Embedded newform data - 42.6.e.a.37.1

Formats: - HTML - YAML - JSON - 2024-05-25T06:43:09.176816

• 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_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': 1512, 'analytic_conductor': 6.736120432145187, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [42, 3, [29, 31], [3, 2]], 'cm_discs': [], 'conrey_index': 25, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [36, -6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 274978570282, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '42.6.e.a', 'level': 42, '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': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.6.e.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-4+4\\zeta_{6})q^{2}-9\\zeta_{6}q^{3}-2^{4}\\zeta_{6}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '42.6.e', 'trace_display': [-4, -9, 6, 119], 'trace_hash': 335279100033606492, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.953', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.124', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '116.070', 'prec': 24}], 'trace_zratio': 0, 'traces': [2, -4, -9, -16, 6, 72, 119, 128, -81, 24, 666, -144, -1118, -1036, -108, -256, 1740, -324, -1157, -192, 1260, -5328, 3468, -576, 3089, 2236, 1458, 2240, 6744, 216, -6293, -1024, 5994, -13920, 1554, 2592, -3131, -4628, 5031, 384, -9732, 4284, -22814, 10656, 486, 13872, -2310, 4608, -19453, -24712, 15660, 8944, 28296, -2916, 7992, 7616, 20826, -13488, -20544, 864, 4630, 50344, -20979, 8192, -3354, 23976, 18745, 27840, -62424, -3360, -76452, -5184, -70589, -12524, 27801, 37024, -93240, -40248, 62293, 1536, -6561, 19464, 159636, -37296, 20880, 45628, -30348, 42624, 18120, -3888, -66521, -110976, -56637, -9240, 6942, -9216, 249508, -56056, -107892, 49424, 93390, 62640, 167731, -71552, -6426, -226368, -69180, -11664, 219559, -15984, 56358, -66304, -78708, -41652, -20808, -53952, 45279, 164352, -243600, -6912, -282505, 18520, 43794, -100688, 74568, 45360, 634186, -16384, 102663, -13416, 154830, -191808, -299663, -149960, 4374, 111360, -67332, 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9389184, -2018016, 14562002, 493056, -6461316, -801536, -13423506, -3884112, 1242360, -5377920, -1827864, -7754448, -5046012, 1779264, -21278162, 11817652, -3036690, -2456576, 1695030, 3362040, -1416083, 2369536, 4248720, 222240, 1291290, 2255040, -9463034, 80500, 525528, -5967360, 25877556, 6038316, 3803761, 604128, 2528172, -13948464, 4693080, -2575872, -9429421, -7234172, 6935058, -3238688, -10895880, -231336, -18349952, 3986752, -10538820, -4094208, 1902558, -8149248, 10874227, -17966016, 3096306, 98304, -10245372, -2490480, -11446910, -6603072, 1231956, 8052720, 9987942, -419904, 13682304, 13814008, -14668983, -5752448, 1198878, 7904124, -928980, 1245696, 11435418, 1293600, 23613072, -575424, -4720391, 4030132, -8753940, 10216704, -971880, 2028888, 11694096, -3476832, -11217168, -449880, 6167160, -2386944, -17416514, 6262828, 2251881, 940992, -5111052, -2833488, 14845726, 1336320, 8270478, 16764552, 17719776, -1499472, -807984, 10741388, 21667482, 2920192, -15817464, -749088, 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39602136, -2437152, -11493792, -54468659, -5903012, -2282499, 4772352], '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

  
  {'an_normalized': [[1.0, 0.0], [-0.3535533905932738, 0.6123724356957945], [-0.28867513459481287, -0.5], [-0.25, -0.4330127018922193], [0.05366563145999495, -0.092951600308978], [0.408248290463863, 0.0], [0.4589568600826331, 0.8884585531036833], [0.3535533905932738, 0.0], [-0.16666666666666666, 0.28867513459481287], [0.03794733192202055, 0.06572670690061994], [0.8297791549123578, 1.4372196553697698], [-0.14433756729740643, 0.25], [-0.917388786064802, 0.0], [-0.7063332821971215, -0.03306500356330541], [-0.06196773353931867, 0.0], [-0.125, 0.21650635094610965], [0.730124545957127, 1.2646128094509015], [-0.11785113019775792, -0.2041241452319315], [-0.3676371247759556, 0.636766178860494], [-0.05366563145999495, 0.0], [0.31173984319427483, -0.485954322440435], [-1.1734849346515417, 0.0], [0.683485810916763, -1.1838321507602483], [-0.10206207261596575, -0.1767766952966369], [0.49424, 0.8560487911328419], [0.3243459158054582, -0.5617836054025109], [0.19245008972987526, 0.0], 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[-0.1118567593035424, -0.19374159028373814], [-0.35489789265890376, -0.6147011815843471], [0.29591260620636023, -0.5125356685495374], [-0.3036516785730513, 0.0], [0.03759391964527546, -0.05860312099315095], [-1.1800660413012838, 0.0], [-0.053063848238374504, 0.0919092811939889], [1.0552810297917505, 1.827800359862918], [0.18526750407818965, 0.32089273005489866], [-0.004936191729192263, 0.008549734870862273], [0.758433029003274, 0.0], [0.7874111187821021, 0.036860434166898735], [-0.19871473180846752, 0.0], [0.07645275415596813, -0.13242005457670944], [-0.025936462930849783, -0.04492327156485862], [0.0035180282886737796, 0.0060934037384475755], [-0.2310885809408155, 0.4002571632384853], [0.8255937770612655, 0.0], [-0.21987394009251784, -0.42563669850066665], [-0.37166070303292786, 0.0], [-0.328378717859387, 0.5687686234567837], [0.2596384597288074, 0.44970700384922024], [-0.06580934774122837, -0.11398513390077566], [0.06120659080586254, -0.10601292503383204], [-0.051535217289345465, 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-0.44676627765662974, -0.2862887631962174, -0.3279457641055586, -0.4288167539197934, 0.038266391981687777, -0.1460897408950487, -0.4039753435676601, -0.04228319906972341, -0.32428255884928625, -0.4421641063776831, -0.3217809475332056, -0.14031852261731634, -0.3973228089533366, -0.1324759843167755, -0.008067603398721446, -0.2745517346181315, -0.46383914585775116, 0.08959573262238721, -0.2731534583884644, -0.08132592480962536, -0.3521884908557963, -0.10781973240104989, -0.3980205335791248, -0.3664893503413328, -0.1275054223286748, -0.1364692765070892, -0.37398493232348173, -0.20126152377004777, -0.40168947499022734, -0.3971446755333203, -0.3411580881223534, -0.47459645427426433, -0.05520973821808328, -0.13549066048911187, -0.11242576697106965, -0.06980673865404868, -0.09152140375606978, 0.017462883524171413, 0.22035069791137948, -0.3231157072258005, -0.30760140170367767, -0.46097225986018725, -0.3869332610780774, -0.2854320480576269, -0.0005251309374108568, -0.08572515553540529, 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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

  
  {'Nk2': 1512, 'analytic_conductor': 6.736120432145187, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [42, 3, [29, 31], [3, 2]], 'conrey_index': 25, 'cusp_dim': 72, 'dim': 12, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 274978570282, 'hecke_orbit_dims': [2, 2, 4, 4], 'label': '42.6.e', 'level': 42, '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': [2, 3, 7], 'level_radical': 42, 'mf_dim': 88, 'mf_new_dim': 12, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 6, 'sturm_bound': 48, 'trace_bound': 2, 'trace_display': [0, 0, -44, -234], 'traces': [12, 0, 0, -96, -44, -144, -234, 0, -486, 648, 296, 0, -3312, -704, -396, -1536, 2612, 0, 1020, 1408, 1764, -5232, 4964, 1152, -7404, 880, 0, 9504, 18376, 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3234816, 72233340, -31646176, -114665112, -98784000, -79202024, -34145712, 124883310, 2314240, 75403656, -37757472, -226066000, -576864, 41958792, -54026560, 17784684, -45997824], '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: 3021335
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 37, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 274978570282, 'target_is_minimal': True, 'target_label': '42.6.e.a.37.1', 'target_level': 42, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 3021336
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 37, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007611672264830, 'target_is_minimal': False, 'target_label': '126.6.g.c.37.1', 'target_level': 126, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 3021337
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 289, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008298867032400, 'target_is_minimal': False, 'target_label': '336.6.q.c.289.1', 'target_level': 336, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 3021338
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596001739046, 'target_is_minimal': False, 'target_label': '294.6.a.l.1.1', 'target_level': 294, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 3021339
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014673488052518, 'target_is_minimal': False, 'target_label': '294.6.e.e.67.1', 'target_level': 294, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 3021340
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 25, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 274978570282, 'target_is_minimal': True, 'target_label': '42.6.e.a.25.1', 'target_level': 42, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 3021341
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396746998054, 'target_is_minimal': False, 'target_label': '294.6.a.j.1.1', 'target_level': 294, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 3021342
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014673488052518, 'target_is_minimal': False, 'target_label': '294.6.e.e.79.1', 'target_level': 294, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 3021343
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237516658, 'target_is_minimal': False, 'target_label': '882.6.a.f.1.1', 'target_level': 882, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 3021344
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610146162, 'target_is_minimal': False, 'target_label': '882.6.a.e.1.1', 'target_level': 882, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 3021345
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007611672264830, 'target_is_minimal': False, 'target_label': '126.6.g.c.109.1', 'target_level': 126, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 3021346
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 274978570282, 'source_is_minimal': True, 'source_label': '42.6.e.a.37.1', 'source_level': 42, 'target_conrey_index': 193, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008298867032400, 'target_is_minimal': False, 'target_label': '336.6.q.c.193.1', 'target_level': 336, 'twist_class_label': '42.6.e.a.25.1', 'twist_class_level': 42, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 143400
    {'charpoly_factorization': [[[16, 4, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 2}
  • id: 143401
    {'charpoly_factorization': [[[81, 9, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 3}
  • id: 143402
    {'charpoly_factorization': [[[36, -6, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 5}
  • id: 143403
    {'charpoly_factorization': [[[16807, -119, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 7}
  • id: 143404
    {'charpoly_factorization': [[[443556, -666, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 11}
  • id: 143405
    {'charpoly_factorization': [[[559, 1], 2]], 'hecke_orbit_code': 274978570282, 'p': 13}
  • id: 143406
    {'charpoly_factorization': [[[3027600, -1740, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 17}
  • id: 143407
    {'charpoly_factorization': [[[1338649, 1157, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 19}
  • id: 143408
    {'charpoly_factorization': [[[12027024, -3468, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 23}
  • id: 143409
    {'charpoly_factorization': [[[-3372, 1], 2]], 'hecke_orbit_code': 274978570282, 'p': 29}
  • id: 143410
    {'charpoly_factorization': [[[39601849, 6293, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 31}
  • id: 143411
    {'charpoly_factorization': [[[9803161, 3131, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 37}
  • id: 143412
    {'charpoly_factorization': [[[4866, 1], 2]], 'hecke_orbit_code': 274978570282, 'p': 41}
  • id: 143413
    {'charpoly_factorization': [[[11407, 1], 2]], 'hecke_orbit_code': 274978570282, 'p': 43}
  • id: 143414
    {'charpoly_factorization': [[[5336100, 2310, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 47}
  • id: 143415
    {'charpoly_factorization': [[[800663616, -28296, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 53}
  • id: 143416
    {'charpoly_factorization': [[[422055936, 20544, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 59}
  • id: 143417
    {'charpoly_factorization': [[[21436900, -4630, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 61}
  • id: 143418
    {'charpoly_factorization': [[[351375025, -18745, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 67}
  • id: 143419
    {'charpoly_factorization': [[[38226, 1], 2]], 'hecke_orbit_code': 274978570282, 'p': 71}
  • id: 143420
    {'charpoly_factorization': [[[4982806921, 70589, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 73}
  • id: 143421
    {'charpoly_factorization': [[[3880417849, -62293, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 79}
  • id: 143422
    {'charpoly_factorization': [[[-79818, 1], 2]], 'hecke_orbit_code': 274978570282, 'p': 83}
  • id: 143423
    {'charpoly_factorization': [[[328334400, -18120, 1], 1]], 'hecke_orbit_code': 274978570282, 'p': 89}
  • id: 143424
    {'charpoly_factorization': [[[-124754, 1], 2]], 'hecke_orbit_code': 274978570282, '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': 5, 'hecke_orbit': 1, 'label': '42.6.e.a', 'level': 42, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30451000
    {'hecke_orbit_code': 274978570282, 'n': 1, 'trace_an': 2}
  • id: 30451001
    {'hecke_orbit_code': 274978570282, 'n': 2, 'trace_an': -4}
  • id: 30451002
    {'hecke_orbit_code': 274978570282, 'n': 3, 'trace_an': -9}
  • id: 30451003
    {'hecke_orbit_code': 274978570282, 'n': 4, 'trace_an': -16}
  • id: 30451004
    {'hecke_orbit_code': 274978570282, 'n': 5, 'trace_an': 6}
  • id: 30451005
    {'hecke_orbit_code': 274978570282, 'n': 6, 'trace_an': 72}
  • id: 30451006
    {'hecke_orbit_code': 274978570282, 'n': 7, 'trace_an': 119}
  • id: 30451007
    {'hecke_orbit_code': 274978570282, 'n': 8, 'trace_an': 128}
  • id: 30451008
    {'hecke_orbit_code': 274978570282, 'n': 9, 'trace_an': -81}
  • id: 30451009
    {'hecke_orbit_code': 274978570282, 'n': 10, 'trace_an': 24}
  • id: 30451010
    {'hecke_orbit_code': 274978570282, 'n': 11, 'trace_an': 666}
  • id: 30451011
    {'hecke_orbit_code': 274978570282, 'n': 12, 'trace_an': -144}
  • id: 30451012
    {'hecke_orbit_code': 274978570282, 'n': 13, 'trace_an': -1118}
  • id: 30451013
    {'hecke_orbit_code': 274978570282, 'n': 14, 'trace_an': -1036}
  • id: 30451014
    {'hecke_orbit_code': 274978570282, 'n': 15, 'trace_an': -108}
  • id: 30451015
    {'hecke_orbit_code': 274978570282, 'n': 16, 'trace_an': -256}
  • id: 30451016
    {'hecke_orbit_code': 274978570282, 'n': 17, 'trace_an': 1740}
  • id: 30451017
    {'hecke_orbit_code': 274978570282, 'n': 18, 'trace_an': -324}
  • id: 30451018
    {'hecke_orbit_code': 274978570282, 'n': 19, 'trace_an': -1157}
  • id: 30451019
    {'hecke_orbit_code': 274978570282, 'n': 20, 'trace_an': -192}
  • id: 30451020
    {'hecke_orbit_code': 274978570282, 'n': 21, 'trace_an': 1260}
  • id: 30451021
    {'hecke_orbit_code': 274978570282, 'n': 22, 'trace_an': -5328}
  • id: 30451022
    {'hecke_orbit_code': 274978570282, 'n': 23, 'trace_an': 3468}
  • id: 30451023
    {'hecke_orbit_code': 274978570282, 'n': 24, 'trace_an': -576}
  • id: 30451024
    {'hecke_orbit_code': 274978570282, 'n': 25, 'trace_an': 3089}
  • id: 30451025
    {'hecke_orbit_code': 274978570282, 'n': 26, 'trace_an': 2236}
  • id: 30451026
    {'hecke_orbit_code': 274978570282, 'n': 27, 'trace_an': 1458}
  • id: 30451027
    {'hecke_orbit_code': 274978570282, 'n': 28, 'trace_an': 2240}
  • id: 30451028
    {'hecke_orbit_code': 274978570282, 'n': 29, 'trace_an': 6744}
  • id: 30451029
    {'hecke_orbit_code': 274978570282, 'n': 30, 'trace_an': 216}
  • id: 30451030
    {'hecke_orbit_code': 274978570282, 'n': 31, 'trace_an': -6293}
  • id: 30451031
    {'hecke_orbit_code': 274978570282, 'n': 32, 'trace_an': -1024}
  • id: 30451032
    {'hecke_orbit_code': 274978570282, 'n': 33, 'trace_an': 5994}
  • id: 30451033
    {'hecke_orbit_code': 274978570282, 'n': 34, 'trace_an': -13920}
  • id: 30451034
    {'hecke_orbit_code': 274978570282, 'n': 35, 'trace_an': 1554}
  • id: 30451035
    {'hecke_orbit_code': 274978570282, 'n': 36, 'trace_an': 2592}
  • id: 30451036
    {'hecke_orbit_code': 274978570282, 'n': 37, 'trace_an': -3131}
  • id: 30451037
    {'hecke_orbit_code': 274978570282, 'n': 38, 'trace_an': -4628}
  • id: 30451038
    {'hecke_orbit_code': 274978570282, 'n': 39, 'trace_an': 5031}
  • id: 30451039
    {'hecke_orbit_code': 274978570282, 'n': 40, 'trace_an': 384}
  • id: 30451040
    {'hecke_orbit_code': 274978570282, 'n': 41, 'trace_an': -9732}
  • id: 30451041
    {'hecke_orbit_code': 274978570282, 'n': 42, 'trace_an': 4284}
  • id: 30451042
    {'hecke_orbit_code': 274978570282, 'n': 43, 'trace_an': -22814}
  • id: 30451043
    {'hecke_orbit_code': 274978570282, 'n': 44, 'trace_an': 10656}
  • id: 30451044
    {'hecke_orbit_code': 274978570282, 'n': 45, 'trace_an': 486}
  • id: 30451045
    {'hecke_orbit_code': 274978570282, 'n': 46, 'trace_an': 13872}
  • id: 30451046
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  • id: 30451051
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  • id: 30451053
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  • id: 30451054
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  • id: 30451063
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  • id: 30451080
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  • id: 30451090
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  • id: 30451100
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  • id: 30451102
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  • id: 30451103
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  • id: 30451108
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  • id: 30451109
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  • id: 30451110
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  • id: 30451111
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  • id: 30451112
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  • id: 30451113
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  • id: 30451114
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  • id: 30451115
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  • id: 30451116
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  • id: 30451117
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  • id: 30451118
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  • id: 30451119
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  • id: 30451120
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  • id: 30451121
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  • id: 30451122
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  • id: 30451123
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  • id: 30451125
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  • id: 30451126
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  • id: 30451127
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  • id: 30451128
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  • id: 30451129
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  • id: 30451130
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  • id: 30451131
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  • id: 30451132
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  • id: 30451133
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  • id: 30451134
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  • id: 30451135
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  • id: 30451136
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  • id: 30451137
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  • id: 30451138
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  • id: 30451139
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  • id: 30451140
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  • id: 30451141
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  • id: 30451142
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  • id: 30451143
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  • id: 30451144
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  • id: 30451145
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  • id: 30451146
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  • id: 30451147
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  • id: 30451148
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  • id: 30451149
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  • id: 30451150
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  • id: 30451151
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  • id: 30451152
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  • id: 30451153
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  • id: 30451154
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  • id: 30451155
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  • id: 30451156
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  • id: 30451157
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  • id: 30451158
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  • id: 30451159
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  • id: 30451160
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  • id: 30451161
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  • id: 30451162
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  • id: 30451163
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  • id: 30451164
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  • id: 30451165
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  • id: 30451166
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  • id: 30451167
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  • id: 30451168
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  • id: 30451169
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  • id: 30451170
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  • id: 30451171
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  • id: 30451172
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  • id: 30451173
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  • id: 30451174
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  • id: 30451175
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  • id: 30451176
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  • id: 30451177
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  • id: 30451178
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  • id: 30451179
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  • id: 30451180
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  • id: 30451181
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  • id: 30451185
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  • id: 30451186
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  • id: 30451187
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  • id: 30451188
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  • id: 30451189
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  • id: 30451190
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  • id: 30451198
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  • id: 30451199
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  • id: 30451200
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  • id: 30451234
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  • id: 30451244
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  • id: 30451245
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  • id: 30451306
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  • id: 30451307
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  • id: 30451311
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  • id: 30451312
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  • id: 30451313
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  • id: 30451315
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  • id: 30451317
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  • id: 30451318
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  • id: 30451319
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  • id: 30451320
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  • id: 30451321
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  • id: 30451322
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  • id: 30451323
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  • id: 30451324
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  • id: 30451325
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  • id: 30451326
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  • id: 30451327
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  • id: 30451328
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  • id: 30451329
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  • id: 30451330
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  • id: 30451331
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  • id: 30451332
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  • id: 30451333
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  • id: 30451334
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  • id: 30451335
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  • id: 30451336
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  • id: 30451337
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  • id: 30451338
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  • id: 30451339
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  • id: 30451340
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  • id: 30451341
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  • id: 30451342
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  • id: 30451343
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  • id: 30451344
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  • id: 30451345
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  • id: 30451346
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  • id: 30451347
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  • id: 30451348
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  • id: 30451349
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  • id: 30451350
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  • id: 30451351
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  • id: 30451352
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  • id: 30451353
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  • id: 30451354
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  • id: 30451355
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  • id: 30451356
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  • id: 30451357
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  • id: 30451358
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  • id: 30451359
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  • id: 30451360
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  • id: 30451361
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  • id: 30451362
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  • id: 30451363
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  • id: 30451364
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  • id: 30451365
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  • id: 30451366
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  • id: 30451367
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  • id: 30451368
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  • id: 30451369
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  • id: 30451370
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  • id: 30451371
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  • id: 30451372
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  • id: 30451373
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  • id: 30451374
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  • id: 30451376
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  • id: 30451377
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  • id: 30451380
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  • id: 30451381
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  • id: 30451390
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  • id: 30451400
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  • id: 30451441
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  • id: 30451442
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  • id: 30451500
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  • id: 30451516
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  • id: 30451521
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  • id: 30451532
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  • id: 30451540
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  • id: 30451543
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  • id: 30451544
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  • id: 30451545
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  • id: 30451546
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  • id: 30451547
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  • id: 30451549
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  • id: 30451550
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  • id: 30451829
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  • id: 30451830
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  • id: 30451831
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  • id: 30451832
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  • id: 30451833
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  • id: 30451834
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  • id: 30451835
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  • id: 30451836
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  • id: 30451837
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  • id: 30451838
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  • id: 30451839
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  • id: 30451840
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  • id: 30451841
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  • id: 30451842
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  • id: 30451843
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  • id: 30451844
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  • id: 30451845
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  • id: 30451846
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  • id: 30451847
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  • id: 30451848
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  • id: 30451849
    {'hecke_orbit_code': 274978570282, 'n': 850, 'trace_an': -21499440}
  • id: 30451850
    {'hecke_orbit_code': 274978570282, 'n': 851, 'trace_an': 10858308}
  • id: 30451851
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  • id: 30451852
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  • id: 30451853
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  • id: 30451854
    {'hecke_orbit_code': 274978570282, 'n': 855, 'trace_an': -1124604}
  • id: 30451855
    {'hecke_orbit_code': 274978570282, 'n': 856, 'trace_an': -4427520}
  • id: 30451856
    {'hecke_orbit_code': 274978570282, 'n': 857, 'trace_an': -12470976}
  • id: 30451857
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  • id: 30451858
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  • id: 30451859
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  • id: 30451860
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  • id: 30451861
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  • id: 30451862
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  • id: 30451863
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  • id: 30451864
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  • id: 30451865
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  • id: 30451866
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  • id: 30451867
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  • id: 30451868
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  • id: 30451869
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  • id: 30451870
    {'hecke_orbit_code': 274978570282, 'n': 871, 'trace_an': -10478455}
  • id: 30451871
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  • id: 30451872
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  • id: 30451873
    {'hecke_orbit_code': 274978570282, 'n': 874, 'trace_an': -32099808}
  • id: 30451874
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  • id: 30451875
    {'hecke_orbit_code': 274978570282, 'n': 876, 'trace_an': 20329632}
  • id: 30451876
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  • id: 30451877
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  • id: 30451878
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  • id: 30451879
    {'hecke_orbit_code': 274978570282, 'n': 880, 'trace_an': -1022976}
  • id: 30451880
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  • id: 30451881
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  • id: 30451882
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  • id: 30451883
    {'hecke_orbit_code': 274978570282, 'n': 884, 'trace_an': -15562560}
  • id: 30451884
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  • id: 30451885
    {'hecke_orbit_code': 274978570282, 'n': 886, 'trace_an': -1915584}
  • id: 30451886
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  • id: 30451887
    {'hecke_orbit_code': 274978570282, 'n': 888, 'trace_an': 3606912}
  • id: 30451888
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  • id: 30451889
    {'hecke_orbit_code': 274978570282, 'n': 890, 'trace_an': 869760}
  • id: 30451890
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  • id: 30451891
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  • id: 30451892
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  • id: 30451893
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  • id: 30451894
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  • id: 30451895
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  • id: 30451896
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  • id: 30451897
    {'hecke_orbit_code': 274978570282, 'n': 898, 'trace_an': -2898024}
  • id: 30451898
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  • id: 30451899
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  • id: 30451900
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  • id: 30451901
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  • id: 30451902
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  • id: 30451903
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  • id: 30451904
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  • id: 30451905
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  • id: 30451906
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  • id: 30451907
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  • id: 30451908
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  • id: 30451909
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  • id: 30451910
    {'hecke_orbit_code': 274978570282, 'n': 911, 'trace_an': -59119704}
  • id: 30451911
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  • id: 30451912
    {'hecke_orbit_code': 274978570282, 'n': 913, 'trace_an': 53158788}
  • id: 30451913
    {'hecke_orbit_code': 274978570282, 'n': 914, 'trace_an': 9358252}
  • id: 30451914
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  • id: 30451915
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  • id: 30451916
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  • id: 30451917
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  • id: 30451918
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  • id: 30451919
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  • id: 30451920
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  • id: 30451921
    {'hecke_orbit_code': 274978570282, 'n': 922, 'trace_an': -11929872}
  • id: 30451922
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  • id: 30451923
    {'hecke_orbit_code': 274978570282, 'n': 924, 'trace_an': -11412576}
  • id: 30451924
    {'hecke_orbit_code': 274978570282, 'n': 925, 'trace_an': -19343318}
  • id: 30451925
    {'hecke_orbit_code': 274978570282, 'n': 926, 'trace_an': -17136908}
  • id: 30451926
    {'hecke_orbit_code': 274978570282, 'n': 927, 'trace_an': 13586211}
  • id: 30451927
    {'hecke_orbit_code': 274978570282, 'n': 928, 'trace_an': -3452928}
  • id: 30451928
    {'hecke_orbit_code': 274978570282, 'n': 929, 'trace_an': 3220086}
  • id: 30451929
    {'hecke_orbit_code': 274978570282, 'n': 930, 'trace_an': -2718576}
  • id: 30451930
    {'hecke_orbit_code': 274978570282, 'n': 931, 'trace_an': -16214198}
  • id: 30451931
    {'hecke_orbit_code': 274978570282, 'n': 932, 'trace_an': -29409984}
  • id: 30451932
    {'hecke_orbit_code': 274978570282, 'n': 933, 'trace_an': 15692022}
  • id: 30451933
    {'hecke_orbit_code': 274978570282, 'n': 934, 'trace_an': 22961400}
  • id: 30451934
    {'hecke_orbit_code': 274978570282, 'n': 935, 'trace_an': 6953040}
  • id: 30451935
    {'hecke_orbit_code': 274978570282, 'n': 936, 'trace_an': 2897856}
  • id: 30451936
    {'hecke_orbit_code': 274978570282, 'n': 937, 'trace_an': -103300706}
  • id: 30451937
    {'hecke_orbit_code': 274978570282, 'n': 938, 'trace_an': -8922620}
  • id: 30451938
    {'hecke_orbit_code': 274978570282, 'n': 939, 'trace_an': 32553774}
  • id: 30451939
    {'hecke_orbit_code': 274978570282, 'n': 940, 'trace_an': 221760}
  • id: 30451940
    {'hecke_orbit_code': 274978570282, 'n': 941, 'trace_an': 7286976}
  • id: 30451941
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  • id: 30451942
    {'hecke_orbit_code': 274978570282, 'n': 943, 'trace_an': -16875288}
  • id: 30451943
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  • id: 30451944
    {'hecke_orbit_code': 274978570282, 'n': 945, 'trace_an': 1132866}
  • id: 30451945
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  • id: 30451946
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  • id: 30451947
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  • id: 30451948
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  • id: 30451949
    {'hecke_orbit_code': 274978570282, 'n': 950, 'trace_an': 14295892}
  • id: 30451950
    {'hecke_orbit_code': 274978570282, 'n': 951, 'trace_an': 18423936}
  • id: 30451951
    {'hecke_orbit_code': 274978570282, 'n': 952, 'trace_an': -15590400}
  • id: 30451952
    {'hecke_orbit_code': 274978570282, 'n': 953, 'trace_an': -53654640}
  • id: 30451953
    {'hecke_orbit_code': 274978570282, 'n': 954, 'trace_an': 9167904}
  • id: 30451954
    {'hecke_orbit_code': 274978570282, 'n': 955, 'trace_an': 2153844}
  • id: 30451955
    {'hecke_orbit_code': 274978570282, 'n': 956, 'trace_an': 10005408}
  • id: 30451956
    {'hecke_orbit_code': 274978570282, 'n': 957, 'trace_an': 20211768}
  • id: 30451957
    {'hecke_orbit_code': 274978570282, 'n': 958, 'trace_an': 21204096}
  • id: 30451958
    {'hecke_orbit_code': 274978570282, 'n': 959, 'trace_an': 9426480}
  • id: 30451959
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  • id: 30451960
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  • id: 30451961
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  • id: 30451962
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  • id: 30451963
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  • id: 30451964
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  • id: 30451965
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  • id: 30451966
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  • id: 30451967
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  • id: 30451968
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  • id: 30451969
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  • id: 30451970
    {'hecke_orbit_code': 274978570282, 'n': 971, 'trace_an': -115800}
  • id: 30451971
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  • id: 30451972
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  • id: 30451973
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  • id: 30451974
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  • id: 30451975
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  • id: 30451976
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  • id: 30451977
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  • id: 30451978
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  • id: 30451979
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  • id: 30451980
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  • id: 30451981
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  • id: 30451982
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  • id: 30451983
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  • id: 30451984
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  • id: 30451985
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  • id: 30451986
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  • id: 30451987
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  • id: 30451988
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  • id: 30451989
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  • id: 30451990
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  • id: 30451991
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  • id: 30451992
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  • id: 30451993
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  • id: 30451994
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  • id: 30451995
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  • id: 30451996
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  • id: 30451997
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  • id: 30451998
    {'hecke_orbit_code': 274978570282, 'n': 999, 'trace_an': -2282499}
  • id: 30451999
    {'hecke_orbit_code': 274978570282, 'n': 1000, 'trace_an': 4772352}