Embedded newform data - 28.6.a.a.1.1

Formats: - HTML - YAML - JSON - 2025-11-15T08:27:01.187935

• 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': 1008, 'analytic_conductor': 4.490746954763457, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -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': [28, 1, [15, 17], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [2, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663324, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '28.6.a.a', 'level': 28, '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': '28.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{3}-96q^{5}+7^{2}q^{7}-239q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '28.6.a', 'trace_display': [0, -2, -96, 49], 'trace_hash': 1909618781452340241, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.020', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.088', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.073', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, -2, 0, -96, 0, 49, 0, -239, 0, -720, 0, 572, 0, 192, 0, 1254, 0, -94, 0, -98, 0, 96, 0, 6091, 0, 964, 0, -4374, 0, -6244, 0, 1440, 0, -4704, 0, -10798, 0, -1144, 0, 12006, 0, -9160, 0, 22944, 0, -25836, 0, 2401, 0, -2508, 0, 1014, 0, 69120, 0, 188, 0, 1242, 0, 7592, 0, -11711, 0, -54912, 0, 41132, 0, -192, 0, -37632, 0, -13438, 0, -12182, 0, -35280, 0, 6248, 0, 56149, 0, -25254, 0, -120384, 0, 8748, 0, -45126, 0, 28028, 0, 12488, 0, 9024, 0, 107222, 0, 172080, 0, 47136, 0, 122204, 0, 9408, 0, -129636, 0, -220558, 0, 21596, 0, 170694, 0, -9216, 0, -136708, 0, 61446, 0, 357349, 0, -24012, 0, -284736, 0, -249808, 0, 18320, 0, 12210, 0, -4606, 0, -92544, 0, -13902, 0, -431794, 0, 51672, 0, -411840, 0, 419904, 0, -4802, 0, 326814, 0, 173480, 0, -299706, 0, 599424, 0, -54532, 0, -2028, 0, 4704, 0, 104960, 0, -138240, 0, 160788, 0, -44109, 0, 22466, 0, 360564, 0, 298459, 0, -2484, 0, -312732, 0, -123820, 0, -15184, 0, 1036608, 0, -902880, 0, 47236, 0, 323448, 0, -619954, 0, 109824, 0, -499362, 0, -785932, 0, -82264, 0, -214326, 0, -1152576, 0, -22944, 0, 67680, 0, 1062764, 0, 75264, 0, 879360, 0, -305956, 0, 26876, 0, 717288, 0, 707720, 0, -1455749, 0, -1044366, 0, -539716, 0, 70560, 0, 177114, 0, 2480256, 0, -12496, 0, -655464, 0, 1387094, 0, -346550, 0, -230496, 0, -53768, 0, 50508, 0, 1888110, 0, -69120, 0, 240768, 0, 346194, 0, -529102, 0, 1045386, 0, -929088, 0, -97344, 0, 90252, 0, 382068, 0, -1580560, 0, -56056, 0, -4385520, 0, -1369114, 0, 1492316, 0, -394854, 0, 673034, 0, -18048, 0, 588294, 0, 152659, 0, -214444, 0, 1834680, 0, -119232, 0, -694080, 0, 54912, 0, -448840, 0, -94272, 0, -728832, 0, -1510558, 0, -244408, 0, -1875288, 0, -1510762, 0, 1124256, 0, 2027094, 0, 3149280, 0, 259272, 0, -117876, 0, 3484052, 0, 441116, 0, -1265964, 0, 1540088, 0, 2580722, 0, -3948672, 0, 1011662, 0, -341388, 0, 4495680, 0, 117649, 0, 18432, 0, -2157480, 0, -1157980, 0, 551408, 0, -3175662, 0, 3612672, 0, -122892, 0, -74616, 0, -2467263, 0, -714698, 0, 1290048, 0, -1798072, 0, -2869434, 0, 49686, 0, 2204606, 0, 569472, 0, -2501928, 0, -177568, 0, 499616, 0, -2874684, 0, 3386880, 0, 2189240, 0, -4799646, 0, 120384, 0, -24420, 0, -599808, 0, -2816428, 0, 9212, 0, -2837970, 0, -3571568, 0, -5390304, 0, 7774560, 0, 154286, 0, 27804, 0, 60858, 0, 2424384, 0, 863588, 0, 3728646, 0, -2326234, 0, 6174804, 0, 7638114, 0, 372008, 0, 823680, 0, -2614824, 0, -1192258, 0, -839808, 0, -9024, 0, 1057928, 0, -573839, 0, 4127556, 0, 4332096, 0, -653628, 0, 3758226, 0, -8644320, 0, -346960, 0, -2690688, 0, -451114, 0, 1208856, 0, -1951860, 0, -7202176, 0, -1198848, 0, 7178010, 0, 2015468, 0, 109064, 0, 6595200, 0, -572554, 0, -242346, 0, 6176316, 0, -6176456, 0, -9408, 0, -10293312, 0, 7593296, 0, -209920, 0, -1518780, 0, -5484996, 0, -16519680, 0, -1843968, 0, 1475756, 0, -321576, 0, -1313088, 0, -4525056, 0, 88218, 0, 4409316, 0, -658462, 0, -90616, 0, -11731584, 0, 18601920, 0, -721128, 0, 2976294, 0, 6346274, 0, -596918, 0, -7829976, 0, -6427127, 0, -296838, 0, 6867432, 0, 12445056, 0, 625464, 0, -1728720, 0, -1366666, 0, 247640, 0, 21173568, 0, -9558184, 0, -1814488, 0, 411156, 0, 306152, 0, -2073216, 0, 6942870, 0, -5239520, 0, 1805760, 0, 5246622, 0, -16386624, 0, 2751301, 0, 3465510, 0, 4900688, 0, -646896, 0, 584736, 0, 2283458, 0, 1239908, 0, -1237446, 0, -730080, 0, 13123968, 0, 10315734, 0, 586936, 0, 998724, 0, 3528378, 0, -5898816, 0, 1571864, 0, 2922600, 0, -11756710, 0, -9830548, 0, -34305504, 0, -4714912, 0, 428652, 0, -14778192, 0, 213842, 0, 2305152, 0, -336666, 0, 14265530, 0, 92544, 0, -2211174, 0, 8300281, 0, -135360, 0, -13540692, 0, -6596368, 0, -2125528, 0, 23981568, 0, 1373372, 0, 8994048, 0, -10248978, 0, -4165426, 0, -1758720, 0, -3350508, 0, -894240, 0, 611912, 0, -9054078, 0, -1172160, 0, 3211682, 0, 6453816, 0, 14316728, 0, -1434576, 0, 442176, 0, -419904, 0, -1415440, 0, -5466240, 0, 22724954, 0, 5871724, 0, -8532492, 0, 5253878, 0, 2088732, 0, -22492092, 0, 1334592, 0, 1079432, 0, 580008, 0, -12689422, 0, 8431920, 0, 41452224, 0, 15055524, 0, -354228, 0, -5139390, 0, 1015012, 0, -4960512, 0, 2309664, 0, -11606494, 0, -1493272, 0, -599424, 0, 39536640, 0, 1310928, 0, 15099756, 0, 5987996, 0, -2774188, 0, -26642034, 0, -23253556, 0, -12951107, 0, -11486640, 0, 23781368, 0, 460992, 0, -29615040, 0, -2513920, 0, 107536, 0, -22264584, 0, -31374144, 0, 6035706, 0, -6352164, 0, 23010776, 0, -3776220, 0, -16654080, 0, 15933458, 0, 138240, 0, 16862862, 0, -10807342, 0, 28771776, 0, 710424, 0, -27540178, 0, -692388, 0, 22682040, 0, -38032204, 0, 1058204, 0, -1128564, 0, 27095040, 0, -4216536, 0, 5235072, 0, -23426614, 0, 1858176, 0, 8364006, 0, 4342624, 0, 194688, 0, -18205068, 0, -32398344, 0, 10785114, 0, 9675360, 0, -451584, 0, -764136, 0, 14741094, 0, 16962914, 0, 3161120, 0, -10076160, 0, 861040, 0, -6698692, 0, 8039286, 0, 386648, 0, 8771040, 0, 35502060, 0, 24881432, 0, 2738228, 0, 3010854, 0, -15435648, 0, -6019216, 0, 34145772, 0, -1379273, 0, 789708, 0, 4234464, 0, 17510101, 0, -1346068, 0, -1036608, 0, 25070060, 0, -2156736, 0, -18193842, 0, 6917966, 0, -1176588, 0, -27806904, 0, -34614144, 0, -305318, 0, -4498560, 0, 23527504, 0, -25626058, 0, -13952064, 0, 3795866, 0, -3669360, 0, 24890442, 0, -3135676, 0, 238464, 0, -20243652, 0, -12240592, 0, -40427280, 0, 2428584, 0, 30022272, 0, -109824, 0, 27311256, 0, 1271556, 0, 897680, 0, 11886720, 0, -6863236, 0, -11265504, 0, -9406608, 0, 18182880, 0, 1457664, 0, 598290, 0, -21027976, 0, 3021116, 0, -21525504, 0, -65770618, 0, -29206756, 0, -43092762, 0, -225694, 0, 3750576, 0, 86676480, 0, -3858622, 0, 3021524, 0, 15960072, 0, 1152576, 0, -4534656, 0, -4668312, 0, -7686536, 0, -4054188, 0, -34345686, 0, -31051008, 0, -6298560, 0, -681198, 0, 10358385, 0, 30983004, 0, 59515584, 0, -22818112, 0, 235752, 0, 49404186, 0, -21157906, 0, -6968104, 0, 7175418, 0, 32490720, 0, 52713362, 0, -4222788, 0, 47938752, 0, 2531928, 0, -879360, 0, 16564496, 0, -3080176, 0, 75449472, 0, -44097304, 0, -10409272, 0], 'weight': 6, 'weight_parity': 1}
• 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], [0.0, 0.0], [-0.12830005981991682, 0.0], [0.0, 0.0], [-1.7173002067198384, 0.0], [0.0, 0.0], [0.37796447300922725, 0.0], [0.0, 0.0], [-0.9835390946502057, 0.0], [0.0, 0.0], [-1.7941170917023952, 0.0], [0.0, 0.0], [0.9387234089965416, 0.0], [0.0, 0.0], [0.22032971925091083, 0.0], [0.0, 0.0], [1.052386414517514, 0.0], [0.0, 0.0], [-0.05973706089704378, 0.0], [0.0, 0.0], [-0.048492864496887195, 0.0], [0.0, 0.0], [0.0378400448950457, 0.0], [0.0, 0.0], [1.94912, 0.0], [0.0, 0.0], [0.2544881844987651, 0.0], [0.0, 0.0], [-0.9657924009351069, 0.0], [0.0, 0.0], [-1.1669672277369225, 0.0], [0.0, 0.0], [0.2301853301893525, 0.0], [0.0, 0.0], [-0.6490784676315007, 0.0], [0.0, 0.0], [-1.2966985134574491, 0.0], [0.0, 0.0], [-0.12043826952861254, 0.0], [0.0, 0.0], [1.1154206931794197, 0.0], [0.0, 0.0], [-0.7554823711447587, 0.0], [0.0, 0.0], [1.6890318905598412, 0.0], [0.0, 0.0], [-1.706006301647625, 0.0], [0.0, 0.0], [0.14285714285714285, 0.0], [0.0, 0.0], [-0.13502123993626483, 0.0], [0.0, 0.0], [0.04958476747738365, 0.0], [0.0, 0.0], [3.0810376524601186, 0.0], [0.0, 0.0], [0.0076642684865567325, 0.0], [0.0, 0.0], [0.04645062552087999, 0.0], [0.0, 0.0], [0.26123514981202534, 0.0], [0.0, 0.0], [-0.37174283559343746, 0.0], [0.0, 0.0], [-1.6120699043225124, 0.0], [0.0, 0.0], [1.1194193774256063, 0.0], [0.0, 0.0], [-0.0048548800236227025, 0.0], [0.0, 0.0], [-0.8859545201577284, 0.0], [0.0, 0.0], [-0.2951396014302125, 0.0], [0.0, 0.0], [-0.25007221259619633, 0.0], [0.0, 0.0], [-0.6781125210821431, 0.0], [0.0, 0.0], [0.11263498165335359, 0.0], [0.0, 0.0], [0.9508882453555522, 0.0], [0.0, 0.0], [-0.40237866479599943, 0.0], [0.0, 0.0], [-1.8072634072000764, 0.0], [0.0, 0.0], [0.12391122281359532, 0.0], [0.0, 0.0], [-0.6038816353133064, 0.0], [0.0, 0.0], [0.3548040985828031, 0.0], [0.0, 0.0], [0.14972196512652966, 0.0], [0.0, 0.0], [0.10258646702732888, 0.0], [0.0, 0.0], [1.1570565046015189, 0.0], [0.0, 0.0], [1.764584300069434, 0.0], [0.0, 0.0], [0.45977916868677626, 0.0], [0.0, 0.0], [1.1349908484191655, 0.0], [0.0, 0.0], [0.0832768062249415, 0.0], [0.0, 0.0], [-1.094627054711535, 0.0], [0.0, 0.0], [-1.7781015892248693, 0.0], [0.0, 0.0], [0.16636649684498797, 0.0], [0.0, 0.0], [1.257540981344426, 0.0], [0.0, 0.0], [-0.06498271692054995, 0.0], [0.0, 0.0], [-0.9232711718114134, 0.0], [0.0, 0.0], [0.39776467656518233, 0.0], [0.0, 0.0], [2.2188561387386603, 0.0], [0.0, 0.0], [-0.14310854165929265, 0.0], [0.0, 0.0], [-1.6299239722019332, 0.0], [0.0, 0.0], [-1.3743490291042255, 0.0], [0.0, 0.0], [0.09692843341076515, 0.0], [0.0, 0.0], [0.06216378143366513, 0.0], [0.0, 0.0], [-0.02257848674107127, 0.0], [0.0, 0.0], [-0.43703261184748565, 0.0], [0.0, 0.0], [-0.06328136905311103, 0.0], [0.0, 0.0], [-1.8955690218013217, 0.0], [0.0, 0.0], [0.2188807105545454, 0.0], [0.0, 0.0], [-1.6841797124618332, 0.0], [0.0, 0.0], [1.658555489774308, 0.0], [0.0, 0.0], [-0.018328579974273833, 0.0], [0.0, 0.0], [1.2059657712378258, 0.0], [0.0, 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0.0]], 'angles': [None, -0.2602168099617409, -0.4143482021385521, None, -0.4271502224120387, -0.17224202397646352, -0.1618094328800541, -0.25475443137031717, -0.24698860522239066, -0.33020758027912045, -0.3491553787991147, -0.3622701617250927, -0.1558399989314806, -0.31164954582602217, -0.4126106297381444, -0.24605376523957892, -0.24630324427083639, -0.22915199707180098, -0.15545632455293656, -0.3230388802831878, -0.2735725530926796, -0.2410320481367157, -0.2822403238009543, -0.2988172513524621, -0.1518136272533254, -0.21308174665150548, -0.15395622754450275, -0.3421747339449879, -0.424317254068005, -0.14177925080816642, -0.3705746146573799, -0.24505236659541912, -0.2550366119700537, -0.448341367990244, -0.1469893579545925, -0.19990527893631072, -0.2640688363549565, -0.22527747105026413, -0.2141968048604006, -0.17428833857696183, -0.3094248467474457, -0.27242967879107904, -0.19802950690667326, -0.35222010209735033, -0.32578397569248296, -0.3741750776224975, -0.0965196105576457, 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-0.18520956226434487, -0.17521036251895572, -0.2166315418140072, -0.24841651672337756, -0.07085519916023911, -0.14178905923096632, -0.09205464585788796, -0.14959042958390978, -0.31952893963388956, -0.22443446181566098, -0.3595969926249999, -0.23672281886958946, -0.15917234869509894, -0.2607783325146749, -0.32109002294802236, -0.27211563327171495, -0.2800616411237512, -0.3173502266932461, -0.4027623560151331, -0.26143528856097376, -0.20254238178006717, -0.26347703024239305, -0.3549191212603836, -0.31417043868821765, -0.09104651443099118, -0.2308153818338996, -0.26110089031774925, -0.20683603732463654, -0.3739656694273727], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 100663324, 'label': '28.6.a.a.1.1', 'level': 28, 'weight': 6}
• 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

  
  {'ALdims': [0, 0, 1, 1], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 1, 1], 'ALdims_old': [3, 5, 3, 4], 'Nk2': 1008, 'analytic_conductor': 4.490746954763457, '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': [28, 1, [15, 17], [1, 1]], 'conrey_index': 1, 'cusp_dim': 17, 'dim': 2, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663324, 'hecke_orbit_dims': [1, 1], 'label': '28.6.a', 'level': 28, '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': 23, 'mf_new_dim': 2, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 24, 'trace_bound': 3, 'trace_display': [0, 24, -80, 0], 'traces': [2, 0, 24, 0, -80, 0, 0, 0, 194, 0, -712, 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0, 61940384, 0, 987840, 0, -3982592, 0, 18446800, 0, -32799216, 0, 69887552, 0, -16945472, 0, -67071072, 0], '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: 381777
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663324, 'target_is_minimal': True, 'target_label': '28.6.a.a.1.1', 'target_level': 28, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 381778
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775036, 'target_is_minimal': False, 'target_label': '252.6.a.d.1.1', 'target_level': 252, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 381779
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145392, 'target_is_minimal': False, 'target_label': '112.6.a.e.1.1', 'target_level': 112, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 381780
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511073860682428, 'target_is_minimal': False, 'target_label': '700.6.e.d.449.2', 'target_level': 700, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 381781
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073860682428, 'target_is_minimal': False, 'target_label': '700.6.e.d.449.1', 'target_level': 700, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 381782
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775484, 'target_is_minimal': False, 'target_label': '700.6.a.d.1.1', 'target_level': 700, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 381783
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 165, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518273115422916, 'target_is_minimal': False, 'target_label': '196.6.e.f.165.1', 'target_level': 196, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 381784
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 177, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014673488052420, 'target_is_minimal': False, 'target_label': '196.6.e.e.177.1', 'target_level': 196, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 381785
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 177, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518273115422916, 'target_is_minimal': False, 'target_label': '196.6.e.f.177.1', 'target_level': 196, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 381786
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 165, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014673488052420, 'target_is_minimal': False, 'target_label': '196.6.e.e.165.1', 'target_level': 196, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 381787
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982774980, 'target_is_minimal': False, 'target_label': '196.6.a.d.1.1', 'target_level': 196, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 381788
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257216, 'target_is_minimal': False, 'target_label': '448.6.a.h.1.1', 'target_level': 448, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 381789
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627712, 'target_is_minimal': False, 'target_label': '448.6.a.i.1.1', 'target_level': 448, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 381790
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 121597190039667696, 'target_is_minimal': False, 'target_label': '1008.6.a.bb.1.1', 'target_level': 1008, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 381791
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663324, 'source_is_minimal': True, 'source_label': '28.6.a.a.1.1', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237516560, 'target_is_minimal': False, 'target_label': '784.6.a.f.1.1', 'target_level': 784, 'twist_class_label': '28.6.a.a.1.1', 'twist_class_level': 28, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 107175
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 2}
  • id: 107176
    {'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 3}
  • id: 107177
    {'charpoly_factorization': [[[96, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 5}
  • id: 107178
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 7}
  • id: 107179
    {'charpoly_factorization': [[[720, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 11}
  • id: 107180
    {'charpoly_factorization': [[[-572, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 13}
  • id: 107181
    {'charpoly_factorization': [[[-1254, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 17}
  • id: 107182
    {'charpoly_factorization': [[[94, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 19}
  • id: 107183
    {'charpoly_factorization': [[[-96, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 23}
  • id: 107184
    {'charpoly_factorization': [[[4374, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 29}
  • id: 107185
    {'charpoly_factorization': [[[6244, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 31}
  • id: 107186
    {'charpoly_factorization': [[[10798, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 37}
  • id: 107187
    {'charpoly_factorization': [[[-12006, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 41}
  • id: 107188
    {'charpoly_factorization': [[[9160, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 43}
  • id: 107189
    {'charpoly_factorization': [[[25836, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 47}
  • id: 107190
    {'charpoly_factorization': [[[-1014, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 53}
  • id: 107191
    {'charpoly_factorization': [[[-1242, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 59}
  • id: 107192
    {'charpoly_factorization': [[[-7592, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 61}
  • id: 107193
    {'charpoly_factorization': [[[-41132, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 67}
  • id: 107194
    {'charpoly_factorization': [[[37632, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 71}
  • id: 107195
    {'charpoly_factorization': [[[13438, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 73}
  • id: 107196
    {'charpoly_factorization': [[[-6248, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 79}
  • id: 107197
    {'charpoly_factorization': [[[25254, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 83}
  • id: 107198
    {'charpoly_factorization': [[[45126, 1], 1]], 'hecke_orbit_code': 100663324, 'p': 89}
  • id: 107199
    {'charpoly_factorization': [[[-107222, 1], 1]], 'hecke_orbit_code': 100663324, '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': 1, 'label': '28.6.a.a', 'level': 28, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3225516
    {'hecke_orbit_code': 100663324, 'n': 1, 'trace_an': 1}
  • id: 3225517
    {'hecke_orbit_code': 100663324, 'n': 2, 'trace_an': 0}
  • id: 3225518
    {'hecke_orbit_code': 100663324, 'n': 3, 'trace_an': -2}
  • id: 3225519
    {'hecke_orbit_code': 100663324, 'n': 4, 'trace_an': 0}
  • id: 3225520
    {'hecke_orbit_code': 100663324, 'n': 5, 'trace_an': -96}
  • id: 3225521
    {'hecke_orbit_code': 100663324, 'n': 6, 'trace_an': 0}
  • id: 3225522
    {'hecke_orbit_code': 100663324, 'n': 7, 'trace_an': 49}
  • id: 3225523
    {'hecke_orbit_code': 100663324, 'n': 8, 'trace_an': 0}
  • id: 3225524
    {'hecke_orbit_code': 100663324, 'n': 9, 'trace_an': -239}
  • id: 3225525
    {'hecke_orbit_code': 100663324, 'n': 10, 'trace_an': 0}
  • id: 3225526
    {'hecke_orbit_code': 100663324, 'n': 11, 'trace_an': -720}
  • id: 3225527
    {'hecke_orbit_code': 100663324, 'n': 12, 'trace_an': 0}
  • id: 3225528
    {'hecke_orbit_code': 100663324, 'n': 13, 'trace_an': 572}
  • id: 3225529
    {'hecke_orbit_code': 100663324, 'n': 14, 'trace_an': 0}
  • id: 3225530
    {'hecke_orbit_code': 100663324, 'n': 15, 'trace_an': 192}
  • id: 3225531
    {'hecke_orbit_code': 100663324, 'n': 16, 'trace_an': 0}
  • id: 3225532
    {'hecke_orbit_code': 100663324, 'n': 17, 'trace_an': 1254}
  • id: 3225533
    {'hecke_orbit_code': 100663324, 'n': 18, 'trace_an': 0}
  • id: 3225534
    {'hecke_orbit_code': 100663324, 'n': 19, 'trace_an': -94}
  • id: 3225535
    {'hecke_orbit_code': 100663324, 'n': 20, 'trace_an': 0}
  • id: 3225536
    {'hecke_orbit_code': 100663324, 'n': 21, 'trace_an': -98}
  • id: 3225537
    {'hecke_orbit_code': 100663324, 'n': 22, 'trace_an': 0}
  • id: 3225538
    {'hecke_orbit_code': 100663324, 'n': 23, 'trace_an': 96}
  • id: 3225539
    {'hecke_orbit_code': 100663324, 'n': 24, 'trace_an': 0}
  • id: 3225540
    {'hecke_orbit_code': 100663324, 'n': 25, 'trace_an': 6091}
  • id: 3225541
    {'hecke_orbit_code': 100663324, 'n': 26, 'trace_an': 0}
  • id: 3225542
    {'hecke_orbit_code': 100663324, 'n': 27, 'trace_an': 964}
  • id: 3225543
    {'hecke_orbit_code': 100663324, 'n': 28, 'trace_an': 0}
  • id: 3225544
    {'hecke_orbit_code': 100663324, 'n': 29, 'trace_an': -4374}
  • id: 3225545
    {'hecke_orbit_code': 100663324, 'n': 30, 'trace_an': 0}
  • id: 3225546
    {'hecke_orbit_code': 100663324, 'n': 31, 'trace_an': -6244}
  • id: 3225547
    {'hecke_orbit_code': 100663324, 'n': 32, 'trace_an': 0}
  • id: 3225548
    {'hecke_orbit_code': 100663324, 'n': 33, 'trace_an': 1440}
  • id: 3225549
    {'hecke_orbit_code': 100663324, 'n': 34, 'trace_an': 0}
  • id: 3225550
    {'hecke_orbit_code': 100663324, 'n': 35, 'trace_an': -4704}
  • id: 3225551
    {'hecke_orbit_code': 100663324, 'n': 36, 'trace_an': 0}
  • id: 3225552
    {'hecke_orbit_code': 100663324, 'n': 37, 'trace_an': -10798}
  • id: 3225553
    {'hecke_orbit_code': 100663324, 'n': 38, 'trace_an': 0}
  • id: 3225554
    {'hecke_orbit_code': 100663324, 'n': 39, 'trace_an': -1144}
  • id: 3225555
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    {'hecke_orbit_code': 100663324, 'n': 961, 'trace_an': 10358385}
  • id: 3225768
    {'hecke_orbit_code': 100663324, 'n': 967, 'trace_an': -22818112}
  • id: 3225769
    {'hecke_orbit_code': 100663324, 'n': 971, 'trace_an': 49404186}
  • id: 3225770
    {'hecke_orbit_code': 100663324, 'n': 977, 'trace_an': 7175418}
  • id: 3225771
    {'hecke_orbit_code': 100663324, 'n': 983, 'trace_an': -4222788}
  • id: 3225772
    {'hecke_orbit_code': 100663324, 'n': 991, 'trace_an': 16564496}
  • id: 3225773
    {'hecke_orbit_code': 100663324, 'n': 997, 'trace_an': -44097304}