Newform data - 441.6.a.bc

Formats: - HTML - YAML - JSON - 2024-04-24T23:01:31.912813

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 15876, 'analytic_conductor': 70.72926453752446, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [441, 1, [344, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 2238131778089448024, 'field_disc_factorization': [[2, 3], [3, 2], [7, 1], [269, 1], [419, 2], [9697, 2]], 'field_poly': [-135576, 0, 9570, 0, -187, 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': 1, 'hecke_cutters': [[2, [-135576, 0, 9570, 0, -187, 0, 1]], [5, [-56228247936, 0, 51437073, 0, -13138, 0, 1]], [13, [60080636, -783976, -77, 1]]], 'hecke_orbit': 29, 'hecke_orbit_code': 126100789667037625, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 36, 'hecke_ring_index_factorization': [[2, 2], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '441.6.a.bc', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '63.6.e.f', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(30+\\beta _{3})q^{4}+(-2\\beta _{1}-\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '441.6.a', 'trace_display': [0, 0, 0, 0], 'trace_hash': 830247869433486672, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.622', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '163.505', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6669.629', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.510', 'prec': 17}, 'traces': [6, 0, 0, 182, 0, 0, 0, 0, 0, -686, 0, 0, 154, 0, 0, 1898, 0, 0, -9422, 0, 0, -9146, 0, 0, 7526, 0, 0, 0, 0, 0, -23422, 0, 0, -27804, 0, 0, 18182, 0, 0, -69258, 0, 0, -43686, 0, 0, -25332, 0, 0, 0, 0, 0, -34272, 0, 0, -48160, 0, 0, 89782, 0, 0, 16156, 0, 0, 190290, 0, 0, -144650, 0, 0, 0, 0, 0, 100058, 0, 0, -342720, 0, 0, -101994, 0, 0, -75712, 0, 0, 301176, 0, 0, -752310, 0, 0, 0, 0, 0, 120456, 0, 0, -433048, 0, 0, 384492, 0, 0, -145278, 0, 0, 460398, 0, 0, -243670, 0, 0, 0, 0, 0, -524160, 0, 0, -1666266, 0, 0, 838850, 0, 0, -1851850, 0, 0, -135862, 0, 0, -1511900, 0, 0, 0, 0, 0, -1125012, 0, 0, -867454, 0, 0, 1264416, 0, 0, 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0, 0, 1965457568, 0, 0, -4665994368, 0, 0, 3242057284, 0, 0, -1851960600, 0, 0, 0, 0, 0, 665444528, 0, 0, -597237060, 0, 0, 2412176546, 0, 0, -2504661684, 0, 0, -302345604, 0, 0, -1241854054, 0, 0, 0, 0, 0, 4958983260, 0, 0, 400434384, 0, 0, -2722708176, 0, 0], 'weight': 6, 'weight_parity': 1}
• 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

  
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[49982, 0, 0, 642, 0, 98], [0, -8974, -1200, 0, -33, 0], [0, 0, 0, 0, 0, 0], [-124794, 0, 0, -1773, 0, -1806], [0, -492, -190, 0, -112, 0], [0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [0, 3698, 748, 0, 94, 0], [0, 0, 0, 0, 0, 0], [19264, 0, 0, 2436, 0, -656], [0, 4056, 1602, 0, 52, 0], [0, 0, 0, 0, 0, 0], [-72891, 0, 0, 2149, 0, -7], [0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [63700, 0, 0, 1146, 0, -210]], 'ap': [[0, 1, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [0, -2, -1, 0, 0, 0], [0, 0, 0, 0, 0, 0], [0, -24, 3, 0, -2, 0], [28, 0, 0, -7, 0, 13], [0, -76, -10, 0, 0, 0], [-1568, 0, 0, -7, 0, 1], [0, -64, 22, 0, 4, 0], [0, 250, 61, 0, -8, 0], [-3857, 0, 0, -140, 0, 18], [3060, 0, 0, -89, 0, -133], [0, -184, 104, 0, 56, 0], [-7270, 0, 0, -33, 0, -189], [0, 312, -68, 0, 56, 0], [0, 1202, -175, 0, 0, 0], [0, -4440, 83, 0, 70, 0], [2576, 0, 0, 350, 0, -274], [-24004, 0, 0, -313, 0, 119], [0, 3336, -264, 0, -48, 0], [16716, 0, 0, -119, 0, -259], [-16761, 0, 0, -714, 0, -812], [0, -4312, 567, 0, 14, 0], [0, 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0, 23664, 0], [16239448, 0, 0, 386260, 0, 42084], [0, -1461336, 147591, 0, 45246, 0], [-1580908, 0, 0, -234087, 0, 4437], [0, 1073320, 191518, 0, -13580, 0], [24852128, 0, 0, -73521, 0, -87453], [0, 235104, -107652, 0, -5768, 0], [-5830832, 0, 0, -150696, 0, 268808], [0, -58208, -179834, 0, -52740, 0], [-9753828, 0, 0, -341302, 0, -117390], [0, 2403012, 45918, 0, 28560, 0], [-14625754, 0, 0, -157779, 0, -197631], [0, -553248, 170214, 0, 73052, 0], [-687932, 0, 0, 350055, 0, -236257], [0, -312232, -360120, 0, -82816, 0], [7054046, 0, 0, 68877, 0, 214137], [0, -2259920, -37512, 0, -114744, 0], [9920043, 0, 0, -691208, 0, -92440], [0, 1452502, -265397, 0, 96656, 0], [0, 1221712, 296004, 0, 83112, 0], [0, 1833400, 526940, 0, 7816, 0], [-10521233, 0, 0, 314318, 0, -644], [0, 3754312, 244441, 0, -73374, 0], [0, 1301544, -103996, 0, -69344, 0], [0, -746504, 288080, 0, -31024, 0], [-12769645, 0, 0, -588960, 0, 459942], [32846016, 0, 0, 150059, 0, 449151], [21577111, 0, 0, 418046, 0, 311878], 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0], [-15839844, 0, 0, 163203, 0, 759871], [13079236, 0, 0, -1701026, 0, 36414], [0, 2391512, 531372, 0, -145600, 0], [0, 1013608, 430924, 0, -41160, 0], [0, -2079578, -149165, 0, -67768, 0], [-36877918, 0, 0, 992481, 0, 650949], [36374366, 0, 0, -778652, 0, 410860], [21735546, 0, 0, -345436, 0, -667692], [0, -2304800, -516604, 0, 76216, 0], [0, -270246, -367187, 0, -96152, 0], [-34077792, 0, 0, 1906324, 0, 496724], [0, 623336, -256967, 0, -42758, 0], [0, -1365532, 100134, 0, 253592, 0], [37425206, 0, 0, -238714, 0, -242014], [26742948, 0, 0, -370409, 0, -545965], [0, 4755694, -436377, 0, -166376, 0], [31116241, 0, 0, 641777, 0, -889469], [0, 1646024, 328217, 0, 258370, 0], [0, 813400, 240478, 0, -8260, 0], [73688972, 0, 0, 113687, 0, 260243], [7105527, 0, 0, 881367, 0, -1204427], [0, 9891708, -421578, 0, -193760, 0], [0, 5664360, -1011874, 0, 200300, 0], [0, 3062716, -230106, 0, 119944, 0], [-19342670, 0, 0, -1661625, 0, 1515395], [-863114, 0, 0, -710689, 0, 1461835], [0, -4915224, 27984, 0, -146224, 0], [-8408875, 0, 0, 22101, 0, -269745], [0, -2489656, -64663, 0, -193606, 0], [7659800, 0, 0, -880218, 0, 509502], [0, -2554852, -501238, 0, -117992, 0], [0, -7802160, -405092, 0, 142120, 0], [-47090589, 0, 0, -2023854, 0, 960616], [0, 3738384, 198136, 0, 60008, 0], [-55279414, 0, 0, 1248527, 0, 1157555], [-25087496, 0, 0, -739816, 0, 487456], [-61616737, 0, 0, 403674, 0, -116760], [0, 8764604, 602766, 0, -183360, 0], [-25570104, 0, 0, -1058435, 0, -1730755], [0, -1436048, 931358, 0, 301364, 0], [32082771, 0, 0, 910994, 0, 1052970], [0, -3082618, 1460907, 0, -202664, 0], [0, -7090592, 1152120, 0, -75584, 0], [0, -9129008, 784490, 0, -78596, 0], [0, 2110576, 1669352, 0, 40232, 0], [-31268874, 0, 0, 288967, 0, 772715], [-38216423, 0, 0, 2814490, 0, -494388], [31537150, 0, 0, 1592600, 0, -925232], [0, -1771988, -496626, 0, 22624, 0], [0, -11791096, -1266448, 0, 199696, 0], [55714771, 0, 0, -401086, 0, -1172360], [0, -10384544, -609260, 0, -55888, 0], [20895224, 0, 0, -2330152, 0, -399448], [0, -4711656, -1194888, 0, -53544, 0], [78058136, 0, 0, 1648125, 0, 14889], [0, 9728632, -631328, 0, 331296, 0], [0, 9748136, -1298178, 0, -112140, 0], [41860924, 0, 0, -1696723, 0, 421393], [0, -10141398, -610467, 0, -35672, 0], [0, 6928664, 747699, 0, -56066, 0], [105634034, 0, 0, 150471, 0, 1429155], [53126066, 0, 0, -1018871, 0, 1021333], [0, -2500062, 1276857, 0, 632352, 0], [91404719, 0, 0, 2445135, 0, -1157637], [-15991910, 0, 0, -775455, 0, 1334165], [0, -3460296, 1611611, 0, 263022, 0], [3662316, 0, 0, -2621199, 0, -775811], [18678254, 0, 0, 1101177, 0, 2005365], [0, -19099088, -1022396, 0, 204008, 0], [-18303012, 0, 0, -1159767, 0, -2935319], [0, -7272858, -835101, 0, -294312, 0], [0, 7930996, 1142650, 0, -91448, 0], [-75096788, 0, 0, -1167076, 0, -969332], [0, 4009358, -1000329, 0, 122328, 0], [132374130, 0, 0, 1416233, 0, 501549], [88948658, 0, 0, 1001418, 0, 1502046], [99239049, 0, 0, -452620, 0, -91692], [-128424239, 0, 0, 152952, 0, -1658902], [-42718445, 0, 0, -2310385, 0, 181195], [-48223168, 0, 0, -1394988, 0, 2104692], [0, -3129416, 1625765, 0, -361014, 0], [56632400, 0, 0, -208145, 0, -1199765], [-59717912, 0, 0, 125627, 0, -1669913], [0, 11343136, -251580, 0, -368592, 0], [0, -9757688, 413464, 0, -584920, 0], [20329495, 0, 0, 2454526, 0, -1523844], [0, 3637488, -560542, 0, -175308, 0], [24545038, 0, 0, 4157909, 0, -2304623], [-90096818, 0, 0, 1233414, 0, 512714], [0, 11521288, 113458, 0, -425172, 0], [-151705853, 0, 0, -3082138, 0, 1419502], [0, -16820570, -74493, 0, -198656, 0], [-150916031, 0, 0, 285138, 0, 1718948], [0, 9062016, 725808, 0, 235032, 0], [0, -14470356, 1234566, 0, 133408, 0], [0, 3927736, 2016837, 0, 16562, 0], [0, -6311128, -2638820, 0, -477800, 0], [0, -2258336, -2529252, 0, -217448, 0], [64071364, 0, 0, -3239353, 0, 139363], [0, -11385394, -318489, 0, 54936, 0], [-137623738, 0, 0, 434819, 0, 22367], [0, 4200180, -1069006, 0, -493752, 0], [0, 4641728, 3544716, 0, 16240, 0], [13603310, 0, 0, 3516093, 0, 1295769], [-129148390, 0, 0, -339248, 0, -500288], [0, -6115874, -2558273, 0, -637128, 0], [23656627, 0, 0, 1093715, 0, 2867977], [0, 8272056, -286601, 0, 966, 0], [-112210246, 0, 0, -2491169, 0, 3576475], [-13645584, 0, 0, 863029, 0, 3091193], [0, 3437848, 3080927, 0, 624734, 0], [-112936572, 0, 0, 2280229, 0, 1855529], [0, 15737920, -1125598, 0, 438516, 0], [-75480248, 0, 0, 2822855, 0, 734251], [0, 16937688, -709010, 0, 653660, 0], [0, 15021300, -2316110, 0, -335240, 0], [0, -18879468, 1493626, 0, -161920, 0], [108962584, 0, 0, 4203664, 0, -657552], [0, -12834200, 220502, 0, 685252, 0], [-32343808, 0, 0, -1474431, 0, 852165], [0, -13251832, -868689, 0, -29890, 0], [0, -21373032, -1892086, 0, 574756, 0], [-69857375, 0, 0, 164780, 0, -4307780], [0, 5797984, -2280600, 0, 970144, 0], [-138881918, 0, 0, 4413255, 0, 2092667], [-36279072, 0, 0, -3243121, 0, -776853], [0, 14385042, 1153761, 0, -15624, 0], [108085706, 0, 0, -1236651, 0, -852327], [0, 4181104, -2380828, 0, -745480, 0], [259872991, 0, 0, -1233106, 0, 1276822], [-28024070, 0, 0, 2534225, 0, 4253221], [-207648924, 0, 0, -3246327, 0, 1627297], [0, 6956296, 1349646, 0, -458652, 0], [0, 13627542, 1449843, 0, -629232, 0], [-220209082, 0, 0, -356617, 0, 1707251], [0, 8511654, -1978237, 0, 749776, 0], [-281601922, 0, 0, 4643667, 0, 88479], [0, 19475584, -1541812, 0, 824936, 0], [43733212, 0, 0, 5918363, 0, -2296973], [0, 16025840, -1588196, 0, 970592, 0], [170030762, 0, 0, 1041708, 0, -452844], [0, 8483624, 1778680, 0, 960232, 0], [-28006531, 0, 0, 3109932, 0, 1026588], [-119527415, 0, 0, -3579982, 0, -3693740], [-207731502, 0, 0, 707777, 0, 54621], [0, 30721260, 781550, 0, 557760, 0], [0, -41025854, 603441, 0, 19936, 0], [-210562967, 0, 0, -425722, 0, -1857800], [0, 31746730, -1128363, 0, 391728, 0], [0, -16263688, 841693, 0, -19870, 0], [-35831936, 0, 0, -3655183, 0, -673115], [7684898, 0, 0, -964510, 0, -5034274], [0, 26105624, -770382, 0, 837788, 0], [0, 11205218, -2767431, 0, -1070216, 0], [-234537534, 0, 0, -3737398, 0, 678486], [110822265, 0, 0, 2974489, 0, -139699], [0, 4556532, 430618, 0, 53616, 0], [-284568277, 0, 0, -567245, 0, 741001], [-106783074, 0, 0, 4854125, 0, -1605807], [0, 33153184, 291344, 0, -97160, 0], [0, -18440896, -2140004, 0, 248752, 0], [0, 30252728, -1573501, 0, -222474, 0], [0, -35396736, -1204464, 0, -94984, 0], [0, -42502696, -2869398, 0, 363356, 0], [-68371116, 0, 0, -3587174, 0, 843794], [0, 25194608, 2822168, 0, -894824, 0], [0, 17440136, -1648606, 0, -977316, 0], [0, 34553968, 773796, 0, -824088, 0], [14760284, 0, 0, -6192375, 0, 1921185], [-74595427, 0, 0, -596743, 0, 1568861], [0, 3955188, -1452742, 0, -1401792, 0], [291063262, 0, 0, 1771715, 0, -2806769], [188330643, 0, 0, 3714859, 0, -2033353], [0, -19023560, 587381, 0, 863018, 0], [105579894, 0, 0, 6433147, 0, 1807367], [0, -15457216, 2944030, 0, 1085860, 0], [0, 41950082, 1819785, 0, -323560, 0], [-222837006, 0, 0, -5497695, 0, 2722165], [-243427208, 0, 0, -5385667, 0, 4263553], [0, -10940464, -7058364, 0, -694848, 0], [0, -176656, -6426458, 0, 564356, 0], [82989137, 0, 0, -3145443, 0, 2602689], [0, 19932796, -1660490, 0, 308112, 0], [5138448, 0, 0, -10595711, 0, 2389301], [0, 38931476, -689390, 0, -1040088, 0], [0, 68656, 1459236, 0, -400952, 0], [-145910960, 0, 0, -3411460, 0, 5520508], [0, 23976572, 2035078, 0, -373368, 0], [-95686500, 0, 0, 6406372, 0, -898372], [0, 21329616, -1561028, 0, 286552, 0], [124958290, 0, 0, -11754963, 0, 1650929], [476129780, 0, 0, 2591582, 0, -2508682], [-274362664, 0, 0, 8037903, 0, -1975617], [0, 23221672, 3168738, 0, 1203076, 0], [443738497, 0, 0, 2135528, 0, -2446472], [0, 2883252, -2372366, 0, 1167488, 0], [0, -40280776, -6358501, 0, 767598, 0], [-58097298, 0, 0, 1252629, 0, -5853095], [0, 7209208, -3800550, 0, 1064988, 0], [-167061079, 0, 0, 835193, 0, 5885453], [19411567, 0, 0, 3632279, 0, 7120453], [0, -14169244, -2518494, 0, 415856, 0], [-370345524, 0, 0, -1583129, 0, -2588929], [0, 18722646, -731749, 0, -723536, 0], [13531378, 0, 0, 3775716, 0, -599380], [0, 35233268, 1314762, 0, 339448, 0], [70931292, 0, 0, -3410800, 0, 2854824], [0, -29739148, 838342, 0, -387128, 0], [0, 23372666, -2575747, 0, 217560, 0], [-190433831, 0, 0, 2140418, 0, 5380], [-354388330, 0, 0, -1588892, 0, -10447556], [0, -8098224, 5877848, 0, -1476816, 0], [-7760466, 0, 0, 4314975, 0, -5853773], [0, -5225688, 5768851, 0, -1375906, 0], [3090465, 0, 0, -794787, 0, 9413809], [0, -30094922, -625893, 0, 1331448, 0], [0, 20805304, -3274267, 0, -2110862, 0], [51404396, 0, 0, 11291324, 0, -9387364], [141946884, 0, 0, 6524329, 0, -5707219], [0, -10977398, -101891, 0, 743064, 0], [0, -26468984, -6082592, 0, -289176, 0], [-332072510, 0, 0, -8798937, 0, -1925029], [0, 5946924, 1328826, 0, -314664, 0], [0, 8936624, 6847276, 0, -413840, 0], [0, -59469938, -2416657, 0, -360352, 0], [277664968, 0, 0, 3288047, 0, 10487419], [0, -11557536, -4080964, 0, -174408, 0], [0, -44739640, -1684729, 0, 752990, 0], [-74711266, 0, 0, 3553452, 0, -7769988], [0, -22446468, 4637030, 0, 1264312, 0], [0, -13241752, -768379, 0, 819562, 0], [0, -54875652, -1048422, 0, -649896, 0], [110079354, 0, 0, 2484202, 0, -5979682], [0, -33376928, 1279556, 0, -1465576, 0]], 'char_orbit_index': 1, 'field_poly': [-135576, 0, 9570, 0, -187, 0, 1], 'hecke_orbit_code': 126100789667037625, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 84, 1, 42, 14], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [62, 0, 0, 1, 0, 0], [0, 85, 2, 0, 1, 0], [5230, 0, 0, 139, 0, 14], [0, 8497, 362, 0, 139, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [0, 3318, 0, -139, 0, 1], [-62, 0, 1, 0, 0, 0], [0, -6888, 0, 181, 0, -1], [3388, 0, -139, 0, 1, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '441.6.a.bc', 'level': 441, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[3, -1], [7, -1]], 24, 15], [[[3, 1], [7, -1]], 19, 6], [[[3, -1], [7, 1]], 25, 7], [[[3, 1], [7, 1]], 15, 3]], 'ALdims': [15, 19, 25, 24], 'Nk2': 15876, 'analytic_conductor': 70.72926453752446, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 83, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 100663737, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '441.6.a', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 296, 'mf_new_dim': 88, 'num_forms': 31, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 336, 'trace_bound': 13, 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5090256496, -1304161356, 0, 0, -830691808, 0, 565876560, 1325266364, 0, -2510427984, 0, 0, -6082495536, 374098032, 0, 1324227512, -664450560, 0, -3723490416, 4284983980, 0, -661844412, 158389080, 0, 0, -2785004054, 0, 1265143304, -4956841176, 0, 3629932368, 0, 0, -1971645014, 1903469892, 0, -1390641984, 567693864, 0, 827161888, -445146152, 0, -1945569308, 1492836096, 0, 0, -5309931180, 0, -1482474046, -573003972, 0, -835922584, 0, 0, -3833923724, 1508166864, 0, -714013728, 155923590, 0, 2418937080, -2137100004, 0, -2600253656, -496818444, 0, 0, -1165028176, 0, -3541862476, 2894594740, 0, 326198352, 0, 0, -1144216592, 2266218624, 0, 1115297232, -1667396928, 0, -38326236, 4124994072, 0, 1257941056, -1602755520, 0, 0, -16266184, 0, -1407176970, -2283409788, 0, 1493868500, 0, 0, 62429016, 978299460, 0, 180761536, 94362930, 0, -1567630032, 1031777460, 0, -4087706648, 2374559952, 0, 0, 943662938, 0, 1111445088, 2225307680, 0, -3280049616, 0, 0, -709935212, 1009810098, 0, 694940576, 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2619009272, 7374154140, 0, -6096979680, 0, 0, 4005119180, -312952800, 0, -610303660, 1249313472, 0, 551072584, 6514238696, 0, 6495880460, -329315904, 0, 0, 3871973772, 0, 976943852, -1553653154, 0, -1751602584, 0, 0, -3987818076, -289745664, 0, -2014556344, -1237864938, 0, 2833171944, 1332069040, 0, -353984684, -2584728480, 0, 0, 7063787800, 0, 2587998936, 2541116952, 0, 4822820936, 0, 0, -1293897600, -768642600, 0, -945155712, -1639321968, 0, -1177420620, -8072476308, 0, -1135992864, 1174034112, 0, 0, 5529427288, 0, -1643925270, -4624694628, 0, -2092550020, 0, 0, 8527826832, -1118621412, 0, -944020104, 727777608, 0, 2270306720, 4340776504, 0, 2380615788, -1262352318, 0, 0, 2262852254, 0, -2524186144, 4207242368, 0, 2487160896, 0, 0, -4479161276, 63672378, 0, 4364617992, 904335168, 0, -5124501176, 9752301936, 0, 3852700672, 2345537184, 0, 0, -1990203768, 0, 2138610216, -1208399436, 0, 4153504392, 0, 0, 3572626240, -1124289264, 0], 'weight': 6, '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: 324204
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 29, 'source_is_minimal': False, 'source_label': '441.6.a.bc', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 12, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '63.6.e.f', 'target_level': 63, 'twist_class_label': '63.6.e.f', 'twist_class_level': 63, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 324205
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 29, 'source_is_minimal': False, 'source_label': '441.6.a.bc', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 12, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '63.6.e.f', 'target_level': 63, 'twist_class_label': '63.6.e.f', 'twist_class_level': 63, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 324206
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 29, 'source_is_minimal': False, 'source_label': '441.6.a.bc', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '441.6.a.bc', 'target_level': 441, 'twist_class_label': '63.6.e.f', 'twist_class_level': 63, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 324207
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 29, 'source_is_minimal': False, 'source_label': '441.6.a.bc', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '441.6.a.bc', 'target_level': 441, 'twist_class_label': '63.6.e.f', 'twist_class_level': 63, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 324208
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 29, 'source_is_minimal': False, 'source_label': '441.6.a.bc', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '441.6.a.bd', 'target_level': 441, 'twist_class_label': '63.6.e.f', 'twist_class_level': 63, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 324209
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 29, 'source_is_minimal': False, 'source_label': '441.6.a.bc', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '441.6.a.bd', 'target_level': 441, 'twist_class_label': '63.6.e.f', 'twist_class_level': 63, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 895375
    {'charpoly_factorization': [[[-135576, 0, 9570, 0, -187, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 2}
  • id: 895376
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 126100789667037625, 'p': 3}
  • id: 895377
    {'charpoly_factorization': [[[-56228247936, 0, 51437073, 0, -13138, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 5}
  • id: 895378
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 126100789667037625, 'p': 7}
  • id: 895379
    {'charpoly_factorization': [[[-17126803572350976, 0, 234630567921, 0, -902578, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 11}
  • id: 895380
    {'charpoly_factorization': [[[60080636, -783976, -77, 1], 2]], 'hecke_orbit_code': 126100789667037625, 'p': 13}
  • id: 895381
    {'charpoly_factorization': [[[-143225492794546176, 0, 1172856312720, 0, -2284392, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 17}
  • id: 895382
    {'charpoly_factorization': [[[3713875508, 7296404, 4711, 1], 2]], 'hecke_orbit_code': 126100789667037625, 'p': 19}
  • id: 895383
    {'charpoly_factorization': [[[-11254029407056041984, 0, 20238938612496, 0, -10191432, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 23}
  • id: 895384
    {'charpoly_factorization': [[[-7589524345822376326656, 0, 1273417115193153, 0, -66189634, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 29}
  • id: 895385
    {'charpoly_factorization': [[[-85806884751, 5269711, 11711, 1], 2]], 'hecke_orbit_code': 126100789667037625, 'p': 31}
  • id: 895386
    {'charpoly_factorization': [[[32349623604, -76541360, -9091, 1], 2]], 'hecke_orbit_code': 126100789667037625, 'p': 37}
  • id: 895387
    {'charpoly_factorization': [[[-13307641909409328308158464, 0, 172110236322742272, 0, -727900480, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 41}
  • id: 895388
    {'charpoly_factorization': [[[-1643621929904, -6827376, 21843, 1], 2]], 'hecke_orbit_code': 126100789667037625, 'p': 43}
  • id: 895389
    {'charpoly_factorization': [[[-1983108411840316405284864, 0, 78904457818511616, 0, -613454880, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 47}
  • id: 895390
    {'charpoly_factorization': [[[-162117718575420795264, 0, 14111509664477745, 0, -666461298, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 53}
  • id: 895391
    {'charpoly_factorization': [[[-3133122719533368435137464704, 0, 6958714510238532561, 0, -4695322386, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 59}
  • id: 895392
    {'charpoly_factorization': [[[5346133312352, -496008496, -8078, 1], 2]], 'hecke_orbit_code': 126100789667037625, 'p': 61}
  • id: 895393
    {'charpoly_factorization': [[[7112548657724, 1504134932, 72325, 1], 2]], 'hecke_orbit_code': 126100789667037625, 'p': 67}
  • id: 895394
    {'charpoly_factorization': [[[-305717063785244517721964544, 0, 2282421134301143040, 0, -3481391808, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 71}
  • id: 895395
    {'charpoly_factorization': [[[-937824660612, 483227416, -50029, 1], 2]], 'hecke_orbit_code': 126100789667037625, 'p': 73}
  • id: 895396
    {'charpoly_factorization': [[[-111559545344717, -3564374073, 50997, 1], 2]], 'hecke_orbit_code': 126100789667037625, 'p': 79}
  • id: 895397
    {'charpoly_factorization': [[[-116392317447085148489134464, 0, 2503294783326306081, 0, -7727019426, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 83}
  • id: 895398
    {'charpoly_factorization': [[[-606519076732872364487172096, 0, 2433875883884953104, 0, -2820380296, 0, 1], 1]], 'hecke_orbit_code': 126100789667037625, 'p': 89}
  • id: 895399
    {'charpoly_factorization': [[[-546802680855102, 6003490045, 216524, 1], 2]], 'hecke_orbit_code': 126100789667037625, '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': 29, 'label': '441.6.a.bc', 'level': 441, '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: 264154000
    {'hecke_orbit_code': 126100789667037625, 'n': 1, 'trace_an': 6}
  • id: 264154001
    {'hecke_orbit_code': 126100789667037625, 'n': 2, 'trace_an': 0}
  • id: 264154002
    {'hecke_orbit_code': 126100789667037625, 'n': 3, 'trace_an': 0}
  • id: 264154003
    {'hecke_orbit_code': 126100789667037625, 'n': 4, 'trace_an': 182}
  • id: 264154004
    {'hecke_orbit_code': 126100789667037625, 'n': 5, 'trace_an': 0}
  • id: 264154005
    {'hecke_orbit_code': 126100789667037625, 'n': 6, 'trace_an': 0}
  • id: 264154006
    {'hecke_orbit_code': 126100789667037625, 'n': 7, 'trace_an': 0}
  • id: 264154007
    {'hecke_orbit_code': 126100789667037625, 'n': 8, 'trace_an': 0}
  • id: 264154008
    {'hecke_orbit_code': 126100789667037625, 'n': 9, 'trace_an': 0}
  • id: 264154009
    {'hecke_orbit_code': 126100789667037625, 'n': 10, 'trace_an': -686}
  • id: 264154010
    {'hecke_orbit_code': 126100789667037625, 'n': 11, 'trace_an': 0}
  • id: 264154011
    {'hecke_orbit_code': 126100789667037625, 'n': 12, 'trace_an': 0}
  • id: 264154012
    {'hecke_orbit_code': 126100789667037625, 'n': 13, 'trace_an': 154}
  • id: 264154013
    {'hecke_orbit_code': 126100789667037625, 'n': 14, 'trace_an': 0}
  • id: 264154014
    {'hecke_orbit_code': 126100789667037625, 'n': 15, 'trace_an': 0}
  • id: 264154015
    {'hecke_orbit_code': 126100789667037625, 'n': 16, 'trace_an': 1898}
  • id: 264154016
    {'hecke_orbit_code': 126100789667037625, 'n': 17, 'trace_an': 0}
  • id: 264154017
    {'hecke_orbit_code': 126100789667037625, 'n': 18, 'trace_an': 0}
  • id: 264154018
    {'hecke_orbit_code': 126100789667037625, 'n': 19, 'trace_an': -9422}
  • id: 264154019
    {'hecke_orbit_code': 126100789667037625, 'n': 20, 'trace_an': 0}
  • id: 264154020
    {'hecke_orbit_code': 126100789667037625, 'n': 21, 'trace_an': 0}
  • id: 264154021
    {'hecke_orbit_code': 126100789667037625, 'n': 22, 'trace_an': -9146}
  • id: 264154022
    {'hecke_orbit_code': 126100789667037625, 'n': 23, 'trace_an': 0}
  • id: 264154023
    {'hecke_orbit_code': 126100789667037625, 'n': 24, 'trace_an': 0}
  • id: 264154024
    {'hecke_orbit_code': 126100789667037625, 'n': 25, 'trace_an': 7526}
  • id: 264154025
    {'hecke_orbit_code': 126100789667037625, 'n': 26, 'trace_an': 0}
  • id: 264154026
    {'hecke_orbit_code': 126100789667037625, 'n': 27, 'trace_an': 0}
  • id: 264154027
    {'hecke_orbit_code': 126100789667037625, 'n': 28, 'trace_an': 0}
  • id: 264154028
    {'hecke_orbit_code': 126100789667037625, 'n': 29, 'trace_an': 0}
  • id: 264154029
    {'hecke_orbit_code': 126100789667037625, 'n': 30, 'trace_an': 0}
  • id: 264154030
    {'hecke_orbit_code': 126100789667037625, 'n': 31, 'trace_an': -23422}
  • id: 264154031
    {'hecke_orbit_code': 126100789667037625, 'n': 32, 'trace_an': 0}
  • id: 264154032
    {'hecke_orbit_code': 126100789667037625, 'n': 33, 'trace_an': 0}
  • id: 264154033
    {'hecke_orbit_code': 126100789667037625, 'n': 34, 'trace_an': -27804}
  • id: 264154034
    {'hecke_orbit_code': 126100789667037625, 'n': 35, 'trace_an': 0}
  • id: 264154035
    {'hecke_orbit_code': 126100789667037625, 'n': 36, 'trace_an': 0}
  • id: 264154036
    {'hecke_orbit_code': 126100789667037625, 'n': 37, 'trace_an': 18182}
  • id: 264154037
    {'hecke_orbit_code': 126100789667037625, 'n': 38, 'trace_an': 0}
  • id: 264154038
    {'hecke_orbit_code': 126100789667037625, 'n': 39, 'trace_an': 0}
  • id: 264154039
    {'hecke_orbit_code': 126100789667037625, 'n': 40, 'trace_an': -69258}
  • id: 264154040
    {'hecke_orbit_code': 126100789667037625, 'n': 41, 'trace_an': 0}
  • id: 264154041
    {'hecke_orbit_code': 126100789667037625, 'n': 42, 'trace_an': 0}
  • id: 264154042
    {'hecke_orbit_code': 126100789667037625, 'n': 43, 'trace_an': -43686}
  • id: 264154043
    {'hecke_orbit_code': 126100789667037625, 'n': 44, 'trace_an': 0}
  • id: 264154044
    {'hecke_orbit_code': 126100789667037625, 'n': 45, 'trace_an': 0}
  • id: 264154045
    {'hecke_orbit_code': 126100789667037625, 'n': 46, 'trace_an': -25332}
  • id: 264154046
    {'hecke_orbit_code': 126100789667037625, 'n': 47, 'trace_an': 0}
  • id: 264154047
    {'hecke_orbit_code': 126100789667037625, 'n': 48, 'trace_an': 0}
  • id: 264154048
    {'hecke_orbit_code': 126100789667037625, 'n': 49, 'trace_an': 0}
  • id: 264154049
    {'hecke_orbit_code': 126100789667037625, 'n': 50, 'trace_an': 0}
  • id: 264154050
    {'hecke_orbit_code': 126100789667037625, 'n': 51, 'trace_an': 0}
  • id: 264154051
    {'hecke_orbit_code': 126100789667037625, 'n': 52, 'trace_an': -34272}
  • id: 264154052
    {'hecke_orbit_code': 126100789667037625, 'n': 53, 'trace_an': 0}
  • id: 264154053
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