Embedded newform data - 14.8.c.a.11.2

Formats: - HTML - YAML - JSON - 2025-11-25T19:14:24.631223

• mf_newforms •

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

  
  {'Nk2': 896, 'analytic_conductor': 4.373390356777705, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [14, 3, [3], [1]], 'cm_discs': [], 'conrey_index': 9, 'dim': 4, 'field_disc': 51365889, 'field_disc_factorization': [[3, 2], [2389, 2]], 'field_poly': [356409, 597, 598, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [2576025, 89880, 4741, -56, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137573171214, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '14.8.c.a', 'level': 14, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.8.c.a', 'nf_label': '4.0.51365889.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-8+8\\beta _{1})q^{2}+(28\\beta _{1}-\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '14.8.c', 'trace_display': [-16, 56, 238, 168], 'trace_hash': 515721498848996602, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.745', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '49.129', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1032.024', 'prec': 27}], 'trace_zratio': 0, 'traces': [4, -16, 56, -128, 238, -896, 168, 2048, -1972, 1904, -5848, 3584, 2632, -2016, -5784, -8192, 47642, -15776, 41048, -30464, -169582, 93568, 49316, 28672, 108816, -10528, -400624, 5376, 345640, 23136, 70252, -65536, 197190, -762272, -36904, 252416, 88166, 328384, 973336, 121856, -2312520, 1032640, 115088, -374272, -300468, 394528, 1412292, -458752, 465892, -1741056, -2576256, -84224, 2361174, 1602496, -1258040, 86016, 4620796, -1382560, -1842512, 185088, -1278242, -1124032, -2121448, 1048576, -1716372, 1577520, 2121480, 3049088, -5332236, 2595712, 7200320, -1009664, 1634682, 705328, -5321176, -5254144, 1416226, -15573376, 9192604, 974848, -3049498, 9250080, -56560, 2592128, 6369676, -460352, 691656, -2994176, -8936550, 4807488, -26111120, -6312448, 14550490, 11298336, -2562604, 1835008, 11748408, 20499248, 15278208, 6964224, -19092290, -20610048, 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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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[-0.006401919503916787, 0.011088449846750016], [0.37280375533524424, -0.64571504549312], [0.8955131311634461, 1.5510742420201808], [1.0938535044537399, 0.0], [0.04337613505299381, 0.04329649921508473], [-0.052827717041642276, 0.0], [-0.07241556506059058, -0.12542743794375247], [0.05064703924739728, -0.08772324522942708], [-0.1574833767517261, 0.27276920988150094], [-0.5873497240333451, -1.0173195638373127], [-0.049564159482138825, 0.0], [-0.02279813309818497, 0.08539757096801667], [-0.6095711595189663, 0.0], [-0.6070400781096053, -1.051424257516416], [-0.13511579935264617, 0.23402742938406518], [0.42313949050395266, -0.7328990962416545], [-0.9052836717421584, -1.5679973147199238], [-0.6318335609188677, 0.0], [1.112527037211168, -0.29919658479893985], [-0.44697101873342193, 0.0], [0.007775973702296476, 0.013468381530696964], [-0.4898581834576999, 0.8484592622521323], [0.12466165750893708, -0.21592032456122925], [-0.02143142990598124, -0.037120325476010595], [1.9223699593150536, 0.0], [-0.06708102419051416, 0.018040382544705164], [-1.5646247442457777, 0.0], [-0.22269367843139562, -0.38571676556758266], [0.2402869629312647, -0.4161892281933699], [0.3317651799205615, -0.5746341478046424], [0.02975477584724752, 0.051536783535255995], [-0.2838337921863639, 0.0], [0.356093323186791, -1.333859430819003], [1.4723386208464355, 0.0], [-0.09308501720424206, -0.1612279792211703], [0.0038550403501947323, -0.006677125751765394], [-0.3699140113425885, 0.6407098620769732], [0.30937051539741567, 0.5358454510320936], [0.4746625561892451, 0.0], [0.43041618377024227, 0.4296259669055471], [1.8711711312578203, 0.0], [0.027802273600615764, 0.04815495044219741], [0.16679887212064706, -0.2889041211581446], [-0.029600624976783937, 0.0512697863955821], [0.3716623421533162, 0.6437380598695918], [0.07129440593252978, 0.0], [-0.9375457758060294, 0.543591889352975], [0.26921706451861366, 0.0], [1.1048827323706254, 1.9137130288714492], [-0.22153087140004218, 0.38370272470988015], [-0.050706609277336466, 0.08782642354789015], [-0.3889529262386955, -0.6736862299980104], [1.0163063436730453, 0.0], [-0.24960363218253306, -0.24914537571570583], [0.4228401636512458, 0.0], [-0.005522643814260744, -0.009565499678405585], [-0.5993425290773224, 1.0380917114987498], [-0.6240972377367815, 1.0809681246234981], [0.17324673921036618, 0.3000721545579894], [0.025617693549112103, 0.0], [-0.02263731172833729, 0.08479516399523546], [-0.3666445798822773, 0.0], [-0.43405216874507946, -0.7518004094019375], [-0.46836725320088163, 0.8112358791454038], [-0.3186326331887691, 0.5518879096324054], [-0.3809449624632641, -0.6598160298737922], [0.4460384833797185, 0.0], [-0.6156865871500056, 0.16557918865825413], [-0.8650300339871483, 0.0], [0.6043125025651648, 1.046699958091963], [0.0588227580011127, -0.1018840054992559], [-0.16647983070942313, 0.2883515252241863], [0.20366236729841428, 0.35275356775060773], [1.3317349290967295, 0.0], [-1.4214572806788894, 0.38227849714360407], [0.01561889122561805, 0.0], [0.17444037886166888, 0.3021395990799745], [0.859997120724071, -1.4895587074570364], [-0.7231573763904046, 1.2525453177763908], [-0.3508991659758483, -0.6077751838037136], [-0.0482498027435228, 0.0], [0.08602042145846349, -0.32221651722801253], [0.5810428223841686, 0.0], [0.08000546067717164, 0.1385735227758152], [1.6063341994562599, -2.782252447393721], [0.004063360403988078, -0.007037946669170949], [0.08303959308717267, 0.14382879426682837], [0.416434618626219, 0.0], [-0.6656418105508034, -0.6644197343269589], [0.4270974054496726, 0.0], [-1.0561851039070291, -1.8293662621643882], [0.059532826741335525, -0.10311388063418825], [-0.29412855962589435, 0.509445609229101], [0.5723193696990736, 0.9912862264745913], [0.7272296397602531, 0.0], [-6.983804863095676e-05, -0.03800451339398083], [-1.558205894278812, 0.0], [0.2504202105644239, 0.43374052793967866], [0.7629345155758582, -1.3214413438253354], [-0.3509589691821307, 0.6078787659954502], [0.010405023557819864, 0.01802202945609509], [-0.42703049821987005, 0.0], [-0.33814196566349064, -0.33752115842156055], [-0.7003348125674055, 0.0], [0.10053276977149307, 0.1741278650698506], [0.03384865860886618, -0.058627596478609906], [0.533524713419028, -0.9240919107353813], [-0.07132229020640338, -0.12353383034966281], [-0.3487758528820671, 0.0], [-0.06698261966030572, 0.2509044486857578], [-0.033618358421219824, 0.0], [-0.2669401248506654, -0.46235385882013186], [-0.8635496965559609, 1.495711949295611], [-0.6819370012133283, 1.1811495336626439], [-1.0865621056458732, -1.8819807725576745], [0.053591331472793206, 0.0]], 'angles': [None, -0.26311037953166094, -0.0772832599559602, None, -0.47697745196010594, -0.1381738848058073, -0.23784494746690193, 0.007808056721436483, -0.10624354206388578, -0.22322393987120673, -0.48276290628391344, 0.11173316537441541, -0.35318314678460205, -0.30697793390302247, -0.060123517483959485, -0.3329627815259865, -0.4248246036284615, -0.04506590335280427, -0.4567791885479512, -0.22060763934204852, -0.45631264049778375, 0.013161363380108494, -0.3026426506075495, -0.16510013792918546, -0.23795604417438485, 0.1788196597245517, -0.06771442600356857, -0.15315912896887693, -0.3410120293479139, -0.3589059715772332, -0.254877814830038, 0.03792448734832877, -0.28502707277800704, -0.17208223934287495, 0.0009732123928807903, -0.3474332731742953, -0.3264643867148524, -0.1652654084186832, -0.2996061279221466, 0.012268287731500677, -0.46952399632524483, -0.23368941706834656, -0.4424873792640077, -0.46807066403336617, -0.2281443810366592, -0.4521566591256203, -0.44253688820459425, -0.266149150376086, -0.4234905932839947, -0.03753013514369425, -0.12671578597138833, -0.1959763508958001, 0.2071429530027081, -0.22703318253308655, -0.08164104355201422, -0.4813561344538178, -0.304714793494691, -0.09042445576535343, 0.27051538924761703, -0.12753601519103372, -0.4196577496935548, -0.3396024078635958, -0.28612282812530737, 0.2006397513470647, -0.06280769642169573, -0.0616747789409501, -0.1002486524123572, -0.260618360594241, -0.3568410370162568, -0.27334408988744924, 0.20711045821259158, -0.4898516094326036, -0.23878219190416927, -0.1134446734667888, -0.18128469517252208, -0.05169277021270672, -0.42706506702067004, 0.03651799593344358, -0.1569081918645492, -0.48449315544168076, -0.153067532138111, -0.40247395083445703, 0.20401861224244555, -0.35515169734429225, -0.0007255470631212263, 0.005050253933150069, -0.0857032637540072, -0.005606877764226976, -0.3220708274857753, -0.2562593235931712, -0.13404925528307635, 0.27870952052371306, -0.4654943780137597, -0.30761448711155137, -0.3759254349869827, -0.04902249661811093, -0.1329231677279886, -0.4064323401864807, -0.0015364331236867568, -0.032833619795088295, -0.4050638520243695, -0.2302925231002064, 0.1789305668517166, -0.4823210001718143, -0.2966733771204151, -0.38134307610288554, -0.3975755503408148, -0.05826332903521248, -0.4287140986789377, -0.24035112130566366, -0.1310503272922324, -0.47247422973967335, -0.1578493536729713, -0.2264757695599446, -0.3398221005259416, -0.48209040289746113, -0.2064316834898139, -0.4051430512761203, -0.11162245404988512, -0.22668456613589016, -0.36977489435323685, -0.15973890962423565, -0.16246597860289957, -0.31770575576233445, -0.05707527590456101, -0.28947654519033, -0.01046850654111788, -0.07344089373456444, -0.2771793281178019, -0.1438022051542206, -0.4494442904885113, -0.2810516861436755, 0.002197236408537204, -0.1520608966004601, -0.14038026516442184, -0.3574262947901398, -0.3933448662831234, -0.28405588154083, -0.37075184181617316, -0.44765424704224976, -0.18883606459661004, -0.1449186086063342, -0.27489332622354606, -0.1973904286819146, -0.3577702994089927, -0.22814760761533637, -0.2754152735779104, 0.19978696554199168, -0.43383946636020065, -0.086949689167798, -0.06075051637173058, -0.3750461744368163, -0.19523737676281128, 0.09326226700723854, -0.396774396233835, -0.3929799564464963, -0.09816975260395522, -0.022727292186369534, -0.1651641901037943, 0.18561895627035302, -0.1547916589694605, -0.32118687678541147, -0.20308562576821068, -0.07010193545882948, -0.46418135932408094, -0.2785455951033072, -0.32710023242562797, 0.24921530524627689], 'char_orbit_index': 3, 'conrey_index': 11, 'dual_conrey_index': 9, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 4, 'embedding_root_imag': 20.73152131140465, 'embedding_root_real': -11.969349409849936, 'hecke_orbit': 1, 'hecke_orbit_code': 137573171214, 'label': '14.8.c.a.11.2', 'level': 14, 'weight': 8}
• mf_newspaces •

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

  
  {'Nk2': 896, 'analytic_conductor': 4.373390356777705, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [14, 3, [3], [1]], 'conrey_index': 9, 'cusp_dim': 24, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137573171214, 'hecke_orbit_dims': [4, 4], 'label': '14.8.c', 'level': 14, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 32, 'mf_new_dim': 8, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 4, 'sturm_bound': 16, 'trace_bound': 2, 'trace_display': [0, 0, 252, -1680], 'traces': [8, 0, 0, -256, 252, -1792, -1680, 0, -1064, 1792, -8256, 0, 24080, -24192, 46576, -16384, 82740, -23040, 43456, -32256, -261884, 55040, 111000, 57344, -107040, 75264, -483840, 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• 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: 1584899
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137573171214, 'source_is_minimal': True, 'source_label': '14.8.c.a.11.2', 'source_level': 14, 'target_conrey_index': 11, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137573171214, 'target_is_minimal': True, 'target_label': '14.8.c.a.11.2', 'target_level': 14, 'twist_class_label': '14.8.c.a.9.2', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 1584900
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137573171214, 'source_is_minimal': True, 'source_label': '14.8.c.a.11.2', 'source_level': 14, 'target_conrey_index': 109, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014810960560254, 'target_is_minimal': False, 'target_label': '126.8.g.e.109.2', 'target_level': 126, 'twist_class_label': '14.8.c.a.9.2', 'twist_class_level': 14, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 1584901
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137573171214, 'source_is_minimal': True, 'source_label': '14.8.c.a.11.2', 'source_level': 14, 'target_conrey_index': 81, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 549890031728, 'target_is_minimal': False, 'target_label': '112.8.i.a.81.1', 'target_level': 112, 'twist_class_label': '14.8.c.a.9.2', 'twist_class_level': 14, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 1584902
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137573171214, 'source_is_minimal': True, 'source_label': '14.8.c.a.11.2', 'source_level': 14, 'target_conrey_index': 9, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137573171214, 'target_is_minimal': True, 'target_label': '14.8.c.a.9.2', 'target_level': 14, 'twist_class_label': '14.8.c.a.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 1584903
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137573171214, 'source_is_minimal': True, 'source_label': '14.8.c.a.11.2', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996407922786, 'target_is_minimal': False, 'target_label': '98.8.a.k.1.2', 'target_level': 98, 'twist_class_label': '14.8.c.a.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 1584904
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137573171214, 'source_is_minimal': True, 'source_label': '14.8.c.a.11.2', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197525811298, 'target_is_minimal': False, 'target_label': '98.8.a.h.1.1', 'target_level': 98, 'twist_class_label': '14.8.c.a.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 1584905
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137573171214, 'source_is_minimal': True, 'source_label': '14.8.c.a.11.2', 'source_level': 14, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334964764770, 'target_is_minimal': False, 'target_label': '98.8.c.h.79.1', 'target_level': 98, 'twist_class_label': '14.8.c.a.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 1584906
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137573171214, 'source_is_minimal': True, 'source_label': '14.8.c.a.11.2', 'source_level': 14, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334964764770, 'target_is_minimal': False, 'target_label': '98.8.c.h.67.1', 'target_level': 98, 'twist_class_label': '14.8.c.a.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 8}
  • id: 1584907
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137573171214, 'source_is_minimal': True, 'source_label': '14.8.c.a.11.2', 'source_level': 14, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014810960560254, 'target_is_minimal': False, 'target_label': '126.8.g.e.37.2', 'target_level': 126, 'twist_class_label': '14.8.c.a.9.2', 'twist_class_level': 14, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 1584908
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137573171214, 'source_is_minimal': True, 'source_label': '14.8.c.a.11.2', 'source_level': 14, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 549890031728, 'target_is_minimal': False, 'target_label': '112.8.i.a.65.1', 'target_level': 112, 'twist_class_label': '14.8.c.a.9.2', 'twist_class_level': 14, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 57300
    {'charpoly_factorization': [[[64, 8, 1], 2]], 'hecke_orbit_code': 137573171214, 'p': 2}
  • id: 57301
    {'charpoly_factorization': [[[2576025, 89880, 4741, -56, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 3}
  • id: 57302
    {'charpoly_factorization': [[[21206025, -1095990, 52039, -238, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 5}
  • id: 57303
    {'charpoly_factorization': [[[678223072849, -138355224, -218834, -168, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 7}
  • id: 57304
    {'charpoly_factorization': [[[71110682271225, 49314517320, 25766389, 5848, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 11}
  • id: 57305
    {'charpoly_factorization': [[[-91342860, -1316, 1], 2]], 'hecke_orbit_code': 137573171214, 'p': 13}
  • id: 57306
    {'charpoly_factorization': [[[164790239668336881, -19339966944522, 1863816523, -47642, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 17}
  • id: 57307
    {'charpoly_factorization': [[[78493276127245225, -11500275107720, 1404771789, -41048, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 19}
  • id: 57308
    {'charpoly_factorization': [[[1222955395138220769, 54537239624292, 3537940993, -49316, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 23}
  • id: 57309
    {'charpoly_factorization': [[[5666758164, -172820, 1], 2]], 'hecke_orbit_code': 137573171214, 'p': 29}
  • id: 57310
    {'charpoly_factorization': [[[746204414528455488225, 1919055786031020, 32252085889, -70252, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 31}
  • id: 57311
    {'charpoly_factorization': [[[81300220258188575519929, 25138942165957282, 292905178383, -88166, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 37}
  • id: 57312
    {'charpoly_factorization': [[[332194626036, 1156260, 1], 2]], 'hecke_orbit_code': 137573171214, 'p': 41}
  • id: 57313
    {'charpoly_factorization': [[[-154524293360, -57544, 1], 2]], 'hecke_orbit_code': 137573171214, 'p': 43}
  • id: 57314
    {'charpoly_factorization': [[[62179931722925684487681, -352167779849094972, 1745209651473, -1412292, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 47}
  • id: 57315
    {'charpoly_factorization': [[[1918922875405641954393561, -3270820811450183406, 4189890740607, -2361174, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 53}
  • id: 57316
    {'charpoly_factorization': [[[73829004612495149121129, 500638023944439024, 3123135537517, 1842512, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 59}
  • id: 57317
    {'charpoly_factorization': [[[3211572230890631748019881, -2290719592631767878, 3425988610423, 1278242, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 61}
  • id: 57318
    {'charpoly_factorization': [[[16912313395746332461175161, 8724498066914483880, 8613135705781, -2121480, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 67}
  • id: 57319
    {'charpoly_factorization': [[[2760738723264, -3600160, 1], 2]], 'hecke_orbit_code': 137573171214, 'p': 71}
  • id: 57320
    {'charpoly_factorization': [[[28781167031102692710600625, 8769755399259278550, 8036993441899, -1634682, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 73}
  • id: 57321
    {'charpoly_factorization': [[[439642723751362392430295025, -192747385952623318980, 63536309305321, -9192604, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 79}
  • id: 57322
    {'charpoly_factorization': [[[-11352739197744, 28280, 1], 2]], 'hecke_orbit_code': 137573171214, 'p': 83}
  • id: 57323
    {'charpoly_factorization': [[[246051087410029851674209521, 140178863281770674550, 64175910238539, 8936550, 1], 1]], 'hecke_orbit_code': 137573171214, 'p': 89}
  • id: 57324
    {'charpoly_factorization': [[[6136617007220, -5874204, 1], 2]], 'hecke_orbit_code': 137573171214, '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': 3, 'hecke_orbit': 1, 'label': '14.8.c.a', 'level': 14, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6099151
    {'hecke_orbit_code': 137573171214, 'n': 1, 'trace_an': 4}
  • id: 6099152
    {'hecke_orbit_code': 137573171214, 'n': 2, 'trace_an': -16}
  • id: 6099153
    {'hecke_orbit_code': 137573171214, 'n': 3, 'trace_an': 56}
  • id: 6099154
    {'hecke_orbit_code': 137573171214, 'n': 4, 'trace_an': -128}
  • id: 6099155
    {'hecke_orbit_code': 137573171214, 'n': 5, 'trace_an': 238}
  • id: 6099156
    {'hecke_orbit_code': 137573171214, 'n': 6, 'trace_an': -896}
  • id: 6099157
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  • id: 6099158
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  • id: 6099159
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  • id: 6099160
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  • id: 6099161
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  • id: 6099162
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  • id: 6099163
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  • id: 6099164
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  • id: 6099165
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  • id: 6099166
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  • id: 6099167
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  • id: 6099168
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  • id: 6099169
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  • id: 6099170
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  • id: 6099171
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  • id: 6099172
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  • id: 6099173
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  • id: 6099174
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  • id: 6099175
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  • id: 6099176
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  • id: 6099177
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  • id: 6099178
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  • id: 6099179
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  • id: 6099180
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  • id: 6099181
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  • id: 6099182
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  • id: 6099183
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  • id: 6099184
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  • id: 6099185
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  • id: 6099186
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  • id: 6099187
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  • id: 6099188
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  • id: 6099189
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  • id: 6099190
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  • id: 6099191
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  • id: 6099192
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  • id: 6099193
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  • id: 6099194
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  • id: 6099195
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  • id: 6099196
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  • id: 6099197
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  • id: 6099198
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  • id: 6099199
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  • id: 6099200
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  • id: 6099201
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  • id: 6099202
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  • id: 6099203
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  • id: 6099204
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  • id: 6099205
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  • id: 6099206
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  • id: 6099207
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  • id: 6099208
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  • id: 6099209
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  • id: 6099210
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  • id: 6099211
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  • id: 6099212
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  • id: 6099218
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  • id: 6099219
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  • id: 6099220
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  • id: 6099221
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  • id: 6099222
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  • id: 6099224
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  • id: 6099225
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  • id: 6099228
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  • id: 6099229
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  • id: 6099231
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  • id: 6099232
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  • id: 6099233
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  • id: 6099234
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  • id: 6099235
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  • id: 6099236
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  • id: 6099238
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  • id: 6099239
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  • id: 6099240
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  • id: 6099241
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  • id: 6099242
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  • id: 6099245
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  • id: 6099246
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  • id: 6099248
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  • id: 6099249
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  • id: 6099250
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  • id: 6099251
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  • id: 6099252
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  • id: 6099253
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  • id: 6099254
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  • id: 6099255
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  • id: 6099256
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  • id: 6099257
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  • id: 6099258
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  • id: 6099259
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  • id: 6099260
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  • id: 6099261
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  • id: 6099262
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  • id: 6099263
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  • id: 6099264
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  • id: 6099265
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  • id: 6099266
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  • id: 6099267
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  • id: 6099268
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  • id: 6099269
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  • id: 6099270
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  • id: 6099271
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  • id: 6099272
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  • id: 6099273
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  • id: 6099274
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  • id: 6099275
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  • id: 6099276
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  • id: 6099277
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  • id: 6099278
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  • id: 6099279
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  • id: 6099280
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  • id: 6099281
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  • id: 6099282
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  • id: 6099283
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  • id: 6099284
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  • id: 6099285
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  • id: 6099286
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  • id: 6099287
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  • id: 6099288
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  • id: 6099289
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  • id: 6099290
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  • id: 6099291
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  • id: 6099292
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  • id: 6099293
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  • id: 6099294
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  • id: 6099295
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  • id: 6099296
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  • id: 6099297
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  • id: 6099298
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  • id: 6099299
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  • id: 6099300
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  • id: 6099301
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  • id: 6099302
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  • id: 6099303
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  • id: 6099304
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  • id: 6099305
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  • id: 6099307
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  • id: 6099309
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  • id: 6099310
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  • id: 6099311
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  • id: 6099312
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  • id: 6099313
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  • id: 6099314
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  • id: 6099315
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  • id: 6099316
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  • id: 6099317
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  • id: 6099319
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  • id: 6099320
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  • id: 6099321
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  • id: 6099322
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  • id: 6099351
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  • id: 6099352
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  • id: 6099355
    {'hecke_orbit_code': 137573171214, 'n': 647, 'trace_an': -8548261092}
  • id: 6099356
    {'hecke_orbit_code': 137573171214, 'n': 653, 'trace_an': -1484522850}
  • id: 6099357
    {'hecke_orbit_code': 137573171214, 'n': 659, 'trace_an': 24233975312}
  • id: 6099358
    {'hecke_orbit_code': 137573171214, 'n': 661, 'trace_an': -4484720730}
  • id: 6099359
    {'hecke_orbit_code': 137573171214, 'n': 673, 'trace_an': 31840235288}
  • id: 6099360
    {'hecke_orbit_code': 137573171214, 'n': 677, 'trace_an': -6555660258}
  • id: 6099361
    {'hecke_orbit_code': 137573171214, 'n': 683, 'trace_an': -886856232}
  • id: 6099362
    {'hecke_orbit_code': 137573171214, 'n': 691, 'trace_an': -4712416576}
  • id: 6099363
    {'hecke_orbit_code': 137573171214, 'n': 701, 'trace_an': -35176275560}
  • id: 6099364
    {'hecke_orbit_code': 137573171214, 'n': 709, 'trace_an': 8078214278}
  • id: 6099365
    {'hecke_orbit_code': 137573171214, 'n': 719, 'trace_an': -2946686484}
  • id: 6099366
    {'hecke_orbit_code': 137573171214, 'n': 727, 'trace_an': -26130057408}
  • id: 6099367
    {'hecke_orbit_code': 137573171214, 'n': 729, 'trace_an': -32631961372}
  • id: 6099368
    {'hecke_orbit_code': 137573171214, 'n': 733, 'trace_an': -17971520210}
  • id: 6099369
    {'hecke_orbit_code': 137573171214, 'n': 739, 'trace_an': 2610465904}
  • id: 6099370
    {'hecke_orbit_code': 137573171214, 'n': 743, 'trace_an': -8037359616}
  • id: 6099371
    {'hecke_orbit_code': 137573171214, 'n': 751, 'trace_an': 5424627748}
  • id: 6099372
    {'hecke_orbit_code': 137573171214, 'n': 757, 'trace_an': 48992574856}
  • id: 6099373
    {'hecke_orbit_code': 137573171214, 'n': 761, 'trace_an': 498303554}
  • id: 6099374
    {'hecke_orbit_code': 137573171214, 'n': 769, 'trace_an': -14902592040}
  • id: 6099375
    {'hecke_orbit_code': 137573171214, 'n': 773, 'trace_an': -7511698754}
  • id: 6099376
    {'hecke_orbit_code': 137573171214, 'n': 787, 'trace_an': 42461379688}
  • id: 6099377
    {'hecke_orbit_code': 137573171214, 'n': 797, 'trace_an': -52315531800}
  • id: 6099378
    {'hecke_orbit_code': 137573171214, 'n': 809, 'trace_an': 5783899930}
  • id: 6099379
    {'hecke_orbit_code': 137573171214, 'n': 811, 'trace_an': -11704855344}
  • id: 6099380
    {'hecke_orbit_code': 137573171214, 'n': 821, 'trace_an': -26282683090}
  • id: 6099381
    {'hecke_orbit_code': 137573171214, 'n': 823, 'trace_an': 29547629388}
  • id: 6099382
    {'hecke_orbit_code': 137573171214, 'n': 827, 'trace_an': 809143056}
  • id: 6099383
    {'hecke_orbit_code': 137573171214, 'n': 829, 'trace_an': 836268678}
  • id: 6099384
    {'hecke_orbit_code': 137573171214, 'n': 839, 'trace_an': -24847979296}
  • id: 6099385
    {'hecke_orbit_code': 137573171214, 'n': 841, 'trace_an': -31933033092}
  • id: 6099386
    {'hecke_orbit_code': 137573171214, 'n': 853, 'trace_an': -17295644632}
  • id: 6099387
    {'hecke_orbit_code': 137573171214, 'n': 857, 'trace_an': -590329782}
  • id: 6099388
    {'hecke_orbit_code': 137573171214, 'n': 859, 'trace_an': 4185666128}
  • id: 6099389
    {'hecke_orbit_code': 137573171214, 'n': 863, 'trace_an': -30529375316}
  • id: 6099390
    {'hecke_orbit_code': 137573171214, 'n': 877, 'trace_an': 13065453654}
  • id: 6099391
    {'hecke_orbit_code': 137573171214, 'n': 881, 'trace_an': 20516672904}
  • id: 6099392
    {'hecke_orbit_code': 137573171214, 'n': 883, 'trace_an': 14848463120}
  • id: 6099393
    {'hecke_orbit_code': 137573171214, 'n': 887, 'trace_an': 74224111500}
  • id: 6099394
    {'hecke_orbit_code': 137573171214, 'n': 907, 'trace_an': 12006823840}
  • id: 6099395
    {'hecke_orbit_code': 137573171214, 'n': 911, 'trace_an': -76602811200}
  • id: 6099396
    {'hecke_orbit_code': 137573171214, 'n': 919, 'trace_an': 33163713276}
  • id: 6099397
    {'hecke_orbit_code': 137573171214, 'n': 929, 'trace_an': -7072108302}
  • id: 6099398
    {'hecke_orbit_code': 137573171214, 'n': 937, 'trace_an': 37676414888}
  • id: 6099399
    {'hecke_orbit_code': 137573171214, 'n': 941, 'trace_an': -21171697106}
  • id: 6099400
    {'hecke_orbit_code': 137573171214, 'n': 947, 'trace_an': 27627786880}
  • id: 6099401
    {'hecke_orbit_code': 137573171214, 'n': 953, 'trace_an': -51352591912}
  • id: 6099402
    {'hecke_orbit_code': 137573171214, 'n': 961, 'trace_an': -4543600052}
  • id: 6099403
    {'hecke_orbit_code': 137573171214, 'n': 967, 'trace_an': 56140571264}
  • id: 6099404
    {'hecke_orbit_code': 137573171214, 'n': 971, 'trace_an': 20761569528}
  • id: 6099405
    {'hecke_orbit_code': 137573171214, 'n': 977, 'trace_an': -58807889430}
  • id: 6099406
    {'hecke_orbit_code': 137573171214, 'n': 983, 'trace_an': -1765965852}
  • id: 6099407
    {'hecke_orbit_code': 137573171214, 'n': 991, 'trace_an': 39098639444}
  • id: 6099408
    {'hecke_orbit_code': 137573171214, 'n': 997, 'trace_an': -42012425098}