Embedded newform data - 882.6.a.bh.1.2

Formats: - HTML - YAML - JSON - 2026-03-10T05:59:43.133110

• 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': 31752, 'analytic_conductor': 141.45852907504892, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -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': [882, 1, [785, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 9601, 'field_disc_factorization': [[9601, 1]], 'field_poly': [-2400, -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': [[5, [-1698, -53, 1]], [11, [-50886, 191, 1]]], 'hecke_orbit': 34, 'hecke_orbit_code': 148618787803890546, 'hecke_ring_generator_nbound': 5, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '882.6.a.bh', 'level': 882, '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, 3, 7], 'level_radical': 42, 'minimal_twist': '42.6.e.c', 'nf_label': '2.2.9601.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+2^{4}q^{4}+(3^{3}-\\beta )q^{5}-2^{6}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '882.6.a', 'trace_display': [-8, 0, 53, 0], 'trace_hash': 1642454455715485362, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.904', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.231', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.214', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.651', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.620', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, -8, 0, 32, 53, 0, 0, -128, 0, -212, -191, 0, -379, 0, 0, 512, 340, 0, -1769, 848, 0, 764, -3236, 0, -45, 1516, 0, 0, -4459, 0, 1994, -2048, 0, -1360, 0, 0, 20587, 7076, 0, -3392, -8814, 0, 15853, -3056, 0, 12944, -33912, 0, 0, 180, 0, -6064, -49239, 0, 18941, 0, 0, 17836, 56735, 0, 67508, -7976, 0, 8192, 42762, 0, 75723, 5440, 0, 0, 8992, 0, -3201, -82348, 0, -28304, 0, 0, 26612, 13568, 0, 35256, 949, 0, 105020, -63412, 0, 12224, -176562, 0, 0, -51776, 0, 135648, -234098, 0, -129423, 0, 0, -720, 34508, 0, 229531, 24256, 0, 196956, 142677, 0, -70197, -75764, 0, 0, -3922, 0, -104956, -71344, 0, -226940, 0, 0, -183849, -270032, 0, 31904, 87609, 0, -6088, -32768, 0, -171048, -139567, 0, 0, -302892, 0, -21760, -77170, 0, -68043, 0, 0, -35968, 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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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'angles': [None, None, -0.1320234634419002, None, -0.22018869777738875, -0.20371794955091857, -0.16986635595570573, -0.424013761782917, -0.30818599959227577, -0.23664741143532764, -0.09010025016226497, -0.17248156672950382, -0.3077461401063378, -0.16618021950944253, -0.4008530658007891, -0.30393404818672143, -0.16796696208448444, -0.14604659108596332, -0.11744258374807284, -0.09538850584535764, -0.33119788109448034, -0.15629117225591235, -0.1278729792885372, -0.36462313536733354, -0.22208346718679134, -0.2744276077379192, -0.1736941380023598, -0.14491872931494262, -0.38000592749847145, -0.379946350652592, -0.2646948889321041, -0.2456202572544903, -0.24314006454372172, -0.31044599011626073, -0.3309713578428389, -0.16699724294402685, -0.2006168034687344, -0.22889080364746908, -0.3812838127144218, -0.2568425416612757, -0.2033450105304433, -0.18116686248459835, -0.17009979141920234, -0.30178142294276605, -0.226250607137005, -0.24210566011525086, -0.1892566339435121, -0.1792410978284087, 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-0.2703148980999402, -0.22536374277947605, -0.2057515524090633, -0.21523788665649102, -0.2343928220568274, -0.33782064110156046, -0.2503217828042944, -0.17894567370512535, -0.06925935504375486, -0.31892816406194396, -0.2831708856994761, -0.2965395407378181, -0.18317335721281036, -0.42464350859516464, -0.05991946198828496, -0.32431775342951974, -0.35979860043182255, -0.08301118025786643, -0.2393152989882693, -0.2370711292841992, -0.27129380907408585, -0.3661686730422119, -0.21391504546192924, -0.20822870521640607, -0.25823701512417396, -0.29531614434058784, -0.3740754255195763, -0.3142749352644842], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -48.49234634103576, 'hecke_orbit': 34, 'hecke_orbit_code': 148618787803890546, 'label': '882.6.a.bh.1.2', 'level': 882, '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': [9, 8, 13, 13, 9, 8, 11, 14], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [8, 8, 8, 8, 8, 8, 8, 8], 'ALdims_old': [89, 96, 89, 87, 93, 92, 91, 86], 'Nk2': 31752, 'analytic_conductor': 141.45852907504892, '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': [882, 1, [785, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 808, 'dim': 85, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100664178, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 6, 6], 'label': '882.6.a', 'level': 882, '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, 3, 7], 'level_radical': 42, 'mf_dim': 872, 'mf_new_dim': 85, 'num_forms': 50, 'plus_dim': 41, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 1008, 'trace_bound': 11, 'trace_display': [-4, 0, 72, 0], 'traces': [85, -4, 0, 1360, 72, 0, 0, -64, 0, -192, -404, 0, -264, 0, 0, 21760, 822, 0, 4494, 1152, 0, 2384, -8416, 0, 53783, 880, 0, 0, -4558, 0, -12348, -1024, 0, -4776, 0, 0, -46614, 5656, 0, -3072, 12390, 0, 47444, -6464, 0, -9920, -15900, 0, 0, 29524, 0, -4224, 5758, 0, -4032, 0, 0, -66104, 87546, 0, -43932, -41936, 0, 348160, 52272, 0, 188860, 13152, 0, 0, -141984, 0, 10266, -226920, 0, 71904, 0, 0, -82696, 18432, 0, 6936, -174870, 0, 111136, 165136, 0, 38144, 139962, 0, 0, -134656, 0, -157488, -112592, 0, 221814, 0, 0, 860528, 641736, 0, 300804, 14080, 0, 233432, 431780, 0, 398490, 260160, 0, 0, -1068582, 0, -436176, -72928, 0, 23304, 0, 0, 1443729, 423424, 0, -197568, -118944, 0, 162840, -16384, 0, -205728, -146382, 0, 0, 343376, 0, -76416, -1636002, 0, -58590, 0, 0, 417504, 1852320, 0, -537504, 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5097856, 0, 1150464, 5881352, 0, -4840002, 0, 0, -547200, -5295192, 0, -3371298, 5716912, 0, -1323136, -586682, 0, -15714704, 294912, 0, 0, -6702608, 0, 4859544, 323664, 0, 110976, 0, 0, 3047940, -2797920, 0, -5882736, 937056, 0, 4329110, 1508660, 0, 1778176, -10882848, 0, 0, 2642176, 0, 654480, 10698252, 0, 3876648, 0, 0, 610304, -10220478, 0, 17835456, 2239392, 0, -998064, 6804904, 0, 7794401, 14040784, 0, 0, -10951768, 0, 6947544, -2154496, 0, -8069376, 0, 0, -365514, -11153664, 0, -2519808, 34536, 0, -14641068, -1801472, 0, 5116576, -12972156, 0, 0, 10293688, 0, 3549024, 11358506, 0, 5091168, 0, 0, 12764920, -2978352, 0, 7654968, 4795216, 0, 13768448, 62142, 0, -792208, 10267776, 0, 0, -4972784, 0, -2043906, -13679392, 0, 4812864, 0, 0, -284656, 225280, 0, -6734400, -11598330, 0, -18517994, -13366576, 0, 3734912, -20256078, 0, 0, 6908480, 0, 8248320, -16683792, 0, -5985546, 0, 0, 6375840, 13397328, 0, -4823112, 4162560, 0, 7426752, -9830836, 0, -15074800, 29129536, 0, 0, -13714926, 0, -11217072, -17097312, 0, -7101720, 0, 0, -36066734, -9190928, 0, -6978816, -7688556, 0, 5948304, -1166848, 0, 27868728, -17977638, 0, 0, 26758784, 0, 372864, 12189824, 0, 21435978, 0, 0, 14194944, 17874348, 0, 6254976, 10220968, 0, 23099664, 2952568, 0, -30261056, 6774784, 0, 0, -12624804, 0, 993972, -19463456, 0, -3161088, 0, 0, -8774116, -1903104, 0, -24581544, -8143440, 0, 20477208, 6681632, 0, 2605440, -19233540, 0, 0, -262144, 0, -4989624, 12754928, 0, -7245984, 0, 0, -3291648, 51262086, 0, 21051294, -2342112, 0, 7030272, 36446088, 0, 28469829, 44548800, 0, 0, 9388128, 0, -19426464, 5494016, 0, 18618192, 0, 0, -22990074, -246944, 0, -1222656, -8665392, 0, 30753996, -26176032, 0, 53970096, -19865100, 0, 0, -1135896, 0, -937440, 40370790, 0, -47756256, 0, 0, 7048184, 20099214, 0, 14177472, 4198840, 0, 6680064, 24390982, 0, -41327532, 29637120, 0, 0, -60875784, 0, -46452126, -21491516, 0, -8600064, 0, 0, -31338832, 586624, 0, -16629600, -30917082, 0, -26693848, -24703264, 0, -11933184, -20998038, 0, 0, 3022432, 0, 3771456, 1553384, 0, 81694698, 0, 0, 13872128, 37343496, 0, 298368, 1447936, 0, -22607072, 98161488, 0, -52357670, 59547928, 0, 0, -43769114, 0, -18610986, -19991040, 0, -26959200, 0, 0, 41961837, -3390104, 0, -18034176, -32664852, 0, -43899136, -6774272, 0, 15604664, -22316064, 0, 0, 53811584, 0, -786432, -9384130, 0, 3480018, 0, 0, -10510336, 38499780, 0, 42069552, 5338384, 0, 1669824, 27814986, 0, -7582896, 3171840, 0, 0, -73099356, 0, -28662732, -14394480, 0, -3433344, 0, 0, 38041520, -9918144, 0, -44893056, -43002240, 0, -54186386, -24137624, 0, 28294000, -39044388, 0, 0, 6468608, 0, 13917696, 21617532, 0, -92304816, 0, 0, 12145664, 15666360, 0, 17036430, -10555200, 0, 26328048, -24628952, 0, 20927632, 40863568, 0, 0, 80201442, 0, 11565084, -1654784, 0, -14947512, 0, 0, -140420814, -29160384, 0, 2030208, 39312768, 0, -70873824, 28945344, 0, 25379648, -17926116, 0, 0, -25368116, 0, 11851776, -49523250, 0, 150531444, 0, 0, 58629760, 5871360, 0, -19547508, 11767168, 0, -2539520, -101651160, 0, -116697620, 24569088, 0, 0, -31880216, 0, 25468128, -97037784, 0, -32167680, 0, 0, -14121400, -4070400, 0, -14285088, -11358336, 0, 130659914, -59404560, 0, 13054976, -44113170, 0, 0, 78076928, 0, -2513712, -19018752, 0, -103473402, 0, 0, -60003040, -62102352, 0, 98510508, 29461120, 0, 53236936, -93845816, 0, 30180192, 16744896, 0, 0, -27087008, 0, 55831302, -2571808, 0, 65788224, 0, 0, 54181112, -29001968, 0, -19222848, 69751788, 0, -74601776, 7558144, 0, -85055976, -35558064, 0, 0, -3355424, 0, 20302848, 157588442, 0, -126458034, 0, 0, -63251392, -96450720, 0, 30400704, 27081736, 0, -12772736, 1769166, 0, 16181880, -3574016, 0, 0, -12899100, 0, -48100308, 98281792, 0, -1081344, 0, 0, -176214544, -18652416, 0, 29289336, 6831228, 0, 65494083, -121365880, 0, 40343488, -53574744, 0, 0, 1474048, 0, 8857032, -39357136, 0, 156858048, 0, 0, 29497600, -49334418, 0, -38754318, -4512768, 0, -79011552, 93714320, 0, 57263064, 144904, 0, 0, -99419968, 0, 106111536, 34124160, 0, -109286208, 0, 0, 135986258, -77391296, 0, -1032192, 41426202, 0, 162252164, 27176448, 0, 91773040, 628860, 0, 0, 49232416, 0, 36474240, -24091976, 0, -64378944, 0, 0, 3063912, -93266424, 0, 37111596, -19083264, 0, 7472256, 91950120, 0, -36989172, -4693728, 0, 0, 230600984, 0, 81327792, -6291688, 0, 86852736, 0, 0, -9331560, 10567680, 0, 15550128, -36483168, 0, -372164522, -78360864, 0, -16922624, -936522, 0, 0, 65767776, 0, -2853624, 219865016, 0, -231398718, 0, 0, 44481280, -22522368, 0, -174928800, 22411776, 0, 18006112, -114605100, 0, -52275328, -66112184, 0, 0, 25991146, 0, -77422272, 68578176, 0, 5461872, 0, 0, -328316939, 20705504, 0, 35199840, 80875968, 0, 55794976, -24342336, 0, -40922848, 50339178, 0, 0, -198732928, 0, -11246592, 77226414, 0, 351415536, 0, 0, 95209488, -95658276, 0, 22915872, -36832560, 0, -54406528, -190711232, 0, -44463160, -10735616, 0, 0, 351794640, 0, 66119508, -179029232, 0, -71740416], '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: 48821531
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 148618787803890546, 'target_is_minimal': False, 'target_label': '882.6.a.bh.1.2', 'target_level': 882, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48821532
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193765962022, 'target_is_minimal': False, 'target_label': '294.6.a.r.1.1', 'target_level': 294, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48821533
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 109, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525609809117310, 'target_is_minimal': False, 'target_label': '126.6.g.h.109.1', 'target_level': 126, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48821534
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525609809117310, 'target_is_minimal': False, 'target_label': '126.6.g.h.37.1', 'target_level': 126, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 48821535
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 121597190039667570, 'target_is_minimal': False, 'target_label': '882.6.a.bb.1.1', 'target_level': 882, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48821536
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 25, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007474233311274, 'target_is_minimal': True, 'target_label': '42.6.e.c.25.2', 'target_level': 42, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48821537
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81065068271239462, 'target_is_minimal': False, 'target_label': '294.6.e.s.67.1', 'target_level': 294, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48821538
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007474233311274, 'target_is_minimal': True, 'target_label': '42.6.e.c.37.2', 'target_level': 42, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48821539
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81065068271239462, 'target_is_minimal': False, 'target_label': '294.6.e.s.79.1', 'target_level': 294, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 48821540
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 99079191902814502, 'target_is_minimal': False, 'target_label': '294.6.a.w.1.2', 'target_level': 294, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 48821541
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 289, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22519097749143888, 'target_is_minimal': False, 'target_label': '336.6.q.f.289.2', 'target_level': 336, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '84.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48821542
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 148618787803890546, 'source_is_minimal': False, 'source_label': '882.6.a.bh.1.2', 'source_level': 882, 'target_conrey_index': 193, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22519097749143888, 'target_is_minimal': False, 'target_label': '336.6.q.f.193.2', 'target_level': 336, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '84.23', 'twisting_conrey_index': 23, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1449225
    {'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 148618787803890546, 'p': 2}
  • id: 1449226
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 148618787803890546, 'p': 3}
  • id: 1449227
    {'charpoly_factorization': [[[-1698, -53, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 5}
  • id: 1449228
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 148618787803890546, 'p': 7}
  • id: 1449229
    {'charpoly_factorization': [[[-50886, 191, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 11}
  • id: 1449230
    {'charpoly_factorization': [[[-254520, 379, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 13}
  • id: 1449231
    {'charpoly_factorization': [[[-931200, -340, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 17}
  • id: 1449232
    {'charpoly_factorization': [[[-2868440, 1769, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 19}
  • id: 1449233
    {'charpoly_factorization': [[[2579520, 3236, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 23}
  • id: 1449234
    {'charpoly_factorization': [[[-3960660, 4459, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 29}
  • id: 1449235
    {'charpoly_factorization': [[[-63563115, -1994, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 31}
  • id: 1449236
    {'charpoly_factorization': [[[99713092, -20587, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 37}
  • id: 1449237
    {'charpoly_factorization': [[[8966160, 8814, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 41}
  • id: 1449238
    {'charpoly_factorization': [[[44661910, -15853, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 43}
  • id: 1449239
    {'charpoly_factorization': [[[229093452, 33912, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 47}
  • id: 1449240
    {'charpoly_factorization': [[[484607124, 49239, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 53}
  • id: 1449241
    {'charpoly_factorization': [[[800680236, -56735, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 59}
  • id: 1449242
    {'charpoly_factorization': [[[1136874660, -67508, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 61}
  • id: 1449243
    {'charpoly_factorization': [[[1160899190, -75723, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 67}
  • id: 1449244
    {'charpoly_factorization': [[[-4289674884, -8992, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 71}
  • id: 1449245
    {'charpoly_factorization': [[[-1835129806, 3201, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 73}
  • id: 1449246
    {'charpoly_factorization': [[[-2156463813, -26612, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 79}
  • id: 1449247
    {'charpoly_factorization': [[[-7511023590, -949, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 83}
  • id: 1449248
    {'charpoly_factorization': [[[7687683936, 176562, 1], 1]], 'hecke_orbit_code': 148618787803890546, 'p': 89}
  • id: 1449249
    {'charpoly_factorization': [[[-5231869258, 129423, 1], 1]], 'hecke_orbit_code': 148618787803890546, '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': 34, 'label': '882.6.a.bh', 'level': 882, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 69469831
    {'hecke_orbit_code': 148618787803890546, 'n': 1, 'trace_an': 2}
  • id: 69469832
    {'hecke_orbit_code': 148618787803890546, 'n': 2, 'trace_an': -8}
  • id: 69469833
    {'hecke_orbit_code': 148618787803890546, 'n': 3, 'trace_an': 0}
  • id: 69469834
    {'hecke_orbit_code': 148618787803890546, 'n': 4, 'trace_an': 32}
  • id: 69469835
    {'hecke_orbit_code': 148618787803890546, 'n': 5, 'trace_an': 53}
  • id: 69469836
    {'hecke_orbit_code': 148618787803890546, 'n': 6, 'trace_an': 0}
  • id: 69469837
    {'hecke_orbit_code': 148618787803890546, 'n': 7, 'trace_an': 0}
  • id: 69469838
    {'hecke_orbit_code': 148618787803890546, 'n': 8, 'trace_an': -128}
  • id: 69469839
    {'hecke_orbit_code': 148618787803890546, 'n': 9, 'trace_an': 0}
  • id: 69469840
    {'hecke_orbit_code': 148618787803890546, 'n': 10, 'trace_an': -212}
  • id: 69469841
    {'hecke_orbit_code': 148618787803890546, 'n': 11, 'trace_an': -191}
  • id: 69469842
    {'hecke_orbit_code': 148618787803890546, 'n': 12, 'trace_an': 0}
  • id: 69469843
    {'hecke_orbit_code': 148618787803890546, 'n': 13, 'trace_an': -379}
  • id: 69469844
    {'hecke_orbit_code': 148618787803890546, 'n': 14, 'trace_an': 0}
  • id: 69469845
    {'hecke_orbit_code': 148618787803890546, 'n': 15, 'trace_an': 0}
  • id: 69469846
    {'hecke_orbit_code': 148618787803890546, 'n': 16, 'trace_an': 512}
  • id: 69469847
    {'hecke_orbit_code': 148618787803890546, 'n': 17, 'trace_an': 340}
  • id: 69469848
    {'hecke_orbit_code': 148618787803890546, 'n': 18, 'trace_an': 0}
  • id: 69469849
    {'hecke_orbit_code': 148618787803890546, 'n': 19, 'trace_an': -1769}
  • id: 69469850
    {'hecke_orbit_code': 148618787803890546, 'n': 20, 'trace_an': 848}
  • id: 69469851
    {'hecke_orbit_code': 148618787803890546, 'n': 21, 'trace_an': 0}
  • id: 69469852
    {'hecke_orbit_code': 148618787803890546, 'n': 22, 'trace_an': 764}
  • id: 69469853
    {'hecke_orbit_code': 148618787803890546, 'n': 23, 'trace_an': -3236}
  • id: 69469854
    {'hecke_orbit_code': 148618787803890546, 'n': 24, 'trace_an': 0}
  • id: 69469855
    {'hecke_orbit_code': 148618787803890546, 'n': 25, 'trace_an': -45}
  • id: 69469856
    {'hecke_orbit_code': 148618787803890546, 'n': 26, 'trace_an': 1516}
  • id: 69469857
    {'hecke_orbit_code': 148618787803890546, 'n': 27, 'trace_an': 0}
  • id: 69469858
    {'hecke_orbit_code': 148618787803890546, 'n': 28, 'trace_an': 0}
  • id: 69469859
    {'hecke_orbit_code': 148618787803890546, 'n': 29, 'trace_an': -4459}
  • id: 69469860
    {'hecke_orbit_code': 148618787803890546, 'n': 30, 'trace_an': 0}
  • id: 69469861
    {'hecke_orbit_code': 148618787803890546, 'n': 31, 'trace_an': 1994}
  • id: 69469862
    {'hecke_orbit_code': 148618787803890546, 'n': 32, 'trace_an': -2048}
  • id: 69469863
    {'hecke_orbit_code': 148618787803890546, 'n': 33, 'trace_an': 0}
  • id: 69469864
    {'hecke_orbit_code': 148618787803890546, 'n': 34, 'trace_an': -1360}
  • id: 69469865
    {'hecke_orbit_code': 148618787803890546, 'n': 35, 'trace_an': 0}
  • id: 69469866
    {'hecke_orbit_code': 148618787803890546, 'n': 36, 'trace_an': 0}
  • id: 69469867
    {'hecke_orbit_code': 148618787803890546, 'n': 37, 'trace_an': 20587}
  • id: 69469868
    {'hecke_orbit_code': 148618787803890546, 'n': 38, 'trace_an': 7076}
  • id: 69469869
    {'hecke_orbit_code': 148618787803890546, 'n': 39, 'trace_an': 0}
  • id: 69469870
    {'hecke_orbit_code': 148618787803890546, 'n': 40, 'trace_an': -3392}
  • id: 69469871
    {'hecke_orbit_code': 148618787803890546, 'n': 41, 'trace_an': -8814}
  • id: 69469872
    {'hecke_orbit_code': 148618787803890546, 'n': 42, 'trace_an': 0}
  • id: 69469873
    {'hecke_orbit_code': 148618787803890546, 'n': 43, 'trace_an': 15853}
  • id: 69469874
    {'hecke_orbit_code': 148618787803890546, 'n': 44, 'trace_an': -3056}
  • id: 69469875
    {'hecke_orbit_code': 148618787803890546, 'n': 45, 'trace_an': 0}
  • id: 69469876
    {'hecke_orbit_code': 148618787803890546, 'n': 46, 'trace_an': 12944}
  • id: 69469877
    {'hecke_orbit_code': 148618787803890546, 'n': 47, 'trace_an': -33912}
  • id: 69469878
    {'hecke_orbit_code': 148618787803890546, 'n': 48, 'trace_an': 0}
  • id: 69469879
    {'hecke_orbit_code': 148618787803890546, 'n': 49, 'trace_an': 0}
  • id: 69469880
    {'hecke_orbit_code': 148618787803890546, 'n': 50, 'trace_an': 180}
  • id: 69469881
    {'hecke_orbit_code': 148618787803890546, 'n': 51, 'trace_an': 0}
  • id: 69469882
    {'hecke_orbit_code': 148618787803890546, 'n': 52, 'trace_an': -6064}
  • id: 69469883
    {'hecke_orbit_code': 148618787803890546, 'n': 53, 'trace_an': -49239}
  • id: 69469884
    {'hecke_orbit_code': 148618787803890546, 'n': 54, 'trace_an': 0}
  • id: 69469885
    {'hecke_orbit_code': 148618787803890546, 'n': 55, 'trace_an': 18941}
  • id: 69469886
    {'hecke_orbit_code': 148618787803890546, 'n': 56, 'trace_an': 0}
  • id: 69469887
    {'hecke_orbit_code': 148618787803890546, 'n': 57, 'trace_an': 0}
  • id: 69469888
    {'hecke_orbit_code': 148618787803890546, 'n': 58, 'trace_an': 17836}
  • id: 69469889
    {'hecke_orbit_code': 148618787803890546, 'n': 59, 'trace_an': 56735}
  • id: 69469890
    {'hecke_orbit_code': 148618787803890546, 'n': 60, 'trace_an': 0}
  • id: 69469891
    {'hecke_orbit_code': 148618787803890546, 'n': 61, 'trace_an': 67508}
  • id: 69469892
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  • id: 69470076
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  • id: 69470077
    {'hecke_orbit_code': 148618787803890546, 'n': 929, 'trace_an': 20498472}
  • id: 69470078
    {'hecke_orbit_code': 148618787803890546, 'n': 937, 'trace_an': 11864194}
  • id: 69470079
    {'hecke_orbit_code': 148618787803890546, 'n': 941, 'trace_an': -8300533}
  • id: 69470080
    {'hecke_orbit_code': 148618787803890546, 'n': 947, 'trace_an': -17990602}
  • id: 69470081
    {'hecke_orbit_code': 148618787803890546, 'n': 953, 'trace_an': -38140046}
  • id: 69470082
    {'hecke_orbit_code': 148618787803890546, 'n': 961, 'trace_an': 73843964}
  • id: 69470083
    {'hecke_orbit_code': 148618787803890546, 'n': 967, 'trace_an': 42844336}
  • id: 69470084
    {'hecke_orbit_code': 148618787803890546, 'n': 971, 'trace_an': 30366429}
  • id: 69470085
    {'hecke_orbit_code': 148618787803890546, 'n': 977, 'trace_an': -5017968}
  • id: 69470086
    {'hecke_orbit_code': 148618787803890546, 'n': 983, 'trace_an': -59254440}
  • id: 69470087
    {'hecke_orbit_code': 148618787803890546, 'n': 991, 'trace_an': -37632386}
  • id: 69470088
    {'hecke_orbit_code': 148618787803890546, 'n': 997, 'trace_an': -12321107}