Newform data - 21.6.e.b

Formats: - HTML - YAML - JSON - 2024-04-25T20:20:51.226717

• mf_newforms •

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

  
  {'Nk2': 756, 'analytic_conductor': 3.3680602160725934, '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': [21, 3, [8, 10], [3, 2]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4, 16], 'dim': 4, 'field_disc': 62001, 'field_disc_factorization': [[3, 2], [83, 2]], 'field_poly': [441, -21, -20, -1, 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, [3600, 180, 69, -3, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503874605940757, 'hecke_ring_generator_nbound': 4, 'hecke_ring_index': 3, 'hecke_ring_index_factorization': [[3, 1]], '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': '21.6.e.b', 'level': 21, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.e.b', 'nf_label': '4.0.62001.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(1+\\beta _{1}-\\beta _{3})q^{2}-9\\beta _{1}q^{3}+(31\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '21.6.e', 'trace_display': [3, 18, 33, -350], 'trace_hash': 821486867306386914, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.811', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '55.465', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1402.209', 'prec': 27}], 'trace_zratio': 0, 'traces': [4, 3, 18, -65, 33, 54, -350, -750, -162, -921, 1137, 585, 1850, 2352, 594, 895, 324, 243, -2311, -7374, -1575, 3162, -1596, -3375, -395, 2508, -2916, 13531, -4434, 8289, -4294, -1017, -10233, -35880, 15414, 10530, 19109, 6828, 8325, -10545, -25716, -4725, -5542, 36579, 2673, 40740, 23160, 16110, -5978, -58704, -2916, -33424, 31653, -2187, 35778, 65625, -41598, 2277, -41097, -33183, -42052, -204114, 14175, -60062, 23106, 14229, -30763, -44748, -28728, 151179, 204192, 30375, 28577, 77784, 3555, 170384, -96873, 45144, 18464, 71511, -13122, 86040, 122358, 19404, -247272, -258510, -19953, -212565, -29322, 149202, -161875, 333816, 38646, -109938, 61662, 9153, -19582, -462021, -184194, -99116, 143868, -161460, 47933, -358080, -51975, 530958, 116685, 47385, 167213, 520227, 343962, -337148, -440364, -61452, 294756, 55245, -74925, 852042, 358596, -189810, -324407, -253650, -115722, -426403, -209418, -233037, -120808, -555945, -24939, -456216, 114585, 658422, 131621, 1018500, -24057, 31380, -47634, -366660, 578714, 645225, 416880, 327942, 524742, 72495, 2637, -1220772, -26901, -603400, -25554, -264168, -517963, 450120, -52488, -276675, -1480326, 300816, -604846, 823137, -284877, -833598, -665616, -39366, 908120, 101904, 161001, -144657, -400944, 412965, -609378, -348300, -187191, 853118, 130962, 40986, 638512, 1042266, 369873, 27798, 718470, 298647, 1007522, 1025052, -756936, 490980, 429834, -918513, -202620, -1956588, 255150, 2309952, 388506, -270279, 573344, -141303, 415908, -1275470, 541764, -128061, 1017596, 217860, 276867, -2632092, 387975, -805464, 525132, -2230356, -129276, 303008, -2620884, -89964, -2727940, 1682721, 918864, -743619, -1826196, 546750, 2383661, 494916, -257193, -2061573, -15984, -700056, -1077406, 1289043, 63990, -1421640, -553065, 766728, -445645, 3540600, 918918, 775350, 467838, 203148, -908526, 127347, 332352, 3139500, 2121900, -643599, 1491179, 345054, 118098, 833012, -3252081, 1548720, -1099091, 1283205, 550611, 1919721, 2989098, -921375, -1737960, -1881165, -1112724, 728863, 1221036, -4653180, -3907435, -4031232, 179577, 1557303, -1613022, 1913085, 4096542, -3724392, -527796, 666386, 450747, 671409, -1680775, 3938328, -940212, 311772, 195798, 1502172, 2389919, 1040226, 695628, -2724540, 206364, 989442, -2283805, -3842514, -554958, 2733072, 2250150, 164754, 60178, 869661, -88119, -1031002, 442230, -80703, 5471130, -3050700, -828873, -2798526, -1083264, -1784088, 484925, -5255274, -1294812, 701384, -1523238, 1453140, -7411798, 1173396, 862794, -4559019, 4767234, -1611360, 3659504, 6496584, -1716309, 3904838, 2855325, 2389311, -1265967, -4299609, 2100330, -6859020, 246240, -426465, -441523, -1738668, -1504917, 3768480, -447342, 9364086, -1302493, -1279041, 1547829, 1908918, 6760344, -1409625, -2281540, 579429, -1981638, 4506708, 2345523, -1106136, 6928600, 3582660, -2652804, 1599594, -2066268, -497205, -5334136, 5136600, -1348650, 521019, -4154874, 3834189, 2908170, 1808820, 3737664, -4671672, 1300266, -854145, 2191077, -4437876, -5839326, 7316960, -8202480, 2282850, -1887862, -3082044, 1041498, -11851224, -7347627, -7675254, -4410955, -10191420, -942381, -4718490, -1949880, -1714608, -1272934, 5191464, -543636, 6775440, 1003542, -10007010, -3130575, -6821166, 224451, 698057, 3005184, 4105944, 10833312, 1120875, 2062530, 14558238, 5651175, 2962899, 545465, 14822520, 3639825, 5340856, 1092012, 4583250, -2846519, 80166, -433026, -2920932, 21939828, -282420, -1811620, 3077280, 428706, -16066384, -6645009, -6599880, -645525, -984672, 2604213, -3732816, -14851740, 9421461, 4032902, 2832702, 1875960, -7024935, -4192416, 5902956, 10330838, -10996074, -4722678, 8143590, 346122, -652455, -2453590, 17859975, 47466, 5424338, -2879520, -5493474, -5693287, -11642310, 242109, -16728960, 5877939, -2715300, 370518, -13632177, -459972, 5255425, 10596924, 2377512, -7415100, 10430016, 4661667, -10385898, 6830922, 8102160, -2540380, 5405568, -236196, 13564068, -19923252, -14586831, 3209162, -1546755, -6661467, -2757252, 1857114, 5414688, -8971522, -25391052, 5443614, 5267355, -1320960, -7408233, 2465858, -7389648, -5127786, -911772, -690162, -3751191, 7879885, 34956366, 2513700, 20237116, -1047867, -177147, 3889406, 6301110, 16346160, -10977078, 11554170, -917136, -1188324, 4498068, -1449009, 15088838, -17866800, -2603826, -8851069, -2827311, -1804248, -8632629, -13682556, -1598940, -16698228, -23003820, -2742201, 7334807, 18855231, -6269400, 11217794, 3608754, 1684719, 2881518, -15900090, -7678062, 26182524, 14821044, 2357316, -6440160, 3484422, 184437, -7187353, 2927058, 5124483, -6652284, -13455540, 4690197, -211490, 20462193, 6657714, -14908600, -9997764, -250182, -5905443, 2991090, -6466230, 29608014, -2156784, 5375646, 11850113, 7250793, 4533849, -8292780, 5470968, -3950100, 34331312, -866094, -3406212, -16618884, 2410476, 8837640, -19483093, 32197992, -3868506, -11222674, 4173849, 8266617, -7141538, -2338077, -3647160, 7740558, 19145229, -8804646, -11272572, -53648724, 1148175, -40033980, -937950, 10394784, -17187229, 18792384, 6993108, -21019320, 18346272, 2432511, -1034566, -6060291, -5160096, 5070294, -10706325, -2543454, -17776731, -2091930, 1871586, 8212149, -39867594, -13227795, 15086698, -5758173, 2437938, -19089580, -20037870, -2305098, 21636300, -15360132, -9158364, 20254080, -475014, -1960740, 25258340, 10985100, 4983606, -22385875, 4361820, -11844414, 6609806, 5436144, 687015, 21626580, 11388282, -3624588, 20764658, 2402304, 9452376, 25540935, 6989784, 20073204, -2300431, 34401621, 1163484, 44188176, 2905560, 5454144, 14044168, -21378693, -11793978, -7190812, 37699776, -13055175, -9339814, 792165, -12275730, 1070637, -13530579, 30288978, -2764825, 2848158, -8269776, 15164655, 32603430, 6692571, -55726078, -29208900, -32871528, 20931360, -1507428, 2460375, 23851311, -28369704, 14689899, -61286728, 29729301, 2227122, 10213611, -16181328, -4629474, 42264222, -10876056, 18554157, -9480061, 12278400, 143856, -20577870, -27707568, -12601008, 43596, -113538, -4848327, 829290, -48446580, 9999612, -74440744, -42734901, 287955, 6793005, 27411591, -25589520, 1713425, 47991960, 4977585, -57608679, -24833691, -6900552, 1610796, 41323611, -8021610, 23940974, 16601508, 15932700, -35897629, 2263692, 16116975, 80559768, 9017724, 3489075, -17671392, -29637642, 8421084, -12504800, -3460698, -1828332, 19206367, -16529181, 8176734, -65874624, 19580358, 2292246, -7204180, -51734754, 1495584, 5416950, 65752680, 15539580, 25428408, 13109652, 9548550, 38761350, 7795692, -11584782, 41133449, -8963622, -13420611, -791680, -856320, -3105486, 48454400, 31332000, 2125764, -4478082, 37195416, 3748554, -11832967, -50588166, -887733, 36824760, 18044160, 6969240, -18112633, -5741484, -19783638, -46458825, -59632104, -11548845, -19436358, 27647844, -4955499, -49801800, 1730484, 34554978, 24049556, -2919498, 13450941, -113328, -43002474, -9864099, -44788024, 32446284, -7820820, -16874040, 19313160, 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-26971284, 11393703, 17925708, -606102, -77392962, -25394004, 26706324, 9451485, 94187561, -40868034, 2434320, 35590568, 60118530, 1108080, 7927401, 11966013, -7676370, -50637475, 196989954, 3973707, 50174342, 87195120, 15648012, -33371484, 11020443, -27088506, 12707271, -44307024, 16958160, 103532958, 39100680, -36477000, 88537504, 80552136, 42138387, -69355834, -46071243, -23444874, 110276208, 115968792, 11511369, -5097253, 49571466, -13930461, 18498030], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0, 0], [1, 1, 0, -1], [0, -9, 0, 0], [0, 31, 3, -3], [13, 13, 0, -7], [9, 0, -9, 0], [-84, 7, -7, 14], [-185, 0, 5, 0], [-81, -81, 0, 0], [0, 447, 27, -27], [0, -569, 1, -1], [279, 279, 0, -27], [458, 0, -9, 0], [343, -518, -21, 98], [117, 0, -63, 0], [497, 497, 0, 99], [0, -236, 148, -148], [0, -81, -81, 81], [-1142, -1142, 0, 27], [-1705, 0, 277, 0], [63, 819, 63, 63], [507, 0, -567, 0], [-644, -644, 0, 308], [0, 1665, 45, -45], [0, 82, 231, -231], [1016, 1016, 0, -476], [-729, 0, 0, 0], [2387, -1519, -490, 35], [-1131, 0, -45, 0], [4023, 4023, 0, -243], [0, 1763, 768, -768], [0, 279, 459, -459], [-5121, -5121, 0, -9], [-8940, 0, 60, 0], [1855, -4130, -231, 728], [2511, 0, -243, 0], [9982, 9982, 0, 855], [0, -2816, -1196, 1196], [0, -4122, -81, 81], [-4575, -4575, 0, 1395], [-6852, 0, -846, 0], [-4662, -7749, 693, 189], [-364, 0, 2043, 0], [17453, 17453, 0, -1673], [0, -1053, -567, 567], [0, -19740, -1260, 1260], [11278, 11278, 0, -604], [4473, 0, 891, 0], [-2107, -1225, 1225, -2450], [-14404, 0, 544, 0], [-2124, -2124, 0, -1332], [0, 15872, 1680, -1680], [0, -14951, -1751, 1751], [-729, -729, 0, 729], [6963, 0, -3963, 0], [17710, 3045, 875, -2625], [-10278, 0, 243, 0], [1659, 1659, 0, 1041], [0, 22507, -3917, 3917], [0, 15345, 2493, -2493], [-22298, -22298, 0, -2544], [-49379, 0, 3299, 0], [7371, 6804, 1134, -567], [-12833, 0, 4365, 0], [9860, 9860, 0, -3386], [0, -4563, -5103, 5103], [0, 17612, -4461, 4461], [-20212, -20212, 0, 4324], [-5796, 0, 2772, 0], [20307, -28959, -5586, -861], [50346, 0, -1404, 0], [14985, 14985, 0, -405], [0, -16912, 5247, -5247], [0, -43028, 8272, -8272], [738, 738, 0, -2079], [40424, 0, -4344, 0], [4851, 52213, 3892, 4067], [9144, 0, -4284, 0], [12649, 12649, 0, 6834], [0, -36505, 1499, -1499], [0, 6561, 0, 0], [45600, 45600, 0, 5160], [31539, 0, 1899, 0], [-13671, -35154, -4095, 4410], [-61164, 0, 1308, 0], [-127030, -127030, 0, 4450], [0, 10179, -405, 405], [0, 104955, 2655, -2655], [-14726, -14726, 0, -130], [36207, 0, -2187, 0], [-42378, -4606, -2450, 6475], [77252, 0, -12404, 0], [15867, 15867, 0, -6912], [0, 48726, 12486, -12486], [0, -26564, -8534, 8534], [2511, 2511, 0, -4131], [-4387, 0, 1017, 0], [-76832, 73843, 3675, -343], [-46089, 0, -81, 0], [-45508, -45508, 0, 8100]], 'ap': [[1, 1, 0, -1], [0, -9, 0, 0], [13, 13, 0, -7], [-84, 7, -7, 14], [0, -569, 1, -1], [458, 0, -9, 0], [0, -236, 148, -148], [-1142, -1142, 0, 27], [-644, -644, 0, 308], [-1131, 0, -45, 0], [0, 1763, 768, -768], [9982, 9982, 0, 855], [-6852, 0, -846, 0], [-364, 0, 2043, 0], [11278, 11278, 0, -604], [0, -14951, -1751, 1751], [0, 22507, -3917, 3917], [-22298, -22298, 0, -2544], [0, 17612, -4461, 4461], [50346, 0, -1404, 0], [0, -16912, 5247, -5247], [12649, 12649, 0, 6834], [31539, 0, 1899, 0], [-14726, -14726, 0, -130], [-4387, 0, 1017, 0], [0, -78086, 12304, -12304], [15298, 15298, 0, -17337], [56059, 56059, 0, -4567], [0, -83620, 27, -27], [-105708, 0, 8766, 0], [-23011, 0, 14382, 0], [64237, 64237, 0, 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1207348, -348428, 348428], [-1230574, 0, 205920, 0], [0, 1970188, 214498, -214498], [813634, 813634, 0, 327002], [0, 853721, 180420, -180420], [-2121014, -2121014, 0, 168927], [-452374, 0, -268281, 0], [698854, 698854, 0, 394166], [0, -1418474, -168236, 168236], [135982, 135982, 0, -273501], [426496, 426496, 0, -239020], [0, 1265795, -719970, 719970], [-3919260, 0, -412650, 0], [1187708, 0, 358965, 0], [0, 30328, -406778, 406778], [-634192, 0, -41589, 0], [-2751233, -2751233, 0, 190821], [2801665, 2801665, 0, -274609], [2624364, 0, -49734, 0], [-1461227, -1461227, 0, -382074], [-4861914, 0, 237798, 0], [527498, 0, -549585, 0], [697048, 697048, 0, -463018], [0, 385234, -80306, 80306], [0, -1572571, -744264, 744264], [2872311, 0, -32463, 0], [-4279772, -4279772, 0, 291525], [-3038508, 0, 764262, 0], [9465043, 9465043, 0, 74855], [0, -1896662, 308902, -308902], [-3594410, -3594410, 0, -1467], [5973004, 5973004, 0, 95895], [8589668, 0, 13680, 0], [0, -1558757, -1056335, 1056335], [0, 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1174088], [1377665, 0, -1713258, 0], [0, -608654, 416380, -416380], [0, -21432862, -995694, 995694], [-5515149, 0, -1624383, 0], [0, 485332, -44546, 44546], [6629582, 0, 815130, 0], [-5478533, -5478533, 0, 163007], [0, 6435080, -1435920, 1435920], [-8722629, 0, 1533303, 0], [0, 20382506, -135855, 135855], [12009252, 0, -1520712, 0], [1992848, 0, 3709179, 0], [0, -15600926, 1475002, -1475002], [7145566, 7145566, 0, 4006338], [-13707218, -13707218, 0, 255524], [2765068, 2765068, 0, -1447950], [4979466, 0, 5011686, 0], [18341570, 0, 393039, 0], [-18362480, -18362480, 0, -65842], [0, -3841138, 318453, -318453], [-451230, 0, -3324258, 0], [-13402394, -13402394, 0, -283743], [-21943970, -21943970, 0, -2108908], [11838251, 0, -3067452, 0], [0, 20475547, -1621613, 1621613], [6806188, 6806188, 0, -1941166], [-29856618, 0, -37746, 0], [8516303, 0, -762678, 0], [7343359, 7343359, 0, 2720705], [0, -44564294, 1933468, -1933468], [0, 21928804, 449416, -449416], [0, 34046567, 1262700, -1262700], [0, 1249064, 2599125, -2599125]], 'char_orbit_index': 5, 'field_poly': [441, -21, -20, -1, 1], 'hecke_orbit_code': 4503874605940757, 'hecke_ring_character_values': [[8, [1, 0, 0, 0]], [10, [-1, -1, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 420, 21, 20], 'hecke_ring_inverse_denominators': [1, 3, 3, 3], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [1, -1, 1, 1], [62, 61, 2, -1], [103, 20, -20, 40]], 'hecke_ring_numerators': [[1, 0, 0, 0], [-441, -20, 20, 1], [0, 41, 1, -1], [-41, 20, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '21.6.e.b', 'level': 21, 'maxp': 997, 'weight': 6}
• mf_newspaces •

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

  
  {'Nk2': 756, 'analytic_conductor': 3.3680602160725934, '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': [21, 3, [8, 10], [3, 2]], 'conrey_index': 4, 'cusp_dim': 22, 'dim': 14, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274978570261, 'hecke_orbit_dims': [2, 4, 8], 'label': '21.6.e', 'level': 21, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 30, 'mf_new_dim': 14, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 7, 'sturm_bound': 16, 'trace_bound': 1, 'trace_display': [2, -9, 22, 167], 'traces': [14, 2, -9, -106, 22, 144, 167, -264, -567, -1182, 466, -288, 2158, 4558, 396, -3034, -1848, 162, -2657, 1448, -4068, 4836, -5232, -3402, -205, 17030, 1458, -9358, 1480, 5544, -725, -11384, -11430, -1176, -19234, 17172, 15187, 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-8792212, -27270342, -133002895, -54055596, 3520422, -218123136, -25745004, -6405264, -21861230, -21928116, 38511432, -114669582, 55175952, 60530490, 42299782, 78961440, 21631968, -29212086, -18639142, -141831648, -38815091, -91163920, 3057426, 120147250, 12268554, 39008520, 26181336, 6601368, -63014112, 11184912, 59467308, 31580928, 130333224, 114427120, -15660900, -109569648, 51895390, 4635702, 82362085, -103852200, -14743620, 210529596, -94536912, 9943380, 5395008, -32986006, -2959884, 31287376, -53421778, 62513208, -28949795, -67389084, -21225573, 56307756, 207441684, 26523522, 271811254, 103206878, -8824221, 42356718, -92936242, -92741112, -55105550, -8356056, -34617078, -81007356, -73613568, 75769344, -159364910, -150011858, 88337070, -53378088, -39004636, -23187780, -137050368, -33977232, -34249878, -381103848, 3740474, 4416948, -29032075, -46175786, -5722704, -241880460, 98782136, -7539318, 129945492, -131703660, 72087264, -37524480, 67819632, -35261820, 33164634, -11943258, -3235464, 233354338, -28447204, 56092176, 42324046, 20767284, 49279104, 20407386, 32304828, 3779136, 52370929, 91526108, 19866717, 82624384, 112541406, 24764652, 77551872, -79053532, 18701118, -62946030, -66129492, 33920856, 93773304, -152927880, -78423282, 576746144, 59858688, 43395588, -101210573, -56585724, -104911542, 124816188, 2726880, -27445014, 7980067, -9386134, -33305823, -58812684], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 16408
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '21.6.e.b', 'target_level': 21, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 16409
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '21.6.e.b', 'target_level': 21, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 16410
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '63.6.e.c', 'target_level': 63, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 16411
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '63.6.e.c', 'target_level': 63, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 16412
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '147.6.a.i', 'target_level': 147, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 16413
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '147.6.a.k', 'target_level': 147, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 16414
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '147.6.e.l', 'target_level': 147, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 16415
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '147.6.e.l', 'target_level': 147, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 16416
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 17, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '336.6.q.e', 'target_level': 336, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 16417
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 17, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '336.6.q.e', 'target_level': 336, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 16418
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '441.6.a.s', 'target_level': 441, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 16419
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.e.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '441.6.a.t', 'target_level': 441, 'twist_class_label': '21.6.e.b', 'twist_class_level': 21, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 82400
    {'charpoly_factorization': [[[3600, 180, 69, -3, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 2}
  • id: 82401
    {'charpoly_factorization': [[[81, -9, 1], 2]], 'hecke_orbit_code': 4503874605940757, 'p': 3}
  • id: 82402
    {'charpoly_factorization': [[[7717284, 91674, 3867, -33, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 5}
  • id: 82403
    {'charpoly_factorization': [[[16807, 175, 1], 2]], 'hecke_orbit_code': 4503874605940757, 'p': 7}
  • id: 82404
    {'charpoly_factorization': [[[104412996900, -367398810, 969639, -1137, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 11}
  • id: 82405
    {'charpoly_factorization': [[[208864, -925, 1], 2]], 'hecke_orbit_code': 4503874605940757, 'p': 13}
  • id: 82406
    {'charpoly_factorization': [[[1788317798400, 433278720, 1442256, -324, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 17}
  • id: 82407
    {'charpoly_factorization': [[[1663584040000, 2980727800, 4050921, 2311, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 19}
  • id: 82408
    {'charpoly_factorization': [[[27756881510400, -8408494080, 7815696, 1596, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 23}
  • id: 82409
    {'charpoly_factorization': [[[1102716, 2217, 1], 2]], 'hecke_orbit_code': 4503874605940757, 'p': 29}
  • id: 82410
    {'charpoly_factorization': [[[1030855275094225, -137867178890, 50545371, 4294, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 31}
  • id: 82411
    {'charpoly_factorization': [[[2096006540522896, -874851371876, 319371717, -19109, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 37}
  • id: 82412
    {'charpoly_factorization': [[[-3221280, 12858, 1], 2]], 'hecke_orbit_code': 4503874605940757, 'p': 41}
  • id: 82413
    {'charpoly_factorization': [[[-257902490, 2771, 1], 2]], 'hecke_orbit_code': 4503874605940757, 'p': 43}
  • id: 82414
    {'charpoly_factorization': [[[12406975550652816, -2579713748640, 424998996, -23160, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 47}
  • id: 82415
    {'charpoly_factorization': [[[3554489549811600, -1887137299620, 942292869, -31653, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 53}
  • id: 82416
    {'charpoly_factorization': [[[283933372527504144, -21898700344836, 2221817397, 41097, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 59}
  • id: 82417
    {'charpoly_factorization': [[[1537789558915600, 1649054882320, 1729156044, 42052, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 61}
  • id: 82418
    {'charpoly_factorization': [[[1004438694601272100, -30831198187070, 1948579059, 30763, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 67}
  • id: 82419
    {'charpoly_factorization': [[[2483190108, -102096, 1], 2]], 'hecke_orbit_code': 4503874605940757, 'p': 71}
  • id: 82420
    {'charpoly_factorization': [[[2279025242240470084, 43141098817006, 2326289007, -28577, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 73}
  • id: 82421
    {'charpoly_factorization': [[[7964059539255172369, 52106636539168, 3162985833, -18464, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 79}
  • id: 82422
    {'charpoly_factorization': [[[711231498, -61179, 1], 2]], 'hecke_orbit_code': 4503874605940757, 'p': 83}
  • id: 82423
    {'charpoly_factorization': [[[45750170959266816, 6271767496512, 645886788, 29322, 1], 1]], 'hecke_orbit_code': 4503874605940757, 'p': 89}
  • id: 82424
    {'charpoly_factorization': [[[-40418570, 9791, 1], 2]], 'hecke_orbit_code': 4503874605940757, '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': 2, 'label': '21.6.e.b', 'level': 21, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 86167000
    {'hecke_orbit_code': 4503874605940757, 'n': 1, 'trace_an': 4}
  • id: 86167001
    {'hecke_orbit_code': 4503874605940757, 'n': 2, 'trace_an': 3}
  • id: 86167002
    {'hecke_orbit_code': 4503874605940757, 'n': 3, 'trace_an': 18}
  • id: 86167003
    {'hecke_orbit_code': 4503874605940757, 'n': 4, 'trace_an': -65}
  • id: 86167004
    {'hecke_orbit_code': 4503874605940757, 'n': 5, 'trace_an': 33}
  • id: 86167005
    {'hecke_orbit_code': 4503874605940757, 'n': 6, 'trace_an': 54}
  • id: 86167006
    {'hecke_orbit_code': 4503874605940757, 'n': 7, 'trace_an': -350}
  • id: 86167007
    {'hecke_orbit_code': 4503874605940757, 'n': 8, 'trace_an': -750}
  • id: 86167008
    {'hecke_orbit_code': 4503874605940757, 'n': 9, 'trace_an': -162}
  • id: 86167009
    {'hecke_orbit_code': 4503874605940757, 'n': 10, 'trace_an': -921}
  • id: 86167010
    {'hecke_orbit_code': 4503874605940757, 'n': 11, 'trace_an': 1137}
  • id: 86167011
    {'hecke_orbit_code': 4503874605940757, 'n': 12, 'trace_an': 585}
  • id: 86167012
    {'hecke_orbit_code': 4503874605940757, 'n': 13, 'trace_an': 1850}
  • id: 86167013
    {'hecke_orbit_code': 4503874605940757, 'n': 14, 'trace_an': 2352}
  • id: 86167014
    {'hecke_orbit_code': 4503874605940757, 'n': 15, 'trace_an': 594}
  • id: 86167015
    {'hecke_orbit_code': 4503874605940757, 'n': 16, 'trace_an': 895}
  • id: 86167016
    {'hecke_orbit_code': 4503874605940757, 'n': 17, 'trace_an': 324}
  • id: 86167017
    {'hecke_orbit_code': 4503874605940757, 'n': 18, 'trace_an': 243}
  • id: 86167018
    {'hecke_orbit_code': 4503874605940757, 'n': 19, 'trace_an': -2311}
  • id: 86167019
    {'hecke_orbit_code': 4503874605940757, 'n': 20, 'trace_an': -7374}
  • id: 86167020
    {'hecke_orbit_code': 4503874605940757, 'n': 21, 'trace_an': -1575}
  • id: 86167021
    {'hecke_orbit_code': 4503874605940757, 'n': 22, 'trace_an': 3162}
  • id: 86167022
    {'hecke_orbit_code': 4503874605940757, 'n': 23, 'trace_an': -1596}
  • id: 86167023
    {'hecke_orbit_code': 4503874605940757, 'n': 24, 'trace_an': -3375}
  • id: 86167024
    {'hecke_orbit_code': 4503874605940757, 'n': 25, 'trace_an': -395}
  • id: 86167025
    {'hecke_orbit_code': 4503874605940757, 'n': 26, 'trace_an': 2508}
  • id: 86167026
    {'hecke_orbit_code': 4503874605940757, 'n': 27, 'trace_an': -2916}
  • id: 86167027
    {'hecke_orbit_code': 4503874605940757, 'n': 28, 'trace_an': 13531}
  • id: 86167028
    {'hecke_orbit_code': 4503874605940757, 'n': 29, 'trace_an': -4434}
  • id: 86167029
    {'hecke_orbit_code': 4503874605940757, 'n': 30, 'trace_an': 8289}
  • id: 86167030
    {'hecke_orbit_code': 4503874605940757, 'n': 31, 'trace_an': -4294}
  • id: 86167031
    {'hecke_orbit_code': 4503874605940757, 'n': 32, 'trace_an': -1017}
  • id: 86167032
    {'hecke_orbit_code': 4503874605940757, 'n': 33, 'trace_an': -10233}
  • id: 86167033
    {'hecke_orbit_code': 4503874605940757, 'n': 34, 'trace_an': -35880}
  • id: 86167034
    {'hecke_orbit_code': 4503874605940757, 'n': 35, 'trace_an': 15414}
  • id: 86167035
    {'hecke_orbit_code': 4503874605940757, 'n': 36, 'trace_an': 10530}
  • id: 86167036
    {'hecke_orbit_code': 4503874605940757, 'n': 37, 'trace_an': 19109}
  • id: 86167037
    {'hecke_orbit_code': 4503874605940757, 'n': 38, 'trace_an': 6828}
  • id: 86167038
    {'hecke_orbit_code': 4503874605940757, 'n': 39, 'trace_an': 8325}
  • id: 86167039
    {'hecke_orbit_code': 4503874605940757, 'n': 40, 'trace_an': -10545}
  • id: 86167040
    {'hecke_orbit_code': 4503874605940757, 'n': 41, 'trace_an': -25716}
  • id: 86167041
    {'hecke_orbit_code': 4503874605940757, 'n': 42, 'trace_an': -4725}
  • id: 86167042
    {'hecke_orbit_code': 4503874605940757, 'n': 43, 'trace_an': -5542}
  • id: 86167043
    {'hecke_orbit_code': 4503874605940757, 'n': 44, 'trace_an': 36579}
  • id: 86167044
    {'hecke_orbit_code': 4503874605940757, 'n': 45, 'trace_an': 2673}
  • id: 86167045
    {'hecke_orbit_code': 4503874605940757, 'n': 46, 'trace_an': 40740}
  • id: 86167046
    {'hecke_orbit_code': 4503874605940757, 'n': 47, 'trace_an': 23160}
  • id: 86167047
    {'hecke_orbit_code': 4503874605940757, 'n': 48, 'trace_an': 16110}
  • id: 86167048
    {'hecke_orbit_code': 4503874605940757, 'n': 49, 'trace_an': -5978}
  • id: 86167049
    {'hecke_orbit_code': 4503874605940757, 'n': 50, 'trace_an': -58704}
  • id: 86167050
    {'hecke_orbit_code': 4503874605940757, 'n': 51, 'trace_an': -2916}
  • id: 86167051
    {'hecke_orbit_code': 4503874605940757, 'n': 52, 'trace_an': -33424}
  • id: 86167052
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  • id: 86167053
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  • id: 86167054
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  • id: 86167055
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  • id: 86167056
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  • id: 86167057
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  • id: 86167058
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  • id: 86167059
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  • id: 86167060
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  • id: 86167061
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  • id: 86167062
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  • id: 86167063
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  • id: 86167064
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  • id: 86167065
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  • id: 86167066
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  • id: 86167067
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  • id: 86167068
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  • id: 86167069
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  • id: 86167070
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  • id: 86167071
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  • id: 86167072
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  • id: 86167073
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  • id: 86167074
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  • id: 86167075
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  • id: 86167076
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  • id: 86167077
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  • id: 86167078
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  • id: 86167079
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  • id: 86167080
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  • id: 86167081
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  • id: 86167082
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  • id: 86167083
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  • id: 86167084
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  • id: 86167085
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  • id: 86167086
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  • id: 86167087
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  • id: 86167088
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  • id: 86167089
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  • id: 86167090
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  • id: 86167091
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  • id: 86167092
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  • id: 86167093
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  • id: 86167094
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  • id: 86167095
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  • id: 86167096
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  • id: 86167097
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  • id: 86167098
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  • id: 86167099
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  • id: 86167100
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  • id: 86167101
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  • id: 86167102
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  • id: 86167103
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  • id: 86167104
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  • id: 86167105
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  • id: 86167106
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  • id: 86167107
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  • id: 86167108
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  • id: 86167109
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  • id: 86167110
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  • id: 86167111
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  • id: 86167112
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  • id: 86167113
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  • id: 86167114
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  • id: 86167115
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  • id: 86167116
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  • id: 86167117
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  • id: 86167118
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  • id: 86167119
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  • id: 86167120
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  • id: 86167121
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  • id: 86167122
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  • id: 86167123
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  • id: 86167124
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  • id: 86167125
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  • id: 86167126
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  • id: 86167127
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  • id: 86167128
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  • id: 86167129
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  • id: 86167130
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  • id: 86167131
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  • id: 86167132
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  • id: 86167133
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  • id: 86167134
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  • id: 86167135
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  • id: 86167136
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  • id: 86167137
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  • id: 86167138
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  • id: 86167139
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  • id: 86167140
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  • id: 86167141
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  • id: 86167142
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  • id: 86167143
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  • id: 86167144
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  • id: 86167145
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  • id: 86167146
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  • id: 86167147
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  • id: 86167148
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  • id: 86167149
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  • id: 86167150
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  • id: 86167151
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  • id: 86167152
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  • id: 86167153
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  • id: 86167154
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  • id: 86167155
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  • id: 86167156
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  • id: 86167157
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  • id: 86167158
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  • id: 86167159
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  • id: 86167160
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  • id: 86167161
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  • id: 86167162
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  • id: 86167163
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  • id: 86167164
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  • id: 86167165
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  • id: 86167166
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  • id: 86167167
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  • id: 86167168
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  • id: 86167169
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  • id: 86167170
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  • id: 86167171
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  • id: 86167172
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  • id: 86167173
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  • id: 86167174
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  • id: 86167175
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  • id: 86167176
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  • id: 86167177
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  • id: 86167178
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  • id: 86167179
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  • id: 86167180
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  • id: 86167181
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  • id: 86167182
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  • id: 86167183
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  • id: 86167184
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  • id: 86167185
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  • id: 86167186
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  • id: 86167187
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  • id: 86167188
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  • id: 86167189
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  • id: 86167190
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  • id: 86167191
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  • id: 86167192
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  • id: 86167193
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  • id: 86167194
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  • id: 86167195
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  • id: 86167196
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  • id: 86167197
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  • id: 86167198
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  • id: 86167199
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  • id: 86167200
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  • id: 86167201
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  • id: 86167202
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  • id: 86167203
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  • id: 86167204
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  • id: 86167205
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  • id: 86167206
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  • id: 86167207
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  • id: 86167208
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  • id: 86167209
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  • id: 86167210
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  • id: 86167211
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  • id: 86167212
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  • id: 86167213
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  • id: 86167214
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  • id: 86167215
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  • id: 86167216
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  • id: 86167217
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  • id: 86167218
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  • id: 86167219
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  • id: 86167220
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  • id: 86167221
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  • id: 86167222
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  • id: 86167223
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  • id: 86167224
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  • id: 86167225
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  • id: 86167226
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  • id: 86167227
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  • id: 86167228
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  • id: 86167229
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  • id: 86167230
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  • id: 86167231
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  • id: 86167232
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  • id: 86167233
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  • id: 86167234
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  • id: 86167235
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  • id: 86167236
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  • id: 86167237
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  • id: 86167238
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  • id: 86167239
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  • id: 86167240
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  • id: 86167241
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  • id: 86167242
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  • id: 86167243
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  • id: 86167244
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  • id: 86167245
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  • id: 86167246
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  • id: 86167247
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  • id: 86167248
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  • id: 86167249
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  • id: 86167250
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  • id: 86167251
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  • id: 86167252
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  • id: 86167253
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  • id: 86167254
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  • id: 86167255
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  • id: 86167256
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  • id: 86167257
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  • id: 86167258
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  • id: 86167259
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  • id: 86167260
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  • id: 86167261
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  • id: 86167262
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  • id: 86167263
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  • id: 86167264
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  • id: 86167265
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  • id: 86167266
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  • id: 86167267
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  • id: 86167268
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  • id: 86167269
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  • id: 86167270
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  • id: 86167271
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  • id: 86167272
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  • id: 86167273
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  • id: 86167274
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  • id: 86167275
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  • id: 86167276
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  • id: 86167277
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  • id: 86167278
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  • id: 86167279
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  • id: 86167280
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  • id: 86167281
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  • id: 86167282
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  • id: 86167283
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  • id: 86167284
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  • id: 86167285
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  • id: 86167286
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  • id: 86167287
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  • id: 86167288
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  • id: 86167289
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  • id: 86167290
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  • id: 86167291
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  • id: 86167292
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  • id: 86167293
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  • id: 86167294
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  • id: 86167295
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  • id: 86167296
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  • id: 86167297
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  • id: 86167298
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  • id: 86167299
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  • id: 86167300
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  • id: 86167301
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  • id: 86167302
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  • id: 86167303
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  • id: 86167304
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  • id: 86167305
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  • id: 86167306
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  • id: 86167307
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  • id: 86167308
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  • id: 86167309
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  • id: 86167310
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  • id: 86167311
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  • id: 86167312
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  • id: 86167313
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  • id: 86167314
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  • id: 86167315
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  • id: 86167316
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  • id: 86167317
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  • id: 86167318
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  • id: 86167319
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  • id: 86167320
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  • id: 86167321
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  • id: 86167322
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  • id: 86167323
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  • id: 86167324
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  • id: 86167325
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  • id: 86167326
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  • id: 86167327
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  • id: 86167328
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  • id: 86167329
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  • id: 86167330
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  • id: 86167331
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  • id: 86167332
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  • id: 86167333
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  • id: 86167334
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  • id: 86167335
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  • id: 86167336
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  • id: 86167337
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  • id: 86167338
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  • id: 86167339
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  • id: 86167340
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  • id: 86167341
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  • id: 86167342
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  • id: 86167343
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  • id: 86167344
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  • id: 86167345
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  • id: 86167346
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  • id: 86167347
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  • id: 86167348
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  • id: 86167349
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  • id: 86167350
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  • id: 86167351
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  • id: 86167352
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  • id: 86167353
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  • id: 86167354
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  • id: 86167355
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  • id: 86167356
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  • id: 86167357
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  • id: 86167358
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  • id: 86167359
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  • id: 86167360
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  • id: 86167361
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  • id: 86167362
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  • id: 86167363
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  • id: 86167364
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  • id: 86167365
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  • id: 86167366
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  • id: 86167367
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  • id: 86167368
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  • id: 86167369
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  • id: 86167370
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  • id: 86167371
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  • id: 86167372
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  • id: 86167373
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  • id: 86167374
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  • id: 86167375
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  • id: 86167376
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  • id: 86167377
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  • id: 86167378
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  • id: 86167379
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  • id: 86167380
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  • id: 86167381
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  • id: 86167382
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  • id: 86167383
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  • id: 86167384
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  • id: 86167385
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  • id: 86167386
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  • id: 86167387
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  • id: 86167388
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  • id: 86167389
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  • id: 86167390
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  • id: 86167391
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  • id: 86167392
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  • id: 86167393
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  • id: 86167394
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  • id: 86167395
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  • id: 86167396
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  • id: 86167397
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  • id: 86167398
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  • id: 86167399
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  • id: 86167400
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  • id: 86167401
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  • id: 86167402
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  • id: 86167403
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  • id: 86167404
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  • id: 86167405
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  • id: 86167406
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  • id: 86167407
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  • id: 86167408
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  • id: 86167409
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  • id: 86167410
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  • id: 86167411
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  • id: 86167412
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  • id: 86167413
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  • id: 86167414
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  • id: 86167415
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  • id: 86167416
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  • id: 86167417
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  • id: 86167418
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  • id: 86167419
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  • id: 86167420
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  • id: 86167421
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  • id: 86167422
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  • id: 86167423
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  • id: 86167424
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  • id: 86167425
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  • id: 86167426
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  • id: 86167427
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  • id: 86167428
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  • id: 86167429
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  • id: 86167430
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  • id: 86167431
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  • id: 86167432
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  • id: 86167433
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  • id: 86167434
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  • id: 86167512
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  • id: 86167513
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  • id: 86167514
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  • id: 86167516
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  • id: 86167517
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  • id: 86167518
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  • id: 86167519
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  • id: 86167520
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  • id: 86167521
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  • id: 86167522
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  • id: 86167523
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  • id: 86167524
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  • id: 86167525
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  • id: 86167526
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  • id: 86167527
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  • id: 86167528
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  • id: 86167529
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  • id: 86167530
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  • id: 86167531
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  • id: 86167532
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  • id: 86167533
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  • id: 86167534
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  • id: 86167535
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  • id: 86167536
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  • id: 86167537
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  • id: 86167538
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  • id: 86167539
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  • id: 86167540
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  • id: 86167541
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  • id: 86167542
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  • id: 86167543
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  • id: 86167544
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  • id: 86167545
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  • id: 86167546
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  • id: 86167547
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  • id: 86167548
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  • id: 86167549
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  • id: 86167612
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  • id: 86167617
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  • id: 86167619
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  • id: 86167620
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  • id: 86167621
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  • id: 86167622
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    {'hecke_orbit_code': 4503874605940757, 'n': 989, 'trace_an': 80552136}
  • id: 86167989
    {'hecke_orbit_code': 4503874605940757, 'n': 990, 'trace_an': 42138387}
  • id: 86167990
    {'hecke_orbit_code': 4503874605940757, 'n': 991, 'trace_an': -69355834}
  • id: 86167991
    {'hecke_orbit_code': 4503874605940757, 'n': 992, 'trace_an': -46071243}
  • id: 86167992
    {'hecke_orbit_code': 4503874605940757, 'n': 993, 'trace_an': -23444874}
  • id: 86167993
    {'hecke_orbit_code': 4503874605940757, 'n': 994, 'trace_an': 110276208}
  • id: 86167994
    {'hecke_orbit_code': 4503874605940757, 'n': 995, 'trace_an': 115968792}
  • id: 86167995
    {'hecke_orbit_code': 4503874605940757, 'n': 996, 'trace_an': 11511369}
  • id: 86167996
    {'hecke_orbit_code': 4503874605940757, 'n': 997, 'trace_an': -5097253}
  • id: 86167997
    {'hecke_orbit_code': 4503874605940757, 'n': 998, 'trace_an': 49571466}
  • id: 86167998
    {'hecke_orbit_code': 4503874605940757, 'n': 999, 'trace_an': -13930461}
  • id: 86167999
    {'hecke_orbit_code': 4503874605940757, 'n': 1000, 'trace_an': 18498030}