Embedded newform data - 98.8.c.f.79.1

Formats: - HTML - YAML - JSON - 2026-04-14T23:10:06.052857

• 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': 6272, 'analytic_conductor': 30.613732497443934, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [6724, -82, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518135710023778, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': False, 'label': '98.8.c.f', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.8.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+8\\zeta_{6}q^{2}+(82-82\\zeta_{6})q^{3}+(-2^{6}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.8.c', 'trace_display': [8, 82, -448, 0], 'trace_hash': 690662949522715508, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.041', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.020', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.191', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.557', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.665', 'prec': 17}, {'__RealLiteral__': 0, 'data': '118.005', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 8, 82, -64, -448, 1312, 0, -1024, -4537, 3584, -2408, 5248, 14232, 0, -73472, -4096, -2486, 36296, -36482, 57344, 0, -38528, 12880, -41984, -122579, 56928, -385400, 0, -176188, -293888, -282636, 32768, 197456, -39776, 0, 580736, 214534, 291856, 583512, 229376, -281748, 0, 72928, -154112, -2032576, -103040, -716868, -671744, 0, -1961264, 203852, -455424, 56946, -1541600, 2157568, 0, -5983048, -704752, 2149862, 2351104, -3084360, -4522176, 0, 524288, -3187968, -1579648, 3034364, -159104, 2112320, 0, -213248, 2322944, -988930, -1716272, 10051478, 4669696, 0, 9336192, -3415896, -1835008, -5878981, -1126992, -30284, 0, 2227456, 291712, -7223708, 1232896, -174810, -32521216, 0, -1648640, 23176152, 5734944, -16343936, -2686976, 27013580, 0, 21850192, -7845056, 18764480, -1630816, 16208020, -7286784, 0, 911136, -6965796, 12332800, 14903894, 8630272, 35183576, 0, -52136884, -23932192, 5770240, 5638016, -32285292, 34397792, 0, 37617664, 13688707, 24674880, -11551668, -18088704, 39830784, 0, 42627168, 2097152, 2990048, 25503744, -10477330, -25274368, 0, 48549824, 86329600, 1272832, -36198082, 8449280, -105531076, 0, -117566352, -852992, -17135328, -18583552, 39466112, -15822880, 0, -27460352, -73600278, -80411824, -17428888, 18678784, 22557964, 0, 253241856, 37344768, 22215700, 27327168, -4669572, -29360128, 0, -94063696, -62379560, 9015936, 88460288, -121136, 66247688, 0, -24222122, 8909824, -165518834, -2333696, 70579868, -115579328, 0, 19726336, -176288684, 1398480, 121176228, -130084864, 46110024, 0, -505835040, -6594560, 96111232, -185409216, -5986288, 91759104, 0, -261502976, 20292696, 21495808, -22608110, 108054320, -522826752, 0, -65435924, 87400768, -72447236, 62760448, -248817848, 300231680, 0, -26093056, 63111552, -129664160, 58436560, -29147136, 175697312, 0, 187601224, 3644544, -8743168, 55726368, -16335872, 197324800, 0, 238462304, 81092260, -69042176, -17690376, 140734304, 3251344, 0, 1112281846, -208547536, 246152526, 191457536, 106040756, 92323840, 0, 90208256, 202206262, 258282336, -321156864, 137591168, -560206944, 0, -73504656, 150470656, -57641510, -109509656, 60641542, 394798080, 0, -184826688, -259605912, 144709632, -1241644, 159323136, -522664260, 0, -62030080, 170508672, 91325696, -16777216, -347625330, 47840768, 0, 408059904, 399682478, 83818640, 176501472, -101097472, -51023616, 0, -28668840, 194199296, 407888924, -690636800, -317618352, 20365312, 0, -579169312, -295170232, -67594240, -293726654, -422124304, 2564639064, 0, -109005356, -470265408, -205409002, 6823936, 1340202752, -274165248, 0, -297336832, 404158477, -315728896, 1107556780, -63291520, -237773136, 0, -1926276352, -109841408, 464021600, 588802224, 91654080, -1286589184, 0, -278862208, -1538687360, -149430272, -1381793280, 90231856, 327162692, 0, 2658115280, 1012967424, 432480248, -298758144, 427032890, 355451200, 0, 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10464815424, 0, -16812974080, -248120320, -993107002, -1364069376, -233530548, 1461211136, 0, -268435456, 7030081400, 2781002640, 7261192960, 191363072, 3452436288, 0, 11575098352, 1632239616, -2230286934, -3197459824, -474795074, 1341098240, 0, 2824023552, -702633096, 808779776, 3238931047, -204094464, -19507847788, 0, -2004918768, -114675360, -3120676608, -1553594368, -9936450696, 6526222784, 0, -11050188800, 847969602, 2540946816, 1890510984, 81461248, -13353889024, 0, -131138880, -2316677248, -13993741320, 2361361856, 3213845308, -1081507840, 0, -4699626464, -7881121024, 3376994432, -612523582, 10258556256, 518955648, 0, -981751232, -436021424, -702101006, 3762123264, 11678662016, -3286544032, 0, 109182976, -243576822, -10721622016, -5289187656, -1096660992, 3328002144, 0, -3157635040, -1189347328, 3684552734, -3233267816, 1853865020, -5051662336, 0, 17720908480, 137125968, 506332160, -14463810816, -951092544, -8470196084, 0, 20622253104, -7705105408, -2682872884, 878731264, 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-276364524, -10593205376, 32433481472, 0, 17390683984, -149356544, 405227736, 3785277440, -8824823186, -9034223104, 0, -17233275648, 23638961024, 3698538496, 350212764, 11533325216, 33161826968, 0, 32323084340, -10970025600, 7826629388, -631242752, 26334862848, -9172258080, 0, 22564951552, 8361016822, -382140416, -15497920152, 89502720, -7280703360, 0, 15353253888, 7755278592, -3013690896, -7594679872, 8188906500, 16650862592, 0, -6993033360, 4726603820, -1475520768, 10798474426, 8979791792, -28131486856, 0, -15769450006, 3544325120, -90649504, 16186721280, 9536324520, 4828334464, 0, 844103680, 7306748512, -5113162704, -14513300520, 6151118848, -42575369568, 0, -3768684144, -11866189824, -32972924544, -10894562896, 68699254, 766244864, 0, 26128994304, 17194139016, -2936291328, -21429234660, -5015015232, 15616283648, 0, -20455034316, -12147090496, -2543233280, 8368095232, -2938064126, 27963422208, 0, -2597465088, -5052983936, 3632912800, 15298417992, 1375731712, -29942008516, 0, 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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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[-0.002454177180747281, -0.004250759567830439], [-0.6144799711966584, -1.0643105303460727], [-1.1299831895879227, 1.957188296065017], [-2.531132148574371, 0.0], [0.0, 0.0], [0.3476899232683377, 0.0], [0.6296665465297008, -1.0906144504158743], [0.5714587559728722, 0.9897955997751193], [-0.8137407195244627, -1.409440270404025], [0.003224018936470539, -0.00558416460253115], [0.12312732218458498, 0.0], [0.0, 0.0], [0.6008907661934255, 0.0], [-0.23160255370651903, 0.4011473901823906], [-0.2553846739132946, -0.4423392306922363], [0.08803104940867837, 0.1524742502194371], [0.3491835736213426, -0.604803690680633], [-3.7595141327755757, 0.0], [0.0, 0.0], [0.779425901145332, 0.0], [0.26744871127260805, -0.4632347563429763], [0.000792797017014845, 0.0013731647135587592], [0.07404423575302865, 0.12824837833185362], [2.4448549818114436, -4.234613045635304], [-0.29175521757543316, 0.0], [0.0, 0.0], [0.16350214016786818, 0.0], [-0.8060395069016834, 1.3961013788614802], [-0.06254267416466354, 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-0.3044305505502817, -0.42103293038034084, -0.3600725169531793, -0.2755116705422515, -0.24443322837158502, 0.16732499502535728, -0.07915177863031783, 0.035979725277339614, 0.2512490373423484, 0.02234655288520266, -0.2528136074688751, -0.1070984948368265, -0.480384980146786, -0.2502313130885239, -0.41875838830072903, -0.11471036342726584, 0.09714840745222852, -0.28625159101297254, -0.46098095264811534, 0.009573809115990976, -0.41163501267693364, -0.17362868521933889, -0.44929825929947714, -0.48064647910640007, -0.4067575329511539, 0.2658227294595093, -0.11635206444378736, -0.046547975599131174, 0.17872161287312785, -0.20563271970422012, -0.32996956952667755, 0.06152012341900316, -0.22692171711002057, -0.39986625388443525, -0.10138575446055059, -0.2743579831968749, -0.1361570816924602, -0.19415882302901222, -0.2492188080041613, 0.03971151765747444, -0.36954703445662107, -0.32895665552372005, -0.2638749873733477, -0.10450462772295101, -0.33732497968773795, 0.19360273242990497, 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-0.15864831601437598, -0.3331045351815054, -0.32997071742217615, -0.38147994519015743, -0.0771976884808483, -0.40781351641783625, -0.4686215671009863, -0.06930459753006123, -0.18628711241803325, 0.2325299051075201, 0.2500947108580291, -0.19682809187143466, 0.02206472880324162, -0.3090504013967296, -0.3317771944516057, -0.17406420867578004, -0.48090995928142466, 0.020723512093777045, -0.043983133923695884, -0.11621901984062474, -0.05675270413133551], 'char_orbit_index': 3, 'conrey_index': 79, 'dual_conrey_index': 67, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 2, 'embedding_root_imag': -0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 6, 'hecke_orbit_code': 22518135710023778, 'label': '98.8.c.f.79.1', 'level': 98, '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': 6272, 'analytic_conductor': 30.613732497443934, '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': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 180, 'dim': 48, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137573171298, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 8], 'label': '98.8.c', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 212, 'mf_new_dim': 48, 'num_forms': 14, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 112, 'trace_bound': 9, 'trace_display': [0, 0, -252, 0], 'traces': [48, 0, 0, -1536, -252, 1792, 0, 0, -20496, -1792, 14164, 0, -24080, 0, -46688, -98304, -82740, 48352, -43456, 32256, 0, -49216, 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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: 45144148
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135710023778, 'target_is_minimal': False, 'target_label': '98.8.c.f.79.1', 'target_level': 98, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 45144149
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217742, 'target_is_minimal': True, 'target_label': '14.8.a.a.1.1', 'target_level': 14, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45144150
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336827912290, 'target_is_minimal': False, 'target_label': '98.8.c.c.67.1', 'target_level': 98, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 45144151
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135710023778, 'target_is_minimal': False, 'target_label': '98.8.c.f.67.1', 'target_level': 98, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 45144152
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599761588322, 'target_is_minimal': False, 'target_label': '98.8.a.b.1.1', 'target_level': 98, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 45144153
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336827912290, 'target_is_minimal': False, 'target_label': '98.8.c.c.79.1', 'target_level': 98, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 8}
  • id: 45144154
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799016329342, 'target_is_minimal': False, 'target_label': '126.8.a.d.1.1', 'target_level': 126, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45144155
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398643699824, 'target_is_minimal': False, 'target_label': '112.8.a.e.1.1', 'target_level': 112, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 8}
  • id: 45144156
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936455283038, 'target_is_minimal': False, 'target_label': '350.8.c.d.99.1', 'target_level': 350, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45144157
    {'conductor': 35, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197525811550, 'target_is_minimal': False, 'target_label': '350.8.a.h.1.1', 'target_level': 350, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.9', 'twisting_conrey_index': 9, 'weight': 8}
  • id: 45144158
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510936455283038, 'target_is_minimal': False, 'target_label': '350.8.c.d.99.2', 'target_level': 350, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.23', 'twisting_conrey_index': 23, 'weight': 8}
  • id: 45144159
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396780552640, 'target_is_minimal': False, 'target_label': '448.8.a.j.1.1', 'target_level': 448, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.37', 'twisting_conrey_index': 37, 'weight': 8}
  • id: 45144160
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518135710023778, 'source_is_minimal': False, 'source_label': '98.8.c.f.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134218176, 'target_is_minimal': False, 'target_label': '448.8.a.a.1.1', 'target_level': 448, 'twist_class_label': '14.8.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.51', 'twisting_conrey_index': 51, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 289300
    {'charpoly_factorization': [[[64, -8, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 2}
  • id: 289301
    {'charpoly_factorization': [[[6724, -82, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 3}
  • id: 289302
    {'charpoly_factorization': [[[200704, 448, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 5}
  • id: 289303
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518135710023778, 'p': 7}
  • id: 289304
    {'charpoly_factorization': [[[5798464, 2408, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 11}
  • id: 289305
    {'charpoly_factorization': [[[-7116, 1], 2]], 'hecke_orbit_code': 22518135710023778, 'p': 13}
  • id: 289306
    {'charpoly_factorization': [[[6180196, 2486, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 17}
  • id: 289307
    {'charpoly_factorization': [[[1330936324, 36482, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 19}
  • id: 289308
    {'charpoly_factorization': [[[165894400, -12880, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 23}
  • id: 289309
    {'charpoly_factorization': [[[88094, 1], 2]], 'hecke_orbit_code': 22518135710023778, 'p': 29}
  • id: 289310
    {'charpoly_factorization': [[[79883108496, 282636, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 31}
  • id: 289311
    {'charpoly_factorization': [[[46024837156, -214534, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 37}
  • id: 289312
    {'charpoly_factorization': [[[140874, 1], 2]], 'hecke_orbit_code': 22518135710023778, 'p': 41}
  • id: 289313
    {'charpoly_factorization': [[[-36464, 1], 2]], 'hecke_orbit_code': 22518135710023778, 'p': 43}
  • id: 289314
    {'charpoly_factorization': [[[513899729424, 716868, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 47}
  • id: 289315
    {'charpoly_factorization': [[[3242846916, -56946, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 53}
  • id: 289316
    {'charpoly_factorization': [[[4621906619044, -2149862, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 59}
  • id: 289317
    {'charpoly_factorization': [[[9513276609600, 3084360, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 61}
  • id: 289318
    {'charpoly_factorization': [[[9207364884496, -3034364, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 67}
  • id: 289319
    {'charpoly_factorization': [[[106624, 1], 2]], 'hecke_orbit_code': 22518135710023778, 'p': 71}
  • id: 289320
    {'charpoly_factorization': [[[977982544900, 988930, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 73}
  • id: 289321
    {'charpoly_factorization': [[[11668345482816, 3415896, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 79}
  • id: 289322
    {'charpoly_factorization': [[[15142, 1], 2]], 'hecke_orbit_code': 22518135710023778, 'p': 83}
  • id: 289323
    {'charpoly_factorization': [[[30558536100, 174810, 1], 1]], 'hecke_orbit_code': 22518135710023778, 'p': 89}
  • id: 289324
    {'charpoly_factorization': [[[-13506790, 1], 2]], 'hecke_orbit_code': 22518135710023778, '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': 6, 'label': '98.8.c.f', 'level': 98, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44192023
    {'hecke_orbit_code': 22518135710023778, 'n': 1, 'trace_an': 2}
  • id: 44192024
    {'hecke_orbit_code': 22518135710023778, 'n': 2, 'trace_an': 8}
  • id: 44192025
    {'hecke_orbit_code': 22518135710023778, 'n': 3, 'trace_an': 82}
  • id: 44192026
    {'hecke_orbit_code': 22518135710023778, 'n': 4, 'trace_an': -64}
  • id: 44192027
    {'hecke_orbit_code': 22518135710023778, 'n': 5, 'trace_an': -448}
  • id: 44192028
    {'hecke_orbit_code': 22518135710023778, 'n': 6, 'trace_an': 1312}
  • id: 44192029
    {'hecke_orbit_code': 22518135710023778, 'n': 7, 'trace_an': 0}
  • id: 44192030
    {'hecke_orbit_code': 22518135710023778, 'n': 8, 'trace_an': -1024}
  • id: 44192031
    {'hecke_orbit_code': 22518135710023778, 'n': 9, 'trace_an': -4537}
  • id: 44192032
    {'hecke_orbit_code': 22518135710023778, 'n': 10, 'trace_an': 3584}
  • id: 44192033
    {'hecke_orbit_code': 22518135710023778, 'n': 11, 'trace_an': -2408}
  • id: 44192034
    {'hecke_orbit_code': 22518135710023778, 'n': 12, 'trace_an': 5248}
  • id: 44192035
    {'hecke_orbit_code': 22518135710023778, 'n': 13, 'trace_an': 14232}
  • id: 44192036
    {'hecke_orbit_code': 22518135710023778, 'n': 14, 'trace_an': 0}
  • id: 44192037
    {'hecke_orbit_code': 22518135710023778, 'n': 15, 'trace_an': -73472}
  • id: 44192038
    {'hecke_orbit_code': 22518135710023778, 'n': 16, 'trace_an': -4096}
  • id: 44192039
    {'hecke_orbit_code': 22518135710023778, 'n': 17, 'trace_an': -2486}
  • id: 44192040
    {'hecke_orbit_code': 22518135710023778, 'n': 18, 'trace_an': 36296}
  • id: 44192041
    {'hecke_orbit_code': 22518135710023778, 'n': 19, 'trace_an': -36482}
  • id: 44192042
    {'hecke_orbit_code': 22518135710023778, 'n': 20, 'trace_an': 57344}
  • id: 44192043
    {'hecke_orbit_code': 22518135710023778, 'n': 21, 'trace_an': 0}
  • id: 44192044
    {'hecke_orbit_code': 22518135710023778, 'n': 22, 'trace_an': -38528}
  • id: 44192045
    {'hecke_orbit_code': 22518135710023778, 'n': 23, 'trace_an': 12880}
  • id: 44192046
    {'hecke_orbit_code': 22518135710023778, 'n': 24, 'trace_an': -41984}
  • id: 44192047
    {'hecke_orbit_code': 22518135710023778, 'n': 25, 'trace_an': -122579}
  • id: 44192048
    {'hecke_orbit_code': 22518135710023778, 'n': 26, 'trace_an': 56928}
  • id: 44192049
    {'hecke_orbit_code': 22518135710023778, 'n': 27, 'trace_an': -385400}
  • id: 44192050
    {'hecke_orbit_code': 22518135710023778, 'n': 28, 'trace_an': 0}
  • id: 44192051
    {'hecke_orbit_code': 22518135710023778, 'n': 29, 'trace_an': -176188}
  • id: 44192052
    {'hecke_orbit_code': 22518135710023778, 'n': 30, 'trace_an': -293888}
  • id: 44192053
    {'hecke_orbit_code': 22518135710023778, 'n': 31, 'trace_an': -282636}
  • id: 44192054
    {'hecke_orbit_code': 22518135710023778, 'n': 32, 'trace_an': 32768}
  • id: 44192055
    {'hecke_orbit_code': 22518135710023778, 'n': 33, 'trace_an': 197456}
  • id: 44192056
    {'hecke_orbit_code': 22518135710023778, 'n': 34, 'trace_an': -39776}
  • id: 44192057
    {'hecke_orbit_code': 22518135710023778, 'n': 35, 'trace_an': 0}
  • id: 44192058
    {'hecke_orbit_code': 22518135710023778, 'n': 36, 'trace_an': 580736}
  • id: 44192059
    {'hecke_orbit_code': 22518135710023778, 'n': 37, 'trace_an': 214534}
  • id: 44192060
    {'hecke_orbit_code': 22518135710023778, 'n': 38, 'trace_an': 291856}
  • id: 44192061
    {'hecke_orbit_code': 22518135710023778, 'n': 39, 'trace_an': 583512}
  • id: 44192062
    {'hecke_orbit_code': 22518135710023778, 'n': 40, 'trace_an': 229376}
  • id: 44192063
    {'hecke_orbit_code': 22518135710023778, 'n': 41, 'trace_an': -281748}
  • id: 44192064
    {'hecke_orbit_code': 22518135710023778, 'n': 42, 'trace_an': 0}
  • id: 44192065
    {'hecke_orbit_code': 22518135710023778, 'n': 43, 'trace_an': 72928}
  • id: 44192066
    {'hecke_orbit_code': 22518135710023778, 'n': 44, 'trace_an': -154112}
  • id: 44192067
    {'hecke_orbit_code': 22518135710023778, 'n': 45, 'trace_an': -2032576}
  • id: 44192068
    {'hecke_orbit_code': 22518135710023778, 'n': 46, 'trace_an': -103040}
  • id: 44192069
    {'hecke_orbit_code': 22518135710023778, 'n': 47, 'trace_an': -716868}
  • id: 44192070
    {'hecke_orbit_code': 22518135710023778, 'n': 48, 'trace_an': -671744}
  • id: 44192071
    {'hecke_orbit_code': 22518135710023778, 'n': 49, 'trace_an': 0}
  • id: 44192072
    {'hecke_orbit_code': 22518135710023778, 'n': 50, 'trace_an': -1961264}
  • id: 44192073
    {'hecke_orbit_code': 22518135710023778, 'n': 51, 'trace_an': 203852}
  • id: 44192074
    {'hecke_orbit_code': 22518135710023778, 'n': 52, 'trace_an': -455424}
  • id: 44192075
    {'hecke_orbit_code': 22518135710023778, 'n': 53, 'trace_an': 56946}
  • id: 44192076
    {'hecke_orbit_code': 22518135710023778, 'n': 54, 'trace_an': -1541600}
  • id: 44192077
    {'hecke_orbit_code': 22518135710023778, 'n': 55, 'trace_an': 2157568}
  • id: 44192078
    {'hecke_orbit_code': 22518135710023778, 'n': 56, 'trace_an': 0}
  • id: 44192079
    {'hecke_orbit_code': 22518135710023778, 'n': 57, 'trace_an': -5983048}
  • id: 44192080
    {'hecke_orbit_code': 22518135710023778, 'n': 58, 'trace_an': -704752}
  • id: 44192081
    {'hecke_orbit_code': 22518135710023778, 'n': 59, 'trace_an': 2149862}
  • id: 44192082
    {'hecke_orbit_code': 22518135710023778, 'n': 60, 'trace_an': 2351104}
  • id: 44192083
    {'hecke_orbit_code': 22518135710023778, 'n': 61, 'trace_an': -3084360}
  • id: 44192084
    {'hecke_orbit_code': 22518135710023778, 'n': 62, 'trace_an': -4522176}
  • id: 44192085
    {'hecke_orbit_code': 22518135710023778, 'n': 63, 'trace_an': 0}
  • id: 44192086
    {'hecke_orbit_code': 22518135710023778, 'n': 64, 'trace_an': 524288}
  • id: 44192087
    {'hecke_orbit_code': 22518135710023778, 'n': 65, 'trace_an': -3187968}
  • id: 44192088
    {'hecke_orbit_code': 22518135710023778, 'n': 66, 'trace_an': -1579648}
  • id: 44192089
    {'hecke_orbit_code': 22518135710023778, 'n': 67, 'trace_an': 3034364}
  • id: 44192090
    {'hecke_orbit_code': 22518135710023778, 'n': 68, 'trace_an': -159104}
  • id: 44192091
    {'hecke_orbit_code': 22518135710023778, 'n': 69, 'trace_an': 2112320}
  • id: 44192092
    {'hecke_orbit_code': 22518135710023778, 'n': 70, 'trace_an': 0}
  • id: 44192093
    {'hecke_orbit_code': 22518135710023778, 'n': 71, 'trace_an': -213248}
  • id: 44192094
    {'hecke_orbit_code': 22518135710023778, 'n': 72, 'trace_an': 2322944}
  • id: 44192095
    {'hecke_orbit_code': 22518135710023778, 'n': 73, 'trace_an': -988930}
  • id: 44192096
    {'hecke_orbit_code': 22518135710023778, 'n': 74, 'trace_an': -1716272}
  • id: 44192097
    {'hecke_orbit_code': 22518135710023778, 'n': 75, 'trace_an': 10051478}
  • id: 44192098
    {'hecke_orbit_code': 22518135710023778, 'n': 76, 'trace_an': 4669696}
  • id: 44192099
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