Embedded newform data - 26.5.f.b.15.2

Formats: - HTML - YAML - JSON - 2025-09-11T06:06:24.259781

• 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': 650, 'analytic_conductor': 2.6876190401799525, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 12, 'char_parity': -1, 'char_values': [26, 12, [15], [11]], 'cm_discs': [], 'conrey_index': 7, 'dim': 8, 'field_disc': 1163865429782784, 'field_disc_factorization': [[2, 8], [3, 6], [157, 2], [503, 2]], 'field_poly': [221087161, 0, -7343258, 0, 90747, 0, -494, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [173765124, -3084588, 3495258, 61074, 54939, 468, 261, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503943308640282, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 6, -1, 12, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '26.5.f.b', 'level': 26, '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': True, 'level_primes': [2, 13], 'level_radical': 26, 'minimal_twist': '26.5.f.b', 'prim_orbit_index': 6, 'qexp_display': 'q+(2\\beta _{3}-2\\beta _{6})q^{2}+(\\beta _{1}+3\\beta _{5}-\\beta _{6}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '4.2.3.c12', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '26.5.f', 'trace_display': [8, 0, -18, 4], 'trace_hash': 1659029498344769768, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.841', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '201.726', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8474.326', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.083', 'prec': 17}, 'traces': [8, 8, 0, 0, -18, -36, 4, 128, -198, 348, 144, 0, -318, -40, -924, 256, -390, -792, 2278, 624, -678, -756, 744, 288, 0, 424, -1404, 32, -732, -2496, 368, -512, 7746, -312, -342, 1248, -280, 0, 2808, -576, 744, -1356, -13014, -3024, 5766, 1884, -10896, 0, -1842, 1508, 0, 2624, -4728, 6372, 6630, 288, 18990, 8064, 3576, -4800, -13170, 4704, -6396, 0, 6792, 4824, 3490, -624, -45354, -1368, 22710, -672, -7586, -10592, -7128, -18224, 0, -6396, 37824, 4992, 17088, 4368, 21864, 9456, 6198, -2592, -39708, -1440, 17238, 0, 12160, 3168, -258, -21792, -8280, 0, -19450, -20548, -55296, -2912, -18018, -19740, 0, 800, 25884, 35316, 13632, 31104, 67708, 18576, 40812, -640, -4770, 6348, -20388, 0, 42828, -4776, -6474, -9600, -54426, -52680, -12948, 10880, -45054, 11304, -41388, 4096, 0, -60, -54204, 61968, 6718, 30588, 36156, -4992, -24714, 67824, -19394, -816, 43362, 0, 39552, -25344, -90246, -15172, 30912, -42368, -27768, -50916, 85568, 19040, -43056, -23172, 0, -76752, 37364, 16728, 18714, 22272, -61914, -20136, 11288, -5568, 133710, 98328, 94728, 0, -54590, -8904, -130710, -5184, 12594, -158832, 28778, -14976, 89154, 25116, 147138, -46128, 0, -14064, -74952, 15072, 55044, 109800, 8958, 4896, 4236, 153264, 103656, 9216, 27952, 0, -241020, -134912, -95166, -110592, 30060, -11648, -181302, -75240, -34722, 48048, 12480, -2592, 0, 16128, -59256, -4944, -76392, 160176, -32946, 23316, -22494, -22464, 55526, 43512, 165132, 0, 127134, 170424, -51818, -1280, 193206, -19080, -139842, 88656, 170812, 72576, -111264, -64512, 0, -84300, -128148, 28608, -2988, -45324, -163992, -20736, 62126, -75776, 77922, -5520, -188958, 0, -15496, 11776, 17718, -90108, -65580, 45216, -262482, -96340, 108468, -16384, 37512, 264036, 0, 19008, 177204, -80112, 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335328, 161808, 597252, -852694, -103632, 214410, -1280028, -162576, 77184, 643082, -670596, -447720, 0, 377214, -148824, -271488, -133024, 2222526, -356568, 164382, -196080, 560674, 166180, -1487586, 39936, 0, -54444, -508484, -197712, -252912, 1103220, 269382, -996960, 5376, 124632, 823200, 528576, 501906, 0, -212274, -43776, -112272, -145548, 2297022, -748800, -443922, -690860, 208758, 269280, -978774, 494760, 0, -458352, 2085660, -19956, 254016, 79872, 1349954, 360920, -562356, 26640, 170850, 895116, -412092, 0, 531954, -471216, 664248, 54816, -371154, -739368, -324882, -356864, 355734, 440124, 294090, 222144, 0, -1436700, -1495692, -407328, -1152870, 370332, -515796, -54656, -2246112, 817128, -498880, -430848, 386322, 0, -1440846, 149280, -2878492, -380408, -251784, 197184, -1553226, -734616, 1303192, 111120, -33642, -722928, 0, 434304, 1018972, 1266672, 2829204, -271968, -130908, -284136, 1445500, 605184, 1355994, -159972, 700920, 0, 252350, 1184472, 171354, -18432, 616806, 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0], 'weight': 5, 'weight_parity': -1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.6830127018922193, 0.18301270189221933], [0.41463343258421187, 0.7181661717525398], [0.4330127018922193, 0.25], [-0.13747464759332254, 0.13747464759332254], [0.15176636958416398, 0.5663998021683758], [0.1040352305518846, -0.027876156010763143], [0.25, 0.25], [0.15615823316686764, -0.2704739938652021], [-0.11905653719213055, 0.06873732379666127], [0.15073580852984642, -0.562553695953361], [0.0, 0.41463343258421187], [-0.8739304154465968, -0.48605105591628833], [0.07615907454112146, 0.0], [-0.15573122640005013, -0.04172805635020177], [0.125, 0.21650635094610965], [-0.5668537040555018, -0.3272731386275804], [0.15615823316686764, -0.15615823316686764], [-0.1421559963970501, -0.5305334011543692], [-0.0938969304943959, 0.025159606697734642], [0.0631561969988441, 0.0631561969988441], [0.20590894371175728, -0.3566447522416037], [-0.052256571162060506, 0.030170345427342468], [-0.07588318479208199, 0.2831999010841879], [0.0, 0.9622014425381835], [-0.5079520573191637, -0.49191941155562163], [1.08826056214548, 0.0], [0.0520176152759423, 0.013938078005381572], [0.8610087972530844, 1.4913109826061126], [-0.09872964137512595, -0.05700158502492418], [-0.02417491100346329, 0.02417491100346329], [0.04575317547305483, 0.17075317547305482], [0.46650713993215426, -0.1250002114081735], [-0.3272731386275804, -0.3272731386275804], [-0.010469941933574254, 0.01813447138124654], [0.13523699693260105, -0.07807911658343382], [-0.14852310700482174, 0.5542957814399837], [0.0, -0.38837740475731913], [-0.0132953418926883, -0.8291602785651404], [-0.06873732379666127, 0.0], [-0.2613305387297484, -0.07002330681022632], [0.03157809849942205, 0.05469487100741352], [-1.3627799690393068, -0.7868013819710736], [0.20590894371175728, -0.20590894371175728], [0.015715518916366123, 0.05865111506318816], [-0.04121345829470149, 0.011043112867359019], [-0.6246188945974376, -0.6246188945974376], [-0.10365835814605297, 0.17954154293813496], [-0.8559791546623913, 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[-1.0988780120205297, 0.0], [-0.05686712132978245, -0.01523749923619788], [0.07512783860868703, 0.13012523353308064], [-0.6971255197998226, -0.4024856065153854], [-0.07878374009793794, 0.07878374009793794], [-0.03637661711199721, -0.13575938326945303], [-0.004664706822134413, 0.0012499044259188647], [0.04677280355271991, 0.04677280355271991], [-0.33953438824837956, 0.5880908113630104], [0.08583046707948873, -0.04955424327301413], [0.14618214004167146, -0.5455591737946668], [0.0, 0.18556600805862364], [0.014238927035906283, -0.004061074371514301], [0.07883554994070804, 0.0], [0.10998844261060639, 0.029471314374268868], [-0.44642526543997235, -0.7732312415244545], [0.04766744681555222, 0.027520813250541242], [0.19038517576021222, -0.19038517576021222], [0.14603235280677862, 0.5450001602237213], [-0.034343602593536166, 0.009202340580113428], [-0.3561584498179663, -0.3561584498179663], [-0.6292649684977119, 1.0899188968612659], [0.0035919768524698245, -0.002073828802696358], 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'char_orbit_index': 6, 'conrey_index': 15, 'dual_conrey_index': 7, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 6, 'embedding_root_imag': -0.5, 'embedding_root_real': 10.06147799786913, 'hecke_orbit': 2, 'hecke_orbit_code': 4503943308640282, 'label': '26.5.f.b.15.2', 'level': 26, 'weight': 5}
• 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

  
  {'Nk2': 650, 'analytic_conductor': 2.6876190401799525, 'char_conductor': 13, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 12, 'char_parity': -1, 'char_values': [26, 12, [15], [11]], 'conrey_index': 7, 'cusp_dim': 48, 'dim': 16, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 343681269786, 'hecke_orbit_dims': [8, 8], 'label': '26.5.f', 'level': 26, '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': True, 'level_primes': [2, 13], 'level_radical': 26, 'mf_dim': 64, 'mf_new_dim': 16, 'num_forms': 2, 'prim_orbit_index': 6, 'relative_dim': 4, 'sturm_bound': 17, 'trace_bound': 2, 'trace_display': [0, 0, 12, -88], 'traces': [16, 0, 0, 0, 12, 0, -88, 0, -108, 480, 336, 0, -396, -384, -792, 512, -1260, -1152, 2060, 480, 1236, 192, 1008, 0, 0, -96, -3672, -704, -984, -768, -3008, 0, 9444, 768, 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-768036, -162432, 271884, 141312, -1030572, 354816, 0, -379104, 3139800, 1317312, 885120, 208896, 2308996, 980352, 136920, -863712, -1276860, 989184, 771336, 0, 2300292, -121920, 1158624, 170688, -117348, -982656, -162276, -517120, -509844, 108672, -2946444, -318720, 0, -1159488, -1168344, -190464, -277644, -818496, -553704, 317696, -1728192, 810624, -1488512, -552960, -1388220, 0, -1669932, -882624, -3966536, -852480, -3336336, 198144, -1379892, -1434048, 420560, 138912, 1315548, -598272, 0, 469248, 3027512, 954240, 2446008, 776256, 1725144, 1015680, 2117912, 786432, 1649460, 482784, 3348192, 0, 914908, 1406592, -1019436, -49152, 733932, -2182272, 3899024, 1119648, -1467360, -160128, 2468376, -334848, 0, -795840, 427080, 1132544, -1529196, 2103552, -2309352, -731136, 602712, 170880, -403236, 1018080, -191120, 0, -545532, 368640, -2048916, -1120992, -5177832, -1486368, -1536276, -1207488, 934596, 331776, -2125164, -1088640, 0, -669696, -4385232, 1339968, 2344972, 1306368, 1521660, 1461312, 2679324, 489024, 959736, 859392, 205068, 0, 193104, -1973760, 332392, -232896, -432720, -587136, 367548, -986112, 1773936, 889152, 624600, -1184672, 0, -379392, -1774616, -264192, 522528, 1853184, 879780, 1907424, -113696, 2310336, -1426680, 801792, 4992132, 0, -708948, -1062528, -1717332, -1376640, 600732, -238848, -3638616, 753024, -5079324, 477888, -67356, -2131776, 0, 592896, -90720, 1392864, -64692, 327264, 834652, 342720, 3535596, 49152, -1184316, 287424, -209632, 0, 3294252, -2613504, -871608, -1090560, -509604, -2305536, 2070984, 43200, 773412, 676608, 4112916, -668160, 0, -1538496, -2872344, 1233984, 50268, -798912, -388452, -921600, 423300, -61632, 4537004, -499680, 1770036, 0, -2657712, 0, -2752412, -1616256, -5777232, -1507712, -1722612, 454464, -1893248, -279552, -1305192, 801888, 0, -1149408, 4508880, 760896, 936564, 501504, 1409268, 28800, 3561340, 746016, 121188, 2182080, -725580, 0, 3445428, 2575872, -3719628, 18656, 1014516, -2466048, 1271424, -36864, 1724400, 710592, -3157020, 1263456, 0, -1073664, 3314856, -197376, 575388, 4292064, 2135744, 1123296, -2745156, -854016, -2022132, 531456, -4702380, 0, 563376, 570816, 2572452, 392256, -2580852, 731136, -1167096, -1969920, 781224, -561120, -1536972, -114048, 0, 81920, 2275728, 2813184, 465852, -2105568, 1743624, 291264, -1888068, -245760, -2080048, -2671776, 3139560, 0, -1485156, -1738752, 1232180, -370176, -660780, -1025664, 520656, -1795296, -4278956, -320064, 1617228, -92160, 0, 344448, -5777976, 546336, 2122128, 2912640, 1914336, 442368, -2025564, 3206016, -1678728, -1074912, 1688112, 0, 2682868, 1345536, -2148708, -589440, 4828896, 578304, -1695380, 640512, 2694708, -443136, 305424, -2787840, 0, -1205856, 4884792, 1703808, -836748, 1413120, -1568948, -884160, -1851876, 450848, 1521324, 2571648, 146100, 0, -288756, 834816, -519096, 502176, 2077428, 378432, 4105200, -979968, 829548, -1325184, -5153340, -44256, 0, 3175872, -5502864, 324864, 1276404, -4027968, -488136, 70528, -924216, -1992768, -1339848, -1866240, -6747684, 0, -5511360, -1519296, 2013008, 1623552, -1095804, 122880, -3443304, -1699200, -1010464, 523008, -6073992, -162624, 0, 703488, 3718056, -4016256, -1008720, -1109664, 2991936, -2850048, -2128320, 148224, -736764, 3912192, 4133172, 0, 1346708, 3889536, 7810416, -87552, 8282556, 3602688, -65736, 3135456, 265164, -736896, 1815084, 675840, 0, 2658624, 2950344, 237536, -3087096, -435648, 4330088, 101376, 1545048, -2912832, 256392, 3534624, 630676, 0, 2987712, -576000, 3021504, 1617024, 2753148, 367008, -3108636, -1699008, 414000, 430080, 4927560, 376992, 0, -319072, 5302728, -3937344, -1166944, 552960, -1880700, -2112000, -2793840, -2819136, 2232868, -11264832, -4631496, 0], 'weight': 5, '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: 35305084
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 15, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503943308640282, 'source_is_minimal': True, 'source_label': '26.5.f.b.15.2', 'source_level': 26, 'target_conrey_index': 15, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503943308640282, 'target_is_minimal': True, 'target_label': '26.5.f.b.15.2', 'target_level': 26, 'twist_class_label': '26.5.f.b.7.2', 'twist_class_level': 26, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 5}
  • id: 35305085
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 15, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503943308640282, 'source_is_minimal': True, 'source_label': '26.5.f.b.15.2', 'source_level': 26, 'target_conrey_index': 145, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 1855509758186, 'target_is_minimal': False, 'target_label': '234.5.bb.a.145.2', 'target_level': 234, 'twist_class_label': '26.5.f.b.7.2', 'twist_class_level': 26, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 5}
  • id: 35305086
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 15, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503943308640282, 'source_is_minimal': True, 'source_label': '26.5.f.b.15.2', 'source_level': 26, 'target_conrey_index': 99, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021804006539602, 'target_is_minimal': False, 'target_label': '338.5.d.g.99.2', 'target_level': 338, 'twist_class_label': '26.5.f.b.7.2', 'twist_class_level': 26, 'twisting_char_label': '13.2', 'twisting_conrey_index': 2, 'weight': 5}
  • id: 35305087
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 15, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503943308640282, 'source_is_minimal': True, 'source_label': '26.5.f.b.15.2', 'source_level': 26, 'target_conrey_index': 239, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518204379169106, 'target_is_minimal': False, 'target_label': '338.5.d.f.239.2', 'target_level': 338, 'twist_class_label': '26.5.f.b.7.2', 'twist_class_level': 26, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 5}
  • id: 35305088
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 15, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503943308640282, 'source_is_minimal': True, 'source_label': '26.5.f.b.15.2', 'source_level': 26, 'target_conrey_index': 7, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503943308640282, 'target_is_minimal': True, 'target_label': '26.5.f.b.7.2', 'target_level': 26, 'twist_class_label': '26.5.f.b.7.2', 'twist_class_level': 26, 'twisting_char_label': '13.7', 'twisting_conrey_index': 7, 'weight': 5}
  • id: 35305089
    {'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 15, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503943308640282, 'source_is_minimal': True, 'source_label': '26.5.f.b.15.2', 'source_level': 26, 'target_conrey_index': 239, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021804006539602, 'target_is_minimal': False, 'target_label': '338.5.d.g.239.2', 'target_level': 338, 'twist_class_label': '26.5.f.b.7.2', 'twist_class_level': 26, 'twisting_char_label': '13.10', 'twisting_conrey_index': 10, 'weight': 5}
  • id: 35305090
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 15, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503943308640282, 'source_is_minimal': True, 'source_label': '26.5.f.b.15.2', 'source_level': 26, 'target_conrey_index': 99, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518204379169106, 'target_is_minimal': False, 'target_label': '338.5.d.f.99.2', 'target_level': 338, 'twist_class_label': '26.5.f.b.7.2', 'twist_class_level': 26, 'twisting_char_label': '13.11', 'twisting_conrey_index': 11, 'weight': 5}
  • id: 35305091
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 15, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503943308640282, 'source_is_minimal': True, 'source_label': '26.5.f.b.15.2', 'source_level': 26, 'target_conrey_index': 163, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 1855509758186, 'target_is_minimal': False, 'target_label': '234.5.bb.a.163.2', 'target_level': 234, 'twist_class_label': '26.5.f.b.7.2', 'twist_class_level': 26, 'twisting_char_label': '39.20', 'twisting_conrey_index': 20, 'weight': 5}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 99900
    {'charpoly_factorization': [[[64, -32, 8, -4, 1], 2]], 'hecke_orbit_code': 4503943308640282, 'p': 2}
  • id: 99901
    {'charpoly_factorization': [[[173765124, -3084588, 3495258, 61074, 54939, 468, 261, 0, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 3}
  • id: 99902
    {'charpoly_factorization': [[[4358376324, 1733368608, 344688768, 27102996, 1106205, 8490, 162, 18, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 5}
  • id: 99903
    {'charpoly_factorization': [[[208860304, 3526288, -12601804, -165128, 238357, 1910, 929, -4, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 7}
  • id: 99904
    {'charpoly_factorization': [[[5847892147566144, 237645011893536, 1045420402824, -4244316948, 873069297, -10960038, 37581, -144, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 11}
  • id: 99905
    {'charpoly_factorization': [[[665416609183179841, 7408791068948958, 63510346744897, 351613728414, 2161610724, 12310974, 77857, 318, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 13}
  • id: 99906
    {'charpoly_factorization': [[[46676296270838529, -1919623624698078, 20623702285890, 234089848044, -677013081, -10274940, 24354, 390, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 17}
  • id: 99907
    {'charpoly_factorization': [[[711033048578010326116, -4193265448941678044, 26114218135263206, -150546627280322, 548940838939, -1338388240, 2254151, -2278, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 19}
  • id: 99908
    {'charpoly_factorization': [[[80731387411604278596, 3996024335369637012, 58842523001450826, -350885768993514, 503188158387, 586991448, -604455, -744, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 23}
  • id: 99909
    {'charpoly_factorization': [[[190033404571107139336281, -627907874672903199804, 3108176962881189534, 2776508726689008, 6238553531151, 1145449392, 2906502, 732, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 29}
  • id: 99910
    {'charpoly_factorization': [[[999511577963251968784, 40494161410388586368, 820289201487815168, -2205594997061056, 2933338617544, -643820576, 67712, -368, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 31}
  • id: 99911
    {'charpoly_factorization': [[[1223266016776467161521, 83102698935979837496, 1439979209426120942, -2833940157294112, 2209009892275, -4701137552, 4653410, 280, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 37}
  • id: 99912
    {'charpoly_factorization': [[[438950128477357335969, -1664623791219377664, 26363677552941222, 19325276207640, -107569811397, 122348856, 19290, -744, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 41}
  • id: 99913
    {'charpoly_factorization': [[[3325294311459856995692304, 43845800666125463815536, 225445638646069465644, 431634641562669924, 424741025847717, 233622213498, 74406339, 13014, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 43}
  • id: 99914
    {'charpoly_factorization': [[[112698360241479547513666704, -90404406199622352363264, 36260317553840474112, 261298149266427840, 313661185900200, 177811840512, 59361408, 10896, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 47}
  • id: 99915
    {'charpoly_factorization': [[[43469639270772, -23107942164, -17053887, 2364, 1], 2]], 'hecke_orbit_code': 4503943308640282, 'p': 53}
  • id: 99916
    {'charpoly_factorization': [[[5609294918979376287562110864, 3146004500439767850825696, 9154894011094444231188, -664258398529065444, 533392058065533, 124730256066, -44489607, -3576, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 59}
  • id: 99917
    {'charpoly_factorization': [[[1162455990281897676416892369, 2997377848298809518241410, 5802715033013138898978, 4068071032011840000, 1999109723164599, 568135472160, 116959794, 13170, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 61}
  • id: 99918
    {'charpoly_factorization': [[[2565584311610213699309828164, 1504927175424605502613708, 3188960260222615128542, -385435352215872854, -617251122874949, 52520404892, 32534975, -3490, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 67}
  • id: 99919
    {'charpoly_factorization': [[[112483040417631608159608306884, -74732819527604520472303980, 39253933705243086825246, -15421097446575182010, 4598612781716211, -1159056277680, 214283607, -22710, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 71}
  • id: 99920
    {'charpoly_factorization': [[[18599838404535212852397969316, -11109360438239522175346208, 3317714021553766554752, 658208477391279172, 159095117817781, -76187917486, 28773698, 7586, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 73}
  • id: 99921
    {'charpoly_factorization': [[[393593299652832, -375740512848, 129130668, -18912, 1], 2]], 'hecke_orbit_code': 4503943308640282, 'p': 79}
  • id: 99922
    {'charpoly_factorization': [[[384039578925861411100114022976, -280547500963190463912806208, 102472381254075989094432, -1333129788597164688, 1967592249631284, -1042701602808, 239017248, -21864, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 83}
  • id: 99923
    {'charpoly_factorization': [[[69287781914152581615828854436, 88909676047383708698636364, 9339532321948894942110, -10779974879615099730, 5809099076016531, -1617884526960, 217252815, -17238, 1], 1]], 'hecke_orbit_code': 4503943308640282, 'p': 89}
  • id: 99924
    {'charpoly_factorization': [[[7109454680997854794906990564, -10854942963394213826305876, 111163670477395101380654, 68630939852912138174, 15748667541616771, 1883386456960, 190010591, 19450, 1], 1]], 'hecke_orbit_code': 4503943308640282, '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': 6, 'hecke_orbit': 2, 'label': '26.5.f.b', 'level': 26, 'portrait': 'data:image/png;base64,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', 'weight': 5}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 22561045
    {'hecke_orbit_code': 4503943308640282, 'n': 1, 'trace_an': 8}
  • id: 22561046
    {'hecke_orbit_code': 4503943308640282, 'n': 2, 'trace_an': 8}
  • id: 22561047
    {'hecke_orbit_code': 4503943308640282, 'n': 3, 'trace_an': 0}
  • id: 22561048
    {'hecke_orbit_code': 4503943308640282, 'n': 4, 'trace_an': 0}
  • id: 22561049
    {'hecke_orbit_code': 4503943308640282, 'n': 5, 'trace_an': -18}
  • id: 22561050
    {'hecke_orbit_code': 4503943308640282, 'n': 6, 'trace_an': -36}
  • id: 22561051
    {'hecke_orbit_code': 4503943308640282, 'n': 7, 'trace_an': 4}
  • id: 22561052
    {'hecke_orbit_code': 4503943308640282, 'n': 8, 'trace_an': 128}
  • id: 22561053
    {'hecke_orbit_code': 4503943308640282, 'n': 9, 'trace_an': -198}
  • id: 22561054
    {'hecke_orbit_code': 4503943308640282, 'n': 10, 'trace_an': 348}
  • id: 22561055
    {'hecke_orbit_code': 4503943308640282, 'n': 11, 'trace_an': 144}
  • id: 22561056
    {'hecke_orbit_code': 4503943308640282, 'n': 12, 'trace_an': 0}
  • id: 22561057
    {'hecke_orbit_code': 4503943308640282, 'n': 13, 'trace_an': -318}
  • id: 22561058
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