Embedded newform data - 224.6.a.d.1.1

Formats: - HTML - YAML - JSON - 2025-03-15T20:08:33.919543

• 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': 8064, 'analytic_conductor': 35.92597563810766, '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': [224, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 61, 'field_disc_factorization': [[61, 1]], 'field_poly': [-15, -1, 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, [-12, -14, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775008, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '224.6.a.d', 'level': 224, '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': '224.6.a.c', 'nf_label': '2.2.61.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(7-\\beta )q^{3}+(17+7\\beta )q^{5}+7^{2}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '224.6.a', 'trace_display': [0, 14, 34, 98], 'trace_hash': 1653460927979615500, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.909', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.374', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.256', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 14, 0, 34, 0, 98, 0, -266, 0, -420, 0, -490, 0, -616, 0, -1056, 0, -1246, 0, 686, 0, 504, 0, 306, 0, -3556, 0, -3904, 0, -2044, 0, 2672, 0, 1666, 0, -7488, 0, -9408, 0, 7832, 0, -10332, 0, -16478, 0, -41972, 0, 4802, 0, -9100, 0, 32812, 0, -46424, 0, 21412, 0, -48398, 0, -718, 0, -13034, 0, 33516, 0, -12824, 0, 5480, 0, -103992, 0, -54100, 0, -26894, 0, -20580, 0, -64568, 0, 5830, 0, 47810, 0, -5996, 0, -93940, 0, -17388, 0, -24010, 0, -92632, 0, -232120, 0, -97296, 0, 134428, 0, 99962, 0, -117684, 0, -30184, 0, 117824, 0, 125288, 0, -50708, 0, -130304, 0, -5096, 0, -18522, 0, -51744, 0, 24250, 0, 193172, 0, 102204, 0, 41552, 0, 60656, 0, 266714, 0, -61054, 0, 176960, 0, 524, 0, 347102, 0, -190104, 0, -172088, 0, 399916, 0, 33614, 0, 116340, 0, -193648, 0, 116536, 0, 513520, 0, 263606, 0, -98252, 0, 24696, 0, 1198036, 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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[-0.04803879264049828, 0.0], [0.0, 0.0]], 'angles': [None, -0.254136707041125, -0.13924922381069327, None, -0.37548621656333353, -0.23197807243886728, -0.2781051036223297, -0.4005220527283395, -0.24601486758244928, -0.20891419226389304, -0.18915468690357448, -0.28716008047719493, -0.28685687717069147, -0.34538902671202965, -0.4327542069064104, -0.06631895325780161, -0.3716124770700769, -0.2604217064370881, -0.2005789459177028, -0.3622947859853869, -0.38753366338863043, -0.3101498757980413, -0.22480384113961918, -0.12728908052303287, -0.3373108268282798, -0.22926578715897356, -0.20333903098342473, -0.32796559291607447, -0.13560671566857566, -0.3659403248704448, -0.3042784684715785, -0.20071500692071462, -0.2517270914854285, -0.1878262429380306, -0.3218324251425995, -0.1664074524338992, -0.1563048353864749, -0.05966384607448464, -0.288834143262637, -0.33236214939243414, -0.04225888914672543, -0.2040747849531308, -0.2763854003813529, -0.314537583122542, -0.09643107747877358, 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-0.39623575851635645, -0.2789368306658464, -0.26065243053399834, -0.14975931244751578, -0.2639020498244139, -0.32059140778146045, -0.25252763676129114, -0.18712235555641263, -0.22087108929505547, -0.1798593085180187, -0.16323741339619727, -0.11672777141718964, -0.3890689448844035, -0.36137511827860536, -0.1263114640233613, -0.280321940677656, -0.32271142671832853, -0.4252850144656509, -0.14656001363686577, -0.36978396658398544, -0.32959768680749124, -0.20332859670092077, -0.28490988877626083, -0.4062762715993012, -0.3832912117904246, -0.3688712846553238, -0.32594332348900745, -0.23217242027980955, -0.22498390341848437, -0.1442845339471493, -0.3576734963097326, -0.4086067407313321, -0.11345514029296604, -0.2853071985663487, -0.21848085610824347, -0.23221164668312486, -0.23553902781006827, -0.3415191809483058, -0.362260179049074, -0.26466852087089543, -0.2505715574855446, -0.3257656446856917, -0.25681661070832634, -0.1905220220232403, -0.14594837243141398, -0.17385136960079478, -0.45563197584252074, -0.41805337093697803, -0.2159288429865858, -0.22894569293498299, -0.23312110395649127, -0.28769310793519093, -0.2164985233473236, -0.353971265965208, -0.2322008998584197, -0.3247368418872312, -0.3460320131220494, -0.31851014974389275, -0.1709527024686357, -0.2080712268874638, -0.30919767770972, -0.23784173805265343, -0.09940526799470847, -0.33430946279512824, -0.3284128298057938, -0.16033573906063822, -0.14810221446652985, -0.38706932858481435, -0.2089735725186868, -0.20741616591864073, -0.16739161420610443, -0.335539417198802, -0.3694326982586013, -0.35541676060908045, -0.28022583614759455, -0.1626989701831916, -0.19355215108544663], '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': 4.405124837953327, 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775008, 'label': '224.6.a.d.1.1', 'level': 224, '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': [7, 9, 8, 6], 'Nk2': 8064, 'analytic_conductor': 35.92597563810766, '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': [224, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 152, 'dim': 30, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663520, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '224.6.a', 'level': 224, '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': 168, 'mf_new_dim': 30, 'num_forms': 10, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 30, 'sturm_bound': 192, 'trace_bound': 3, 'trace_display': [0, 0, -76, 0], 'traces': [30, 0, 0, 0, -76, 0, 0, 0, 2342, 0, 0, 0, 244, 0, 0, 0, -3220, 0, 0, 0, 0, 0, 0, 0, 28098, 0, 0, 0, 8564, 0, 0, 0, -7504, 0, 0, 0, 18820, 0, 0, 0, 42252, 0, 0, 0, -102828, 0, 0, 0, 72030, 0, 0, 0, 117956, 0, 0, 0, 198912, 0, 0, 0, -91580, 0, 0, 0, -118568, 0, 0, 0, 285072, 0, 0, 0, 122364, 0, 0, 0, 0, 0, 0, 0, 115246, 0, 0, 0, 131080, 0, 0, 0, 426364, 0, 0, 0, 364128, 0, 0, 0, -470132, 0, 0, 0, 180100, 0, 0, 0, -196784, 0, 0, 0, -145004, 0, 0, 0, -184804, 0, 0, 0, 689268, 0, 0, 0, 427606, 0, 0, 0, 243384, 0, 0, 0, 274256, 0, 0, 0, -353584, 0, 0, 0, -1300308, 0, 0, 0, -1469952, 0, 0, 0, -1377992, 0, 0, 0, -568476, 0, 0, 0, -1531236, 0, 0, 0, 762644, 0, 0, 0, 0, 0, 0, 0, -2419104, 0, 0, 0, 481618, 0, 0, 0, -985004, 0, 0, 0, 809568, 0, 0, 0, -1460332, 0, 0, 0, -1111880, 0, 0, 0, 1775760, 0, 0, 0, 2455612, 0, 0, 0, -2267516, 0, 0, 0, -1150384, 0, 0, 0, -2391896, 0, 0, 0, 1865360, 0, 0, 0, -3593952, 0, 0, 0, -673456, 0, 0, 0, 5452104, 0, 0, 0, 5515770, 0, 0, 0, 2125380, 0, 0, 0, -637012, 0, 0, 0, -1794432, 0, 0, 0, -3286612, 0, 0, 0, -182476, 0, 0, 0, -2080000, 0, 0, 0, 8207136, 0, 0, 0, -1333508, 0, 0, 0, 9052612, 0, 0, 0, 1667000, 0, 0, 0, -9622796, 0, 0, 0, 2283792, 0, 0, 0, -4186780, 0, 0, 0, -2522612, 0, 0, 0, 7175632, 0, 0, 0, -6848966, 0, 0, 0, 1787972, 0, 0, 0, 14698336, 0, 0, 0, 0, 0, 0, 0, 2237720, 0, 0, 0, 1382112, 0, 0, 0, 6176748, 0, 0, 0, 2572404, 0, 0, 0, -11471408, 0, 0, 0, 26651932, 0, 0, 0, -748720, 0, 0, 0, -14821420, 0, 0, 0, -1712676, 0, 0, 0, 2483936, 0, 0, 0, 18658112, 0, 0, 0, 5151364, 0, 0, 0, -7909924, 0, 0, 0, -1409632, 0, 0, 0, -163066, 0, 0, 0, -1128280, 0, 0, 0, 10598844, 0, 0, 0, 14037092, 0, 0, 0, -13761032, 0, 0, 0, -15938480, 0, 0, 0, 1907472, 0, 0, 0, 4088548, 0, 0, 0, -11311040, 0, 0, 0, -11091900, 0, 0, 0, -7405764, 0, 0, 0, -45130716, 0, 0, 0, 10241932, 0, 0, 0, 1625232, 0, 0, 0, 621632, 0, 0, 0, -8947132, 0, 0, 0, -16750796, 0, 0, 0, -28314144, 0, 0, 0, 16714508, 0, 0, 0, -8936464, 0, 0, 0, 5623142, 0, 0, 0, 14458184, 0, 0, 0, 23696796, 0, 0, 0, -9450704, 0, 0, 0, 26800812, 0, 0, 0, 15824292, 0, 0, 0, -56306528, 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-25531788, 0, 0, 0, 41514880, 0, 0, 0, 73500360, 0, 0, 0, 90838520, 0, 0, 0, 7115584, 0, 0, 0, 37845944, 0, 0, 0, -28217868, 0, 0, 0, -52813344, 0, 0, 0, 2215684, 0, 0, 0, 4476256, 0, 0, 0, -20668624, 0, 0, 0, -9390752, 0, 0, 0, -82758420, 0, 0, 0, 64139702, 0, 0, 0, -59559004, 0, 0, 0, -44842080, 0, 0, 0, 2398576, 0, 0, 0, -19848808, 0, 0, 0, -9312352, 0, 0, 0, 86502336, 0, 0, 0, 125126052, 0, 0, 0, -88577588, 0, 0, 0, -113811832, 0, 0, 0, 18972300, 0, 0, 0, -144999180, 0, 0, 0, 27922944, 0, 0, 0, 60981888, 0, 0, 0, -27589672, 0, 0, 0, 211212576, 0, 0, 0, 26452088, 0, 0, 0, -30932236, 0, 0, 0, -52163252, 0, 0, 0, 37654736, 0, 0, 0, -80516500, 0, 0, 0, -96097760, 0, 0, 0, -44828816, 0, 0, 0, -73211068, 0, 0, 0, -62213680, 0, 0, 0, -35393148, 0, 0, 0, -7731220, 0, 0, 0, 103879232, 0, 0, 0, 135338482, 0, 0, 0, 102789212, 0, 0, 0, -113646112, 0, 0, 0, -59804220, 0, 0, 0, -156931316, 0, 0, 0, -48761664, 0, 0, 0, -16302056, 0, 0, 0, -62666048, 0, 0, 0, -219787268, 0, 0, 0, -67321772, 0, 0, 0, 92800732, 0, 0, 0, -184353200, 0, 0, 0, 9792160, 0, 0, 0, -15305024, 0, 0, 0, -123789824, 0, 0, 0, -147879064, 0, 0, 0, 4488824, 0, 0, 0, 248685284, 0, 0, 0, 29755024, 0, 0, 0, 10883488, 0, 0, 0, 57269056, 0, 0, 0, -41762660, 0, 0, 0, 123054860, 0, 0, 0, 39249728, 0, 0, 0, -92831620, 0, 0, 0, 320036212, 0, 0, 0, -65856000, 0, 0, 0, -121877464, 0, 0, 0, -8607988, 0, 0, 0, 125514144, 0, 0, 0, 162640862, 0, 0, 0, -90070472, 0, 0, 0, -5936992, 0, 0, 0, -17451056, 0, 0, 0, -96892004, 0, 0, 0, 116970340, 0, 0, 0, -76404424, 0, 0, 0, -59459360, 0, 0, 0, 108699472, 0, 0, 0, 112686356, 0, 0, 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: 42950704
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982775008, 'source_is_minimal': True, 'source_label': '224.6.a.d.1.1', 'source_level': 224, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775008, 'target_is_minimal': True, 'target_label': '224.6.a.d.1.1', 'target_level': 224, 'twist_class_label': '224.6.a.c.1.2', 'twist_class_level': 224, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 42950705
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982775008, 'source_is_minimal': True, 'source_label': '224.6.a.d.1.1', 'source_level': 224, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199355404512, 'target_is_minimal': True, 'target_label': '224.6.a.c.1.2', 'target_level': 224, 'twist_class_label': '224.6.a.c.1.2', 'twist_class_level': 224, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42950706
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982775008, 'source_is_minimal': True, 'source_label': '224.6.a.d.1.1', 'source_level': 224, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 108086391157555648, 'target_is_minimal': False, 'target_label': '448.6.a.y.1.1', 'target_level': 448, 'twist_class_label': '224.6.a.c.1.2', 'twist_class_level': 224, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42950707
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982775008, 'source_is_minimal': True, 'source_label': '224.6.a.d.1.1', 'source_level': 224, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 81064793393332672, 'target_is_minimal': False, 'target_label': '448.6.a.s.1.2', 'target_level': 448, 'twist_class_label': '224.6.a.c.1.2', 'twist_class_level': 224, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 536275
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510798982775008, 'p': 2}
  • id: 536276
    {'charpoly_factorization': [[[-12, -14, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 3}
  • id: 536277
    {'charpoly_factorization': [[[-2700, -34, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 5}
  • id: 536278
    {'charpoly_factorization': [[[-49, 1], 2]], 'hecke_orbit_code': 13510798982775008, 'p': 7}
  • id: 536279
    {'charpoly_factorization': [[[-84976, 420, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 11}
  • id: 536280
    {'charpoly_factorization': [[[-86436, 490, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 13}
  • id: 536281
    {'charpoly_factorization': [[[266828, 1056, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 17}
  • id: 536282
    {'charpoly_factorization': [[[-3333420, 1246, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 19}
  • id: 536283
    {'charpoly_factorization': [[[47888, -504, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 23}
  • id: 536284
    {'charpoly_factorization': [[[-14374772, 3904, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 29}
  • id: 536285
    {'charpoly_factorization': [[[-24097520, 2044, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 31}
  • id: 536286
    {'charpoly_factorization': [[[14005580, 7488, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 37}
  • id: 536287
    {'charpoly_factorization': [[[-63108260, -7832, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 41}
  • id: 536288
    {'charpoly_factorization': [[[-45786544, 10332, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 43}
  • id: 536289
    {'charpoly_factorization': [[[396339696, 41972, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 47}
  • id: 536290
    {'charpoly_factorization': [[[-171589148, -32812, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 53}
  • id: 536291
    {'charpoly_factorization': [[[421726020, 48398, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 59}
  • id: 536292
    {'charpoly_factorization': [[[-11734460, 718, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 61}
  • id: 536293
    {'charpoly_factorization': [[[-792171632, 12824, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 67}
  • id: 536294
    {'charpoly_factorization': [[[2694018240, 103992, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 71}
  • id: 536295
    {'charpoly_factorization': [[[-1049693676, 54100, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 73}
  • id: 536296
    {'charpoly_factorization': [[[967369152, 64568, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 79}
  • id: 536297
    {'charpoly_factorization': [[[554507556, -47810, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 83}
  • id: 536298
    {'charpoly_factorization': [[[-12657841308, 17388, 1], 1]], 'hecke_orbit_code': 13510798982775008, 'p': 89}
  • id: 536299
    {'charpoly_factorization': [[[62455628, 97296, 1], 1]], 'hecke_orbit_code': 13510798982775008, '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': '224.6.a.d', 'level': 224, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35144995
    {'hecke_orbit_code': 13510798982775008, 'n': 1, 'trace_an': 2}
  • id: 35144996
    {'hecke_orbit_code': 13510798982775008, 'n': 2, 'trace_an': 0}
  • id: 35144997
    {'hecke_orbit_code': 13510798982775008, 'n': 3, 'trace_an': 14}
  • id: 35144998
    {'hecke_orbit_code': 13510798982775008, 'n': 4, 'trace_an': 0}
  • id: 35144999
    {'hecke_orbit_code': 13510798982775008, 'n': 5, 'trace_an': 34}
  • id: 35145000
    {'hecke_orbit_code': 13510798982775008, 'n': 6, 'trace_an': 0}
  • id: 35145001
    {'hecke_orbit_code': 13510798982775008, 'n': 7, 'trace_an': 98}
  • id: 35145002
    {'hecke_orbit_code': 13510798982775008, 'n': 8, 'trace_an': 0}
  • id: 35145003
    {'hecke_orbit_code': 13510798982775008, 'n': 9, 'trace_an': -266}
  • id: 35145004
    {'hecke_orbit_code': 13510798982775008, 'n': 10, 'trace_an': 0}
  • id: 35145005
    {'hecke_orbit_code': 13510798982775008, 'n': 11, 'trace_an': -420}
  • id: 35145006
    {'hecke_orbit_code': 13510798982775008, 'n': 12, 'trace_an': 0}
  • id: 35145007
    {'hecke_orbit_code': 13510798982775008, 'n': 13, 'trace_an': -490}
  • id: 35145008
    {'hecke_orbit_code': 13510798982775008, 'n': 14, 'trace_an': 0}
  • id: 35145009
    {'hecke_orbit_code': 13510798982775008, 'n': 15, 'trace_an': -616}
  • id: 35145010
    {'hecke_orbit_code': 13510798982775008, 'n': 16, 'trace_an': 0}
  • id: 35145011
    {'hecke_orbit_code': 13510798982775008, 'n': 17, 'trace_an': -1056}
  • id: 35145012
    {'hecke_orbit_code': 13510798982775008, 'n': 18, 'trace_an': 0}
  • id: 35145013
    {'hecke_orbit_code': 13510798982775008, 'n': 19, 'trace_an': -1246}
  • id: 35145014
    {'hecke_orbit_code': 13510798982775008, 'n': 20, 'trace_an': 0}
  • id: 35145015
    {'hecke_orbit_code': 13510798982775008, 'n': 21, 'trace_an': 686}
  • id: 35145016
    {'hecke_orbit_code': 13510798982775008, 'n': 22, 'trace_an': 0}
  • id: 35145017
    {'hecke_orbit_code': 13510798982775008, 'n': 23, 'trace_an': 504}
  • id: 35145018
    {'hecke_orbit_code': 13510798982775008, 'n': 24, 'trace_an': 0}
  • id: 35145019
    {'hecke_orbit_code': 13510798982775008, 'n': 25, 'trace_an': 306}
  • id: 35145020
    {'hecke_orbit_code': 13510798982775008, 'n': 26, 'trace_an': 0}
  • id: 35145021
    {'hecke_orbit_code': 13510798982775008, 'n': 27, 'trace_an': -3556}
  • id: 35145022
    {'hecke_orbit_code': 13510798982775008, 'n': 28, 'trace_an': 0}
  • id: 35145023
    {'hecke_orbit_code': 13510798982775008, 'n': 29, 'trace_an': -3904}
  • id: 35145024
    {'hecke_orbit_code': 13510798982775008, 'n': 30, 'trace_an': 0}
  • id: 35145025
    {'hecke_orbit_code': 13510798982775008, 'n': 31, 'trace_an': -2044}
  • id: 35145026
    {'hecke_orbit_code': 13510798982775008, 'n': 32, 'trace_an': 0}
  • id: 35145027
    {'hecke_orbit_code': 13510798982775008, 'n': 33, 'trace_an': 2672}
  • id: 35145028
    {'hecke_orbit_code': 13510798982775008, 'n': 34, 'trace_an': 0}
  • id: 35145029
    {'hecke_orbit_code': 13510798982775008, 'n': 35, 'trace_an': 1666}
  • id: 35145030
    {'hecke_orbit_code': 13510798982775008, 'n': 36, 'trace_an': 0}
  • id: 35145031
    {'hecke_orbit_code': 13510798982775008, 'n': 37, 'trace_an': -7488}
  • id: 35145032
    {'hecke_orbit_code': 13510798982775008, 'n': 38, 'trace_an': 0}
  • id: 35145033
    {'hecke_orbit_code': 13510798982775008, 'n': 39, 'trace_an': -9408}
  • id: 35145034
    {'hecke_orbit_code': 13510798982775008, 'n': 40, 'trace_an': 0}
  • id: 35145035
    {'hecke_orbit_code': 13510798982775008, 'n': 41, 'trace_an': 7832}
  • id: 35145036
    {'hecke_orbit_code': 13510798982775008, 'n': 42, 'trace_an': 0}
  • id: 35145037
    {'hecke_orbit_code': 13510798982775008, 'n': 43, 'trace_an': -10332}
  • id: 35145038
    {'hecke_orbit_code': 13510798982775008, 'n': 44, 'trace_an': 0}
  • id: 35145039
    {'hecke_orbit_code': 13510798982775008, 'n': 45, 'trace_an': -16478}
  • id: 35145040
    {'hecke_orbit_code': 13510798982775008, 'n': 46, 'trace_an': 0}
  • id: 35145041
    {'hecke_orbit_code': 13510798982775008, 'n': 47, 'trace_an': -41972}
  • id: 35145042
    {'hecke_orbit_code': 13510798982775008, 'n': 48, 'trace_an': 0}
  • id: 35145043
    {'hecke_orbit_code': 13510798982775008, 'n': 49, 'trace_an': 4802}
  • id: 35145044
    {'hecke_orbit_code': 13510798982775008, 'n': 50, 'trace_an': 0}
  • id: 35145045
    {'hecke_orbit_code': 13510798982775008, 'n': 51, 'trace_an': -9100}
  • id: 35145046
    {'hecke_orbit_code': 13510798982775008, 'n': 52, 'trace_an': 0}
  • id: 35145047
    {'hecke_orbit_code': 13510798982775008, 'n': 53, 'trace_an': 32812}
  • id: 35145048
    {'hecke_orbit_code': 13510798982775008, 'n': 54, 'trace_an': 0}
  • id: 35145049
    {'hecke_orbit_code': 13510798982775008, 'n': 55, 'trace_an': -46424}
  • id: 35145050
    {'hecke_orbit_code': 13510798982775008, 'n': 56, 'trace_an': 0}
  • id: 35145051
    {'hecke_orbit_code': 13510798982775008, 'n': 57, 'trace_an': 21412}
  • id: 35145052
    {'hecke_orbit_code': 13510798982775008, 'n': 58, 'trace_an': 0}
  • id: 35145053
    {'hecke_orbit_code': 13510798982775008, 'n': 59, 'trace_an': -48398}
  • id: 35145054
    {'hecke_orbit_code': 13510798982775008, 'n': 60, 'trace_an': 0}
  • id: 35145055
    {'hecke_orbit_code': 13510798982775008, 'n': 61, 'trace_an': -718}
  • id: 35145056
    {'hecke_orbit_code': 13510798982775008, 'n': 62, 'trace_an': 0}
  • id: 35145057
    {'hecke_orbit_code': 13510798982775008, 'n': 63, 'trace_an': -13034}
  • id: 35145058
    {'hecke_orbit_code': 13510798982775008, 'n': 64, 'trace_an': 0}
  • id: 35145059
    {'hecke_orbit_code': 13510798982775008, 'n': 65, 'trace_an': 33516}
  • id: 35145060
    {'hecke_orbit_code': 13510798982775008, 'n': 66, 'trace_an': 0}
  • id: 35145061
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  • id: 35145251
    {'hecke_orbit_code': 13510798982775008, 'n': 991, 'trace_an': 7756112}
  • id: 35145252
    {'hecke_orbit_code': 13510798982775008, 'n': 997, 'trace_an': 14687658}