Embedded newform data - 882.6.a.s.1.1

Formats: - HTML - YAML - JSON - 2024-09-10T23:07:54.933181

• 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': 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': [[5, [-26, 1]], [11, [664, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793393333106, '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': 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.s', '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.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}+26q^{5}+2^{6}q^{8}+104q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '882.6.a', 'trace_display': [4, 0, 26, 0], 'trace_hash': 1137798517935377712, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.961', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.875', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.551', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 4, 0, 16, 26, 0, 0, 64, 0, 104, -664, 0, -318, 0, 0, 256, 1582, 0, -236, 416, 0, -2656, -2212, 0, -2449, -1272, 0, 0, 4954, 0, 7128, 1024, 0, 6328, 0, 0, 4358, -944, 0, 1664, 10542, 0, -8452, -10624, 0, -8848, 5352, 0, 0, -9796, 0, -5088, 33354, 0, -17264, 0, 0, 19816, -15436, 0, 36762, 28512, 0, 4096, -8268, 0, 40972, 25312, 0, 0, 9092, 0, 73454, 17432, 0, -3776, 0, 0, 89400, 6656, 0, 42168, -6428, 0, 41132, -33808, 0, -42496, -122658, 0, 0, -35392, 0, 21408, -6136, 0, -21370, 0, 0, -39184, -36814, 0, -104528, -20352, 0, 133416, -214440, 0, 28798, -69056, 0, 0, 56014, 0, -57512, 79264, 0, -61744, 0, 0, 279845, 147048, 0, 114048, -144924, 0, 185400, 16384, 0, -33072, 64532, 0, 0, 163888, 0, 101248, -152930, 0, 343460, 0, 0, 36368, 211152, 0, 128804, 293816, 0, 69728, 174858, 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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-0.21264635957868475, None, -0.4050585578762834, -0.29201604846821494, -0.1344657970538079, -0.26194609628781235, -0.32179357247626983, -0.1578983646021249, -0.13398314969866573, -0.20786349762437575, -0.16855247865225698, -0.3066620053472944, -0.22172855775616107, -0.09822881062415487, -0.29660354821767065, -0.14101919988718484, -0.15587410425758763, -0.2329338215441146, -0.10064256547819754, -0.10086156586245268, -0.25815381347843086, -0.40321151972174485, -0.26839214478470347, -0.2787316924006161, -0.3306650036016519, -0.43019561690118896, -0.23148317874031155, -0.21692335407246235, -0.16482263961097043, -0.22373605667861843, -0.3065807015023751, -0.11408707122340307, -0.19771838739199718, -0.3996168605532544, -0.10029137890804463, -0.37363635316732036, -0.22332990326726562, -0.13814815909089095, -0.3462722361526916, -0.14405473681249376, -0.3108843602638109, -0.0979818650850213, -0.1752937769293048, -0.09733332660574993, -0.2112536561946164, -0.08300748356858584, 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-0.29717259954220526, -0.34275851949750635, -0.3096453412976453, -0.2611803411083601, -0.041843988796090525, -0.2081309684635158, -0.046491321555207014, -0.3782015270069355, -0.29058483369653615, -0.28822549510261464, -0.1913628149312474, -0.19774450277556302, -0.3498528395796387, -0.1517634613953247, -0.27718546473186106, -0.35563597993913354, -0.23462511558818785, -0.2329485059235201, -0.33038223895326463, -0.2411431861984315, -0.14132339602397387, -0.22322198210311658, -0.20996053326671457, -0.2248416293957448, -0.0929643419082077, -0.27361103420589905, -0.18024679792673584, -0.323729513092928], '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': 19, 'hecke_orbit_code': 81064793393333106, 'label': '882.6.a.s.1.1', 'level': 882, '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': [9, 8, 13, 13, 9, 8, 11, 14], '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, 36664, 0, -745824, 188902, 0, 867008, 90496, 0, 0, -1249440, 0, -1127136, -423392, 0, -49152, 0, 0, 104364, 198240, 0, -214584, 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-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, 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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: 48224494
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793393333106, 'target_is_minimal': False, 'target_label': '882.6.a.s.1.1', 'target_level': 882, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48224495
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034086, 'target_is_minimal': False, 'target_label': '294.6.a.b.1.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48224496
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627390, 'target_is_minimal': False, 'target_label': '126.6.a.i.1.1', 'target_level': 126, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48224497
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554269389127974, 'target_is_minimal': False, 'target_label': '294.6.e.p.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48224498
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029071997534502, 'target_is_minimal': False, 'target_label': '294.6.e.i.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48224499
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554269389127974, 'target_is_minimal': False, 'target_label': '294.6.e.p.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48224500
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029071997534502, 'target_is_minimal': False, 'target_label': '294.6.e.i.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 48224501
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982774826, 'target_is_minimal': True, 'target_label': '42.6.a.d.1.1', 'target_level': 42, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 48224502
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396746998768, 'target_is_minimal': False, 'target_label': '1008.6.a.j.1.1', 'target_level': 1008, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 48224503
    {'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257104, 'target_is_minimal': False, 'target_label': '336.6.a.h.1.1', 'target_level': 336, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 6}
  • id: 48224504
    {'conductor': 105, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029209436488730, 'target_is_minimal': False, 'target_label': '1050.6.g.i.799.1', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '105.62', 'twisting_conrey_index': 62, 'weight': 6}
  • id: 48224505
    {'conductor': 105, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36029209436488730, 'target_is_minimal': False, 'target_label': '1050.6.g.i.799.2', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '105.83', 'twisting_conrey_index': 83, 'weight': 6}
  • id: 48224506
    {'conductor': 105, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393333106, 'source_is_minimal': False, 'source_label': '882.6.a.s.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374369306, 'target_is_minimal': False, 'target_label': '1050.6.a.k.1.1', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '105.104', 'twisting_conrey_index': 104, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1391000
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 2}
  • id: 1391001
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 3}
  • id: 1391002
    {'charpoly_factorization': [[[-26, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 5}
  • id: 1391003
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 7}
  • id: 1391004
    {'charpoly_factorization': [[[664, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 11}
  • id: 1391005
    {'charpoly_factorization': [[[318, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 13}
  • id: 1391006
    {'charpoly_factorization': [[[-1582, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 17}
  • id: 1391007
    {'charpoly_factorization': [[[236, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 19}
  • id: 1391008
    {'charpoly_factorization': [[[2212, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 23}
  • id: 1391009
    {'charpoly_factorization': [[[-4954, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 29}
  • id: 1391010
    {'charpoly_factorization': [[[-7128, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 31}
  • id: 1391011
    {'charpoly_factorization': [[[-4358, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 37}
  • id: 1391012
    {'charpoly_factorization': [[[-10542, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 41}
  • id: 1391013
    {'charpoly_factorization': [[[8452, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 43}
  • id: 1391014
    {'charpoly_factorization': [[[-5352, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 47}
  • id: 1391015
    {'charpoly_factorization': [[[-33354, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 53}
  • id: 1391016
    {'charpoly_factorization': [[[15436, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 59}
  • id: 1391017
    {'charpoly_factorization': [[[-36762, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 61}
  • id: 1391018
    {'charpoly_factorization': [[[-40972, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 67}
  • id: 1391019
    {'charpoly_factorization': [[[-9092, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 71}
  • id: 1391020
    {'charpoly_factorization': [[[-73454, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 73}
  • id: 1391021
    {'charpoly_factorization': [[[-89400, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 79}
  • id: 1391022
    {'charpoly_factorization': [[[6428, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 83}
  • id: 1391023
    {'charpoly_factorization': [[[122658, 1], 1]], 'hecke_orbit_code': 81064793393333106, 'p': 89}
  • id: 1391024
    {'charpoly_factorization': [[[21370, 1], 1]], 'hecke_orbit_code': 81064793393333106, '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': 19, 'label': '882.6.a.s', 'level': 882, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63486553
    {'hecke_orbit_code': 81064793393333106, 'n': 1, 'trace_an': 1}
  • id: 63486554
    {'hecke_orbit_code': 81064793393333106, 'n': 2, 'trace_an': 4}
  • id: 63486555
    {'hecke_orbit_code': 81064793393333106, 'n': 3, 'trace_an': 0}
  • id: 63486556
    {'hecke_orbit_code': 81064793393333106, 'n': 4, 'trace_an': 16}
  • id: 63486557
    {'hecke_orbit_code': 81064793393333106, 'n': 5, 'trace_an': 26}
  • id: 63486558
    {'hecke_orbit_code': 81064793393333106, 'n': 6, 'trace_an': 0}
  • id: 63486559
    {'hecke_orbit_code': 81064793393333106, 'n': 7, 'trace_an': 0}
  • id: 63486560
    {'hecke_orbit_code': 81064793393333106, 'n': 8, 'trace_an': 64}
  • id: 63486561
    {'hecke_orbit_code': 81064793393333106, 'n': 9, 'trace_an': 0}
  • id: 63486562
    {'hecke_orbit_code': 81064793393333106, 'n': 10, 'trace_an': 104}
  • id: 63486563
    {'hecke_orbit_code': 81064793393333106, 'n': 11, 'trace_an': -664}
  • id: 63486564
    {'hecke_orbit_code': 81064793393333106, 'n': 12, 'trace_an': 0}
  • id: 63486565
    {'hecke_orbit_code': 81064793393333106, 'n': 13, 'trace_an': -318}
  • id: 63486566
    {'hecke_orbit_code': 81064793393333106, 'n': 14, 'trace_an': 0}
  • id: 63486567
    {'hecke_orbit_code': 81064793393333106, 'n': 15, 'trace_an': 0}
  • id: 63486568
    {'hecke_orbit_code': 81064793393333106, 'n': 16, 'trace_an': 256}
  • id: 63486569
    {'hecke_orbit_code': 81064793393333106, 'n': 17, 'trace_an': 1582}
  • id: 63486570
    {'hecke_orbit_code': 81064793393333106, 'n': 18, 'trace_an': 0}
  • id: 63486571
    {'hecke_orbit_code': 81064793393333106, 'n': 19, 'trace_an': -236}
  • id: 63486572
    {'hecke_orbit_code': 81064793393333106, 'n': 20, 'trace_an': 416}
  • id: 63486573
    {'hecke_orbit_code': 81064793393333106, 'n': 21, 'trace_an': 0}
  • id: 63486574
    {'hecke_orbit_code': 81064793393333106, 'n': 22, 'trace_an': -2656}
  • id: 63486575
    {'hecke_orbit_code': 81064793393333106, 'n': 23, 'trace_an': -2212}
  • id: 63486576
    {'hecke_orbit_code': 81064793393333106, 'n': 24, 'trace_an': 0}
  • id: 63486577
    {'hecke_orbit_code': 81064793393333106, 'n': 25, 'trace_an': -2449}
  • id: 63486578
    {'hecke_orbit_code': 81064793393333106, 'n': 26, 'trace_an': -1272}
  • id: 63486579
    {'hecke_orbit_code': 81064793393333106, 'n': 27, 'trace_an': 0}
  • id: 63486580
    {'hecke_orbit_code': 81064793393333106, 'n': 28, 'trace_an': 0}
  • id: 63486581
    {'hecke_orbit_code': 81064793393333106, 'n': 29, 'trace_an': 4954}
  • id: 63486582
    {'hecke_orbit_code': 81064793393333106, 'n': 30, 'trace_an': 0}
  • id: 63486583
    {'hecke_orbit_code': 81064793393333106, 'n': 31, 'trace_an': 7128}
  • id: 63486584
    {'hecke_orbit_code': 81064793393333106, 'n': 32, 'trace_an': 1024}
  • id: 63486585
    {'hecke_orbit_code': 81064793393333106, 'n': 33, 'trace_an': 0}
  • id: 63486586
    {'hecke_orbit_code': 81064793393333106, 'n': 34, 'trace_an': 6328}
  • id: 63486587
    {'hecke_orbit_code': 81064793393333106, 'n': 35, 'trace_an': 0}
  • id: 63486588
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    {'hecke_orbit_code': 81064793393333106, 'n': 773, 'trace_an': -5392606}
  • id: 63486778
    {'hecke_orbit_code': 81064793393333106, 'n': 787, 'trace_an': -3043476}
  • id: 63486779
    {'hecke_orbit_code': 81064793393333106, 'n': 797, 'trace_an': 22965210}
  • id: 63486780
    {'hecke_orbit_code': 81064793393333106, 'n': 809, 'trace_an': -19078682}
  • id: 63486781
    {'hecke_orbit_code': 81064793393333106, 'n': 811, 'trace_an': -10941436}
  • id: 63486782
    {'hecke_orbit_code': 81064793393333106, 'n': 821, 'trace_an': -21259366}
  • id: 63486783
    {'hecke_orbit_code': 81064793393333106, 'n': 823, 'trace_an': -14225648}
  • id: 63486784
    {'hecke_orbit_code': 81064793393333106, 'n': 827, 'trace_an': -2761032}
  • id: 63486785
    {'hecke_orbit_code': 81064793393333106, 'n': 829, 'trace_an': 38214674}
  • id: 63486786
    {'hecke_orbit_code': 81064793393333106, 'n': 839, 'trace_an': 10604416}
  • id: 63486787
    {'hecke_orbit_code': 81064793393333106, 'n': 841, 'trace_an': 4030967}
  • id: 63486788
    {'hecke_orbit_code': 81064793393333106, 'n': 853, 'trace_an': 40700866}
  • id: 63486789
    {'hecke_orbit_code': 81064793393333106, 'n': 857, 'trace_an': -31012002}
  • id: 63486790
    {'hecke_orbit_code': 81064793393333106, 'n': 859, 'trace_an': -10910372}
  • id: 63486791
    {'hecke_orbit_code': 81064793393333106, 'n': 863, 'trace_an': -10408940}
  • id: 63486792
    {'hecke_orbit_code': 81064793393333106, 'n': 877, 'trace_an': 16406350}
  • id: 63486793
    {'hecke_orbit_code': 81064793393333106, 'n': 881, 'trace_an': 14857662}
  • id: 63486794
    {'hecke_orbit_code': 81064793393333106, 'n': 883, 'trace_an': -27201772}
  • id: 63486795
    {'hecke_orbit_code': 81064793393333106, 'n': 887, 'trace_an': 27124176}
  • id: 63486796
    {'hecke_orbit_code': 81064793393333106, 'n': 907, 'trace_an': -8422692}
  • id: 63486797
    {'hecke_orbit_code': 81064793393333106, 'n': 911, 'trace_an': -30863748}
  • id: 63486798
    {'hecke_orbit_code': 81064793393333106, 'n': 919, 'trace_an': 4938952}
  • id: 63486799
    {'hecke_orbit_code': 81064793393333106, 'n': 929, 'trace_an': 5625750}
  • id: 63486800
    {'hecke_orbit_code': 81064793393333106, 'n': 937, 'trace_an': -26007338}
  • id: 63486801
    {'hecke_orbit_code': 81064793393333106, 'n': 941, 'trace_an': 3021602}
  • id: 63486802
    {'hecke_orbit_code': 81064793393333106, 'n': 947, 'trace_an': 34828192}
  • id: 63486803
    {'hecke_orbit_code': 81064793393333106, 'n': 953, 'trace_an': 9390086}
  • id: 63486804
    {'hecke_orbit_code': 81064793393333106, 'n': 961, 'trace_an': 22179233}
  • id: 63486805
    {'hecke_orbit_code': 81064793393333106, 'n': 967, 'trace_an': 14476832}
  • id: 63486806
    {'hecke_orbit_code': 81064793393333106, 'n': 971, 'trace_an': 9249756}
  • id: 63486807
    {'hecke_orbit_code': 81064793393333106, 'n': 977, 'trace_an': 49778022}
  • id: 63486808
    {'hecke_orbit_code': 81064793393333106, 'n': 983, 'trace_an': -8956008}
  • id: 63486809
    {'hecke_orbit_code': 81064793393333106, 'n': 991, 'trace_an': 26240048}
  • id: 63486810
    {'hecke_orbit_code': 81064793393333106, 'n': 997, 'trace_an': -28050638}