Embedded newform data - 65.6.a.d.1.2

Formats: - HTML - YAML - JSON - 2025-01-21T09:45:30.338931

• 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': 2340, 'analytic_conductor': 10.42494828784374, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [13, -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': [65, 1, [27, 41], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 8728091760661184, 'field_disc_factorization': [[2, 6], [32077, 1], [4251533303, 1]], 'field_poly': [-19440, 6624, 6120, -8, -163, 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': [[2, [-19440, 6624, 6120, -8, -163, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774849, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 48, 'hecke_ring_index_factorization': [[2, 4], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '65.6.a.d', 'level': 65, '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': [5, 13], 'level_radical': 65, 'minimal_twist': '65.6.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(6+\\beta _{1}+\\beta _{2})q^{3}+(22+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '65.6.a', 'trace_display': [0, 38, -150, 220], 'trace_hash': 1965995745873453407, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.104', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.328', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.578', 'prec': 17}, {'__RealLiteral__': 0, 'data': '81.058', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1905.323', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, 0, 38, 134, -150, 318, 220, 24, 518, 0, -170, 2238, 1014, -1440, -950, 3506, 728, 7788, 1218, -3350, -396, 5154, 8954, 12618, 3750, 0, 13112, 13212, 8364, -7950, 2862, -29672, -3772, -21484, -5500, -2138, 13840, -27706, 6422, -600, 2248, -47028, 3822, -73482, -12950, -39886, -10860, 13962, 85902, 0, -55028, 22646, 6584, 45504, 4250, -188800, 11692, -88500, -28874, -55950, 972, 123466, -125236, 14022, -25350, -158040, 60040, 3504, 153088, 36000, -74174, 298668, 48960, 226112, 23750, -93422, 231588, 53742, 214508, -87650, 116006, 58732, 123260, -235268, -18200, -304666, 228144, 127622, 94028, -194700, 37180, 430298, 192892, -125920, -30450, -385858, 246284, -4736, -32270, 83750, -174028, -205052, 522374, 4056, 9900, -565468, 62022, 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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

  
  {'an_normalized': [[1.0, 0.0], [-1.0488473330282935, 0.0], [-0.45253355737953677, 0.0], [0.10008072800056413, 0.0], [-0.4472135954999579, 0.0], [0.4746386147633334, 0.0], [-1.4327635809523893, 0.0], [0.9438779283773718, 0.0], [-0.7952133794454215, 0.0], [0.46905878693412495, 0.0], [-0.8818894781082002, 0.0], [-0.045289887867229095, 0.0], [0.2773500981126146, 0.0], [1.5027502607419811, 0.0], [0.20237915928008918, 0.0], [-1.0900645758834413, 0.0], [0.532615092415049, 0.0], [0.8340574322197468, 0.0], [0.7106766650794597, 0.0], [-0.0447574622093856, 0.0], [0.6483736001722287, 0.0], [0.9249674271394994, 0.0], [1.3834672726192665, 0.0], [-0.42713643666063966, 0.0], [0.2, 0.0], [-0.2908979107205513, 0.0], [0.8123942968557768, 0.0], [-0.1433920222344103, 0.0], [-0.8314709537165734, 0.0], [-0.21226484147142974, 0.0], [0.5432322042280484, 0.0], [0.19943339486659342, 0.0], [0.399084582743887, 0.0], [-0.5586319192101423, 0.0], [0.6407513525391131, 0.0], [-0.07958553393068661, 0.0], 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-0.1834466009404366, -0.19679674486735435, -0.3975672925259929, -0.21101470800370162, -0.2275979956908357, -0.05802378606011803, -0.3233334326263331, -0.41829763014845067, -0.2569077384938013, -0.32739944152455475, -0.3053972989506308, -0.19952074172731357, -0.33199128760349983, -0.35006317790427216, -0.22511419029931648, -0.19985512746921705, -0.13841185904005746, -0.1738279197995161, -0.31035363236491625, -0.14454708224049456, -0.25118036435926094, -0.17846926103454064, -0.26603980140741784, -0.2681186742409626, -0.18487451782388012, -0.15070721214989105, -0.2922843428185936, -0.26186155808661654, -0.12761647239229057, -0.15210460659024183, -0.14757251677464764, -0.393473550403703, -0.28635624049274394, -0.025255009144812098, -0.43588080165684145, -0.2893445982049995, -0.249257900220314, -0.4028461263475365, -0.2788023014547045, -0.3345875022074454, -0.22458482719284426, -0.22904074968841873, -0.35750263850427155, -0.11170655839044291, -0.22825057357341874, -0.22347032499155153, -0.35633991880118765, -0.21358962480255783, -0.39602065909781176, -0.20917862351192545, -0.19286208423114623, -0.3683576389632896, -0.23746693089147028, -0.29199391994105556, -0.4547433004406982, -0.12199728626806287, -0.16380806126421443, -0.17715264969042505, -0.23943537013620267, -0.24290790469337567, -0.26051093996826125, -0.1535604133649101, -0.3149364688992708, -0.07464998426993247, -0.32783920551981205, -0.2672774757255293, -0.4210857858074544, -0.24611926403260426, -0.1338182598466814, -0.16530123101532995, -0.3385113608999398, -0.3048984825221369, -0.21503776967770896, -0.10639367942197807, -0.141692939157267, -0.322995697579891, -0.1180252238442022, -0.20190057032700134, -0.07339040601832318, -0.3164223076704922, -0.2726190068768272, -0.30920512434366715, -0.24984133451112042, -0.40531677060788623, -0.1084306822926947, -0.2710562502722785, -0.29743130850605987, -0.14305398135841302, -0.21037110819883978, -0.193742577479249, -0.2560113540663076, -0.22592891044816124, -0.2796703174861969, -0.27470303664711043, -0.12708977995447562, -0.27797338447846337, -0.10827833550915508, -0.2237864404565146, -0.35198604297036773, -0.3582705049098786, -0.05627979610822634, -0.37678243673516393, -0.13119426077471616, -0.08818660182876088, -0.24421051130350552, -0.2980753034035763, -0.24017126597168825, -0.39036420291865376, -0.08135820600346863, -0.30905105583786685, -0.309022646390039, -0.2205741467991482, -0.22632286901982535, -0.120915480553312, -0.17749877012137272, -0.1156035118235664, -0.2908207027198318, -0.18092775856133378, -0.2686973991774835, -0.24267268377594306, -0.25516204723966623, -0.31964620225072354, -0.22274463310265885, -0.23871451375230485, -0.32042590092896944, -0.23931555070935084], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -5.933176492909852, 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774849, 'label': '65.6.a.d.1.2', 'level': 65, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [5, 6, 6, 3], 'Nk2': 2340, 'analytic_conductor': 10.42494828784374, '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': [65, 1, [27, 41], [1, 1]], 'conrey_index': 1, 'cusp_dim': 32, 'dim': 20, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663361, 'hecke_orbit_dims': [1, 3, 4, 6, 6], 'label': '65.6.a', 'level': 65, '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': [5, 13], 'level_radical': 65, 'mf_dim': 36, 'mf_new_dim': 20, 'num_forms': 5, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 20, 'sturm_bound': 42, 'trace_bound': 2, 'trace_display': [-4, 44, -50, -196], 'traces': [20, -4, 44, 344, -50, 244, -196, -612, 2132, 100, 292, -68, -338, -232, -900, 488, 3140, 3840, 856, -2400, -9028, 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-1753828, 152500, 220544, 169024, -66548, 2626116, 529500, 523900, 469628, 1347968, -166800, 34300, 1250436, 3247040, -389540, 2444196, 44900, -1318616, -1482740, -854628, 571220, 616300, -111076, 90176, 215448, -120036, -122500, -2065640, -1673556, 2349880, 2232960, -859600, 947280, -881504, -211596, 2146000, 306700, -84064, -929640, -74852, -4702752, -918400, -1262952, -722228, 2312156, -1714512, -304200, 5464296, -3359252, -3583020, -239048, -382500, -1933828, 4935032, -391056, 1555232, -70200, 4232632, 212844, 470496, 1171248, -350500, -1274824, -1061476, 222396, -101832, 565800, -534148, -86444, -1879904, 2829732, 672400, -552968, 6312100, 2666380, -5363432, 1332500, -2932980, -3707292, -1976076, -2020000, 606800, 2002784, -1145004, -2357848, 1256684, 1820700, -4430568, 5894704, 1057608, 2019620, -496100, -3001596, 3905904, -575092, 5546384, -2497250, -5289040, -868660, -105504, 4477012, 62500, 332056, -11891900, -3241132, -4415560, -1493600, -1534712, -4731000, 209036, -1160744, 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-14076860, 14768800, 130042320, -129252700, 606173632, 5496556, -25777500, -351987788, -154236888, 232341048, 9044972, -14463800, 291867288, 168284752, 99352448, -44591512, 32739200, -159259316, 93653040, -262183620, -212543204, 8649800, -481381648, 215618428, -24547504, -70187088, -51326400, -112619056, -44956052, -69606120, 218476936, 0, 239116344, 23981872, 204311716, -114547328, -163216000, 9209772, 34815272, -264987668, 31132552, -45653200, -76263032, -211768872, -78345696, -32199808, 334904000, 28665952, -24062636, -159949524, 25891132, -41117400, 417084148, 71948600, -196596764, -94258776, 9750000], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 42948680
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774849, 'source_is_minimal': True, 'source_label': '65.6.a.d.1.2', 'source_level': 65, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798982774849, 'target_is_minimal': True, 'target_label': '65.6.a.d.1.2', 'target_level': 65, 'twist_class_label': '65.6.a.d.1.2', 'twist_class_level': 65, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 42948681
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774849, 'source_is_minimal': True, 'source_label': '65.6.a.d.1.2', 'source_level': 65, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 54043195629109833, 'target_is_minimal': False, 'target_label': '585.6.a.m.1.5', 'target_level': 585, 'twist_class_label': '65.6.a.d.1.2', 'twist_class_level': 65, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 42948682
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774849, 'source_is_minimal': True, 'source_label': '65.6.a.d.1.2', 'source_level': 65, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 72057594138592272, 'target_is_minimal': False, 'target_label': '1040.6.a.q.1.5', 'target_level': 1040, 'twist_class_label': '65.6.a.d.1.2', 'twist_class_level': 65, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42948683
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774849, 'source_is_minimal': True, 'source_label': '65.6.a.d.1.2', 'source_level': 65, 'target_conrey_index': 274, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27021666584363333, 'target_is_minimal': False, 'target_label': '325.6.b.g.274.4', 'target_level': 325, 'twist_class_label': '65.6.a.d.1.2', 'twist_class_level': 65, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 42948684
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774849, 'source_is_minimal': True, 'source_label': '65.6.a.d.1.2', 'source_level': 65, 'target_conrey_index': 274, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 27021666584363333, 'target_is_minimal': False, 'target_label': '325.6.b.g.274.9', 'target_level': 325, 'twist_class_label': '65.6.a.d.1.2', 'twist_class_level': 65, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42948685
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774849, 'source_is_minimal': True, 'source_label': '65.6.a.d.1.2', 'source_level': 65, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 27021597864886597, 'target_is_minimal': False, 'target_label': '325.6.a.g.1.5', 'target_level': 325, 'twist_class_label': '65.6.a.d.1.2', 'twist_class_level': 65, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 42948686
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774849, 'source_is_minimal': True, 'source_label': '65.6.a.d.1.2', 'source_level': 65, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 31525197492257613, 'target_is_minimal': False, 'target_label': '845.6.a.h.1.5', 'target_level': 845, 'twist_class_label': '65.6.a.d.1.2', 'twist_class_level': 65, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 212400
    {'charpoly_factorization': [[[-19440, 6624, 6120, -8, -163, 0, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 2}
  • id: 212401
    {'charpoly_factorization': [[[569784, -1064984, -38924, 17872, -266, -38, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 3}
  • id: 212402
    {'charpoly_factorization': [[[25, 1], 6]], 'hecke_orbit_code': 13510798982774849, 'p': 5}
  • id: 212403
    {'charpoly_factorization': [[[7832693511488, -236872137664, 1025129840, 14757216, -69172, -220, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 7}
  • id: 212404
    {'charpoly_factorization': [[[-5748458393554056, 6343543694376, 104218773492, -67058608, -577114, 170, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 11}
  • id: 212405
    {'charpoly_factorization': [[[-169, 1], 6]], 'hecke_orbit_code': 13510798982774849, 'p': 13}
  • id: 212406
    {'charpoly_factorization': [[[-60470345696799168, -118802468057472, 413704012848, 598056512, -1072724, -728, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 17}
  • id: 212407
    {'charpoly_factorization': [[[-6014931610068680, 161801471845112, -1441956827340, 4655738480, -3010570, -1218, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 19}
  • id: 212408
    {'charpoly_factorization': [[[205008547449369485016, -17060041815395112, -135688416306636, 38641090768, 18157022, -8954, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 23}
  • id: 212409
    {'charpoly_factorization': [[[380932720903488867840, -1831757316521442048, 483079803930432, 291729140352, -38470824, -8364, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 29}
  • id: 212410
    {'charpoly_factorization': [[[-2016197220377005852264, -297479802611358328, 536711155133172, 59569873968, -43790482, -2862, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 31}
  • id: 212411
    {'charpoly_factorization': [[[1964772897538757349376, -6520261562650951680, -1705503272571136, 857716094720, -21627216, -13840, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 37}
  • id: 212412
    {'charpoly_factorization': [[[-111241057928344035774912, -9415226772352282752, 82387640218180656, 938948692672, -593552852, -2248, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 41}
  • id: 212413
    {'charpoly_factorization': [[[-184409690867411267450504, -32369024701834911928, 13382601178077492, 1224710048528, -285387322, -3822, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 43}
  • id: 212414
    {'charpoly_factorization': [[[-2561401365587172508812480, 105789294800458801344, 78715749379518576, -3031932745952, -580769620, 10860, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 47}
  • id: 212415
    {'charpoly_factorization': [[[864317000220258063408192, -625276684063946823552, 70440577421869872, 3880039141696, -575333620, -6584, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 53}
  • id: 212416
    {'charpoly_factorization': [[[4112619050493254348280, 36148012221099330216, 10332706627134708, -5709603413936, -1068332730, 28874, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 59}
  • id: 212417
    {'charpoly_factorization': [[[91865498068621589412924928, 16431730757048860687616, 675068206011377472, -26731908321664, -1966367656, -972, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 61}
  • id: 212418
    {'charpoly_factorization': [[[-1393109020409496813437969344, -12342604527714283851904, 6871679827236534320, 147231180370368, -4086743476, -60040, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 67}
  • id: 212419
    {'charpoly_factorization': [[[-1010623579224901886015115912, 107525366204324830543224, 2892724182831036084, -243173816868176, -3383318586, 74174, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 71}
  • id: 212420
    {'charpoly_factorization': [[[148033359118733868795695104, -143883744048454017372160, -333469964338098432, 381149706725120, -6684124048, -48960, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 73}
  • id: 212421
    {'charpoly_factorization': [[[66787345574185932866309035520, 1871987422079162711641344, -163896422308287012032, 2324998231388544, 2053447416, -214508, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 79}
  • id: 212422
    {'charpoly_factorization': [[[16814884941760999628127134016, -718096203318376556521920, -9316721093465449104, 596177532588896, -1505078004, -123260, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 83}
  • id: 212423
    {'charpoly_factorization': [[[-5101360371419383287296683200, -1401253209416131658239680, 30746758917110830704, 849929215170016, -11696634964, -94028, 1], 1]], 'hecke_orbit_code': 13510798982774849, 'p': 89}
  • id: 212424
    {'charpoly_factorization': [[[-138829619118861329548335734720, 13446481552644802078613312, -406388492232440139536, 4350338038038368, 58718780, -246284, 1], 1]], 'hecke_orbit_code': 13510798982774849, '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': 4, 'label': '65.6.a.d', 'level': 65, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35114035
    {'hecke_orbit_code': 13510798982774849, 'n': 1, 'trace_an': 6}
  • id: 35114036
    {'hecke_orbit_code': 13510798982774849, 'n': 2, 'trace_an': 0}
  • id: 35114037
    {'hecke_orbit_code': 13510798982774849, 'n': 3, 'trace_an': 38}
  • id: 35114038
    {'hecke_orbit_code': 13510798982774849, 'n': 4, 'trace_an': 134}
  • id: 35114039
    {'hecke_orbit_code': 13510798982774849, 'n': 5, 'trace_an': -150}
  • id: 35114040
    {'hecke_orbit_code': 13510798982774849, 'n': 6, 'trace_an': 318}
  • id: 35114041
    {'hecke_orbit_code': 13510798982774849, 'n': 7, 'trace_an': 220}
  • id: 35114042
    {'hecke_orbit_code': 13510798982774849, 'n': 8, 'trace_an': 24}
  • id: 35114043
    {'hecke_orbit_code': 13510798982774849, 'n': 9, 'trace_an': 518}
  • id: 35114044
    {'hecke_orbit_code': 13510798982774849, 'n': 10, 'trace_an': 0}
  • id: 35114045
    {'hecke_orbit_code': 13510798982774849, 'n': 11, 'trace_an': -170}
  • id: 35114046
    {'hecke_orbit_code': 13510798982774849, 'n': 12, 'trace_an': 2238}
  • id: 35114047
    {'hecke_orbit_code': 13510798982774849, 'n': 13, 'trace_an': 1014}
  • id: 35114048
    {'hecke_orbit_code': 13510798982774849, 'n': 14, 'trace_an': -1440}
  • id: 35114049
    {'hecke_orbit_code': 13510798982774849, 'n': 15, 'trace_an': -950}
  • id: 35114050
    {'hecke_orbit_code': 13510798982774849, 'n': 16, 'trace_an': 3506}
  • id: 35114051
    {'hecke_orbit_code': 13510798982774849, 'n': 17, 'trace_an': 728}
  • id: 35114052
    {'hecke_orbit_code': 13510798982774849, 'n': 18, 'trace_an': 7788}
  • id: 35114053
    {'hecke_orbit_code': 13510798982774849, 'n': 19, 'trace_an': 1218}
  • id: 35114054
    {'hecke_orbit_code': 13510798982774849, 'n': 20, 'trace_an': -3350}
  • id: 35114055
    {'hecke_orbit_code': 13510798982774849, 'n': 21, 'trace_an': -396}
  • id: 35114056
    {'hecke_orbit_code': 13510798982774849, 'n': 22, 'trace_an': 5154}
  • id: 35114057
    {'hecke_orbit_code': 13510798982774849, 'n': 23, 'trace_an': 8954}
  • id: 35114058
    {'hecke_orbit_code': 13510798982774849, 'n': 24, 'trace_an': 12618}
  • id: 35114059
    {'hecke_orbit_code': 13510798982774849, 'n': 25, 'trace_an': 3750}
  • id: 35114060
    {'hecke_orbit_code': 13510798982774849, 'n': 26, 'trace_an': 0}
  • id: 35114061
    {'hecke_orbit_code': 13510798982774849, 'n': 27, 'trace_an': 13112}
  • id: 35114062
    {'hecke_orbit_code': 13510798982774849, 'n': 28, 'trace_an': 13212}
  • id: 35114063
    {'hecke_orbit_code': 13510798982774849, 'n': 29, 'trace_an': 8364}
  • id: 35114064
    {'hecke_orbit_code': 13510798982774849, 'n': 30, 'trace_an': -7950}
  • id: 35114065
    {'hecke_orbit_code': 13510798982774849, 'n': 31, 'trace_an': 2862}
  • id: 35114066
    {'hecke_orbit_code': 13510798982774849, 'n': 32, 'trace_an': -29672}
  • id: 35114067
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  • id: 35114080
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  • id: 35114152
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  • id: 35114156
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  • id: 35114158
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  • id: 35114162
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  • id: 35114164
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  • id: 35114166
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  • id: 35114167
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  • id: 35114168
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  • id: 35114169
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  • id: 35114170
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  • id: 35114171
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  • id: 35114172
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  • id: 35114173
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  • id: 35114175
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  • id: 35114176
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  • id: 35114178
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  • id: 35114180
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  • id: 35114181
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  • id: 35114187
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  • id: 35114188
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  • id: 35114191
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  • id: 35114193
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    {'hecke_orbit_code': 13510798982774849, 'n': 761, 'trace_an': -3980452}
  • id: 35114258
    {'hecke_orbit_code': 13510798982774849, 'n': 769, 'trace_an': -8172460}
  • id: 35114259
    {'hecke_orbit_code': 13510798982774849, 'n': 773, 'trace_an': 22734776}
  • id: 35114260
    {'hecke_orbit_code': 13510798982774849, 'n': 787, 'trace_an': -9780796}
  • id: 35114261
    {'hecke_orbit_code': 13510798982774849, 'n': 797, 'trace_an': 7944076}
  • id: 35114262
    {'hecke_orbit_code': 13510798982774849, 'n': 809, 'trace_an': -14144292}
  • id: 35114263
    {'hecke_orbit_code': 13510798982774849, 'n': 811, 'trace_an': -7693310}
  • id: 35114264
    {'hecke_orbit_code': 13510798982774849, 'n': 821, 'trace_an': -19835332}
  • id: 35114265
    {'hecke_orbit_code': 13510798982774849, 'n': 823, 'trace_an': 123728158}
  • id: 35114266
    {'hecke_orbit_code': 13510798982774849, 'n': 827, 'trace_an': -13754324}
  • id: 35114267
    {'hecke_orbit_code': 13510798982774849, 'n': 829, 'trace_an': 73919636}
  • id: 35114268
    {'hecke_orbit_code': 13510798982774849, 'n': 839, 'trace_an': 39488886}
  • id: 35114269
    {'hecke_orbit_code': 13510798982774849, 'n': 841, 'trace_an': 23831250}
  • id: 35114270
    {'hecke_orbit_code': 13510798982774849, 'n': 853, 'trace_an': -17958904}
  • id: 35114271
    {'hecke_orbit_code': 13510798982774849, 'n': 857, 'trace_an': -5513324}
  • id: 35114272
    {'hecke_orbit_code': 13510798982774849, 'n': 859, 'trace_an': 78042948}
  • id: 35114273
    {'hecke_orbit_code': 13510798982774849, 'n': 863, 'trace_an': -49903036}
  • id: 35114274
    {'hecke_orbit_code': 13510798982774849, 'n': 877, 'trace_an': -36504212}
  • id: 35114275
    {'hecke_orbit_code': 13510798982774849, 'n': 881, 'trace_an': 17752700}
  • id: 35114276
    {'hecke_orbit_code': 13510798982774849, 'n': 883, 'trace_an': -38409058}
  • id: 35114277
    {'hecke_orbit_code': 13510798982774849, 'n': 887, 'trace_an': 52649374}
  • id: 35114278
    {'hecke_orbit_code': 13510798982774849, 'n': 907, 'trace_an': -29064282}
  • id: 35114279
    {'hecke_orbit_code': 13510798982774849, 'n': 911, 'trace_an': -12124424}
  • id: 35114280
    {'hecke_orbit_code': 13510798982774849, 'n': 919, 'trace_an': 92179660}
  • id: 35114281
    {'hecke_orbit_code': 13510798982774849, 'n': 929, 'trace_an': 51814744}
  • id: 35114282
    {'hecke_orbit_code': 13510798982774849, 'n': 937, 'trace_an': 43030516}
  • id: 35114283
    {'hecke_orbit_code': 13510798982774849, 'n': 941, 'trace_an': 37063016}
  • id: 35114284
    {'hecke_orbit_code': 13510798982774849, 'n': 947, 'trace_an': -46598748}
  • id: 35114285
    {'hecke_orbit_code': 13510798982774849, 'n': 953, 'trace_an': 39921820}
  • id: 35114286
    {'hecke_orbit_code': 13510798982774849, 'n': 961, 'trace_an': -76002898}
  • id: 35114287
    {'hecke_orbit_code': 13510798982774849, 'n': 967, 'trace_an': 5677216}
  • id: 35114288
    {'hecke_orbit_code': 13510798982774849, 'n': 971, 'trace_an': -169247944}
  • id: 35114289
    {'hecke_orbit_code': 13510798982774849, 'n': 977, 'trace_an': 23706080}
  • id: 35114290
    {'hecke_orbit_code': 13510798982774849, 'n': 983, 'trace_an': -5800368}
  • id: 35114291
    {'hecke_orbit_code': 13510798982774849, 'n': 991, 'trace_an': -13005120}
  • id: 35114292
    {'hecke_orbit_code': 13510798982774849, 'n': 997, 'trace_an': 64364016}