Embedded newform data - 169.5.d.c.70.7

Formats: - HTML - YAML - JSON - 2025-09-27T23:18:38.490579

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 4225, 'analytic_conductor': 17.46952376116969, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 4, 'char_parity': -1, 'char_values': [169, 4, [2], [3]], 'cm_discs': [], 'conrey_index': 70, 'dim': 16, 'field_disc': 410131927289247277634414579810304, 'field_disc_factorization': [[2, 20], [3, 8], [244161291733, 2]], 'field_poly': [3779136, 0, 100636992, 0, 169417008, 0, 43573680, 0, 4862025, 0, 285720, 0, 9190, 0, 152, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [2116736064, -927521280, 203212800, 202171968, 206077936, -41356640, 7992608, 6948032, 3103932, -42640, 10192, 8788, 3717, 10, 2, 2, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405497057449, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 389376, 'hecke_ring_index_factorization': [[2, 8], [3, 2], [13, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 4, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '169.5.d.c', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.5.f.a', 'prim_orbit_index': 4, 'qexp_display': 'q-\\beta _{9}q^{2}+(-\\beta _{1}+\\beta _{2}+\\beta _{5})q^{3}+(8\\beta _{3}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '4.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.5.d', 'trace_display': [-2, 4, -8, -56], 'trace_hash': 738300714344175785, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.594', 'prec': 20}, {'__RealLiteral__': 0, 'data': '6.384', 'prec': 17}, {'__RealLiteral__': 0, 'data': '823.029', 'prec': 24}, {'__RealLiteral__': 0, 'data': '716.984', 'prec': 24}, {'__RealLiteral__': 0, 'data': '73481.790', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.244', 'prec': 17}, 'traces': [16, -2, 4, 0, -8, 128, -56, -90, 328, 0, -500, 0, 0, 808, -844, -460, 0, -2434, -1712, -838, 1076, 3048, 0, -5772, 0, 0, 3352, -2980, -1628, 0, -4060, -3662, 860, 2502, 9784, 0, -10468, 0, 0, 18816, -3440, 2408, 0, -10736, 1004, -11436, -1484, 6004, 0, -21616, 0, 0, 7204, -6760, -13872, 0, -12736, -7974, 4840, 6472, 324, 0, 13988, 0, 0, -23872, -2216, 12888, 0, 34524, 1240, 6606, 15448, 5764, 0, 39688, 0, 0, -17064, 37630, -4256, 0, -12788, 7736, 22884, -67260, -58684, 0, 37624, 0, 0, -49884, 2492, 61212, 0, 94664, 57056, -27950, 21632, -96916, 0, 33576, 0, 0, -13360, 25062, -70796, 0, -15548, 12032, 53204, 8300, 53632, 0, 66864, 0, 0, -43152, -6192, 36540, 0, 116630, -3472, -40936, -31032, -76888, 0, 17766, 0, 0, -57020, 40256, -83728, 0, -111160, -9534, 82060, 22140, 17168, 0, 36764, 0, 0, 49564, 5880, 260968, 0, -13286, -94700, -123548, 51476, 162300, 0, -128376, 0, 0, 77500, -82144, -204724, 0, -210276, -15238, 51968, -107182, 64184, 0, -143588, 0, 0, 173808, -74380, -77112, 0, 85096, 91724, -64640, 206492, 84252, 0, -363374, 0, 0, 277844, -99312, -42848, 0, -117708, -194192, -117940, 2460, 125668, 0, -142220, 0, 0, 82448, -178712, 43064, 0, -168240, 78536, -41538, -91744, 68052, 0, -156696, 0, 0, 110512, 173560, -231036, 0, -161896, -100452, 298644, 60168, 3856, 0, 164852, 0, 0, -223060, 165460, 450136, 0, 147774, -199100, -106508, 91132, 141852, 0, 228126, 0, 0, -301044, -323132, 46832, 0, -72476, 220724, -182032, -374246, 60436, 0, 177928, 0, 0, -193476, -2848, -272484, 0, 367796, 116004, 9684, 198852, -590396, 0, 360336, 0, 0, 21908, 448032, 187264, 0, 269316, -105712, 492536, 251680, -147320, 0, 46016, 0, 0, 90228, 144268, -566208, 0, -10924, 519812, -43572, -559076, -700720, 0, 213776, 0, 0, -519920, 428450, 465280, 0, 699368, 525926, -429596, 196064, -314832, 0, 468644, 0, 0, -367840, -272172, 457444, 0, 193868, -770188, 295302, 259904, 593536, 0, 683940, 0, 0, 159408, -282046, -158176, 0, 48748, 515788, 14484, -893050, -696064, 0, -235416, 0, 0, -386288, 595820, -32496, 0, -382952, 231940, 721580, -396796, -207384, 0, 343016, 0, 0, -345412, 198030, 1049320, 0, 607164, -879540, -909900, 1429608, 836428, 0, -136496, 0, 0, 414408, 26188, -1129672, 0, -1040636, -269532, 372336, -552584, 178248, 0, -600474, 0, 0, 195532, -997196, -844412, 0, 83672, 296946, 373508, 998620, -161340, 0, -1058280, 0, 0, 580736, 184676, -124372, 0, -942180, 87004, -289788, -65808, 1566868, 0, -801892, 0, 0, 337476, -918498, 932144, 0, 214880, -370552, -1588880, -1568520, 32696, 0, -448088, 0, 0, 980088, -830764, -928392, 0, -853644, 13972, 315046, 719108, 187884, 0, -627444, 0, 0, 1504256, 354672, 714268, 0, -173900, -355732, -9988, 598746, 881808, 0, -488424, 0, 0, 506832, 507652, -511232, 0, -1478728, 217540, 720988, -311592, 784292, 0, -808152, 0, 0, -1533584, 585836, 1115952, 0, 594236, 8884, -614288, 1084360, -1182240, 0, -426820, 0, 0, 1011672, -1114252, -626420, 0, 800556, -1361024, 325984, -607108, 409468, 0, 845844, 0, 0, 138296, 35900, -164596, 0, -383220, 119272, 1219576, -68052, -810652, 0, 275644, 0, 0, 356428, 1635084, -1405568, 0, 211280, -13432, -1273878, 215780, 476064, 0, 1214224, 0, 0, -1364248, -1014428, 1887280, 0, 1296308, 895146, -711196, 400428, 1478296, 0, 418404, 0, 0, -2376388, -910616, -181068, 0, 98554, 335660, 740346, -395076, -3277032, 0, 86540, 0, 0, 1143736, -336878, -1452152, 0, 264404, 487260, 1127892, -842728, -367352, 0, 1133972, 0, 0, -2013016, 2182752, 1431732, 0, -273336, 475976, 77464, -43124, -2930264, 0, 1006002, 0, 0, -315700, 2738602, 344540, 0, 1165304, 598932, -1538688, -1117638, 654620, 0, 1767856, 0, 0, -649184, -1606044, 1650660, 0, 1356908, 952836, 446028, -129808, 1484172, 0, 2093036, 0, 0, 958832, 634476, -1500720, 0, 107168, 518368, 2105468, -1283646, -2147384, 0, -295632, 0, 0, -921180, -756440, 1063132, 0, 2500172, 1007240, 35926, -131588, -410800, 0, 1543910, 0, 0, -3469292, 228420, -251304, 0, -32884, -619880, -721232, 924144, -1199084, 0, -25700, 0, 0, -1446960, 1432892, -467588, 0, 485952, -2141336, -438036, 2179012, 459692, 0, -504096, 0, 0, 1784792, -1940356, -1952128, 0, -1230072, -2063828, 2088676, 2102184, 2757824, 0, 34512, 0, 0, 1754216, 2247668, 2081928, 0, 433972, 1308580, 621456, -2080248, -1559772, 0, -2204670, 0, 0, -1095688, -1929284, -1632104, 0, -3602892, 1681366, -2079556, -2969256, -1786448, 0, 320732, 0, 0, 1642848, -1572160, 3458228, 0, -63128, -740824, -3887988, 3510668, 701960, 0, -2999718, 0, 0, 4067320, 3829228, -2002112, 0, -2529424, -2048520, 2690452, -1612568, 2695500, 0, -2016916, 0, 0, 1538568, -2905540, 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-1595678, -1846532, 0, 1774192, 1470438, -1796880, 850044, -6659780, 0, -1514020, 0, 0, -4387944, 2765800, -1584856, 0, 903874, 2100980, 9005244, -2617748, 299436, 0, 843210, 0, 0, -9144288, 2660944, 1132772, 0, 2817188, -7499904, 1555140, 3982096, 549124, 0, -4057396, 0], 'weight': 5, '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], [1.0082044806586905, -1.0082044806586905], [0.9512876346081778, 0.0], [0.0, -1.0329525496405196], [1.1731763952180982, -1.1731763952180982], [0.9590924556071719, -0.9590924556071719], [0.6847825677979199, 0.6847825677979199], [-0.03322290819669971, -0.03322290819669971], [-0.09505183624157804, 0.0], [0.0, -2.365603396523795], [-0.2587116892244948, -0.2587116892244948], [0.0, -0.9826349876100161], [0.0, 0.0], [1.3808017062616527, 0.0], [1.1160281979851734, -1.1160281979851734], [0.9659615798316695, 0.0], [0.0, 0.8216675770266013], [-0.09583168719359508, 0.09583168719359508], [-0.9664493418604508, 0.9664493418604508], [-1.2118355486186083, -1.2118355486186083], [0.6514251891413974, 0.6514251891413974], [-0.5216685685498286, 0.0], [0.0, -0.5636378080844096], [-0.03160454175324311, -0.03160454175324311], [0.0, -1.752685708593863], [0.0, 0.0], [-1.0417092710715925, 0.0], [0.7073478993562433, -0.7073478993562433], [-0.4415979934237161, 0.0], [0.0, -2.250369259500192], [-0.6513481734764339, 0.6513481734764339], [1.0071097011271364, -1.0071097011271364], [-0.24610923088785563, -0.24610923088785563], [0.8284089327701891, 0.8284089327701891], [1.6067414887947133, 0.0], [0.0, 0.09818403659375118], [-0.3945184238351679, -0.3945184238351679], [0.0, 1.9487571135866981], [0.0, 0.0], [-0.07795266335373194, 0.0], [-0.29234608329266043, 0.29234608329266043], [1.3135395890125834, 0.0], [0.0, -0.609115798347634], [-0.2672368990062476, 0.2672368990062476], [-0.11151257060075552, 0.11151257060075552], [-0.5682621635793448, -0.5682621635793448], [-0.27611448083814716, -0.27611448083814716], [0.9189073064004475, 0.0], [0.0, -0.062145669680174515], [-1.7670655845907846, -1.7670655845907846], [0.0, 0.7816422057838683], [0.0, 0.0], [0.31963506760046273, 0.0], [-1.0502559546380779, 1.0502559546380779], [-0.6070288939303554, 0.0], [0.0, -0.04550093676930117], [-0.9193713083870585, 0.9193713083870585], [-0.4452210756196775, 0.4452210756196775], [0.10105404746964242, 0.10105404746964242], [-1.1528041725794993, -1.1528041725794993], [0.06676399788753909, 0.0], [0.0, 1.3133842939355893], [-0.06508984049541519, -0.06508984049541519], [0.0, -1.0647834465507573], [0.0, 0.0], [-0.49625685862520047, 0.0], [0.2940339518384102, -0.2940339518384102], [0.8487436186465758, 0.0], [0.0, -0.536181677228356], [1.619923968263045, -1.619923968263045], [-0.420897931278483, 0.420897931278483], [0.0031578984293816814, 0.0031578984293816814], [1.2794894065004403, 1.2794894065004403], [-0.7955104852260411, 0.0], [0.0, -1.667308241939814], [0.9982963117731548, 0.9982963117731548], [0.0, -0.3543225097329739], [0.0, 0.0], [0.40120398524316353, 0.0], [1.1332433241460973, -1.1332433241460973], [-0.8959133121855262, 0.0], [0.0, 0.589489262157358], [-1.1571676062418719, 1.1571676062418719], [0.6728913100236641, -0.6728913100236641], [0.9639610060836572, 0.9639610060836572], [-0.6141132771340799, -0.6141132771340799], [-0.4200867106117645, 0.0], [0.0, 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0.04323955580040951, -0.045036593712056885, -0.4236734977309209, -0.29788135203503696, -0.2771323633212196, -0.03926709872139635, -0.3069292927619879, -0.3676390033570738, -0.20796977536682756, -0.19147139188658455, -0.47730756167241084, -0.4261117194934582, -0.07272948170049447, 0.07504448074042191, -0.2607612561805807, -0.315005386955387, -0.30769112920660796, 0.03894920527913133, -0.0497776032217054, -0.4948051563077664, -0.050399619497475345, -0.050001554976496394, 0.0531140847812704, -0.19723514380822535, -0.43949090200190744, -0.38074133647997466, -0.45144134112468237, 0.028832610165062285, -0.34464672610344416, 0.06919160357597985, -0.3702669926470438, -0.11624144255480694, -0.33923701870819567, -0.27833712321529686, -0.4671229546889164, -0.21813411680787964, 0.09089952762966287, -0.2788636615962309, -0.28174571820303135, -0.37770508675470227, -0.1259307361630094, -0.1338925701049466, -0.30082755912121617], 'char_orbit_index': 4, 'conrey_index': 70, 'dual_conrey_index': 99, 'dual_embedding_index': 7, 'dual_embedding_m': 15, 'embedding_index': 7, 'embedding_m': 7, 'embedding_root_imag': -3.9897711653174257, 'embedding_root_real': 0.0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007405497057449, 'label': '169.5.d.c.70.7', 'level': 169, 'weight': 5}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 4225, 'analytic_conductor': 17.46952376116969, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 4, 'char_parity': -1, 'char_values': [169, 4, [2], [3]], 'conrey_index': 70, 'cusp_dim': 106, 'dim': 94, 'eis_dim': 28, 'eis_new_dim': 20, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206242316457, 'hecke_orbit_dims': [6, 8, 16, 16, 48], 'label': '169.5.d', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 134, 'mf_new_dim': 114, 'num_forms': 5, 'prim_orbit_index': 4, 'relative_dim': 47, 'sturm_bound': 75, 'trace_bound': 2, 'trace_display': [2, 4, 14, -48], 'traces': [94, 2, 4, 0, 14, -32, -48, 96, 2110, 0, 32, 0, 0, 28, -404, -5420, 0, 802, -732, -428, 2128, 1160, 0, 24, 0, 0, -1460, -1884, -5036, 0, 3468, -2092, -2324, 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-176480, -590116, 1365324, 806956, -1140956, 0, -910400, 0, 0, 10074136, -624388, -6793164, 0, -3662344, 1180572, -1059368, -1193090, -5783748, 0, -498364, 0, 0, -5871824, 428856, -1637300, 0, 2724348, -1763636, -1000832, -319812, -4990292, 0, 2219544, 0, 0, -13276152, 3558470, -6595924, 0, 1570812, 1070800, 3156504, -1352644, 5696052, 0, 407348, 0, 0, 1431984, 60284, 2412096, 0, -625184, 2143560, -1875532, 168060, -8910202, 0, -1443944, 0, 0, -483056, -1641000, 13645396, 0, -2581044, -586116, 480872, -235170, 8305616, 0, -1696848, 0, 0, 4002252, -186132, -6540136, 0, -4071592, 1007512, 1433004, -4394388, 6868740, 0, 948544, 0, 0, 16720632, -1785302, 19226560, 0, 502672, 401190, -2815128, -893324, -2175416, 0, -247298, 0, 0, 249088, 3439944, 3689800, 0, -851532, -725228, 2350720, -942972, 5838436, 0, -580092, 0, 0, -7972408, 3187480, 8146000, 0, 1351840, 2196852, 1697952, -303216, -19057620, 0, 1269208, 0, 0, 1805620, 2957368, -7010452, 0, 24704, 400332, 137080, 1135728, 2160652, 0, 671872, 0, 0, -2222828, -859194, 18892504, 0, -3952956, -1545766, 969592, -4561044, 16388088, 0, -814032, 0, 0, -2120924, -238940, -6741780, 0, 1994474, 1305488, -1488888, -2601592, -20409684, 0, -500176, 0, 0, 13405400, -1179464, 268188, 0, -1380220, 1342332, -851612, -2796016, -3566756, 0, -554884, 0, 0, 12731600, -2841588, -15188924, 0, -1786536, 1108008, 2381976, 1658904, 557896, 0, -2508984, 0, 0, -17795276, 3500954, 16630724, 0, 505292, -560462, 951048, 2854328, -18795652, 0, 2842860, 0, 0, -19375356, 840896, -753996, 0, -2373596, 1109148, -253164, -74452, 11517304, 0, 1433140, 0], 'weight': 5, '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: 40770965
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 70, 'source_dim': 16, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9007405497057449, 'source_is_minimal': False, 'source_label': '169.5.d.c.70.7', 'source_level': 169, 'target_conrey_index': 70, 'target_dim': 16, 'target_embedding_index': 7, 'target_hecke_orbit_code': 9007405497057449, 'target_is_minimal': False, 'target_label': '169.5.d.c.70.7', 'target_level': 169, 'twist_class_label': '13.5.f.a.2.4', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 5}
  • id: 40770966
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 70, 'source_dim': 16, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9007405497057449, 'source_is_minimal': False, 'source_label': '169.5.d.c.70.7', 'source_level': 169, 'target_conrey_index': 7, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 343681269773, 'target_is_minimal': True, 'target_label': '13.5.f.a.7.4', 'target_level': 13, 'twist_class_label': '13.5.f.a.2.4', 'twist_class_level': 13, 'twisting_char_label': '13.2', 'twisting_conrey_index': 2, 'weight': 5}
  • id: 40770967
    {'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 70, 'source_dim': 16, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9007405497057449, 'source_is_minimal': False, 'source_label': '169.5.d.c.70.7', 'source_level': 169, 'target_conrey_index': 2, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 343681269773, 'target_is_minimal': True, 'target_label': '13.5.f.a.2.4', 'target_level': 13, 'twist_class_label': '13.5.f.a.2.4', 'twist_class_level': 13, 'twisting_char_label': '13.4', 'twisting_conrey_index': 4, 'weight': 5}
  • id: 40770968
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 70, 'source_dim': 16, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9007405497057449, 'source_is_minimal': False, 'source_label': '169.5.d.c.70.7', 'source_level': 169, 'target_conrey_index': 99, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005124427945, 'target_is_minimal': False, 'target_label': '169.5.d.d.99.2', 'target_level': 169, 'twist_class_label': '13.5.f.a.2.4', 'twist_class_level': 13, 'twisting_char_label': '13.5', 'twisting_conrey_index': 5, 'weight': 5}
  • id: 40770969
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 70, 'source_dim': 16, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9007405497057449, 'source_is_minimal': False, 'source_label': '169.5.d.c.70.7', 'source_level': 169, 'target_conrey_index': 99, 'target_dim': 16, 'target_embedding_index': 7, 'target_hecke_orbit_code': 9007405497057449, 'target_is_minimal': False, 'target_label': '169.5.d.c.99.7', 'target_level': 169, 'twist_class_label': '13.5.f.a.2.4', 'twist_class_level': 13, 'twisting_char_label': '13.8', 'twisting_conrey_index': 8, 'weight': 5}
  • id: 40770970
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 70, 'source_dim': 16, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9007405497057449, 'source_is_minimal': False, 'source_label': '169.5.d.c.70.7', 'source_level': 169, 'target_conrey_index': 70, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005124427945, 'target_is_minimal': False, 'target_label': '169.5.d.d.70.2', 'target_level': 169, 'twist_class_label': '13.5.f.a.2.4', 'twist_class_level': 13, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 5}
  • id: 40770971
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 70, 'source_dim': 16, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9007405497057449, 'source_is_minimal': False, 'source_label': '169.5.d.c.70.7', 'source_level': 169, 'target_conrey_index': 46, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9009192203452533, 'target_is_minimal': False, 'target_label': '117.5.bd.c.46.1', 'target_level': 117, 'twist_class_label': '13.5.f.a.2.4', 'twist_class_level': 13, 'twisting_char_label': '39.2', 'twisting_conrey_index': 2, 'weight': 5}
  • id: 40770972
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 70, 'source_dim': 16, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9007405497057449, 'source_is_minimal': False, 'source_label': '169.5.d.c.70.7', 'source_level': 169, 'target_conrey_index': 28, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9009192203452533, 'target_is_minimal': False, 'target_label': '117.5.bd.c.28.1', 'target_level': 117, 'twist_class_label': '13.5.f.a.2.4', 'twist_class_level': 13, 'twisting_char_label': '39.17', 'twisting_conrey_index': 17, 'weight': 5}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 436825
    {'charpoly_factorization': [[[2116736064, -927521280, 203212800, 202171968, 206077936, -41356640, 7992608, 6948032, 3103932, -42640, 10192, 8788, 3717, 10, 2, 2, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 2}
  • id: 436826
    {'charpoly_factorization': [[[12313296, -3541320, -1856682, 48618, 47265, 144, -404, -2, 1], 2]], 'hecke_orbit_code': 9007405497057449, 'p': 3}
  • id: 436827
    {'charpoly_factorization': [[[1334508492753273624336, -125630975010494397312, 5913466256600842752, 1026560119662903168, 138606588240934504, -4166935455114944, 172920309178112, 26165264276288, 1872646914801, 1427661224, 240392224, 39972184, 3267558, 7096, 32, 8, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 5}
  • id: 436828
    {'charpoly_factorization': [[[82579006160497017094144, 25534208148442002620416, 3947709085410708979712, -932699459747082619904, 95360054373356572176, -2230155941220478544, 18953026167943368, -38489126847980, 166229288713705, -2268454023628, 14372811048, 448028372, 28850214, -262756, 1568, 56, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 7}
  • id: 436829
    {'charpoly_factorization': [[[2286092767052755885554828066816, 253508409457557267583573106688, 14055972397951565832057096192, 461778508367999111342476800, 9815783720933478912799552, 136019121679269780480256, 1369717619266316017184, 14654175620908518632, 233899969258376937, 3053555643703292, 25870649177512, 146271241444, 1402443894, 16002532, 125000, 500, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 11}
  • id: 436830
    {'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 9007405497057449, 'p': 13}
  • id: 436831
    {'charpoly_factorization': [[[167852823743183237136034730637381801, 0, 107995577382233822753489961600696, 0, 24991044328292534484458926212, 0, 2675736133795751948382168, 0, 146119144158724065534, 0, 4199649819929640, 0, 62537776596, 0, 435528, 0, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 17}
  • id: 436832
    {'charpoly_factorization': [[[91123121022015634798042869138628864, -61926777975601202111288330735360, 21042550932341726348803203200, 4797202421780175056741741477728, 445921115618174363123606680644, 9916184257108638621608926840, 119433078641973561920033928, 853841021979735134243692, 3981207354669749204545, 12538698754115046740, 30852797568047496, 80809139081540, 264131860506, 747777236, 1465472, 1712, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 19}
  • id: 436833
    {'charpoly_factorization': [[[454081512678108769281844360637853675358464, 0, 56933650948384705079561188830455650176, 0, 2116068853916632377925497546997956, 0, 33199992197722512083937920616, 0, 256061016798204498068961, 0, 1044349014840912540, 0, 2263639944546, 0, 2422404, 0, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 23}
  • id: 436834
    {'charpoly_factorization': [[[-1968517212832029809871, -1976285671149766842, 103727410611790240, 435188377838530, 237357437582, -1191523766, -1251040, 814, 1], 2]], 'hecke_orbit_code': 9007405497057449, 'p': 29}
  • id: 436835
    {'charpoly_factorization': [[[221747320522627560543200757327514565050696536064, 377360531890641309943610432393270377084866560, 321088369169847137045198581002304757811200, 534623482499546287886952390198657252864, 4830841587002762035273926490964846144, 9521570269548084715954104795696256, 9852876252722133373445989535872, 5348054954155202258287635648, 10061676548648995972352560, 17874485180616005957952, 18517019827564616128, 9086118561482432, 6247604000876, 8138658504, 8241800, 4060, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 31}
  • id: 436836
    {'charpoly_factorization': [[[9475688978134382166212348194770416775950929, 512025469341296735697095195898015717169676, 13833826852018124787203752739837922646472, -51045893165553967927756135856020536612, 360249476811645906824280262077903644, 8146912651186596618627737790660508, 51778767098697168758016603294328, 180031113690170265156383520492, 409927173745560439522883542, 654414134784780327860580, 758285847114833752888, 644572979671423316, 401062826298044, 178801188084, 54789512, 10468, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 37}
  • id: 436837
    {'charpoly_factorization': [[[8771287169139546870792782010752676786966873432321, 36697763887524659404946947918485976117304622192, 76768999143179418544488221966795866610980992, 77924961412486738161785589546325361629296, 50898509684064045006584663330046459868, 55494868281001212110050143553367248, 132849342396291210230506787431808, 136381849344450161341468010384, 67266555622020213518005830, 5514284440880932893200, 50612043450593779072, 48177320151399568, 21213902658012, -4560807248, 5916800, 3440, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 41}
  • id: 436838
    {'charpoly_factorization': [[[471180217141750473784353551169147706505644609536, 0, 255617687819649253047483520731454080410617344, 0, 2527677569649537467361886116251304782352, 0, 5478968497386962204024813627771448, 0, 4652831539631135938542402537, 0, 1780126134439889394828, 0, 333685309077486, 0, 29799204, 0, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 43}
  • id: 436839
    {'charpoly_factorization': [[[1720141487235098660358996768713759018588958560256, -10923453021446837142924597219781114552293703680, 34683724216067303456600028831690735026995200, -59623319111232539753784480186461121979392, 62796539747749942204361364648589784128, -48685379778372927986688053046076544, 76310399115488640646057239512192, -127221998450391741991749825856, 132220853047693143689564976, -59743649324116628516416, 26275307452339607104, -34577557951240160, 43074938790348, -15812616776, 1101128, 1484, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 47}
  • id: 436840
    {'charpoly_factorization': [[[-203119158023898852180672, 4199783059050124283136, 27352151562829722016, -62561096177630624, 12350564673461, 29859492934, -8613706, -3602, 1], 2]], 'hecke_orbit_code': 9007405497057449, 'p': 53}
  • id: 436841
    {'charpoly_factorization': [[[6358752237863982721764427334758118522702437938118656, -21645831579495771610287382733238544558173067051008, 36842292893400101965393052060908619615329615872, -19652254318323156720820406637837575207508480, 21082290551505744443931081156850780941328, -47554687808304252666253302017761028432, 70099663105835716963144310482458440, -46116700959529763078701377339628, 15541472417869585449118013625, -939804478748325379311772, 1088139163698076590568, -978931182376050956, 379351930488150, 39834295084, 11712800, -4840, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 59}
  • id: 436842
    {'charpoly_factorization': [[[2401417329826324507806007617, -8184676116559559881923666, -6281085479983920367448, 1002318461239356546, 1104083651028078, -18760858510, -60437592, -162, 1], 2]], 'hecke_orbit_code': 9007405497057449, 'p': 61}
  • id: 436843
    {'charpoly_factorization': [[[31735039872092968195952450957274653248693739333705595136, 939905505352740416759033953421747733839044982880256, 13918721428317012252495833827995877847420837888, -4225918044639653147556376175034711647902438592, 9624093098076355578096392076048080794743012, -2329875992428949351542600384504964950568, 208141327180390874721437587353993288, 144390636662024924877181828113700, 186921457139571387644391568849, -25823054003674715553921388, 2329715820244459327656, 2162337329880143828, 1195733389482090, -30786164716, 2455328, 2216, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 67}
  • id: 436844
    {'charpoly_factorization': [[[1336971743006284968253297502052093146143233529570285824, -1008878285114234510419060850330953176951815690216448, 380649553552402161057649809058401979286252341248, 1750533437658891414550275724563423365596365888, 3477368974512471145739613575340545352186532, 96548092152359929013834575155959022664, 83112778886557916782386921088547336, 314184631105856670365292778264844, 523451079411377227521075973905, 63529186593750748887389372, 1715095487208487423528, -2772107692556479028, 2975203221390186, 33616013596, 768800, -1240, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 71}
  • id: 436845
    {'charpoly_factorization': [[[4216482105694602978516768557976348491628757532945569403536, -3795072799416677533407090858591498548106258339037379456, 1707890273436809262271361730920429912251565576933888, -123666571767294709671675153623684727609515293376, 1121144723740115130707672117100136575546500328, -950372021914773008669090328270688859894816, 403081409759949776601699834232384072320, -55877118456333944757347162941510928, 4975368956152481642735854086841, -1030102907036465716397750032, 477402046180855992122880, -63810410078490826552, 4490694858965214, -234478666768, 119320352, -15448, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 73}
  • id: 436846
    {'charpoly_factorization': [[[774076208012240173604846665728, -295227644361237307655110656, -100580176963453492410368, 33488872220658490368, 5079974849248896, -1061557431232, -129811032, 8532, 1], 2]], 'hecke_orbit_code': 9007405497057449, 'p': 79}
  • id: 436847
    {'charpoly_factorization': [[[13446540714000533440092641492113254531693984715950486257664, -4900870253936816657848915436570388842280684971967086592, 893111832878869493470718333605116532760685393420288, 213872892299180915940652460092355738766963861504, 1011849276125759583857224152629173059262445824, -339290418456484948107058261785536269192448, 58155817271078781117256980728191841408, 9074973196136499746976185829349568, 4171068063441464115873681391632, -1131613263973654229508563776, 184108521199736294059072, 23563440832725921664, 2352320454971256, -387608525312, 81766472, 12788, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 83}
  • id: 436848
    {'charpoly_factorization': [[[14180678483013028040215262092862901554889400178656333591057296, -26469034530299977180678276649956227719537928909179864225760, 24702971363657595698361490564535255288080421035294912800, -12586283692400492093059730009022932032042546070869584, 3952242629441975869463271375451663824565658519176, -741619099322926276400884455947797018601475176, 84979970825331850309368523132382872866728, -6359591413155994430519930858199285508, 929170523697451228743024241732593, -151136122619385239746638283708, 16131597596480069369922472, -930240070252370069876, 59483751445569654, -6816716905340, 707782688, -37624, 1], 1]], 'hecke_orbit_code': 9007405497057449, 'p': 89}
  • id: 436849
    {'charpoly_factorization': [[[37648489517893314946984036835650191360913272276041778791824, 481766368550987257725953757727414515593504488880665048544, 3082445495675136556532463834047048915402611234833158432, -402698456100465107414967355365685403898971882677488, 18718997288709016650038817895630258211207629256, -46199209784561844053319281409428592538191800, 29895193227988268581540245020719635319720, -7607488482559257891226728818563132332, 1139895646834670333260551832726561, -118134231139996630292609403276, 13812411894081595566593800, -2149684304814198198532, 295596673342557830, -27287390059164, 1627693568, -57056, 1], 1]], 'hecke_orbit_code': 9007405497057449, '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': 4, 'hecke_orbit': 3, 'label': '169.5.d.c', 'level': 169, 'portrait': 'data:image/png;base64,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', 'weight': 5}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30325297
    {'hecke_orbit_code': 9007405497057449, 'n': 1, 'trace_an': 16}
  • id: 30325298
    {'hecke_orbit_code': 9007405497057449, 'n': 2, 'trace_an': -2}
  • id: 30325299
    {'hecke_orbit_code': 9007405497057449, 'n': 3, 'trace_an': 4}
  • id: 30325300
    {'hecke_orbit_code': 9007405497057449, 'n': 4, 'trace_an': 0}
  • id: 30325301
    {'hecke_orbit_code': 9007405497057449, 'n': 5, 'trace_an': -8}
  • id: 30325302
    {'hecke_orbit_code': 9007405497057449, 'n': 6, 'trace_an': 128}
  • id: 30325303
    {'hecke_orbit_code': 9007405497057449, 'n': 7, 'trace_an': -56}
  • id: 30325304
    {'hecke_orbit_code': 9007405497057449, 'n': 8, 'trace_an': -90}
  • id: 30325305
    {'hecke_orbit_code': 9007405497057449, 'n': 9, 'trace_an': 328}
  • id: 30325306
    {'hecke_orbit_code': 9007405497057449, 'n': 10, 'trace_an': 0}
  • id: 30325307
    {'hecke_orbit_code': 9007405497057449, 'n': 11, 'trace_an': -500}
  • id: 30325308
    {'hecke_orbit_code': 9007405497057449, 'n': 12, 'trace_an': 0}
  • id: 30325309
    {'hecke_orbit_code': 9007405497057449, 'n': 13, 'trace_an': 0}
  • id: 30325310
    {'hecke_orbit_code': 9007405497057449, 'n': 14, 'trace_an': 808}
  • id: 30325311
    {'hecke_orbit_code': 9007405497057449, 'n': 15, 'trace_an': -844}
  • id: 30325312
    {'hecke_orbit_code': 9007405497057449, 'n': 16, 'trace_an': -460}
  • id: 30325313
    {'hecke_orbit_code': 9007405497057449, 'n': 17, 'trace_an': 0}
  • id: 30325314
    {'hecke_orbit_code': 9007405497057449, 'n': 18, 'trace_an': -2434}
  • id: 30325315
    {'hecke_orbit_code': 9007405497057449, 'n': 19, 'trace_an': -1712}
  • id: 30325316
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  • id: 30325317
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  • id: 30325318
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  • id: 30325319
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  • id: 30325320
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  • id: 30325321
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  • id: 30325322
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  • id: 30325323
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  • id: 30325324
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  • id: 30325325
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  • id: 30325326
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  • id: 30325327
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  • id: 30325328
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  • id: 30325329
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  • id: 30325330
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  • id: 30325331
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  • id: 30325332
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  • id: 30325333
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  • id: 30325334
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  • id: 30325335
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  • id: 30325336
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  • id: 30325337
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  • id: 30325338
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  • id: 30325339
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  • id: 30325340
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  • id: 30325341
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  • id: 30325342
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  • id: 30325343
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  • id: 30325344
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  • id: 30325345
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  • id: 30325346
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  • id: 30325347
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  • id: 30325348
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  • id: 30325349
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  • id: 30325350
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  • id: 30325351
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  • id: 30325352
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  • id: 30325353
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  • id: 30325354
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  • id: 30325355
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  • id: 30325356
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  • id: 30325357
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  • id: 30325358
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  • id: 30325359
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  • id: 30325360
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  • id: 30325361
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  • id: 30325362
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  • id: 30325363
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  • id: 30325364
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  • id: 30325365
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  • id: 30325366
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  • id: 30325367
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  • id: 30325368
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  • id: 30325369
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  • id: 30325370
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  • id: 30325371
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  • id: 30325372
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  • id: 30325373
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  • id: 30325374
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  • id: 30325375
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  • id: 30325376
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  • id: 30325377
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  • id: 30325378
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  • id: 30325379
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  • id: 30325380
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  • id: 30325381
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  • id: 30325382
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  • id: 30325383
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  • id: 30325384
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  • id: 30325385
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  • id: 30325386
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  • id: 30325387
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  • id: 30325388
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  • id: 30325389
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  • id: 30325390
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  • id: 30325391
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  • id: 30325392
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  • id: 30325393
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  • id: 30325394
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  • id: 30325395
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  • id: 30325396
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  • id: 30325397
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  • id: 30325398
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  • id: 30325399
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  • id: 30325400
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  • id: 30325401
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  • id: 30325402
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  • id: 30325403
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  • id: 30325404
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  • id: 30325405
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  • id: 30325406
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  • id: 30325407
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  • id: 30325408
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  • id: 30325409
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  • id: 30325410
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  • id: 30325411
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  • id: 30325412
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  • id: 30325413
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  • id: 30325414
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  • id: 30325415
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  • id: 30325416
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  • id: 30325417
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  • id: 30325418
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  • id: 30325419
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  • id: 30325420
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  • id: 30325421
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  • id: 30325422
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  • id: 30325423
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  • id: 30325424
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  • id: 30325425
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  • id: 30325426
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  • id: 30325427
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  • id: 30325428
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  • id: 30325429
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  • id: 30325430
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  • id: 30325431
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  • id: 30325432
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  • id: 30325433
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  • id: 30325434
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  • id: 30325435
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  • id: 30325436
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  • id: 30325437
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  • id: 30325438
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  • id: 30325439
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  • id: 30325440
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  • id: 30325441
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  • id: 30325442
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  • id: 30325443
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  • id: 30325444
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  • id: 30325445
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  • id: 30325446
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  • id: 30325447
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  • id: 30325448
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  • id: 30325449
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  • id: 30325450
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  • id: 30325451
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  • id: 30325452
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  • id: 30325453
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  • id: 30325454
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  • id: 30325455
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  • id: 30325456
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  • id: 30325457
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  • id: 30325458
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  • id: 30325459
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  • id: 30325460
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  • id: 30325461
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  • id: 30325462
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  • id: 30325463
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  • id: 30325464
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  • id: 30325465
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  • id: 30325466
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  • id: 30325467
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  • id: 30325468
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  • id: 30325469
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  • id: 30325470
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  • id: 30325471
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  • id: 30325472
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  • id: 30325473
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  • id: 30325474
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  • id: 30325475
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  • id: 30325476
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  • id: 30325477
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  • id: 30325478
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  • id: 30325479
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  • id: 30325480
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  • id: 30325481
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  • id: 30325482
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  • id: 30325483
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  • id: 30325484
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  • id: 30325485
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  • id: 30325486
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  • id: 30325487
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  • id: 30325488
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  • id: 30325489
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  • id: 30325490
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  • id: 30325491
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  • id: 30325492
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  • id: 30325493
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  • id: 30325494
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  • id: 30325495
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  • id: 30325496
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  • id: 30325497
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  • id: 30325498
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  • id: 30325499
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  • id: 30325500
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  • id: 30325501
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  • id: 30325502
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  • id: 30325503
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  • id: 30325504
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  • id: 30325505
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  • id: 30325506
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  • id: 30325507
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  • id: 30325508
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  • id: 30325509
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  • id: 30325510
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  • id: 30325511
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  • id: 30325512
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  • id: 30325513
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  • id: 30325514
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  • id: 30325515
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  • id: 30325516
    {'hecke_orbit_code': 9007405497057449, 'n': 743, 'trace_an': 4884808}
  • id: 30325517
    {'hecke_orbit_code': 9007405497057449, 'n': 751, 'trace_an': 0}
  • id: 30325518
    {'hecke_orbit_code': 9007405497057449, 'n': 757, 'trace_an': 2750376}
  • id: 30325519
    {'hecke_orbit_code': 9007405497057449, 'n': 761, 'trace_an': -167456}
  • id: 30325520
    {'hecke_orbit_code': 9007405497057449, 'n': 769, 'trace_an': -1810120}
  • id: 30325521
    {'hecke_orbit_code': 9007405497057449, 'n': 773, 'trace_an': -932588}
  • id: 30325522
    {'hecke_orbit_code': 9007405497057449, 'n': 787, 'trace_an': 1939640}
  • id: 30325523
    {'hecke_orbit_code': 9007405497057449, 'n': 797, 'trace_an': 0}
  • id: 30325524
    {'hecke_orbit_code': 9007405497057449, 'n': 809, 'trace_an': 230368}
  • id: 30325525
    {'hecke_orbit_code': 9007405497057449, 'n': 811, 'trace_an': 2749828}
  • id: 30325526
    {'hecke_orbit_code': 9007405497057449, 'n': 821, 'trace_an': -1484528}
  • id: 30325527
    {'hecke_orbit_code': 9007405497057449, 'n': 823, 'trace_an': 0}
  • id: 30325528
    {'hecke_orbit_code': 9007405497057449, 'n': 827, 'trace_an': 3462160}
  • id: 30325529
    {'hecke_orbit_code': 9007405497057449, 'n': 829, 'trace_an': 0}
  • id: 30325530
    {'hecke_orbit_code': 9007405497057449, 'n': 839, 'trace_an': 1668676}
  • id: 30325531
    {'hecke_orbit_code': 9007405497057449, 'n': 841, 'trace_an': -4987144}
  • id: 30325532
    {'hecke_orbit_code': 9007405497057449, 'n': 853, 'trace_an': -4706332}
  • id: 30325533
    {'hecke_orbit_code': 9007405497057449, 'n': 857, 'trace_an': 0}
  • id: 30325534
    {'hecke_orbit_code': 9007405497057449, 'n': 859, 'trace_an': 6296148}
  • id: 30325535
    {'hecke_orbit_code': 9007405497057449, 'n': 863, 'trace_an': 1764124}
  • id: 30325536
    {'hecke_orbit_code': 9007405497057449, 'n': 877, 'trace_an': -1508608}
  • id: 30325537
    {'hecke_orbit_code': 9007405497057449, 'n': 881, 'trace_an': 0}
  • id: 30325538
    {'hecke_orbit_code': 9007405497057449, 'n': 883, 'trace_an': 0}
  • id: 30325539
    {'hecke_orbit_code': 9007405497057449, 'n': 887, 'trace_an': -3150680}
  • id: 30325540
    {'hecke_orbit_code': 9007405497057449, 'n': 907, 'trace_an': 0}
  • id: 30325541
    {'hecke_orbit_code': 9007405497057449, 'n': 911, 'trace_an': -3547472}
  • id: 30325542
    {'hecke_orbit_code': 9007405497057449, 'n': 919, 'trace_an': 1590012}
  • id: 30325543
    {'hecke_orbit_code': 9007405497057449, 'n': 929, 'trace_an': 1667212}
  • id: 30325544
    {'hecke_orbit_code': 9007405497057449, 'n': 937, 'trace_an': -2176944}
  • id: 30325545
    {'hecke_orbit_code': 9007405497057449, 'n': 941, 'trace_an': 853312}
  • id: 30325546
    {'hecke_orbit_code': 9007405497057449, 'n': 947, 'trace_an': 5391244}
  • id: 30325547
    {'hecke_orbit_code': 9007405497057449, 'n': 953, 'trace_an': 0}
  • id: 30325548
    {'hecke_orbit_code': 9007405497057449, 'n': 961, 'trace_an': 0}
  • id: 30325549
    {'hecke_orbit_code': 9007405497057449, 'n': 967, 'trace_an': 1774192}
  • id: 30325550
    {'hecke_orbit_code': 9007405497057449, 'n': 971, 'trace_an': -6659780}
  • id: 30325551
    {'hecke_orbit_code': 9007405497057449, 'n': 977, 'trace_an': 2765800}
  • id: 30325552
    {'hecke_orbit_code': 9007405497057449, 'n': 983, 'trace_an': -2617748}
  • id: 30325553
    {'hecke_orbit_code': 9007405497057449, 'n': 991, 'trace_an': 1132772}
  • id: 30325554
    {'hecke_orbit_code': 9007405497057449, 'n': 997, 'trace_an': 549124}