Newform data - 22.6.a.c

Formats: - HTML - YAML - JSON - 2023-06-04T06:30:05.004511

• 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_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': 792, 'analytic_conductor': 3.528444035885574, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [22, 1, [13], [1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [[3, [29, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404310, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '22.6.a.c', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.6.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}-29q^{3}+2^{4}q^{4}-31q^{5}-116q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.6.a', 'trace_display': [4, -29, -31, -230], 'trace_hash': 1296477389105222849, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.786', 'prec': 17}], 'trace_zratio': 0, 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14058548, -16747152, 634644, 2647524, 3506970, 2069248, -5394196, -4982780, -8142460, -892000, -26550544, -869568, -12020376, 4016384, 1646358, -53360, 28759614, 1050272, -453871, 7125416, 4884506, -626688, 7950640, -5833456, 969472, -10926656, 3490112, -7925680, -9389156, -1781120, 9120722, -21563936, 14663515, 514352, 19982595, -6041200, 26395030, -831488, 1679771, 8003676, 2147508, -4405872, -9230786, 17054960, -16387005, -4634240, 3902820, -1037324, -2709524, 9427552, 4042416, 576928, -14930266, -507904, -3268353, 2780520, 8328425, 7142880, 52142, 2795616, 2496941, 9807424, -2583471, -969472, -6916790, 4671040, -789105, 6533816, -8218782, -2673664, -25288224, -7963520, -8313926, 1740464, -4335171, 204812, 3709216, -1011584, -4363560, 19334536, -2313672, -5397504, -13596331, -5963532, 5692324, 6830080, 7293134, 1067480, 22278380, -5739984, 15581402, 30380748, 1186570, 2265728, -7975638, -501908, -2169304, -5855616, -7621567, -17743120, 18626149, 14848, -2275616, -6979836, -13219475, 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-1484887, 22969640, -28381616, 7333984, -13260598, 4116496, -83214485, 10493376], '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], [4], [-29], [16], [-31], [-116], [-230], [64], [598], [-124], [121], [-464], [112], [-920], [899], [256], [-1142], [2392], [-612], [-496], [6670], [484], [-1941], [-1856], [-2164], [448], [-10295], [-3680], [1192], [3596], [-1037], [1024], [-3509], [-4568], [7130], [9568], [8083], [-2448], [-3248], [-1984], [-10444], [26680], [58], [1936], [-18538], [-7764], [8656], [-7424], [36093], [-8656], [33118], [1792], [-20318], [-41180], [-3751], [-14720], [17748], [4768], [-21351], [14384], [47044], [-4148], [-137540], [4096], [-3472], [-14036], [48093], [-18272], [56289], [28520], [-24967], [38272], [-42288], [32332], [62756], [-9792], [-27830], [-12992], [-72410], [-7936], [153241], [-41776], [-15806], [106720], [35402], [232], [-34568], [7744], [-114761], [-74152], [-25760], [-31056], [30073], [34624], [18972], [-29696], [-5159], [144372], [72358], [-34624]], 'ap': [[4], [-29], [-31], [-230], [121], [112], [-1142], [-612], [-1941], [1192], [-1037], [8083], [-10444], [58], [8656], [-20318], [-21351], [47044], [48093], [-24967], [-42288], [-72410], [-15806], [-114761], [-5159], [-61426], [185896], [-23970], [-56326], [-261903], [87404], [265122], [245857], [-363594], [-55750], [65642], [-275367], [291940], [-337344], [-116742], [-19107], [-16177], [685333], [-309292], [-120930], [915536], [-134580], [468839], [275022], [-642281], [-1504848], [-304694], [1271808], [629965], [544086], [-1989334], [1754458], [-1658240], [-42634], [319510], [-2027348], [718844], [-1981420], [-1510300], [2000919], [-259331], [51203], [266870], [622800], [2436490], [1559571], [1919608], [3612251], [3939682], [-2188289], [768387], [324313], [334758], [-902022], [-5004574], [-3001236], [4562238], [4897826], [6728757], [-3350336], [-7124343], [-2709285], [2413612], [-6560652], [-4724207], [-2284439], [951544], [3514843], [-5787192], [1029124], [-727370], [-1946297], [-10313283], [-6868396], [10054476], [9857248], [-14589166], [-10241316], [-751816], [-7018540], [-3363767], [14058548], [-5394196], [-12020376], [1646358], [4884506], [3490112], [9120722], [14663515], [-16387005], [-3268353], [8328425], [2496941], [-789105], [-8313926], [-4335171], [7293134], [15581402], [-2169304], [-13219475], [-25939506], [3575311], [-1958141], [15535975], [-14600204], [-20668246], [11706452], [-12760715], [-14086854], [23382160], [-10957520], [16933594], [-7516552], [3937885], [-17360900], [27085002], [35938390], [-505509], [-29995488], [29694153], [-14137137], [-4685394], [-41284552], [-3548051], [-30760536], [30553528], [42101773], [57164], [-11610630], [20985492], [47412500], [40432586], [33075690], [-31513244], [-9541470], [22420753], [16898478], [-30694648], [33566411], [24789677], [5226059], [24082600], [-13260598]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199355404310, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '22.6.a.c', 'level': 22, 'maxp': 997, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	integer[]
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'AL_dims': [[[[2, 1], [11, 1]], 1, 1], [[[2, -1], [11, -1]], 1, 1], [[[2, 1], [11, -1]], 1, 1], [[[2, -1], [11, 1]], 2, 1]], 'Nk2': 792, 'analytic_conductor': 3.528444035885574, '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': [22, 1, [13], [1]], 'conrey_indexes': [1], 'cusp_dim': 13, 'dim': 5, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663318, 'hecke_orbit_dims': [1, 1, 1, 2], 'label': '22.6.a', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 17, 'mf_new_dim': 5, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 18, 'trace_bound': 3, 'trace_display': [4, -20, -14, -312], 'traces': [5, 4, -20, 80, -14, 80, -312, 64, 885, -296, -121, -320, 982, -704, -3024, 1280, -1110, 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18005580, -4371336, 16752704, 9071568, -16411136, -3574582, 453760, 42973172, 17741976, 13497524, -18086208, 9249456, -7397568, -21101608, -6288896, 18889922, -10152384, -4235264, -15821216, -7462288, -8477088, 15692112, 13794560, 731794, 10931648, 32584620, -3729024, -204974, 15734592, 5300160, -2093056, 9063808, -27074864, -33284336, 17291424, 9350606, 5243728, -41490176, -3717120, 42209074, -21280960, -23518236, -19025920, 25003268, -14434944, 1640880, -8497152, -37416215, 22395048, 13292576, -2540896, -3847820, 30301440, 1066408, -10376192, 38982048, 6455992, -9416144, 20703872, 11427558, -4246616, -66901216, -1212416, 1859214, -3040672, 44614060, 17895296, 290184, 7611296, 29107000, 22565440, -8166048, -16716120, -13757296, 12286400, 979362, -26926752, -28098136, -2242048, -59472862, -9018752, -7641476, 2749120, -8522478, -22558480, -35347952, -4064512, -23459264, 19819832, 16018176, 18410880, -24316244, -16519168, 17988586, 6463488, 31445770, 6524904, 51951256, -7004368, -1745562, 29182528, 32668176, -20859648, 24572472, -658240, 3684068, -31931712, -27096600, -11673088, 12098752, 5706752, -38163644, 17186944, 14123548, -3775264, -10527000, 750896, -17724680, -2587136, 65267636, -1158664, 49633496, 11849088, -73560306, -23776672, 5080248, -495616, 30098000, -17327928, 35170320, 25033920, 20780842, 45930976, -42040912, -15428992, -35734860, -40320000, 9019340, -14097472, 15581672, -4258304, -120656, -12749312, -7998176, -22537420, 39803512, -2530656, 9311210, 1171280, 19553320, 2347008, -8443383, 29994384, -21369336, -34862464, -47161386, 28834496, 62407728, -3596288, 12583032, 14955656, -35350004, -13848832, 62487040, -6366592, -10090008, 6628352, -24382948, 17397336, -74002324, 1513952, 15381584, -14923680, 24630384, -1980416, 4009100, -5131376, -7344912, 26563456, -41427490, 20693680, -2649416, 23432192, 12304906, 14021280, -11739952, 31972864, -16002516, 36632192, -46564728, -1310720, 1775282, -2094752, -61266152, 3787296, 35638846, -22009584, 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-87131054, 45537376, -79227600, 2964608, 33568390, 7642656, 35026072, 3531264, 25473734, 93569556, -12746436, -4115264, -122419020, -66551312, 58334760, -32508928, -3113152, 37901296, -19692145, 33569792, -3479712, -72523392, -13966736, -2883584, -59961696, -8062648, -22434224, 14089520, 60480668, -736648, -1694592, 9130112, 132635520, 118784, -33270908, 26291904, -41834570, -63062848, 81870248, 3973120, -9453972, -91260504, 15785328, -35027808, -74511184, 105506336, 46410856, -20388352, 130520736, -66994216, -4088848, 14248960, -60617686, 14782016, 94112208, 4298752, -49225014, -129208192, 27832524, -3976544, -33200288, 5208400, 38896660, -9639040, -67595398, -46548512, -26402184, -8949760, 35707662, 81604352, 30271344, 11375616, -4502744, 6495280, 105415228, 57025408, -46359876, 17061264, 7558144, -15950848, 5646114, -34003272, -100625296, 26779392, -2974664, -3552992, -122106352, -12386304, 64519865, 92511600, 5403796, 22604320, 30026364, -23275616, -55990968, 937024, -56486432, 58395760, 18988196, 15135808, 26995600, 77276128, -89829512, -592384, 59596726, -18234944, -28952154, -36671712, -171657842, -13476976, 7870856, 44119040, 101671436, -98970320, 86804128, 348288, 20471080, 18106440, -7436472, 15269888, -22296652, 80102624, -100574512, -25931136, 27895062, -11001488, -88366008, -10235136], '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: 17501
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '22.6.a.c', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '22.6.a.c', 'target_level': 22, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 17502
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '22.6.a.c', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '176.6.a.e', 'target_level': 176, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 17503
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '22.6.a.c', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '198.6.a.b', 'target_level': 198, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 17504
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '22.6.a.c', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '242.6.a.a', 'target_level': 242, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 17505
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '22.6.a.c', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '550.6.a.c', 'target_level': 550, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 17506
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '22.6.a.c', 'source_level': 22, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '550.6.b.a', 'target_level': 550, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 17507
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '22.6.a.c', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '704.6.a.a', 'target_level': 704, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 17508
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '22.6.a.c', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '704.6.a.j', 'target_level': 704, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 17509
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '22.6.a.c', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1078.6.a.f', 'target_level': 1078, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 86250
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 2}
  • id: 86251
    {'charpoly_factorization': [[[29, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 3}
  • id: 86252
    {'charpoly_factorization': [[[31, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 5}
  • id: 86253
    {'charpoly_factorization': [[[230, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 7}
  • id: 86254
    {'charpoly_factorization': [[[-121, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 11}
  • id: 86255
    {'charpoly_factorization': [[[-112, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 13}
  • id: 86256
    {'charpoly_factorization': [[[1142, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 17}
  • id: 86257
    {'charpoly_factorization': [[[612, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 19}
  • id: 86258
    {'charpoly_factorization': [[[1941, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 23}
  • id: 86259
    {'charpoly_factorization': [[[-1192, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 29}
  • id: 86260
    {'charpoly_factorization': [[[1037, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 31}
  • id: 86261
    {'charpoly_factorization': [[[-8083, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 37}
  • id: 86262
    {'charpoly_factorization': [[[10444, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 41}
  • id: 86263
    {'charpoly_factorization': [[[-58, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 43}
  • id: 86264
    {'charpoly_factorization': [[[-8656, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 47}
  • id: 86265
    {'charpoly_factorization': [[[20318, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 53}
  • id: 86266
    {'charpoly_factorization': [[[21351, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 59}
  • id: 86267
    {'charpoly_factorization': [[[-47044, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 61}
  • id: 86268
    {'charpoly_factorization': [[[-48093, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 67}
  • id: 86269
    {'charpoly_factorization': [[[24967, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 71}
  • id: 86270
    {'charpoly_factorization': [[[42288, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 73}
  • id: 86271
    {'charpoly_factorization': [[[72410, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 79}
  • id: 86272
    {'charpoly_factorization': [[[15806, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 83}
  • id: 86273
    {'charpoly_factorization': [[[114761, 1], 1]], 'hecke_orbit_code': 9007199355404310, 'p': 89}
  • id: 86274
    {'charpoly_factorization': [[[5159, 1], 1]], 'hecke_orbit_code': 9007199355404310, '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': 3, 'label': '22.6.a.c', 'level': 22, '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: 111769000
    {'hecke_orbit_code': 9007199355404310, 'n': 1, 'trace_an': 1}
  • id: 111769001
    {'hecke_orbit_code': 9007199355404310, 'n': 2, 'trace_an': 4}
  • id: 111769002
    {'hecke_orbit_code': 9007199355404310, 'n': 3, 'trace_an': -29}
  • id: 111769003
    {'hecke_orbit_code': 9007199355404310, 'n': 4, 'trace_an': 16}
  • id: 111769004
    {'hecke_orbit_code': 9007199355404310, 'n': 5, 'trace_an': -31}
  • id: 111769005
    {'hecke_orbit_code': 9007199355404310, 'n': 6, 'trace_an': -116}
  • id: 111769006
    {'hecke_orbit_code': 9007199355404310, 'n': 7, 'trace_an': -230}
  • id: 111769007
    {'hecke_orbit_code': 9007199355404310, 'n': 8, 'trace_an': 64}
  • id: 111769008
    {'hecke_orbit_code': 9007199355404310, 'n': 9, 'trace_an': 598}
  • id: 111769009
    {'hecke_orbit_code': 9007199355404310, 'n': 10, 'trace_an': -124}
  • id: 111769010
    {'hecke_orbit_code': 9007199355404310, 'n': 11, 'trace_an': 121}
  • id: 111769011
    {'hecke_orbit_code': 9007199355404310, 'n': 12, 'trace_an': -464}
  • id: 111769012
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  • id: 111769013
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  • id: 111769014
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  • id: 111769015
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  • id: 111769016
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  • id: 111769017
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  • id: 111769018
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  • id: 111769019
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  • id: 111769020
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  • id: 111769021
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  • id: 111769022
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  • id: 111769023
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  • id: 111769024
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  • id: 111769025
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  • id: 111769026
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  • id: 111769027
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  • id: 111769028
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  • id: 111769029
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  • id: 111769030
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  • id: 111769031
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  • id: 111769032
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  • id: 111769033
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  • id: 111769034
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  • id: 111769035
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  • id: 111769036
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  • id: 111769037
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  • id: 111769038
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  • id: 111769039
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  • id: 111769040
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  • id: 111769041
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  • id: 111769042
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  • id: 111769043
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  • id: 111769044
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  • id: 111769045
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  • id: 111769046
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  • id: 111769047
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  • id: 111769048
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  • id: 111769049
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  • id: 111769050
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  • id: 111769051
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  • id: 111769052
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  • id: 111769053
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  • id: 111769054
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  • id: 111769055
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  • id: 111769056
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  • id: 111769057
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  • id: 111769058
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  • id: 111769059
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  • id: 111769060
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  • id: 111769061
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  • id: 111769062
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  • id: 111769063
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  • id: 111769064
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  • id: 111769065
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  • id: 111769066
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  • id: 111769067
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  • id: 111769068
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  • id: 111769069
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  • id: 111769070
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  • id: 111769071
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  • id: 111769072
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  • id: 111769073
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  • id: 111769074
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  • id: 111769075
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  • id: 111769076
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  • id: 111769077
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  • id: 111769078
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  • id: 111769079
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  • id: 111769080
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  • id: 111769081
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  • id: 111769082
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  • id: 111769083
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  • id: 111769084
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  • id: 111769085
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  • id: 111769086
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  • id: 111769087
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  • id: 111769088
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  • id: 111769089
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  • id: 111769090
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  • id: 111769091
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  • id: 111769092
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  • id: 111769093
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  • id: 111769094
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  • id: 111769095
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  • id: 111769096
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  • id: 111769097
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  • id: 111769098
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  • id: 111769099
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  • id: 111769100
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  • id: 111769101
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  • id: 111769102
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  • id: 111769103
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  • id: 111769104
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  • id: 111769105
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  • id: 111769106
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  • id: 111769107
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  • id: 111769108
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  • id: 111769109
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  • id: 111769110
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  • id: 111769111
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  • id: 111769112
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  • id: 111769113
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  • id: 111769114
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  • id: 111769115
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  • id: 111769116
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  • id: 111769117
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  • id: 111769118
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  • id: 111769119
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  • id: 111769120
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  • id: 111769121
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  • id: 111769122
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  • id: 111769123
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  • id: 111769124
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  • id: 111769125
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  • id: 111769126
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  • id: 111769127
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  • id: 111769128
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  • id: 111769129
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  • id: 111769130
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  • id: 111769131
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  • id: 111769132
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  • id: 111769133
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  • id: 111769134
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  • id: 111769135
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  • id: 111769136
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  • id: 111769137
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  • id: 111769138
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  • id: 111769139
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  • id: 111769140
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  • id: 111769141
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  • id: 111769142
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  • id: 111769143
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  • id: 111769144
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  • id: 111769145
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  • id: 111769146
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  • id: 111769147
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  • id: 111769148
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  • id: 111769149
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  • id: 111769150
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  • id: 111769151
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  • id: 111769152
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  • id: 111769153
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  • id: 111769154
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  • id: 111769155
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  • id: 111769156
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  • id: 111769157
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  • id: 111769158
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  • id: 111769159
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  • id: 111769160
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  • id: 111769161
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  • id: 111769162
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  • id: 111769163
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  • id: 111769164
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  • id: 111769165
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  • id: 111769166
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  • id: 111769167
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  • id: 111769168
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  • id: 111769169
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  • id: 111769170
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  • id: 111769171
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  • id: 111769172
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  • id: 111769173
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  • id: 111769175
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  • id: 111769176
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  • id: 111769178
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  • id: 111769181
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  • id: 111769187
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  • id: 111769188
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  • id: 111769189
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  • id: 111769190
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  • id: 111769191
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  • id: 111769192
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  • id: 111769193
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  • id: 111769194
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  • id: 111769195
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  • id: 111769196
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  • id: 111769197
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  • id: 111769198
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  • id: 111769199
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  • id: 111769200
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  • id: 111769201
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  • id: 111769202
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  • id: 111769292
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  • id: 111769296
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  • id: 111769303
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  • id: 111769391
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  • id: 111769392
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  • id: 111769393
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  • id: 111769394
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  • id: 111769395
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  • id: 111769396
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  • id: 111769397
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  • id: 111769398
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  • id: 111769400
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  • id: 111769401
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  • id: 111769402
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  • id: 111769403
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  • id: 111769404
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  • id: 111769405
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  • id: 111769406
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  • id: 111769407
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  • id: 111769408
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  • id: 111769409
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  • id: 111769410
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  • id: 111769411
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  • id: 111769412
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  • id: 111769413
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  • id: 111769414
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  • id: 111769415
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  • id: 111769416
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  • id: 111769417
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  • id: 111769418
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  • id: 111769419
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  • id: 111769420
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  • id: 111769421
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  • id: 111769422
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  • id: 111769423
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  • id: 111769424
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  • id: 111769425
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  • id: 111769426
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  • id: 111769427
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  • id: 111769428
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  • id: 111769429
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  • id: 111769430
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  • id: 111769431
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  • id: 111769432
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  • id: 111769433
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  • id: 111769434
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  • id: 111769435
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  • id: 111769436
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  • id: 111769437
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  • id: 111769438
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  • id: 111769439
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  • id: 111769440
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  • id: 111769441
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  • id: 111769442
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  • id: 111769443
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  • id: 111769444
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  • id: 111769445
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  • id: 111769446
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  • id: 111769447
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  • id: 111769448
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  • id: 111769449
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  • id: 111769450
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  • id: 111769451
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  • id: 111769452
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  • id: 111769453
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  • id: 111769454
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  • id: 111769455
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  • id: 111769456
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  • id: 111769457
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  • id: 111769458
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  • id: 111769459
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  • id: 111769460
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  • id: 111769461
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  • id: 111769462
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  • id: 111769463
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  • id: 111769464
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  • id: 111769465
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  • id: 111769466
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  • id: 111769467
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  • id: 111769468
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  • id: 111769469
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  • id: 111769470
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  • id: 111769471
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  • id: 111769472
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  • id: 111769473
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  • id: 111769474
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  • id: 111769475
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  • id: 111769476
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  • id: 111769477
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  • id: 111769478
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  • id: 111769479
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  • id: 111769480
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  • id: 111769481
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  • id: 111769482
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  • id: 111769483
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  • id: 111769484
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  • id: 111769485
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  • id: 111769486
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  • id: 111769487
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  • id: 111769488
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  • id: 111769489
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  • id: 111769490
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  • id: 111769491
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  • id: 111769492
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  • id: 111769493
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  • id: 111769494
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  • id: 111769495
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  • id: 111769496
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  • id: 111769497
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  • id: 111769498
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  • id: 111769499
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  • id: 111769500
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  • id: 111769501
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  • id: 111769502
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  • id: 111769503
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  • id: 111769504
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  • id: 111769505
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  • id: 111769506
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  • id: 111769507
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  • id: 111769508
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  • id: 111769509
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  • id: 111769510
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  • id: 111769511
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  • id: 111769512
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  • id: 111769513
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  • id: 111769514
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  • id: 111769515
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  • id: 111769516
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  • id: 111769517
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  • id: 111769518
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  • id: 111769519
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  • id: 111769520
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  • id: 111769521
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  • id: 111769522
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  • id: 111769523
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  • id: 111769524
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  • id: 111769525
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  • id: 111769526
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  • id: 111769527
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  • id: 111769528
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  • id: 111769529
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  • id: 111769530
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  • id: 111769531
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  • id: 111769532
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  • id: 111769533
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  • id: 111769534
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  • id: 111769535
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  • id: 111769536
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  • id: 111769537
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  • id: 111769538
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  • id: 111769539
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  • id: 111769540
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  • id: 111769541
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  • id: 111769542
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  • id: 111769543
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  • id: 111769544
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  • id: 111769545
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  • id: 111769546
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  • id: 111769547
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  • id: 111769548
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  • id: 111769549
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  • id: 111769552
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  • id: 111769566
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  • id: 111769572
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  • id: 111769575
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  • id: 111769576
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  • id: 111769577
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  • id: 111769944
    {'hecke_orbit_code': 9007199355404310, 'n': 945, 'trace_an': -73403350}
  • id: 111769945
    {'hecke_orbit_code': 9007199355404310, 'n': 946, 'trace_an': 28072}
  • id: 111769946
    {'hecke_orbit_code': 9007199355404310, 'n': 947, 'trace_an': 22420753}
  • id: 111769947
    {'hecke_orbit_code': 9007199355404310, 'n': 948, 'trace_an': 33598240}
  • id: 111769948
    {'hecke_orbit_code': 9007199355404310, 'n': 949, 'trace_an': -4736256}
  • id: 111769949
    {'hecke_orbit_code': 9007199355404310, 'n': 950, 'trace_an': 5297472}
  • id: 111769950
    {'hecke_orbit_code': 9007199355404310, 'n': 951, 'trace_an': 7520599}
  • id: 111769951
    {'hecke_orbit_code': 9007199355404310, 'n': 952, 'trace_an': 16810240}
  • id: 111769952
    {'hecke_orbit_code': 9007199355404310, 'n': 953, 'trace_an': 16898478}
  • id: 111769953
    {'hecke_orbit_code': 9007199355404310, 'n': 954, 'trace_an': -48600656}
  • id: 111769954
    {'hecke_orbit_code': 9007199355404310, 'n': 955, 'trace_an': -21245323}
  • id: 111769955
    {'hecke_orbit_code': 9007199355404310, 'n': 956, 'trace_an': -4875104}
  • id: 111769956
    {'hecke_orbit_code': 9007199355404310, 'n': 957, 'trace_an': -4182728}
  • id: 111769957
    {'hecke_orbit_code': 9007199355404310, 'n': 958, 'trace_an': 3806176}
  • id: 111769958
    {'hecke_orbit_code': 9007199355404310, 'n': 959, 'trace_an': -56547110}
  • id: 111769959
    {'hecke_orbit_code': 9007199355404310, 'n': 960, 'trace_an': 3682304}
  • id: 111769960
    {'hecke_orbit_code': 9007199355404310, 'n': 961, 'trace_an': -27553782}
  • id: 111769961
    {'hecke_orbit_code': 9007199355404310, 'n': 962, 'trace_an': 3621184}
  • id: 111769962
    {'hecke_orbit_code': 9007199355404310, 'n': 963, 'trace_an': -14334060}
  • id: 111769963
    {'hecke_orbit_code': 9007199355404310, 'n': 964, 'trace_an': 20348928}
  • id: 111769964
    {'hecke_orbit_code': 9007199355404310, 'n': 965, 'trace_an': 9588052}
  • id: 111769965
    {'hecke_orbit_code': 9007199355404310, 'n': 966, 'trace_an': -51785880}
  • id: 111769966
    {'hecke_orbit_code': 9007199355404310, 'n': 967, 'trace_an': -30694648}
  • id: 111769967
    {'hecke_orbit_code': 9007199355404310, 'n': 968, 'trace_an': 937024}
  • id: 111769968
    {'hecke_orbit_code': 9007199355404310, 'n': 969, 'trace_an': -20268216}
  • id: 111769969
    {'hecke_orbit_code': 9007199355404310, 'n': 970, 'trace_an': 639716}
  • id: 111769970
    {'hecke_orbit_code': 9007199355404310, 'n': 971, 'trace_an': 33566411}
  • id: 111769971
    {'hecke_orbit_code': 9007199355404310, 'n': 972, 'trace_an': -31076864}
  • id: 111769972
    {'hecke_orbit_code': 9007199355404310, 'n': 973, 'trace_an': 83626620}
  • id: 111769973
    {'hecke_orbit_code': 9007199355404310, 'n': 974, 'trace_an': 14059372}
  • id: 111769974
    {'hecke_orbit_code': 9007199355404310, 'n': 975, 'trace_an': 7028672}
  • id: 111769975
    {'hecke_orbit_code': 9007199355404310, 'n': 976, 'trace_an': 12043264}
  • id: 111769976
    {'hecke_orbit_code': 9007199355404310, 'n': 977, 'trace_an': 24789677}
  • id: 111769977
    {'hecke_orbit_code': 9007199355404310, 'n': 978, 'trace_an': -33865040}
  • id: 111769978
    {'hecke_orbit_code': 9007199355404310, 'n': 979, 'trace_an': -13886081}
  • id: 111769979
    {'hecke_orbit_code': 9007199355404310, 'n': 980, 'trace_an': -17902128}
  • id: 111769980
    {'hecke_orbit_code': 9007199355404310, 'n': 981, 'trace_an': -33682948}
  • id: 111769981
    {'hecke_orbit_code': 9007199355404310, 'n': 982, 'trace_an': -23148768}
  • id: 111769982
    {'hecke_orbit_code': 9007199355404310, 'n': 983, 'trace_an': 5226059}
  • id: 111769983
    {'hecke_orbit_code': 9007199355404310, 'n': 984, 'trace_an': 19384064}
  • id: 111769984
    {'hecke_orbit_code': 9007199355404310, 'n': 985, 'trace_an': 3748830}
  • id: 111769985
    {'hecke_orbit_code': 9007199355404310, 'n': 986, 'trace_an': -5445056}
  • id: 111769986
    {'hecke_orbit_code': 9007199355404310, 'n': 987, 'trace_an': 57735520}
  • id: 111769987
    {'hecke_orbit_code': 9007199355404310, 'n': 988, 'trace_an': -1096704}
  • id: 111769988
    {'hecke_orbit_code': 9007199355404310, 'n': 989, 'trace_an': -112578}
  • id: 111769989
    {'hecke_orbit_code': 9007199355404310, 'n': 990, 'trace_an': -8972392}
  • id: 111769990
    {'hecke_orbit_code': 9007199355404310, 'n': 991, 'trace_an': 24082600}
  • id: 111769991
    {'hecke_orbit_code': 9007199355404310, 'n': 992, 'trace_an': -1061888}
  • id: 111769992
    {'hecke_orbit_code': 9007199355404310, 'n': 993, 'trace_an': -1484887}
  • id: 111769993
    {'hecke_orbit_code': 9007199355404310, 'n': 994, 'trace_an': 22969640}
  • id: 111769994
    {'hecke_orbit_code': 9007199355404310, 'n': 995, 'trace_an': -28381616}
  • id: 111769995
    {'hecke_orbit_code': 9007199355404310, 'n': 996, 'trace_an': 7333984}
  • id: 111769996
    {'hecke_orbit_code': 9007199355404310, 'n': 997, 'trace_an': -13260598}
  • id: 111769997
    {'hecke_orbit_code': 9007199355404310, 'n': 998, 'trace_an': 4116496}
  • id: 111769998
    {'hecke_orbit_code': 9007199355404310, 'n': 999, 'trace_an': -83214485}
  • id: 111769999
    {'hecke_orbit_code': 9007199355404310, 'n': 1000, 'trace_an': 10493376}