Newform data - 448.8.a.t

Formats: - HTML - YAML - JSON - 2024-06-01T09:49:21.623964

• 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': 28672, 'analytic_conductor': 139.94849141688655, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [448, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 865, 'field_disc_factorization': [[5, 1], [173, 1]], 'field_poly': [-216, -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, [1344, -94, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568393054257600, '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': False, 'label': '448.8.a.t', 'level': 448, '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': '7.8.a.b', 'nf_label': '2.2.865.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(47-\\beta )q^{3}+(-165+5\\beta )q^{5}+7^{3}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '448.8.a', 'trace_display': [0, 94, -330, 686], 'trace_hash': 1928756420972398462, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.990', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.721', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.343', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 0, 94, 0, -330, 0, 686, 0, 1774, 0, 2844, 0, -2534, 0, -24160, 0, -1488, 0, 32810, 0, 32242, 0, 6576, 0, -58550, 0, 40420, 0, -20640, 0, 391836, 0, 33328, 0, -113190, 0, -367392, 0, 643832, 0, 734664, 0, -480476, 0, -1105810, 0, 1089108, 0, 235298, 0, 210324, 0, -2858844, 0, 32440, 0, 799900, 0, 160170, 0, 864646, 0, 608482, 0, -3396540, 0, -328648, 0, 267552, 0, 7500216, 0, 4301244, 0, 102650, 0, 975492, 0, 6408440, 0, 3414142, 0, 11659074, 0, -1155780, 0, 7143620, 0, 9772260, 0, -869162, 0, 16246872, 0, -1702800, 0, 10762752, 0, -6909332, 0, -12778314, 0, 3763556, 0, -8286880, 0, 23121312, 0, -2420280, 0, -40778124, 0, 16268424, 0, -877440, 0, 69467762, 0, -510384, 0, -29110454, 0, 14014868, 0, 21169500, 0, 43145448, 0, -27450592, 0, 23311674, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, 0], [47, -1], [0, 0], [-165, 5], [0, 0], [343, 0], [0, 0], [887, -94], [0, 0], [1422, 58], [0, 0], [-1267, -441], [0, 0], [-12080, 400], [0, 0], [-744, -162], [0, 0], [16405, 429], [0, 0], [16121, -343], [0, 0], [3288, 24], [0, 0], [-29275, -1650], [0, 0], [20210, -3118], [0, 0], [-10320, -4690], [0, 0], [195918, 1254], [0, 0], [16664, 1304], [0, 0], [-56595, 1715], [0, 0], [-183696, 13590], [0, 0], [321916, -19460], [0, 0], [367332, 11858], [0, 0], [-240238, 2814], [0, 0], [-552905, 19945], [0, 0], [544554, 18450], [0, 0], [117649, 0], [0, 0], [105162, -6870], [0, 0], [-1429422, -2592], [0, 0], [16220, -2460], [0, 0], [399950, 3758], [0, 0], [80085, -26811], [0, 0], [432323, -28779], [0, 0], [304241, -32242], [0, 0], [-1698270, 66430], [0, 0], [-164324, -25464], [0, 0], [133776, -2160], [0, 0], [3750108, -65436], [0, 0], [2150622, -95964], [0, 0], [51325, -48275], [0, 0], [487746, 19894], [0, 0], [3204220, 138540], [0, 0], [1707071, 38822], [0, 0], [5829537, 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[2102318010, 8968344], [-2205723224, 44507838], [538176933, -83299265], [1742307488, -1054032], [539677401, -48666399], [995168190, -48922250], [16435544, -46498776], [-177833388, -87650248], [2941702780, 56720808], [2105500068, -24420228], [-2736594375, 34026739], [-1144498308, -158168550], [1869770137, -50928855], [1095837118, -115889148], [-116828234, 74713674], [-4648381746, 32697908], [-4359504753, -11256449], [-1795419120, -107190842], [2292125102, -26889798], [1016776906, -44666280], [-1098382089, 193030159], [4231984782, -97421364], [1849900800, 248197080], [2941593522, 73461192], [4753933264, 35799216], [-4323799432, -150467634], [-2177895984, 10416294], [-577984955, 214669461], [-3974664332, -68055204], [3105337992, -23480826], [-9570025633, 39528447], [-742168866, 154365982], [-2636187612, -57456606], [-8939316930, -161451486], [-6012304177, 114965145], [4751941462, -169576092], [-4965930771, 100918095], [-3183615588, 271939824], [-4760559163, 94458765], [8603090508, 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[-18499017826, 22648778148], [684201497565, 3376216885], [463837689768, 33269998160], [-647998974898, -8587598580], [997676907000, 10120212174], [-642837541584, 25839899022], [879220814313, -4932586301], [834215980992, 16801966902], [-276600125776, 8831074392], [1349521196346, -7190186344], [-605054252145, 24669632463], [-1662943021752, -1589044064], [-109678038212, 37541056236], [1079149264979, 4963384077], [18172055372, -51544316736], [-1049596787526, 18719209026], [-562060144280, -11806792074], [-413322603117, 36749417661], [-695537695320, -32166462900], [-127644011029, 14502764187], [-194333220132, 17321661052], [168236337382, 13996892940], [-215429941690, -46144644930], [-146414642220, -36050528430], [403020878472, 24052626444], [1111568584608, -20567843130], [-954370044485, -27116041395], [624723357162, -12959029240], [-43054317616, -26001871872], [588526287696, 16969164942], [410459035905, -13955812653], [-98894913982, -9431294574], [180189290994, -56191603848], [1047617589552, -41083816690], [-145723687573, -27446142501], [637092325335, -21329540937], [-1406723182378, -6311519772], [-416472181596, 36898435066], [-194731924098, 33146829002], [477211638892, 37703002152], [878057481786, 6065653440], [203980956693, 37680994671], [1139468509380, 44789901348], [-975760842446, 48740229042], [-992734702344, 38147839758], [374983327428, -58300582020], [503077162020, -1692942078], [207122252039, 69536929089], [-59523416136, -949136552], [454141659615, 32347167671], [-93622304188, 27035144850], [1539189832119, 39577428297], [-738201513138, -13985452190], [275423845650, -24849604248], [-334065302433, 43381032183], [-420426861930, -52980331242]], 'char_orbit_index': 1, 'field_poly': [-216, -1, 1], 'hecke_orbit_code': 85568393054257600, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '448.8.a.t', 'level': 448, 'maxp': 2999, 'weight': 8}
• 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': [21, 20, 21, 22], 'Nk2': 28672, 'analytic_conductor': 139.94849141688655, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 436, 'dim': 84, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134218176, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 5, 5, 6, 6, 6, 6], 'label': '448.8.a', 'level': 448, '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': 460, 'mf_new_dim': 84, 'num_forms': 32, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 84, 'sturm_bound': 512, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [84, 0, 0, 0, 0, 0, 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1396452400, 0, 0, 0, -615854568, 0, 0, 0, -161194888, 0, 0, 0, -33691554848, 0, 0, 0, 2283760264, 0, 0, 0, -12216616496, 0, 0, 0, 7204354164, 0, 0, 0, 23452541312, 0, 0, 0, 7039969160, 0, 0, 0, 1036576592, 0, 0, 0, -9293457992, 0, 0, 0, -21373108208, 0, 0, 0, 3578170656, 0, 0, 0, -3336081112, 0, 0, 0, -4987398048, 0, 0, 0, 39260358136, 0, 0, 0, -1271147968, 0, 0, 0, 22835918144, 0, 0, 0, 13300064560, 0, 0, 0, -32143944240, 0, 0, 0, 2553116384, 0, 0, 0, -38889207328, 0, 0, 0, 6611295360, 0, 0, 0, 37330149744, 0, 0, 0, -9147826848, 0, 0, 0, 40345072672, 0, 0, 0, -15386182792, 0, 0, 0, -6889552880, 0, 0, 0, -856281356, 0, 0, 0, -8871207776, 0, 0, 0, 8669129552, 0, 0, 0, 39087412280, 0, 0, 0, -30691114432, 0, 0, 0, 24961573168, 0, 0, 0, -755801872, 0, 0, 0, -36824941800, 0, 0, 0, -14825062112, 0, 0, 0, -7120684592, 0, 0, 0, -958465288, 0, 0, 0, 69488153696, 0, 0, 0, 1986649320, 0, 0, 0, -8343477744, 0, 0, 0, -8519019392, 0, 0, 0, -43167006272, 0, 0, 0, 27570184616, 0, 0, 0, 22029445120, 0, 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0, 0, 0, -620727872, 0, 0, 0, 38298640928, 0, 0, 0, 91630795712, 0, 0, 0, 21769222912, 0, 0, 0, 83588844856, 0, 0, 0, -33528392688, 0, 0, 0, -30801651592, 0, 0, 0, -16786819616, 0, 0, 0, 4363863312, 0, 0, 0, -5455390792, 0, 0, 0, 100084407920, 0, 0, 0, -55781912416, 0, 0, 0, -684246584, 0, 0, 0, 100068420352, 0, 0, 0, 84435214380, 0, 0, 0, 23370604944, 0, 0, 0, 143791939056, 0, 0, 0, -131757044576, 0, 0, 0, -14409557864, 0, 0, 0, 7263818016, 0, 0, 0, -10688924224, 0, 0, 0, -171739340736, 0, 0, 0, 14728126312, 0, 0, 0, -67682974168, 0, 0, 0, -59269375288, 0, 0, 0, 84067359728, 0, 0, 0, -21769436192, 0, 0, 0, -99430558048, 0, 0, 0, -158127800320, 0, 0, 0, -238561619472, 0, 0, 0, 8593949824, 0, 0, 0, 300204210624, 0, 0, 0, 162814193008, 0, 0, 0, 51937636240, 0, 0, 0, -10571098928, 0, 0, 0, -69719142952, 0, 0, 0, 110390169864, 0, 0, 0, -256467335872, 0, 0, 0, 43365366968, 0, 0, 0, 263696774800, 0, 0, 0, 1033686752, 0, 0, 0, -91233878944, 0, 0, 0, 2451699976, 0, 0, 0, -1992803424, 0, 0, 0, -71958106220, 0, 0, 0, 231897486128, 0, 0, 0, -314981990400, 0, 0, 0, -1230881568, 0, 0, 0, -21816773816, 0, 0, 0, 391001545320, 0, 0, 0, -110434931968, 0, 0, 0, -285715657376, 0, 0, 0, -74396547472, 0, 0, 0, -21495149248, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 329952
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '7.8.a.b', 'target_level': 7, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 329953
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.8.a.c', 'target_level': 49, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 329954
    {'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.8.c.e', 'target_level': 49, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '56.k', 'twisting_char_orbit': 11, 'weight': 8}
  • id: 329955
    {'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '49.8.c.f', 'target_level': 49, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '56.m', 'twisting_char_orbit': 13, 'weight': 8}
  • id: 329956
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '63.8.a.e', 'target_level': 63, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 329957
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '112.8.a.f', 'target_level': 112, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 329958
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '175.8.a.c', 'target_level': 175, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 329959
    {'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.8.b.b', 'target_level': 175, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 8}
  • id: 329960
    {'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '441.8.a.l', 'target_level': 441, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '168.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 329961
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '448.8.a.k', 'target_level': 448, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 329962
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '448.8.a.t', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '448.8.a.t', 'target_level': 448, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 907675
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 85568393054257600, 'p': 2}
  • id: 907676
    {'charpoly_factorization': [[[1344, -94, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 3}
  • id: 907677
    {'charpoly_factorization': [[[5600, 330, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 5}
  • id: 907678
    {'charpoly_factorization': [[[-343, 1], 2]], 'hecke_orbit_code': 85568393054257600, 'p': 7}
  • id: 907679
    {'charpoly_factorization': [[[-887776, -2844, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 11}
  • id: 907680
    {'charpoly_factorization': [[[-166620776, 2534, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 13}
  • id: 907681
    {'charpoly_factorization': [[[-22147524, 1488, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 17}
  • id: 907682
    {'charpoly_factorization': [[[109928560, -32810, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 19}
  • id: 907683
    {'charpoly_factorization': [[[10312704, -6576, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 23}
  • id: 907684
    {'charpoly_factorization': [[[-18920124100, 20640, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 29}
  • id: 907685
    {'charpoly_factorization': [[[37023636384, -391836, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 31}
  • id: 907686
    {'charpoly_factorization': [[[-126010986084, 367392, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 37}
  • id: 907687
    {'charpoly_factorization': [[[13303276364, -734664, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 41}
  • id: 907688
    {'charpoly_factorization': [[[50864711104, 480476, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 43}
  • id: 907689
    {'charpoly_factorization': [[[2090896416, -1089108, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 47}
  • id: 907690
    {'charpoly_factorization': [[[2037435782724, 2858844, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 53}
  • id: 907691
    {'charpoly_factorization': [[[-615374101440, -160170, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 59}
  • id: 907692
    {'charpoly_factorization': [[[-529516501136, -864646, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 61}
  • id: 907693
    {'charpoly_factorization': [[[-533876854064, 328648, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 67}
  • id: 907694
    {'charpoly_factorization': [[[10359492378624, -7500216, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 71}
  • id: 907695
    {'charpoly_factorization': [[[-3340687254156, -4301244, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 73}
  • id: 907696
    {'charpoly_factorization': [[[-6335206025600, -6408440, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 79}
  • id: 907697
    {'charpoly_factorization': [[[30181573873584, -11659074, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 83}
  • id: 907698
    {'charpoly_factorization': [[[-4649674734460, -9772260, 1], 1]], 'hecke_orbit_code': 85568393054257600, 'p': 89}
  • id: 907699
    {'charpoly_factorization': [[[27021168617436, -10762752, 1], 1]], 'hecke_orbit_code': 85568393054257600, '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': 20, 'label': '448.8.a.t', 'level': 448, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 64143421
    {'hecke_orbit_code': 85568393054257600, 'n': 1, 'trace_an': 2}
  • id: 64143422
    {'hecke_orbit_code': 85568393054257600, 'n': 2, 'trace_an': 0}
  • id: 64143423
    {'hecke_orbit_code': 85568393054257600, 'n': 3, 'trace_an': 94}
  • id: 64143424
    {'hecke_orbit_code': 85568393054257600, 'n': 4, 'trace_an': 0}
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