Embedded newform data - 1815.4.a.bg.1.9

Formats: - HTML - YAML - JSON - 2024-05-21T04:14:56.375553

• mf_newforms •

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

  
  {'Nk2': 29040, 'analytic_conductor': 107.08846666041921, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [11, 1]], 'atkin_lehner_string': '-++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1815, 1, [1211, 727, 1696], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 12, 'field_disc': 1345992588476828822070524028765625, 'field_disc_factorization': [[5, 6], [357961651, 1], [240650151830138487691, 1]], 'field_poly': [196416, -19392, -298084, -22672, 129167, 16453, -22379, -2703, 1812, 157, -69, -3, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-21296, -222640, 234168, 222446, -87221, -71312, 7672, 8967, 120, -478, -36, 9, 1]], [7, [2983653045684, 4494410337090, -1761724679531, -102387842755, 52781281528, -1067822143, -365376855, 10403536, 1118416, -26442, -1675, 21, 1]]], 'hecke_orbit': 33, 'hecke_orbit_code': 144115188142966551, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 605, 'hecke_ring_index_factorization': [[5, 1], [11, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1815.4.a.bg', 'level': 1815, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '165.4.m.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+3q^{3}+(5-\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1815.4.a', 'trace_display': [-9, 36, -60, -21], 'trace_hash': 2111249171733844074, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.332', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '325.633', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '16465.844', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [12, -9, 36, 57, -60, -27, -21, -123, 108, 45, 0, 171, -78, 262, -180, 225, -313, -81, -51, -285, -63, 0, -34, -369, 300, 28, 324, -376, -31, 135, 655, -1578, 0, -10, 105, 513, 84, -1076, -234, 615, -1463, 786, 111, 0, -540, 1, 278, 675, -325, -225, -939, -1957, 517, -243, 0, 1543, -153, 442, -308, -855, -604, -1773, -189, 4323, 390, 0, -357, -2192, -102, -1310, -620, -1107, -1892, -581, 900, -378, 0, 84, -415, 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• 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

  
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-0.12808487201344881, -0.06596082995358661, -0.2645053985443573, -0.3431327877169397, -0.11546412998174935, -0.3070070036908692, -0.07114892360026209, -0.06524046189549593, -0.3061160090181824, -0.2529081629442895, -0.26442116234536567, -0.3015033667471967, -0.2542891853056321, -0.24569208131778286, -0.2573489249419218, -0.4295866202534074, -0.15877435634172257, -0.320531130490592, -0.39041963879038155, -0.4038330413788263, -0.22618264858492312, -0.15946709564366277, -0.3731937687868078, -0.13436057607530974, -0.02714707425960403, -0.22409991966844803, -0.35216390446665213, -0.2087061357649422, -0.18274059654241553, -0.3708064022075218, -0.14638355620245633, -0.3335433393872902, -0.36995168996983, -0.1412507920075797, -0.2404577352012336, -0.2629296032934915, -0.18542029727872908, -0.21197439369599938, -0.3052656142848353, -0.19680586478899534, -0.2204102930095644, -0.17786029665321215, -0.22135502862459228, -0.2717112582111541, -0.2515857643402527, -0.2375472507622613, -0.2667150443480607, -0.10014635102220296, -0.23719379854844705, -0.29976570486756193, -0.32198930176530516, -0.4105458432527028, -0.43172662733768546, -0.2190333319714274, -0.4086965551290997, -0.34581625983605563, -0.19303645663573793, -0.1872614595343662, -0.15264854673814277, -0.21011461320501237, -0.09955143803497758, -0.2951135697794526, -0.28476275252072936, -0.23403286397777343, -0.22449301226744056, -0.3252567521530263, -0.37306991477319074, -0.23178022945661975, -0.373166944754816, -0.24705029161993008, -0.12918307291689432, -0.37262969041387617, -0.2504814322556732, -0.087462813030916, -0.29784859561922056, -0.21876063276644706, -0.30823992576064907, -0.1359108768206684, -0.09001294694043323, -0.33598526951299745, -0.37994276997000714, -0.10535793961910574, -0.37383128916579295, -0.40490731579818245, -0.24877449566021914, -0.36230327287711084, -0.17865412874917128, -0.27849794656189136, -0.3645615595101999, -0.1659815674157194, -0.2441979241691409, -0.30668329378158643, -0.15069347417225257, -0.2649691251702452, -0.29046530458042585, -0.2435968515163894, -0.05017423470866938, -0.3670714854791183, -0.20125522788293404, -0.22603381669711725, -0.37873993878734674, -0.3102713529520234, -0.3330397452800207, -0.1483417998215114, -0.3048470685608278, -0.31773972770637743, -0.0566780371246271, -0.2251808089023294, -0.265794618495928, -0.2978826069550555, -0.1888901583692294, -0.3257597421658971, -0.25931484504270097, -0.16449514113667765, -0.12032875532764141, -0.18233471146849314, -0.42112814865051384, -0.2966388318496632, -0.2916708062947074, -0.31734455978840376, -0.21849161342558043, -0.26073100205755373, -0.24384323932506521, -0.24929472668762087, -0.17906921231907283, -0.3814708369337086, -0.3333863710624836, -0.3034267494670929, -0.32756715178894463, -0.2902517732129829, -0.32061278886028466, -0.3316254401774556, -0.1445187023167922, -0.3084345624233248, -0.1335021163067765, -0.20765259709182374, -0.24285363957092648, -0.17833042339228114, -0.21660362019129634, -0.17196520508635404, -0.3496278808651291, -0.25925154301343123, -0.14034762683897695, -0.3669666817957393, -0.06928831091650155, -0.3434037731683037, -0.2547776699498866, -0.24991678980812917, -0.22639086528043745, -0.1330003203585093, -0.2820632806744825, -0.1969403256811093, -0.37646870717895586, -0.09535161023280173, -0.14722972594102124, -0.10138521851208525, -0.3273864667793988, -0.4150025988409629, -0.32472503035909067, -0.14175195712245814, -0.23065604230808673, -0.3146441335335257, -0.23127056548728356, -0.20979865327602887, -0.21096927385041317, -0.2811793582210471, -0.1908447321976273, -0.2275720219533724, -0.2314257015587603, -0.3517023022622691, -0.24336086634340137, -0.22295618212208537, -0.26295615334912303, -0.3740683780462733, -0.36290782911590513], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 9, 'dual_embedding_m': 9, 'embedding_index': 9, 'embedding_m': 9, 'embedding_root_imag': 0.0, 'embedding_root_real': 2.9730654059606465, 'hecke_orbit': 33, 'hecke_orbit_code': 144115188142966551, 'label': '1815.4.a.bg.1.9', 'level': 1815, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [28, 27, 22, 32, 26, 28, 32, 23], 'Nk2': 29040, 'analytic_conductor': 107.08846666041921, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1815, 1, [1211, 727, 1696], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 768, 'dim': 218, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67110679, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 6, 6, 6, 7, 7, 8, 10, 12, 12, 12, 12, 12, 12, 12, 12, 12], 'label': '1815.4.a', 'level': 1815, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 816, 'mf_new_dim': 218, 'num_forms': 41, 'plus_dim': 120, 'prim_orbit_index': 1, 'relative_dim': 218, 'sturm_bound': 1056, 'trace_bound': 7, 'trace_display': [-4, 0, 0, -60], 'traces': [218, -4, 0, 898, 0, -6, -60, 36, 1962, -50, 0, -24, -40, -36, 30, 3514, 88, -36, -8, 40, -132, 0, 272, -342, 5450, 756, 0, -164, -88, -60, -64, 164, 0, -364, 300, 8082, -568, 496, -180, -450, 204, 588, 880, 0, 0, -736, -648, -912, 11298, -100, -300, 112, -256, -54, 0, 540, -144, 3116, -156, -90, -1116, 4816, -540, 15938, 580, 0, 392, 984, 1152, 980, 2440, 324, -2548, 4868, 0, -560, 0, 168, 672, 1200, 17658, -4416, 808, -3228, -1020, -32, -60, 0, -1804, -450, 5640, 3848, 4056, 6776, 520, -2862, 3076, -2668, 0, 22450, 1976, 2400, 6364, 10180, 60, -844, 7112, -216, 2724, 0, 2676, -2396, -560, -2712, -1080, -2344, -360, -2180, 4200, 540, 0, 11064, -3408, 2488, 0, -324, -7084, 3212, -3456, -1000, -8676, 0, -1968, -432, 270, -5148, 16, 5520, -5168, 540, -2712, 6800, 0, 31626, -1860, -17696, -7392, -6848, 8064, -150, 5672, -8192, 792, 0, 5400, 2268, 8032, -13496, -2988, -6250, 2928, -324, -8104, -6164, 0, -1152, -2592, 11868, 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-1000, -7728, -16152, -7264, 47280, 0, -49144, -52024, -5112, -4480, -9760, 5724, 32460, -15476, -5124, -16220, 0, 4464, -10056, -64936, 7080, -3772, -27296, 1596, -1180, -900, -1620, 0, -29464, -300, 680, 4380, 10728, 15140, -61888, -4050, 55674, -53016, 0, 43240, -4520, -5412, 96044, -116688, 1836, 29720, 8680, 66984, -30744, 0, 750, 53176, 48552, 5292, 87984, -27080, 13212, -57096, 51976, 5490, 0, 27152, 7920, 88196, 17360, 11820, -3200, 58972, 4980, -108132, -12760, 0, -1304, 6176, 63936, 87850, 15716, -14808, 8064, 4664, 0, 13080, 0, -34800, -30444, 27540, 11628, 103572, 74912, -6624, -11080, 89972, -22680, 0, -76404, 8100, 5516, -194096, -5832, 101412, 2200, 10608, -8760, 88712, 0, 28840, -15808, -8208, -38212, 55408, -9720, -47164, 19696, 3564, 5208, 0, 101682, 2056, -224, 23604, 8600, -8004, 14796, 48060, 30036, -900, 0, -49904, -9480, 32480, 18280, 103296, -82060, 8232, -2700, 97200, 55952, 0, 5268, -48472, -5160, 154796, -21656, 1008, 8464, -15320, -89748, -137732, 0, 47856, -200, 57312, -2304, -77152, 31864, 8460, -34888, -42320, -40080, 0, 36080, -486, 16324, -5328, -39480, -32090, -22212, -19608, 35528, 84784, 0, 71768, -12624, -32136, -23496, 1000, -8880, 42132, -53512, 4860, -19620, 0, 9984, -48820, -3064, 62580, -40360, -56100, -1296, 143804, -33780, -31704, 0, -325768, -1596, 3880, -28076, 28044, 20664, -118596, -3300, 15752, 18048, 0, 46410, -14600, -1404, -15512, 11360, 75396, -2200, -19520, -30684, 57172, 0, -810, 44564, 93064, -2328, 22388, 11320, -3216, -111104, -34008, -10044, 0, -69872, 75552, -145440, -364468, 15720, 21336, 47424, 43344, -35680, 8900, 0, 15040, -11040, -19656, 9540, 7488, -4860, 13872, 9284, 29040, -11704, 0, 27576, 87768, 6800, 143442, -28300, -46788, 47976, -22780, 35472, -15564, 0, -126712, 5220, -89004, -95016, -106920, 31104, 38860, -9180, -448424, 57232, 0, 29400, 19888, -106368, -151304, 33168, -8550, 56788, -18040, 3528, 93184, 0, -49776, 43308, -792, -8904, 25100, -63808, 8856, 53168, 21976, -15900, 0, 78072, -6084, -136240, 5720, 10368, -34688, -176360, 56340, 136250, -139648, 0, -92808, 37864, 8820, 12656, -637808, -40344, -64380, -8420, -62340, 952, 0, 21960, 1190, -12964, 10920, -151224, -103712, 480, -512, -16488, 2916, 0, 18900, 18480, -210920, 90640, -46428, -8180, -9348, -22932, 53296, 22140, 0, 40372, -122752, 61056, 29568, -40960, 43812, 111264, -128544, -11652, -9160, 0, -14892, -6100, -588144, 0, 55758, 29200, 120, -24856, -47360, 30840, 0, -15048, -5040, 2900, 21232, -134592, -61424, -99400, -18960, -193256, -99520, 0, -121048, -43440, -33744, -10032, 95504, 56340, -4100, 70600, 1512, 35392, 0, 2880, -82364, -82856, -61788, 61100, -480, 6048, 43048, -66432, 36816, 0, -3028, 38856, -561656, -78608, 10800, 7344, 122220, 25488, -261612, -2200, 0, 88996, 61600, 158922, -55900, 32560, 2664, -34112, -42564, 24990, 56576, 0, -39744, -79496, 11500, -129456, 57264, 134456, -15840, -14140, 82388, 7272, 0, -87328, -1500, 49280, 10776, -7092, 75920, -25200, -29052, -15608, 37104, 0, -128960, 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5704, -68272, 202050, 76408, 0, -97632, -94372, -88120, 79248, 250832, 79280, 17784, 39200, 721472, 110856, 0, -736944, -5700, -215852, -51952, 21600, 35824, 42800, -102864, -49412, 20528, 0, -14200, -42156, 57276, 391644, 168772, -47040, 111320, 274056, 119832, -142576, 0, 91620, 1028, -130784, -373992, 49720, -115056, -208320, -45472, -44044, 540, 0, 331680, -181416, 128928, 12400, -11628, 23664, -67968, -7596, 51960, -182760, 0, -9584, 136776, -245490, -52686, -170368, 64008, 107844, 50600, -113400, 222116, 0, 39648, 57500, -81428, -1944, -41120, -39964, -4500, -18636, 108104, -80904, 0, -41160, 24516, -115900, 161400, -182724, 39540, 27968, -106320, -338536, -84912, 0, 375064, -141744, 32856, -291168, -15760, 43272, -256936, -168104, 24084, -11250], 'weight': 4, '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: 48798096
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 9, 'source_hecke_orbit_code': 144115188142966551, 'source_is_minimal': False, 'source_label': '1815.4.a.bg.1.9', 'source_level': 1815, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 144115188142966551, 'target_is_minimal': False, 'target_label': '1815.4.a.bg.1.9', 'target_level': 1815, 'twist_class_label': '165.4.m.d.16.5', 'twist_class_level': 165, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48798097
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 9, 'source_hecke_orbit_code': 144115188142966551, 'source_is_minimal': False, 'source_label': '1815.4.a.bg.1.9', 'source_level': 1815, 'target_conrey_index': 31, 'target_dim': 24, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13511623582941349, 'target_is_minimal': True, 'target_label': '165.4.m.d.31.5', 'target_level': 165, 'twist_class_label': '165.4.m.d.16.5', 'twist_class_level': 165, 'twisting_char_label': '11.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 48798098
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 9, 'source_hecke_orbit_code': 144115188142966551, 'source_is_minimal': False, 'source_label': '1815.4.a.bg.1.9', 'source_level': 1815, 'target_conrey_index': 16, 'target_dim': 24, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13511623582941349, 'target_is_minimal': True, 'target_label': '165.4.m.d.16.5', 'target_level': 165, 'twist_class_label': '165.4.m.d.16.5', 'twist_class_level': 165, 'twisting_char_label': '11.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 48798099
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 9, 'source_hecke_orbit_code': 144115188142966551, 'source_is_minimal': False, 'source_label': '1815.4.a.bg.1.9', 'source_level': 1815, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 180143985161930519, 'target_is_minimal': False, 'target_label': '1815.4.a.bo.1.4', 'target_level': 1815, 'twist_class_label': '165.4.m.d.16.5', 'twist_class_level': 165, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2230475
    {'charpoly_factorization': [[[-21296, -222640, 234168, 222446, -87221, -71312, 7672, 8967, 120, -478, -36, 9, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 2}
  • id: 2230476
    {'charpoly_factorization': [[[-3, 1], 12]], 'hecke_orbit_code': 144115188142966551, 'p': 3}
  • id: 2230477
    {'charpoly_factorization': [[[5, 1], 12]], 'hecke_orbit_code': 144115188142966551, 'p': 5}
  • id: 2230478
    {'charpoly_factorization': [[[2983653045684, 4494410337090, -1761724679531, -102387842755, 52781281528, -1067822143, -365376855, 10403536, 1118416, -26442, -1675, 21, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 7}
  • id: 2230479
    {'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 144115188142966551, 'p': 11}
  • id: 2230480
    {'charpoly_factorization': [[[71373491548500148461, -2870851257239691690, -237539071418830091, 8252662758342884, 303572596161685, -8629267022474, -198568721587, 4178204598, 71592034, -941132, -13458, 78, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 13}
  • id: 2230481
    {'charpoly_factorization': [[[-888250529098245391056, 64351367833121981172, 8010452669980858813, -23705192035456071, -10989929243736799, -77240112709028, 3875292373926, 40301592902, -445190738, -6361480, 6045, 313, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 17}
  • id: 2230482
    {'charpoly_factorization': [[[-834917606973722020500, -337275642369097372050, -10898644407379413745, 566416785140104225, 20285333493334059, -168782968119244, -6897008108696, 24040737968, 906585197, -1823605, -50202, 51, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 19}
  • id: 2230483
    {'charpoly_factorization': [[[-87886794068271391804691, -100192149019518252548, 518031889425987474756, 19726698114082882132, 113436511359648115, -3543165914202152, -35671863404105, 212074312892, 2810388225, -4906042, -88876, 34, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 23}
  • id: 2230484
    {'charpoly_factorization': [[[-3300342401543800572958900, -116485591342787366711550, 1693490066998574641775, 86312837428214133795, 137740804433565051, -17270489362609948, -118926290317894, 765720702766, 7433472273, -10238793, -152326, 31, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 29}
  • id: 2230485
    {'charpoly_factorization': [[[-332279000849953296257036, -57837473528713011039346, 3592716686209824617145, 86242376694217827755, -2160165644492999502, -5631734580055377, 265906269019492, -608511925755, -10026669884, 49370909, 48004, -655, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 31}
  • id: 2230486
    {'charpoly_factorization': [[[23043397966191915716351321, 434288628449501473994298, -17164712573201418242188, -234737752691072502630, 3605899283712078619, 25160337142206376, -295008597964159, -992457207558, 10723450485, 15732436, -172542, -84, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 37}
  • id: 2230487
    {'charpoly_factorization': [[[14485426160806821832783526444, 276182616978726829300725862, -135231911809078988840253, -28449812262763028297391, -93049278766015986406, 992025147662045321, 5056472631386439, -10935656575580, -98033465478, -66598730, 606377, 1463, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 41}
  • id: 2230488
    {'charpoly_factorization': [[[7527422509825031114706900, -716068404745914411766650, -17693814369962925372265, 651017898052984346445, 12784267087748406806, -37103433136924675, -1371223331512717, -2022327022774, 36733921724, 52076394, -393699, -111, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 43}
  • id: 2230489
    {'charpoly_factorization': [[[-8359634490461630832396259, 11772753335296317507822734, -1762720069124602988010754, -17525180978811563861686, 158643634170419717462, 1251878205210001530, -6027722664538005, -26441060938696, 103486014807, 157982814, -581295, -278, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 47}
  • id: 2230490
    {'charpoly_factorization': [[[-2178935980004012060515657441124, 34111996216388588754198554540, -38329966444080279314359679, -1358043620432219895255301, 3197570721714258066190, 20654820391440518429, -50850528822568905, -145453010008882, 336832174652, 460685562, -970755, -517, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 53}
  • id: 2230491
    {'charpoly_factorization': [[[-19172272694168422762755525, -4712123267422210457263050, -367759838232444995560850, -11214437448943676558350, -150813190081207333079, -660974672442671790, 4153360557932617, 48556936402272, 101552813089, -238870038, -673626, 308, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 59}
  • id: 2230492
    {'charpoly_factorization': [[[61146152656567017011085933824, 27324764827158984199627136, -44431088056134562582187332, 423398702384816535545070, 1730694242561448744877, -19437032027956530332, -42925786440055720, 197839736088882, 357863387674, -643643094, -1085919, 604, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 61}
  • id: 2230493
    {'charpoly_factorization': [[[7753904257224173272731062286644, -3443718876920519444888725358, -958550849496035441422454243, 1505421662945429210404835, 24106087164361842811647, -30445204831335922814, -238792526441406330, 191492302546396, 1013117472929, -455714923, -1777166, 357, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 67}
  • id: 2230494
    {'charpoly_factorization': [[[831506072056150108211055056704, 183800192567857315893107984, -120581035688963619440419212, 187666530598404223776558, 5458147494310490687871, -13962987568157095064, -81941437880714921, 222736999227642, 458866052305, -895833496, -1407433, 620, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 71}
  • id: 2230495
    {'charpoly_factorization': [[[-4127128579788952905235156475536, -183314472983152067569439016176, -2588055584417580403688834704, -15406413347285306379320652, -31118853272382972278475, 64011549672372125582, 359897788308167020, 265481073153008, -920938596420, -1572574158, 240979, 1892, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 73}
  • id: 2230496
    {'charpoly_factorization': [[[25283923895966971646842336889500, 3597601631799399033266784842900, 43638823763674789774689835545, 159085991771388027195071915, -33189290967060831770201, -1180536993672396320626, -1265079035854821039, 2275367562683145, 3440299084421, -1672613582, -3185785, 415, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 79}
  • id: 2230497
    {'charpoly_factorization': [[[13183671522243585112821829559296, 335757401182436608880721662336, -3644804228545578681748928400, -37748128803686401584440352, 1974199690111711629347, 594024717848904621532, 1153606759321682435, -1178993407012720, -5190722519303, -3790934658, 1784349, 3158, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 83}
  • id: 2230498
    {'charpoly_factorization': [[[-1755541136052875777511075046092900, 3876490861307677593431142019950, 57115108498897171449003335875, -151637704928606450450430855, -452106357363294133815529, 1400360111636608739256, 853434814746760699, -4395743731620033, 793083052853, 4927185476, -2470319, -1563, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 89}
  • id: 2230499
    {'charpoly_factorization': [[[60689914872517246039013209830582096, 41210562177164091876368455188216, -1141313218192655691946975561456, -1033470153351243619986932626, 5219678887849712832563177, 3726202703785612636186, -10506387481341407091, -5185824526619534, 10566956080762, 3169537164, -5203706, -714, 1], 1]], 'hecke_orbit_code': 144115188142966551, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 33, 'label': '1815.4.a.bg', 'level': 1815, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 268336000
    {'hecke_orbit_code': 144115188142966551, 'n': 1, 'trace_an': 12}
  • id: 268336001
    {'hecke_orbit_code': 144115188142966551, 'n': 2, 'trace_an': -9}
  • id: 268336002
    {'hecke_orbit_code': 144115188142966551, 'n': 3, 'trace_an': 36}
  • id: 268336003
    {'hecke_orbit_code': 144115188142966551, 'n': 4, 'trace_an': 57}
  • id: 268336004
    {'hecke_orbit_code': 144115188142966551, 'n': 5, 'trace_an': -60}
  • id: 268336005
    {'hecke_orbit_code': 144115188142966551, 'n': 6, 'trace_an': -27}
  • id: 268336006
    {'hecke_orbit_code': 144115188142966551, 'n': 7, 'trace_an': -21}
  • id: 268336007
    {'hecke_orbit_code': 144115188142966551, 'n': 8, 'trace_an': -123}
  • id: 268336008
    {'hecke_orbit_code': 144115188142966551, 'n': 9, 'trace_an': 108}
  • id: 268336009
    {'hecke_orbit_code': 144115188142966551, 'n': 10, 'trace_an': 45}
  • id: 268336010
    {'hecke_orbit_code': 144115188142966551, 'n': 11, 'trace_an': 0}
  • id: 268336011
    {'hecke_orbit_code': 144115188142966551, 'n': 12, 'trace_an': 171}
  • id: 268336012
    {'hecke_orbit_code': 144115188142966551, 'n': 13, 'trace_an': -78}
  • id: 268336013
    {'hecke_orbit_code': 144115188142966551, 'n': 14, 'trace_an': 262}
  • id: 268336014
    {'hecke_orbit_code': 144115188142966551, 'n': 15, 'trace_an': -180}
  • id: 268336015
    {'hecke_orbit_code': 144115188142966551, 'n': 16, 'trace_an': 225}
  • id: 268336016
    {'hecke_orbit_code': 144115188142966551, 'n': 17, 'trace_an': -313}
  • id: 268336017
    {'hecke_orbit_code': 144115188142966551, 'n': 18, 'trace_an': -81}
  • id: 268336018
    {'hecke_orbit_code': 144115188142966551, 'n': 19, 'trace_an': -51}
  • id: 268336019
    {'hecke_orbit_code': 144115188142966551, 'n': 20, 'trace_an': -285}
  • id: 268336020
    {'hecke_orbit_code': 144115188142966551, 'n': 21, 'trace_an': -63}
  • id: 268336021
    {'hecke_orbit_code': 144115188142966551, 'n': 22, 'trace_an': 0}
  • id: 268336022
    {'hecke_orbit_code': 144115188142966551, 'n': 23, 'trace_an': -34}
  • id: 268336023
    {'hecke_orbit_code': 144115188142966551, 'n': 24, 'trace_an': -369}
  • id: 268336024
    {'hecke_orbit_code': 144115188142966551, 'n': 25, 'trace_an': 300}
  • id: 268336025
    {'hecke_orbit_code': 144115188142966551, 'n': 26, 'trace_an': 28}
  • id: 268336026
    {'hecke_orbit_code': 144115188142966551, 'n': 27, 'trace_an': 324}
  • id: 268336027
    {'hecke_orbit_code': 144115188142966551, 'n': 28, 'trace_an': -376}
  • id: 268336028
    {'hecke_orbit_code': 144115188142966551, 'n': 29, 'trace_an': -31}
  • id: 268336029
    {'hecke_orbit_code': 144115188142966551, 'n': 30, 'trace_an': 135}
  • id: 268336030
    {'hecke_orbit_code': 144115188142966551, 'n': 31, 'trace_an': 655}
  • id: 268336031
    {'hecke_orbit_code': 144115188142966551, 'n': 32, 'trace_an': -1578}
  • id: 268336032
    {'hecke_orbit_code': 144115188142966551, 'n': 33, 'trace_an': 0}
  • id: 268336033
    {'hecke_orbit_code': 144115188142966551, 'n': 34, 'trace_an': -10}
  • id: 268336034
    {'hecke_orbit_code': 144115188142966551, 'n': 35, 'trace_an': 105}
  • id: 268336035
    {'hecke_orbit_code': 144115188142966551, 'n': 36, 'trace_an': 513}
  • id: 268336036
    {'hecke_orbit_code': 144115188142966551, 'n': 37, 'trace_an': 84}
  • id: 268336037
    {'hecke_orbit_code': 144115188142966551, 'n': 38, 'trace_an': -1076}
  • id: 268336038
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  • id: 268336039
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  • id: 268336040
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  • id: 268336041
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  • id: 268336042
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  • id: 268336043
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  • id: 268336044
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  • id: 268336045
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  • id: 268336046
    {'hecke_orbit_code': 144115188142966551, 'n': 47, 'trace_an': 278}
  • id: 268336047
    {'hecke_orbit_code': 144115188142966551, 'n': 48, 'trace_an': 675}
  • id: 268336048
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  • id: 268336049
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  • id: 268336050
    {'hecke_orbit_code': 144115188142966551, 'n': 51, 'trace_an': -939}
  • id: 268336051
    {'hecke_orbit_code': 144115188142966551, 'n': 52, 'trace_an': -1957}
  • id: 268336052
    {'hecke_orbit_code': 144115188142966551, 'n': 53, 'trace_an': 517}
  • id: 268336053
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  • id: 268336054
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  • id: 268336055
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  • id: 268336056
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  • id: 268336057
    {'hecke_orbit_code': 144115188142966551, 'n': 58, 'trace_an': 442}
  • id: 268336058
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  • id: 268336059
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  • id: 268336060
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  • id: 268336061
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  • id: 268336062
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  • id: 268336063
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  • id: 268336064
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  • id: 268336065
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  • id: 268336066
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  • id: 268336067
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  • id: 268336068
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  • id: 268336069
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  • id: 268336070
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  • id: 268336071
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  • id: 268336072
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  • id: 268336073
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  • id: 268336074
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  • id: 268336075
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  • id: 268336076
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  • id: 268336077
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  • id: 268336078
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  • id: 268336079
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  • id: 268336080
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  • id: 268336081
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  • id: 268336082
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  • id: 268336083
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  • id: 268336084
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  • id: 268336085
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  • id: 268336086
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  • id: 268336087
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  • id: 268336088
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  • id: 268336089
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  • id: 268336090
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  • id: 268336091
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  • id: 268336092
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  • id: 268336093
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  • id: 268336094
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  • id: 268336095
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  • id: 268336096
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  • id: 268336097
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  • id: 268336098
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  • id: 268336099
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  • id: 268336100
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  • id: 268336101
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  • id: 268336102
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  • id: 268336103
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  • id: 268336104
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  • id: 268336105
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  • id: 268336106
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  • id: 268336107
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  • id: 268336108
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  • id: 268336109
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  • id: 268336110
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  • id: 268336111
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  • id: 268336112
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  • id: 268336113
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  • id: 268336114
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  • id: 268336115
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  • id: 268336116
    {'hecke_orbit_code': 144115188142966551, 'n': 117, 'trace_an': -702}
  • id: 268336117
    {'hecke_orbit_code': 144115188142966551, 'n': 118, 'trace_an': -7826}
  • id: 268336118
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  • id: 268336119
    {'hecke_orbit_code': 144115188142966551, 'n': 120, 'trace_an': 1845}
  • id: 268336120
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  • id: 268336121
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  • id: 268336122
    {'hecke_orbit_code': 144115188142966551, 'n': 123, 'trace_an': -4389}
  • id: 268336123
    {'hecke_orbit_code': 144115188142966551, 'n': 124, 'trace_an': 14808}
  • id: 268336124
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  • id: 268336125
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  • id: 268336126
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  • id: 268336127
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  • id: 268336128
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  • id: 268336129
    {'hecke_orbit_code': 144115188142966551, 'n': 130, 'trace_an': -140}
  • id: 268336130
    {'hecke_orbit_code': 144115188142966551, 'n': 131, 'trace_an': -9647}
  • id: 268336131
    {'hecke_orbit_code': 144115188142966551, 'n': 132, 'trace_an': 0}
  • id: 268336132
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  • id: 268336133
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  • id: 268336134
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  • id: 268336135
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  • id: 268336136
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  • id: 268336137
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  • id: 268336138
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  • id: 268336139
    {'hecke_orbit_code': 144115188142966551, 'n': 140, 'trace_an': 1880}
  • id: 268336140
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  • id: 268336141
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  • id: 268336142
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  • id: 268336143
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  • id: 268336144
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  • id: 268336145
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  • id: 268336146
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  • id: 268336147
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  • id: 268336148
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  • id: 268336149
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  • id: 268336150
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  • id: 268336151
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  • id: 268336152
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  • id: 268336153
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  • id: 268336154
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  • id: 268336155
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  • id: 268336156
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  • id: 268336157
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  • id: 268336158
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  • id: 268336159
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  • id: 268336160
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  • id: 268336161
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  • id: 268336162
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  • id: 268336163
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  • id: 268336164
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  • id: 268336165
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  • id: 268336166
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  • id: 268336167
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  • id: 268336168
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  • id: 268336169
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  • id: 268336170
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  • id: 268336171
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  • id: 268336172
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  • id: 268336173
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  • id: 268336174
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  • id: 268336175
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  • id: 268336176
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  • id: 268336177
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  • id: 268336178
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  • id: 268336179
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  • id: 268336180
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  • id: 268336181
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  • id: 268336182
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  • id: 268336183
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  • id: 268336184
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  • id: 268336185
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  • id: 268336186
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  • id: 268336187
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  • id: 268336188
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  • id: 268336189
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  • id: 268336190
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  • id: 268336191
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  • id: 268336192
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  • id: 268336193
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  • id: 268336194
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  • id: 268336195
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  • id: 268336196
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  • id: 268336197
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  • id: 268336198
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  • id: 268336199
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  • id: 268336200
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  • id: 268336201
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  • id: 268336202
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  • id: 268336203
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  • id: 268336204
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  • id: 268336205
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  • id: 268336206
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  • id: 268336207
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  • id: 268336208
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  • id: 268336209
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  • id: 268336210
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  • id: 268336211
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  • id: 268336212
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  • id: 268336213
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  • id: 268336214
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  • id: 268336215
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  • id: 268336216
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  • id: 268336217
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  • id: 268336218
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  • id: 268336219
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  • id: 268336220
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  • id: 268336221
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  • id: 268336222
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  • id: 268336223
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  • id: 268336224
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  • id: 268336225
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  • id: 268336226
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  • id: 268336227
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  • id: 268336228
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  • id: 268336229
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  • id: 268336230
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  • id: 268336231
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  • id: 268336232
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  • id: 268336233
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  • id: 268336234
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  • id: 268336239
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  • id: 268336240
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  • id: 268336241
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  • id: 268336242
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  • id: 268336243
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  • id: 268336244
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  • id: 268336245
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  • id: 268336246
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  • id: 268336247
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  • id: 268336248
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  • id: 268336250
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  • id: 268336251
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  • id: 268336252
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  • id: 268336253
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  • id: 268336254
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  • id: 268336256
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  • id: 268336268
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  • id: 268336296
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  • id: 268336302
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  • id: 268336311
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  • id: 268336312
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  • id: 268336313
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  • id: 268336314
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  • id: 268336315
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  • id: 268336316
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  • id: 268336317
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  • id: 268336318
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  • id: 268336319
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  • id: 268336320
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  • id: 268336321
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  • id: 268336322
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  • id: 268336323
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  • id: 268336325
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  • id: 268336326
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  • id: 268336327
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  • id: 268336331
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  • id: 268336332
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  • id: 268336333
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  • id: 268336334
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  • id: 268336335
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  • id: 268336336
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  • id: 268336337
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  • id: 268336338
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  • id: 268336339
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  • id: 268336340
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  • id: 268336341
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  • id: 268336342
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  • id: 268336343
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  • id: 268336344
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  • id: 268336345
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  • id: 268336347
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  • id: 268336348
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  • id: 268336350
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  • id: 268336351
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  • id: 268336352
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  • id: 268336363
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  • id: 268336364
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  • id: 268336365
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  • id: 268336366
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  • id: 268336370
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  • id: 268336371
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  • id: 268336372
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  • id: 268336377
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  • id: 268336380
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  • id: 268336388
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  • id: 268336392
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  • id: 268336393
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  • id: 268336416
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  • id: 268336418
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  • id: 268336419
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  • id: 268336420
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  • id: 268336421
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  • id: 268336422
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  • id: 268336423
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  • id: 268336424
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  • id: 268336425
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  • id: 268336426
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  • id: 268336427
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  • id: 268336428
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  • id: 268336621
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  • id: 268336810
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  • id: 268336816
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  • id: 268336817
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  • id: 268336818
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  • id: 268336819
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  • id: 268336820
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  • id: 268336822
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  • id: 268336823
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  • id: 268336824
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  • id: 268336825
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  • id: 268336826
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  • id: 268336827
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  • id: 268336831
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  • id: 268336880
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  • id: 268336893
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  • id: 268336899
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  • id: 268336901
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  • id: 268336902
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  • id: 268336903
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  • id: 268336904
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  • id: 268336905
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  • id: 268336906
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  • id: 268336907
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  • id: 268336908
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  • id: 268336910
    {'hecke_orbit_code': 144115188142966551, 'n': 911, 'trace_an': 183560}
  • id: 268336911
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  • id: 268336912
    {'hecke_orbit_code': 144115188142966551, 'n': 913, 'trace_an': 0}
  • id: 268336913
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  • id: 268336914
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  • id: 268336915
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  • id: 268336916
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  • id: 268336917
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  • id: 268336918
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  • id: 268336919
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  • id: 268336920
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  • id: 268336921
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  • id: 268336922
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  • id: 268336923
    {'hecke_orbit_code': 144115188142966551, 'n': 924, 'trace_an': 0}
  • id: 268336924
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  • id: 268336926
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  • id: 268336927
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  • id: 268336931
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    {'hecke_orbit_code': 144115188142966551, 'n': 998, 'trace_an': 41926}
  • id: 268336998
    {'hecke_orbit_code': 144115188142966551, 'n': 999, 'trace_an': 2268}
  • id: 268336999
    {'hecke_orbit_code': 144115188142966551, 'n': 1000, 'trace_an': 15375}