795290034722, 'n': 6, 'trace_an': 1296}
  • id: 229407006
    {'hecke_orbit_code': 58546795290034722, 'n': 7, 'trace_an': 2058}
  • id: 229407007
    {'hecke_orbit_code': 58546795290034722, 'n': 8, 'trace_an': -3072}
  • id: 229407008
    {'hecke_orbit_code': 58546795290034722, 'n': 9, 'trace_an': 4374}
  • id: 229407009
    {'hecke_orbit_code': 58546795290034722, 'n': 10, 'trace_an': 1448}
  • id: 229407010
    {'hecke_orbit_code': 58546795290034722, 'n': 11, 'trace_an': -6130}
  • id: 229407011
    {'hecke_orbit_code': 58546795290034722, 'n': 12, 'trace_an': -10368}
  • id: 229407012
    {'hecke_orbit_code': 58546795290034722, 'n': 13, 'trace_an': 13182}
  • id: 229407013
    {'hecke_orbit_code': 58546795290034722, 'n': 14, 'trace_an': -16464}
  • id: 229407014
    {'hecke_orbit_code': 58546795290034722, 'n': 15, 'trace_an': 4887}
  • id: 229407015
    {'hecke_orbit_code': 58546795290034722, 'n': 16, 'trace_an': 24576}
  • id: 229407016
    {'hecke_orbit_code': 58546795290034722, 'n': 17, 'trace_an': -34610}
  • id: 229407017
    {'hecke_orbit_code': 58546795290034722, 'n': 18, 'trace_an': -34992}
  • id: 229407018
    {'hecke_orbit_code': 58546795290034722, 'n': 19, 'trace_an': -4085}
  • id: 229407019
    {'hecke_orbit_code': 58546795290034722, 'n': 20, 'trace_an': -11584}
  • id: 229407020
    {'hecke_orbit_code': 58546795290034722, 'n': 21, 'trace_an': -55566}
  • id: 229407021
    {'hecke_orbit_code': 58546795290034722, 'n': 22, 'trace_an': 49040}
  • id: 229407022
    {'hecke_orbit_code': 58546795290034722, 'n': 23, 'trace_an': 1515}
  • id: 229407023
    {'hecke_orbit_code': 58546795290034722, 'n': 24, 'trace_an': 82944}
  • id: 229407024
    {'hecke_orbit_code': 58546795290034722, 'n': 25, 'trace_an': 156609}
  • id: 229407025
    {'hecke_orbit_code': 58546795290034722, 'n': 26, 'trace_an': -105456}
  • id: 229407026
    {'hecke_orbit_code': 58546795290034722, 'n': 27, 'trace_an': -118098}
  • id: 229407027
    {'hecke_orbit_code': 58546795290034722, 'n': 28, 'trace_an': 131712}
  • id: 229407028
    {'hecke_orbit_code': 58546795290034722, 'n': 29, 'trace_an': -59395}
  • id: 229407029
    {'hecke_orbit_code': 58546795290034722, 'n': 30, 'trace_an': -39096}
  • id: 229407030
    {'hecke_orbit_code': 58546795290034722, 'n': 31, 'trace_an': 478241}
  • id: 229407031
    {'hecke_orbit_code': 58546795290034722, 'n': 32, 'trace_an': -196608}
  • id: 229407032
    {'hecke_orbit_code': 58546795290034722, 'n': 33, 'trace_an': 165510}
  • id: 229407033
    {'hecke_orbit_code': 58546795290034722, 'n': 34, 'trace_an': 276880}
  • id: 229407034
    {'hecke_orbit_code': 58546795290034722, 'n': 35, 'trace_an': -62083}
  • id: 229407035
    {'hecke_orbit_code': 58546795290034722, 'n': 36, 'trace_an': 279936}
  • id: 229407036
    {'hecke_orbit_code': 58546795290034722, 'n': 37, 'trace_an': 574310}
  • id: 229407037
    {'hecke_orbit_code': 58546795290034722, 'n': 38, 'trace_an': 32680}
  • id: 229407038
    {'hecke_orbit_code': 58546795290034722, 'n': 39, 'trace_an': -355914}
  • id: 229407039
    {'hecke_orbit_code': 58546795290034722, 'n': 40, 'trace_an': 92672}
  • id: 229407040
    {'hecke_orbit_code': 58546795290034722, 'n': 41, 'trace_an': 201552}
  • id: 229407041
    {'hecke_orbit_code': 58546795290034722, 'n': 42, 'trace_an': 444528}
  • id: 229407042
    {'hecke_orbit_code': 58546795290034722, 'n': 43, 'trace_an': 728605}
  • id: 229407043
    {'hecke_orbit_code': 58546795290034722, 'n': 44, 'trace_an': -392320}
  • id: 229407044
    {'hecke_orbit_code': 58546795290034722, 'n': 45, 'trace_an': -131949}
  • id: 229407045
    {'hecke_orbit_code': 58546795290034722, 'n': 46, 'trace_an': -12120}
  • id: 229407046
    {'hecke_orbit_code': 58546795290034722, 'n': 47, 'trace_an': 227615}
  • id: 229407047
    {'hecke_orbit_code': 58546795290034722, 'n': 48, 'trace_an': -663552}
  • id: 229407048
    {'hecke_orbit_code': 58546795290034722, 'n': 49, 'trace_an': 705894}
  • id: 229407049
    {'hecke_orbit_code': 58546795290034722, 'n': 50, 'trace_an': -1252872}
  • id: 229407050
    {'hecke_orbit_code': 58546795290034722, 'n': 51, 'trace_an': 934470}
  • id: 229407051
    {'hecke_orbit_code': 58546795290034722, 'n': 52, 'trace_an': 843648}
  • id: 229407052
    {'hecke_orbit_code': 58546795290034722, 'n': 53, 'trace_an': 26321}
  • id: 229407053
    {'hecke_orbit_code': 58546795290034722, 'n': 54, 'trace_an': 944784}
  • id: 229407054
    {'hecke_orbit_code': 58546795290034722, 'n': 55, 'trace_an': 2115010}
  • id: 229407055
    {'hecke_orbit_code': 58546795290034722, 'n': 56, 'trace_an': -1053696}
  • id: 229407056
    {'hecke_orbit_code': 58546795290034722, 'n': 57, 'trace_an': 110295}
  • id: 229407057
    {'hecke_orbit_code': 58546795290034722, 'n': 58, 'trace_an': 475160}
  • id: 229407058
    {'hecke_orbit_code': 58546795290034722, 'n': 59, 'trace_an': 478280}
  • id: 229407059
    {'hecke_orbit_code': 58546795290034722, 'n': 60, 'trace_an': 312768}
  • id: 229407060
    {'hecke_orbit_code': 58546795290034722, 'n': 61, 'trace_an': -501406}
  • id: 229407061
    {'hecke_orbit_code': 58546795290034722, 'n': 62, 'trace_an': -3825928}
  • id: 229407062
    {'hecke_orbit_code': 58546795290034722, 'n': 63, 'trace_an': 1500282}
  • id: 229407063
    {'hecke_orbit_code': 58546795290034722, 'n': 64, 'trace_an': 1572864}
  • id: 229407064
    {'hecke_orbit_code': 58546795290034722, 'n': 65, 'trace_an': -397657}
  • id: 229407065
    {'hecke_orbit_code': 58546795290034722, 'n': 66, 'trace_an': -1324080}
  • id: 229407066
    {'hecke_orbit_code': 58546795290034722, 'n': 67, 'trace_an': -3156366}
  • id: 229407067
    {'hecke_orbit_code': 58546795290034722, 'n': 68, 'trace_an': -2215040}
  • id: 229407068
    {'hecke_orbit_code': 58546795290034722, 'n': 69, 'trace_an': -40905}
  • id: 229407069
    {'hecke_orbit_code': 58546795290034722, 'n': 70, 'trace_an': 496664}
  • id: 229407070
    {'hecke_orbit_code': 58546795290034722, 'n': 71, 'trace_an': -2003644}
  • id: 229407071
    {'hecke_orbit_code': 58546795290034722, 'n': 72, 'trace_an': -2239488}
  • id: 229407072
    {'hecke_orbit_code': 58546795290034722, 'n': 73, 'trace_an': 3659111}
  • id: 229407073
    {'hecke_orbit_code': 58546795290034722, 'n': 74, 'trace_an': -4594480}
  • id: 229407074
    {'hecke_orbit_code': 58546795290034722, 'n': 75, 'trace_an': -4228443}
  • id: 229407075
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  • id: 229407076
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  • id: 229407077
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  • id: 229407078
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  • id: 229407079
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  • id: 229407080
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  • id: 229407081
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  • id: 229407082
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  • id: 229407083
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  • id: 229407084
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  • id: 229407085
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  • id: 229407086
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  • id: 229407087
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  • id: 229407088
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  • id: 229407089
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  • id: 229407090
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  • id: 229407091
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  • id: 229407092
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  • id: 229407093
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  • id: 229407094
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  • id: 229407095
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  • id: 229407096
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  • id: 229407097
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  • id: 229407098
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  • id: 229407099
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  • id: 229407100
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  • id: 229407101
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  • id: 229407102
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  • id: 229407103
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  • id: 229407104
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  • id: 229407105
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  • id: 229407106
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  • id: 229407107
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  • id: 229407108
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  • id: 229407109
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  • id: 229407110
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  • id: 229407111
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  • id: 229407112
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  • id: 229407113
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  • id: 229407114
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  • id: 229407115
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  • id: 229407116
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  • id: 229407117
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  • id: 229407118
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  • id: 229407119
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  • id: 229407120
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  • id: 229407121
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  • id: 229407122
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  • id: 229407123
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  • id: 229407124
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  • id: 229407125
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  • id: 229407126
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  • id: 229407127
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  • id: 229407128
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  • id: 229407129
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  • id: 229407130
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  • id: 229407131
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  • id: 229407132
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  • id: 229407133
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  • id: 229407134
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  • id: 229407135
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  • id: 229407136
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  • id: 229407137
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  • id: 229407138
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  • id: 229407139
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  • id: 229407140
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  • id: 229407141
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  • id: 229407142
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  • id: 229407143
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  • id: 229407144
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  • id: 229407145
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  • id: 229407146
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  • id: 229407147
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  • id: 229407148
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  • id: 229407149
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  • id: 229407150
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  • id: 229407151
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  • id: 229407152
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  • id: 229407153
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  • id: 229407154
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  • id: 229407155
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  • id: 229407156
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  • id: 229407157
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  • id: 229407158
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  • id: 229407159
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  • id: 229407160
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  • id: 229407161
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  • id: 229407162
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  • id: 229407163
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  • id: 229407164
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  • id: 229407165
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  • id: 229407166
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  • id: 229407167
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  • id: 229407168
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  • id: 229407169
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  • id: 229407170
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  • id: 229407171
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  • id: 229407172
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  • id: 229407173
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  • id: 229407174
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  • id: 229407175
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  • id: 229407176
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  • id: 229407177
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  • id: 229407178
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  • id: 229407179
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  • id: 229407180
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  • id: 229407181
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  • id: 229407182
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  • id: 229407183
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  • id: 229407184
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  • id: 229407185
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  • id: 229407186
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  • id: 229407187
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  • id: 229407188
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  • id: 229407189
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  • id: 229407190
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  • id: 229407191
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  • id: 229407192
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  • id: 229407193
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  • id: 229407194
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  • id: 229407195
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  • id: 229407196
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  • id: 229407197
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  • id: 229407198
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  • id: 229407199
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  • id: 229407200
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  • id: 229407201
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  • id: 229407202
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  • id: 229407203
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  • id: 229407204
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  • id: 229407205
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  • id: 229407206
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  • id: 229407207
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  • id: 229407208
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  • id: 229407209
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  • id: 229407210
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  • id: 229407211
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  • id: 229407212
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  • id: 229407213
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  • id: 229407214
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  • id: 229407215
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  • id: 229407216
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  • id: 229407217
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  • id: 229407218
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  • id: 229407219
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  • id: 229407220
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  • id: 229407221
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  • id: 229407222
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  • id: 229407223
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  • id: 229407224
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  • id: 229407225
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  • id: 229407226
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  • id: 229407227
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  • id: 229407228
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  • id: 229407229
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  • id: 229407230
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  • id: 229407231
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  • id: 229407232
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  • id: 229407233
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  • id: 229407234
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  • id: 229407235
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  • id: 229407236
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  • id: 229407237
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  • id: 229407238
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  • id: 229407239
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  • id: 229407240
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  • id: 229407241
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  • id: 229407242
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  • id: 229407243
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  • id: 229407244
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  • id: 229407245
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  • id: 229407246
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  • id: 229407247
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  • id: 229407248
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  • id: 229407249
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  • id: 229407250
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  • id: 229407251
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  • id: 229407252
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  • id: 229407253
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  • id: 229407254
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  • id: 229407255
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  • id: 229407256
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  • id: 229407257
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  • id: 229407258
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    {'hecke_orbit_code': 58546795290034722, 'n': 972, 'trace_an': -5509980288}
  • id: 229407972
    {'hecke_orbit_code': 58546795290034722, 'n': 973, 'trace_an': -28651903378}
  • id: 229407973
    {'hecke_orbit_code': 58546795290034722, 'n': 974, 'trace_an': -75098615888}
  • id: 229407974
    {'hecke_orbit_code': 58546795290034722, 'n': 975, 'trace_an': -9289889271}
  • id: 229407975
    {'hecke_orbit_code': 58546795290034722, 'n': 976, 'trace_an': -2053758976}
  • id: 229407976
    {'hecke_orbit_code': 58546795290034722, 'n': 977, 'trace_an': 42990299918}
  • id: 229407977
    {'hecke_orbit_code': 58546795290034722, 'n': 978, 'trace_an': 2490038496}
  • id: 229407978
    {'hecke_orbit_code': 58546795290034722, 'n': 979, 'trace_an': 82519675422}
  • id: 229407979
    {'hecke_orbit_code': 58546795290034722, 'n': 980, 'trace_an': -1362846016}
  • id: 229407980
    {'hecke_orbit_code': 58546795290034722, 'n': 981, 'trace_an': -8166266748}
  • id: 229407981
    {'hecke_orbit_code': 58546795290034722, 'n': 982, 'trace_an': -16441172352}
  • id: 229407982
    {'hecke_orbit_code': 58546795290034722, 'n': 983, 'trace_an': 87012759537}
  • id: 229407983
    {'hecke_orbit_code': 58546795290034722, 'n': 984, 'trace_an': 2786254848}
  • id: 229407984
    {'hecke_orbit_code': 58546795290034722, 'n': 985, 'trace_an': -26968135310}
  • id: 229407985
    {'hecke_orbit_code': 58546795290034722, 'n': 986, 'trace_an': 34132356624}
  • id: 229407986
    {'hecke_orbit_code': 58546795290034722, 'n': 987, 'trace_an': -2107942515}
  • id: 229407987
    {'hecke_orbit_code': 58546795290034722, 'n': 988, 'trace_an': -574383680}
  • id: 229407988
    {'hecke_orbit_code': 58546795290034722, 'n': 989, 'trace_an': 16074373557}
  • id: 229407989
    {'hecke_orbit_code': 58546795290034722, 'n': 990, 'trace_an': -12334738320}
  • id: 229407990
    {'hecke_orbit_code': 58546795290034722, 'n': 991, 'trace_an': 31197851336}
  • id: 229407991
    {'hecke_orbit_code': 58546795290034722, 'n': 992, 'trace_an': -15671001088}
  • id: 229407992
    {'hecke_orbit_code': 58546795290034722, 'n': 993, 'trace_an': -76856455962}
  • id: 229407993
    {'hecke_orbit_code': 58546795290034722, 'n': 994, 'trace_an': 5497999136}
  • id: 229407994
    {'hecke_orbit_code': 58546795290034722, 'n': 995, 'trace_an': -25333944164}
  • id: 229407995
    {'hecke_orbit_code': 58546795290034722, 'n': 996, 'trace_an': 16639425216}
  • id: 229407996
    {'hecke_orbit_code': 58546795290034722, 'n': 997, 'trace_an': 74380292786}
  • id: 229407997
    {'hecke_orbit_code': 58546795290034722, 'n': 998, 'trace_an': -57619520}
  • id: 229407998
    {'hecke_orbit_code': 58546795290034722, 'n': 999, 'trace_an': -11304143730}
  • id: 229407999
    {'hecke_orbit_code': 58546795290034722, 'n': 1000, 'trace_an': 36991744512}