Newform data - 49.6.c.d

Formats: - HTML - YAML - JSON - 2024-04-25T02:02:38.957959

• 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': 1764, 'analytic_conductor': 7.858807170836051, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 18, 'conrey_indexes': [18, 30], 'dim': 4, 'field_disc': 3249, 'field_disc_factorization': [[3, 2], [19, 2]], 'field_poly': [25, -5, -4, -1, 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': [[2, [36, 54, 75, 9, 1]], [3, [254016, -3024, 540, 6, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510936421728305, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 3, 'hecke_ring_index_factorization': [[3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '49.6.c.d', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.6.a.b', 'nf_label': '4.0.3249.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(5\\beta _{1}+\\beta _{2}-\\beta _{3})q^{2}+(-6-6\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.6.c', 'trace_display': [-9, -6, -18, 0], 'trace_hash': 499640062170492355, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.961', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '58.309', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1408.536', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [4, -9, -6, -5, -18, 396, 0, -18, -558, 204, -396, -1554, 700, 0, -3312, -113, 1800, -3537, -3266, -5040, 0, -3504, -2088, -1854, 3238, 2016, 12744, 0, 13392, 6768, -20, 6129, 20016, -11868, 0, 21258, -6232, -15210, 20496, 3216, 12096, 0, -6040, 30816, 5238, -25584, 11700, -82428, 0, -39402, -7596, 31444, -9468, -37908, 77808, 0, 25752, -37314, -43938, -2016, -64754, -30600, 0, -141566, -39060, 66816, -24784, -14994, 206784, 0, 194832, -8775, 17452, -43434, 40494, 25564, 0, -146160, -51256, -70272, 61074, -58338, -235116, 0, -75720, 150048, -63180, 40656, 84276, -187704, 0, 301824, 92280, 159468, -24264, 255906, -41552, 0, -33480, 54265, -155826, 113220, 50452, -82152, 0, 73356, 130968, -99036, 197312, -86832, 222072, 0, 188784, -338724, 143088, -81378, 31626, 512292, 0, 29952, -194522, -428364, -204876, 138460, -68184, 0, -404032, 166257, 827808, -93576, -523170, 318528, 0, 112248, 34992, -31926, -384444, -692352, -767396, 0, -1352016, -318672, -514584, 217791, 11556, 142524, 0, 308180, -28548, 474462, -80560, 9054, -848448, 0, 308160, -121128, 433714, -655416, 7164, 681408, 0, 96714, 920876, -295218, 412704, 977886, -385560, 0, -457740, -105624, -929682, 1235672, 41562, 1756728, 0, 1762272, -482364, -253686, -120600, 645624, 453628, 0, 2032176, -168672, 97812, 459720, 624984, -1981224, 0, -703200, 508968, 475518, 257456, 344862, -751968, 0, -193752, 858168, -315860, 41859, 258072, -161304, 0, -2615256, 256788, -71532, -1165320, -892388, 1166112, 0, 2171072, 29682, 425952, -34908, -1337400, 145800, 0, -1584972, -846420, 696864, 587916, -1078668, -3119312, 0, -2176164, -1107054, -914850, -2559228, -89030, -1591488, 0, 97740, -651492, 964656, -962880, -635670, 5404704, 0, -851472, 259776, 1028728, 524115, -207522, 2789248, 0, 3064824, -506912, 169380, 3045924, -1152456, 6491772, 0, -3187776, 679248, -1542384, -1577633, 1517652, -8785440, 0, -1284192, -2126736, -1690842, -238536, -345888, 288984, 0, 7089480, 436676, 3804858, 982368, -100832, -1256076, 0, 527460, 5004, -2302272, -149356, 3044538, -1096920, 0, 1378728, 4362840, -1792370, 833760, 2691936, 1972320, 0, -6270210, 1055098, 941544, 1570548, -1304534, -3265164, 0, -377616, -141246, -116640, -1083102, 1674288, -5462772, 0, 872784, 4223736, -59870, 786924, 2228094, -1896188, 0, 3280080, -552000, -495648, -302904, -2474336, 726912, 0, 7902032, -5985828, -759492, -435240, 198432, 6705360, 0, -5800824, -2756025, -79730, 4300920, 19428, 630252, 0, 2408832, 1229996, 4333770, -2292768, -513828, 1554192, 0, -4556992, 2286765, -4376916, -2389296, -1912320, 12004308, 0, -2974896, 1340352, -408792, 732924, -5504436, -5305076, 0, -96768, -3695184, 6012756, -6102612, -2073744, 10971324, 0, -2986680, -2843136, 749520, -390414, 1941912, -15626436, 0, -3310056, -10519776, -1581320, 3815712, -2807784, -2379408, 0, -1261680, 5955836, -797040, -7732944, 1122348, 533736, 0, 8412440, 4086432, -772896, 3729720, -7536204, -268740, 0, -11347956, 5755068, 2314270, -4629384, -1401120, -1297824, 0, -4822056, 2825154, 3786336, 7087392, 6330586, -3910392, 0, 2127286, 53856, -791496, -1942640, 6647256, -7563132, 0, -1348848, 1655604, -7599080, 1737288, 7644276, 5121928, 0, 21663072, -3430728, -3915324, 9058476, 3045696, 274428, 0, 9102584, -6450588, 7109748, 107814, -2524320, 12106368, 0, 10581912, 6433056, -5220528, 3858984, 1883844, -7689920, 0, -10743840, -365482, -3701088, -2766132, 5448544, -2291328, 0, 1930656, -2075040, -5488644, 7087764, 5165496, 11626920, 0, -8709336, 7988733, 2661624, -6376590, -684912, 7526964, 0, 6061320, 2303936, 7714512, 5033016, 1724352, 9473436, 0, -6046816, 1366902, 385920, 427638, -2599146, -14960232, 0, 10077696, -12589872, -444954, -16322832, -17817264, -10759988, 0, 4856328, 2227032, 162828, -4124736, 848540, -22820220, 0, -24217742, -2326716, 5562270, 1979288, -1215288, -7408992, 0, -4942944, -6006420, 5480568, 3493224, 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-7973312, -21442428, 0, -23071728, -11411568, 3932334, 6567368, 14525910, -8521632, 0, 38542176, -3962232, 7313230, 887040, -11897280, 35400432, 0, -11623920, 3246778, -27650034, 32267520, -19752236, -8878320, 0, -39366256, -4441752, -12650664, -26559798, 4116384, 14215320, 0, -16902432, -22869864, 2103648, -14011344, -5762088, 39321772, 0, -1548864, 9976476, 35446860, -3829923, -1455024, 10549728, 0, -7429984, 14862384, 16671348, -11342760, 7220934, 1047096, 0, 28948536, -26522496, 405238, -6402528, -19901952, -8817228, 0, 35616564, -11070000, -11950092, -6438768, 533424, -8326224, 0, -255688, 622170, 11978388, 11883825, -21811374, 59627016, 0, 6412608, -624492, -5522880, -7171056, -18691470, 36245352, 0, -96847584, -32988664, -2403828, 18721152, 4749454, 10516968, 0, 4303680, -9725688, -6250284, 3077928, 865368, -36403272, 0, -51397632, 10042704, -10453876, 8576208, -7123968, -61287684, 0, 73187352, 5159096, 5627232, -29591928, -7341450, -17441280, 0, 35851872, 18022860, 3144528, 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8903412, 118097896, 0, 213032280, -8760192, 13418910, -26517384, -23991408, -23429556, 0, 103540800, 47229012, -57666000, 21928396, 33417810, 31397832, 0, 23072904, -14129910, -9812928, 3865320, 61153056, 36258744, 0, 115111296, 48947502, 12314736, 14066568, 63599326, 85674312, 0, 8635376, 16269453, -9751032, -11168472, 46968750, -115892532, 0, -81298368, -29735664, 29625352, 48558996, 95876064, -190339440, 0, -103230000, -38898612, -32074524, -5793228, -23020236, -47749176, 0, -101403344, 80661024, -29889648, -53189392, -21315420, 135870144, 0, 73216800, 110195316, 91341622, 28256292, -24841512, 29035968], '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

  
  {'an': [[1, 0, 0, 0], [0, 5, 1, -1], [-6, -6, 0, 6], [-7, -7, 0, 9], [0, 4, -10, 10], [114, 0, -30, 0], [0, 0, 0, 0], [1, 0, -11, 0], [0, 297, 36, -36], [120, 120, 0, -36], [-136, -136, 0, -124], [0, 798, 42, -42], [112, 0, 126, 0], [0, 0, 0, 0], [-816, 0, -24, 0], [0, -65, -243, 243], [862, 862, 0, 76], [-1989, -1989, 0, 441], [0, 1642, 18, -18], [-1232, 0, -56, 0], [0, 0, 0, 0], [-1056, 0, 360, 0], [0, 1328, 568, -568], [-930, -930, 0, 6], [1709, 1709, 0, -180], [0, -1204, -392, 392], [3348, 0, -324, 0], [0, 0, 0, 0], [3474, 0, -252, 0], [0, -3744, -720, 720], [260, 260, 0, -540], [3759, 3759, 0, -1389], [0, -9600, 816, -816], [-3246, 0, 558, 0], [0, 0, 0, 0], [6615, 0, -2601, 0], [0, 3386, 540, -540], [-8462, -8462, 0, 1714], [9912, 9912, 0, 672], [0, -1536, 144, -144], [3570, 0, -1092, 0], [0, 0, 0, 0], [-3904, 0, 4788, 0], [0, -14672, 1472, -1472], [3852, 3852, 0, -2466], [-14592, -14592, 0, 3600], [0, -7724, -3748, 3748], [-20802, 0, 390, 0], [0, 0, 0, 0], [-11065, 0, 2429, 0], [0, 1212, -5172, 5172], [15092, 15092, 0, 1260], [-4630, -4630, 0, -208], [0, 21276, 4644, -4644], [17904, 0, 3096, 0], [0, 0, 0, 0], [11364, 0, -9852, 0], [0, 20898, 4482, -4482], [-22994, -22994, 0, 2050], [2688, 2688, 0, -7392], [0, 34780, 4806, -4806], [-8860, 0, 2420, 0], [0, 0, 0, 0], [-36161, 0, 1539, 0], [0, 18088, -2884, 2884], [36576, 36576, 0, -6336], [-11420, -11420, 0, -1944], [0, 3542, -7910, 7910], [55680, 0, -7968, 0], [0, 0, 0, 0], [46608, 0, 4200, 0], [0, 5841, 2907, -2907], [6098, 6098, 0, 5256], [-24490, -24490, 0, 5546], [0, -25374, -10254, 10254], [13762, 0, -14742, 0], [0, 0, 0, 0], [-40152, 0, 7224, 0], [0, 33080, 14904, -14904], [-33760, -33760, 0, -2752], [24867, 24867, 0, 11340], [0, 33138, 7938, -7938], [-66654, 0, 15750, 0], [0, 0, 0, 0], [-14088, 0, -9684, 0], [0, -86552, -23056, 23056], [-42012, -42012, 0, 20844], [18960, 18960, 0, 2736], [0, -31034, 22208, -22208], [-53784, 0, 13716, 0], [0, 0, 0, 0], [80864, 0, -10816, 0], [0, -46920, -1560, 1560], [91092, 91092, 0, -22716], [-4048, -4048, 0, -16168], [0, -139230, -22554, 22554], [-14798, 0, 8820, 0], [0, 0, 0, 0], [-22104, 0, 27468, 0], [0, -34643, -15021, 15021]], 'ap': [[0, 5, 1, -1], [-6, -6, 0, 6], [0, 4, -10, 10], [0, 0, 0, 0], [-136, -136, 0, -124], [112, 0, 126, 0], [862, 862, 0, 76], [0, 1642, 18, -18], [0, 1328, 568, -568], [3474, 0, -252, 0], [260, 260, 0, -540], [0, 3386, 540, -540], [3570, 0, -1092, 0], [-3904, 0, 4788, 0], [0, -7724, -3748, 3748], [-4630, -4630, 0, -208], [-22994, -22994, 0, 2050], [0, 34780, 4806, -4806], [-11420, -11420, 0, -1944], [46608, 0, 4200, 0], [6098, 6098, 0, 5256], [0, 33080, 14904, -14904], [-66654, 0, 15750, 0], [0, -31034, 22208, -22208], [-14798, 0, 8820, 0], [-64196, -64196, 0, -27434], [0, -19988, 10476, -10476], [0, -54532, 21904, -21904], [96982, 96982, 0, 3348], [59166, 0, -23940, 0], [-96976, 0, -8064, 0], [0, 249946, -23278, 23278], [-166498, -166498, 0, -51448], [-214970, 0, 46242, 0], [0, 31022, 33496, -33496], [-41576, -41576, 0, 2592], [176240, 176240, 0, 81234], [0, -463192, -5508, 5508], [-72156, 0, -48468, 0], [0, -10328, 20906, -20906], [-24580, -24580, 0, -71440], [61432, 0, 103950, 0], [0, -279736, -50504, 50504], [207946, 207946, 0, -158436], [-90354, 0, 83832, 0], [-98692, -98692, 0, -118476], [570236, 0, -54936, 0], [-747320, 0, -65016, 0], [-451226, -451226, 0, -12398], [0, -97856, -284742, 284742], [0, 266810, -117872, 117872], [-218328, 0, 10920, 0], [633326, 633326, 0, -237924], [1629894, 0, -13902, 0], [0, -754610, 8432, -8432], [-73552, -73552, 0, -91432], [1889560, 1889560, 0, 25738], [0, 270736, 440640, -440640], [-360230, -360230, 0, 571104], [520410, 0, -351456, 0], [-829954, -829954, 0, -132462], [-585060, 0, -462462, 0], [-654038, 0, 359982, 0], [-519224, -519224, 0, 542800], [0, 1526914, 579492, -579492], [0, 2986310, -13208, 13208], [0, -405568, 418860, -418860], [-970282, 0, -337932, 0], [270848, 270848, 0, 191228], [-1132040, 0, -388458, 0], [3069298, 3069298, 0, -125840], [0, 1465448, 87760, -87760], [-920296, -920296, 0, 259272], [0, -3134770, -313704, 313704], [1906424, 0, 393372, 0], [0, 3813604, 91004, -91004], [-2620138, -2620138, 0, 610892], [0, -3418040, -505494, 505494], [0, -219466, -385076, 385076], [-3896794, -3896794, 0, 194508], [44814, 0, 47586, 0], [1787270, 0, 976752, 0], [1531352, 1531352, 0, 796280], [-1626758, 0, -591444, 0], [0, -3115304, -782064, 782064], [0, 1437812, 800584, -800584], [-2811534, 0, 1268400, 0], [0, -761602, 780732, -780732], [2334528, 0, 67662, 0], [-1144288, 0, -734832, 0], [0, 1602850, 606554, -606554], [-249500, -249500, 0, 661828], [1546528, 1546528, 0, -1113768], [-358188, 0, -1755096, 0], [0, -2453572, -257256, 257256], [4357584, 0, -1921752, 0], [0, 6153592, -1041526, 1041526], [-1167410, -1167410, 0, -1874300], [0, -5296070, 879498, -879498], [0, 5549990, -1550520, 1550520], [418448, 0, -2204244, 0], [1871258, 1871258, 0, -799048], [-6376838, -6376838, 0, -1286090], [0, -7086130, -1296644, 1296644], [3522040, 3522040, 0, 817812], [-3598846, -3598846, 0, -415584], [-5965554, 0, 1878954, 0], [0, -2158250, -1784296, 1784296], [-13030216, -13030216, 0, 476240], [-1977626, 0, -3251808, 0], [0, 5221024, 2468736, -2468736], [2537350, 2537350, 0, 1492668], [9635502, 0, 84, 0], [2528366, 2528366, 0, 2256498], [-9411904, 0, -859320, 0], [-7992022, -7992022, 0, 1972700], [10577686, 0, -1494486, 0], [17583196, 17583196, 0, 280468], [0, -8214502, -1566620, 1566620], [5747856, 0, 2978556, 0], [1606340, 1606340, 0, -2807442], [1389866, 0, -2907576, 0], [0, 11259448, 707522, -707522], [-1432084, -1432084, 0, -4306888], [0, -3003206, -1256958, 1256958], [-12474054, 0, -750708, 0], [0, -3409366, -1659636, 1659636], [0, 3059116, -2943580, 2943580], [-18731972, 0, 33012, 0], [0, -9245204, 3672918, -3672918], [24635608, 24635608, 0, -79812], [-379272, 0, 1063104, 0], [0, -6446680, 4022712, -4022712], [18842714, 0, -896364, 0], [0, 13288762, 3792044, -3792044], [1412362, 0, -3671892, 0], [12573604, 12573604, 0, -5491298], [-12299986, -12299986, 0, -3121686], [35784, 0, -1816794, 0], [-3000238, -3000238, 0, 5095148], [-906374, 0, 2319030, 0], [0, -4796458, 1048720, -1048720], [5467816, 5467816, 0, 1254528], [-3198900, 0, -4052496, 0], [-9362380, -9362380, 0, -1136682], [10621884, 0, -309372, 0], [-14815472, 0, 4184838, 0], [9363334, 9363334, 0, 5899564], [0, 1383526, 4137102, -4137102], [0, 32942264, 1695016, -1695016], [0, 19641410, -3126276, 3126276], [-1608474, 0, -154056, 0], [13146212, 0, 1551312, 0], [0, 8503660, 1980668, -1980668], [-9376412, -9376412, 0, -1603152], [11539152, 0, -8821008, 0], [0, 14135672, 2356992, -2356992], [0, -7652606, -925732, 925732], [30900142, 0, -2751336, 0], [5996068, 5996068, 0, 1426774], [0, -24146656, -1064300, 1064300], [925962, 0, 9684528, 0], [2260400, 0, -203112, 0], [0, -20742158, 5484434, -5484434], [20071958, 20071958, 0, 8415080], [-11531372, -11531372, 0, -9011780], [-28009712, -28009712, 0, 2830032], [46077620, 46077620, 0, -813618]], 'char_orbit_index': 3, 'field_poly': [25, -5, -4, -1, 1], 'hecke_orbit_code': 13510936421728305, 'hecke_ring_character_values': [[3, [0, 1, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 20, 5, 10], 'hecke_ring_inverse_denominators': [1, 3, 3, 3], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [-1, -2, 1, 1], [13, 14, 2, -1], [19, -4, -4, 8]], 'hecke_ring_numerators': [[1, 0, 0, 0], [-25, -4, 4, 1], [5, 9, 1, -1], [-25, 8, 2, 3]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '49.6.c.d', 'level': 49, 'maxp': 997, '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

  
  {'Nk2': 1764, 'analytic_conductor': 7.858807170836051, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'conrey_index': 18, 'cusp_dim': 38, 'dim': 30, 'eis_dim': 16, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 137539616817, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 4, 4, 8], 'label': '49.6.c', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 54, 'mf_new_dim': 38, 'num_forms': 8, 'prim_orbit_index': 3, 'relative_dim': 15, 'sturm_bound': 28, 'trace_bound': 3, 'trace_display': [3, -8, -38, 0], 'traces': [30, 3, -8, -201, -38, 164, 0, -90, -1381, -778, 916, -196, 1848, 0, -2408, -4805, -2346, 1945, -360, 3416, 0, -4388, 1284, 1392, -39, 1148, -5744, 0, 16748, 5838, 3548, -16187, -3398, -14844, 0, -3046, 40596, 20138, 6776, 15936, -7000, 0, 65048, 13092, 1300, -5826, -22956, -22432, 0, -194078, 11872, -1400, 23568, 32546, 50152, 0, 204876, -141954, -65808, 67172, -42486, 98724, 0, -129766, -106092, -25894, -34252, 5460, -10308, 0, -18560, -35379, -50506, -217828, -35608, -77672, 0, -154392, -55332, 68816, 132905, 67732, 208656, 0, 628460, 458128, 80008, 229848, -26666, -261304, 0, -394200, 6034, 98034, -295316, 54880, -418264, 0, -724888, 269473, 65162, 283850, 93748, 188160, 0, 1320544, 230660, 76580, 286460, -214294, -28200, 0, -77444, -304514, 51288, -922946, 192136, 53028, 0, -263984, 9899, -349882, -637448, -84532, 396036, 0, -839744, -962243, -48736, 403676, -314576, 130760, 0, 1422100, 326956, -347040, 803620, 26022, -3472, 0, -477372, -1375032, -148232, 1503363, 651988, 1192068, 0, -2471604, -263848, -217352, 818180, -509232, -1047768, 0, -1134224, 853384, 420762, -2108738, 122364, -757568, 0, 4254562, 132884, 149464, -579026, -439992, 1594096, 0, -1892294, 2019486, 232384, -857496, 463754, -1096264, 0, 3636352, -1122842, 665678, -2949332, 266504, -1859928, 0, 1678936, 3778976, 373890, 3010126, -272688, -208488, 0, -3248756, -1316732, 85504, 1974776, 194628, 579712, 0, -3799260, -1550900, -59788, 1610047, -237254, -35900, 0, -343616, 847532, -120926, -2205568, 870688, -790268, 0, 6561048, 331774, 170448, -954158, -753640, 1148640, 0, -6114856, 1084160, -528892, 1520092, -162390, 3073056, 0, 4474598, -3847502, -1753200, -2372048, -46742, -305484, 0, 1559308, -346812, -475048, 1624168, -316260, -696532, 0, -2228880, -6752424, -1396466, -750291, -533792, 1739416, 0, -10818640, -1513176, 1440144, 5969656, 887562, 1661632, 0, 162212, 3391184, -470004, -4451077, -235546, -45200, 0, 3357872, 4675534, -428758, -1210700, 376800, -2575044, 0, 8727712, -5825888, 220170, -2155398, -3173124, -4060704, 0, 8575288, 1053580, 72660, -2067696, 4083576, 2194800, 0, 12901396, 12761266, 2961048, 10109768, 1048822, 990584, 0, -23993034, 2484557, 4245428, -12008920, -1394092, -6947416, 0, -21538328, -1815438, 1291366, 3434912, -137424, 1154272, 0, 2344812, 4820396, -448400, 6560750, -2026452, 2369136, 0, 6875428, 4369862, -3294852, 737072, 4037926, -6888508, 0, 38135368, -12657600, 547938, -2269136, 1599616, 1496596, 0, -437472, -872269, -77504, -535530, -2303556, 2747136, 0, -15550500, 6885924, -1297296, 4722682, -4180624, 2967976, 0, -6507532, -6046415, -142088, -21723716, -464754, 7537592, 0, -12522368, -18067602, -5388314, 11198284, 1416296, 2449944, 0, -10516912, 8359656, -85898, -5562494, 1658112, -2449384, 0, -11013708, -1418372, -3042048, 8528411, -1001140, -101248, 0, 26078444, -23235394, -23164, 12266480, -151144, 5237340, 0, 47581128, 5746800, -198318, -12967836, -4005648, -3615248, 0, -18827448, 20802684, -253584, 19505694, 6529044, 4146432, 0, -14428000, 6775884, 1225784, -25675812, -1382836, 1319832, 0, -53858084, -25977526, 3671744, 21719408, -1232878, -9583452, 0, -32493458, 13790780, -2074822, -13940976, 296548, -5431556, 0, 14481496, 21477876, 4299070, 9775836, -474792, -266280, 0, 105445320, -22958600, 3110464, 11119416, 4434350, -570192, 0, 42831716, 20150108, 5329560, -22287234, 1515984, -1797216, 0, -40798144, 21332780, 2048296, 22726724, -4150864, -6410712, 0, -24902304, 1377994, -1412202, -54141766, 2722220, -6675168, 0, -39578616, -28810492, -268380, 12680906, -6463744, -7742424, 0, -53110004, 26785727, 2219336, -28712526, 3849206, 4322916, 0, 42479416, 28409552, 6587062, 21168784, 510636, 21145880, 0, 63570000, -53379178, -1539282, 32027644, -379536, 363104, 0, 81440716, 1526588, -4101840, -28520928, 1552246, -14904560, 0, -23826988, 23161480, -14963740, 51563176, -6760460, 10319620, 0, -107277502, -18439092, -8162896, -20388740, 5338176, 11018836, 0, -25139208, -75049772, 1434396, 28132580, 3250696, 3090272, 0, -107926280, 34623340, 983052, -26786760, 4326392, 10307136, 0, 40084100, 43240426, 2945256, 32556528, -13683022, 2469588, 0, 111875798, -49780626, -5220482, 24826760, -149744, 4167804, 0, 95113816, -10960768, -12146394, -49610094, -515280, 4231640, 0, -551956, 12238436, 4406576, 11688567, 2718090, -25635744, 0, -86169440, -34090630, -4250996, -100314988, -2965630, -9429564, 0, -158031496, -24554296, 4235090, 73630816, 6527136, 38398140, 0, -5720648, 85432314, 5613172, -42352312, -13079240, 506880, 0, 79303456, 62983928, 8174096, -5300856, 10005708, -17285856, 0, 168922012, -81813194, 5824888, 37521988, 2011948, -13016476, 0, 136499120, -7468892, 9405050, -35316380, -1583512, 2847484, 0, -17883904, 110569291, -510210, 76959847, 8384576, -22197616, 0, -204652224, -40626916, 10668384, -79877616, 2313388, -20932016, 0, -125641740, -56302834, -985112, 95172590, -7735962, -20052652, 0, -111131148, 70501466, 2209116, -32024364, 2652672, -210616, 0, 98191272, 53310812, -3548188, 21046214, 4436884, 9548224, 0, 169177092, -52951024, -1957368, 23126284, 340424, -10701376, 0, 92297412, -11833150, 22340688, -92909348, -2064738, 25824228, 0, 52536288, 86179861, 8928142, 91798056, 8571556, 41450580, 0, -96408448, -30741776, -6289040, -78843704, 1253904, -3170664, 0, -214014008, -92990944, -19320960, 47059732, -6973474, -19193552, 0, -50705312, 37059302, -21069364, -76037943, -13047534, 22259104, 0, 145252392, 11255604, -15354270, 3671556, -6181280, -10463832, 0, 71856264, -147751828, -8267022, -32016658, 1513848, -6096384, 0, 186922100, -25557456, -11549440, -56250992, -18431542, 32154280, 0, -16917148, 166435562, 13964312, 162288149, 10685322, 8286536, 0, -196071568, -75991594, -8662326, -74965668, -6608056, 12137556, 0, -302952328, -128904376, -5172300, 178560830, 42947776, 17843224, 0, -6153300, 30104648, -7394592, -72295636, -13443556, -16627440, 0, 51084828, 38830596, -18189620, 12451824, -3099966, 13197572, 0, 359836176, -75203468, 5545776, 37802848, -17896224, -7259004, 0, 126163968, -46854064, 17249832, -136442378, 10059900, 13031360, 0, 91594766, 222554472, 1717576, 125649978, 4307548, -1824704, 0, -246636346, -986594, 28001832, -172403420, -19448614, -53143836, 0, -519017440, -35373850, -11319224, 86218180, -3741780, -13763960, 0, -1413520, 131033000, 34152810, -54603936, 17137008, 2974776, 0, 229720204, 13531164, 18850992, -51687104, 18433352, -66583744, 0, 281715228, -104998776, 1572612, -4509736, 22979646, 10115328, 0, 338612552, -25813732, 6724626, 1867208, -14513408, 7085512, 0, 1277920, 228355486, -10184182, 219510016, -16784872, -20772864, 0, -243335336, -30155160, -3925096, -97748464, 5270814, 61796944, 0, -255023132, -191084922, 30970344, 183301682, 2949118, -15283244, 0, -125901984, 143917844, 5423718, -179204144, 9344300, -69346088, 0, -86320920, 58334663, 10605292, -36684440, -23254416, 10197320, 0, 188756680, -134663284, 4260864, 15253552, -9212578, -14787248, 0, 247665908, -11750986, -49013924, -187298076, 29831712, -27153788, 0, 173105632, 63476472, -1053102, 115582900, 9652080, 23458016, 0, -121878200, -106906616, -31655534, -109986688, -9502916, 45491712, 0, -413722120, -43839992, 10449236, 174536446, -57697752, 67136608, 0, -22607502, 107409042, -1429864, -84392724, 24041238, 48907032, 0, 420873788, 79817598, -22325928, -17306480, 2479008, 39798808, 0, 236755792, -170917028, 10782022, 25866036, -25650992, -2164064, 0, -50089780, -192391700, -20646752, -13365170, 54700772, -36219296, 0, -27646156, 263559940, -17643976, 280601954, -39851112, 1232220, 0, -592331040, -153523444, -11791326, -161784672, 33447152, -16006536, 0, -111485160, -171904936, -27032022, 116714274, -7411876, -9825120, 0, -364939932, 124117220, -19073600, -19278518, 23915370, 84952760, 0, 134031912, 6552958, 24526752, 23695401, -21326490, -37630040, 0, 347189572, -137163684, 24446218, 54245988, -11335716, 25516952, 0, 275556320, 42098532, -29837808, -134272728, -37085120, -25974312, 0, 240163196, 103313556, 26928, 83267576, -438788, 7010304, 0, -155127780, 259832, -19529512, -148228310, 11968814, 34783716, 0, -292243940, -84042238, 63862602, 157397156, 25234944, -37226728, 0, -1925056, 144460260, 23735354, -185541650, -4453008, -132684192, 0, 240645568, 282274100, 4497556, -31418884, 21576808, 47270184, 0, 320065596, -172974446, -687800, -49936232, 27728548, 49854052, 0, 275090032, -1484177, 31737300, -188185068, -15905484, -171821212, 0, -137184848, 142986729, 13290330, 53587772, -2096328, 36921920, 0, -462938020, -93314144, 56141392, -41211724, -33627346, -20541440, 0, -390971556, -156736364, -26215596, 184080204, -19941116, -55507656, 0, -234192560, 265225232, 31779620, -186564764, 1722336, -24797308, 0, 332694656, 133774116, 39422466, 262786074, -7517220, 71117568], '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: 40304
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '7.6.a.b', 'target_level': 7, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 40305
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '49.6.a.f', 'target_level': 49, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 40306
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.6.c.d', 'target_level': 49, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 40307
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.6.c.d', 'target_level': 49, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 40308
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.6.c.e', 'target_level': 49, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 40309
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.6.c.e', 'target_level': 49, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 40310
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '63.6.a.f', 'target_level': 63, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 40311
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '112.6.a.h', 'target_level': 112, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 40312
    {'conductor': 35, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '175.6.a.c', 'target_level': 175, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '35.i', 'twisting_char_orbit': 9, 'weight': 6}
  • id: 40313
    {'conductor': 35, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '175.6.b.c', 'target_level': 175, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '35.k', 'twisting_char_orbit': 11, 'weight': 6}
  • id: 40314
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '441.6.a.l', 'target_level': 441, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 40315
    {'conductor': 56, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '448.6.a.u', 'target_level': 448, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '56.m', 'twisting_char_orbit': 13, 'weight': 6}
  • id: 40316
    {'conductor': 56, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '448.6.a.w', 'target_level': 448, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '56.j', 'twisting_char_orbit': 10, 'weight': 6}
  • id: 40317
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '784.6.a.v', 'target_level': 784, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 40318
    {'conductor': 77, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '847.6.a.c', 'target_level': 847, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '77.i', 'twisting_char_orbit': 9, 'weight': 6}
  • id: 40319
    {'conductor': 84, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '49.6.c.d', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 43, 'target_is_minimal': False, 'target_label': '1008.6.a.bq', 'target_level': 1008, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '84.j', 'twisting_char_orbit': 10, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 164250
    {'charpoly_factorization': [[[36, 54, 75, 9, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 2}
  • id: 164251
    {'charpoly_factorization': [[[254016, -3024, 540, 6, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 3}
  • id: 164252
    {'charpoly_factorization': [[[1806336, -24192, 1668, 18, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 5}
  • id: 164253
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 13510936421728305, 'p': 7}
  • id: 164254
    {'charpoly_factorization': [[[32365449216, -71241984, 336720, 396, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 11}
  • id: 164255
    {'charpoly_factorization': [[[-195608, -350, 1], 2]], 'hecke_orbit_code': 13510936421728305, 'p': 13}
  • id: 164256
    {'charpoly_factorization': [[[529535646864, -1309845600, 2512308, -1800, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 17}
  • id: 164257
    {'charpoly_factorization': [[[7086627333184, 8694327152, 8004684, 3266, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 19}
  • id: 164258
    {'charpoly_factorization': [[[12302247591936, -7323568128, 7867200, 2088, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 23}
  • id: 164259
    {'charpoly_factorization': [[[10304172, -6696, 1], 2]], 'hecke_orbit_code': 13510936421728305, 'p': 29}
  • id: 164260
    {'charpoly_factorization': [[[17265687040000, -83104000, 4155600, 20, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 31}
  • id: 164261
    {'charpoly_factorization': [[[30848648872336, 34613500192, 33283668, 6232, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 37}
  • id: 164262
    {'charpoly_factorization': [[[-7848036, -6048, 1], 2]], 'hecke_orbit_code': 13510936421728305, 'p': 41}
  • id: 164263
    {'charpoly_factorization': [[[-324400352, 3020, 1], 2]], 'hecke_orbit_code': 13510936421728305, 'p': 43}
  • id: 164264
    {'charpoly_factorization': [[[27540873500442624, 1941666854400, 302844432, -11700, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 47}
  • id: 164265
    {'charpoly_factorization': [[[474989071531536, 206347902192, 67848780, 9468, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 53}
  • id: 164266
    {'charpoly_factorization': [[[178718692089784896, 18574848201168, 1507796508, 43938, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 59}
  • id: 164267
    {'charpoly_factorization': [[[517146254001561856, 46566467351264, 3473951700, 64754, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 61}
  • id: 164268
    {'charpoly_factorization': [[[9941879894968576, 2471187261184, 514537680, 24784, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 67}
  • id: 164269
    {'charpoly_factorization': [[[2121099264, -97416, 1], 2]], 'hecke_orbit_code': 13510936421728305, 'p': 71}
  • id: 164270
    {'charpoly_factorization': [[[100819466053139344, 5541373211024, 622093116, -17452, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 73}
  • id: 164271
    {'charpoly_factorization': [[[6292807770251739136, -128578082161664, 5135724480, 51256, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 79}
  • id: 164272
    {'charpoly_factorization': [[[-79919784, 117558, 1], 2]], 'hecke_orbit_code': 13510936421728305, 'p': 83}
  • id: 164273
    {'charpoly_factorization': [[[27587931277507275024, 442653071637168, 12354865644, -84276, 1], 1]], 'hecke_orbit_code': 13510936421728305, 'p': 89}
  • id: 164274
    {'charpoly_factorization': [[[-1000631156, 20776, 1], 2]], 'hecke_orbit_code': 13510936421728305, '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': 3, 'hecke_orbit': 4, 'label': '49.6.c.d', 'level': 49, '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: 140052000
    {'hecke_orbit_code': 13510936421728305, 'n': 1, 'trace_an': 4}
  • id: 140052001
    {'hecke_orbit_code': 13510936421728305, 'n': 2, 'trace_an': -9}
  • id: 140052002
    {'hecke_orbit_code': 13510936421728305, 'n': 3, 'trace_an': -6}
  • id: 140052003
    {'hecke_orbit_code': 13510936421728305, 'n': 4, 'trace_an': -5}
  • id: 140052004
    {'hecke_orbit_code': 13510936421728305, 'n': 5, 'trace_an': -18}
  • id: 140052005
    {'hecke_orbit_code': 13510936421728305, 'n': 6, 'trace_an': 396}
  • id: 140052006
    {'hecke_orbit_code': 13510936421728305, 'n': 7, 'trace_an': 0}
  • id: 140052007
    {'hecke_orbit_code': 13510936421728305, 'n': 8, 'trace_an': -18}
  • id: 140052008
    {'hecke_orbit_code': 13510936421728305, 'n': 9, 'trace_an': -558}
  • id: 140052009
    {'hecke_orbit_code': 13510936421728305, 'n': 10, 'trace_an': 204}
  • id: 140052010
    {'hecke_orbit_code': 13510936421728305, 'n': 11, 'trace_an': -396}
  • id: 140052011
    {'hecke_orbit_code': 13510936421728305, 'n': 12, 'trace_an': -1554}
  • id: 140052012
    {'hecke_orbit_code': 13510936421728305, 'n': 13, 'trace_an': 700}
  • id: 140052013
    {'hecke_orbit_code': 13510936421728305, 'n': 14, 'trace_an': 0}
  • id: 140052014
    {'hecke_orbit_code': 13510936421728305, 'n': 15, 'trace_an': -3312}
  • id: 140052015
    {'hecke_orbit_code': 13510936421728305, 'n': 16, 'trace_an': -113}
  • id: 140052016
    {'hecke_orbit_code': 13510936421728305, 'n': 17, 'trace_an': 1800}
  • id: 140052017
    {'hecke_orbit_code': 13510936421728305, 'n': 18, 'trace_an': -3537}
  • id: 140052018
    {'hecke_orbit_code': 13510936421728305, 'n': 19, 'trace_an': -3266}
  • id: 140052019
    {'hecke_orbit_code': 13510936421728305, 'n': 20, 'trace_an': -5040}
  • id: 140052020
    {'hecke_orbit_code': 13510936421728305, 'n': 21, 'trace_an': 0}
  • id: 140052021
    {'hecke_orbit_code': 13510936421728305, 'n': 22, 'trace_an': -3504}
  • id: 140052022
    {'hecke_orbit_code': 13510936421728305, 'n': 23, 'trace_an': -2088}
  • id: 140052023
    {'hecke_orbit_code': 13510936421728305, 'n': 24, 'trace_an': -1854}
  • id: 140052024
    {'hecke_orbit_code': 13510936421728305, 'n': 25, 'trace_an': 3238}
  • id: 140052025
    {'hecke_orbit_code': 13510936421728305, 'n': 26, 'trace_an': 2016}
  • id: 140052026
    {'hecke_orbit_code': 13510936421728305, 'n': 27, 'trace_an': 12744}
  • id: 140052027
    {'hecke_orbit_code': 13510936421728305, 'n': 28, 'trace_an': 0}
  • id: 140052028
    {'hecke_orbit_code': 13510936421728305, 'n': 29, 'trace_an': 13392}
  • id: 140052029
    {'hecke_orbit_code': 13510936421728305, 'n': 30, 'trace_an': 6768}
  • id: 140052030
    {'hecke_orbit_code': 13510936421728305, 'n': 31, 'trace_an': -20}
  • id: 140052031
    {'hecke_orbit_code': 13510936421728305, 'n': 32, 'trace_an': 6129}
  • id: 140052032
    {'hecke_orbit_code': 13510936421728305, 'n': 33, 'trace_an': 20016}
  • id: 140052033
    {'hecke_orbit_code': 13510936421728305, 'n': 34, 'trace_an': -11868}
  • id: 140052034
    {'hecke_orbit_code': 13510936421728305, 'n': 35, 'trace_an': 0}
  • id: 140052035
    {'hecke_orbit_code': 13510936421728305, 'n': 36, 'trace_an': 21258}
  • id: 140052036
    {'hecke_orbit_code': 13510936421728305, 'n': 37, 'trace_an': -6232}
  • id: 140052037
    {'hecke_orbit_code': 13510936421728305, 'n': 38, 'trace_an': -15210}
  • id: 140052038
    {'hecke_orbit_code': 13510936421728305, 'n': 39, 'trace_an': 20496}
  • id: 140052039
    {'hecke_orbit_code': 13510936421728305, 'n': 40, 'trace_an': 3216}
  • id: 140052040
    {'hecke_orbit_code': 13510936421728305, 'n': 41, 'trace_an': 12096}
  • id: 140052041
    {'hecke_orbit_code': 13510936421728305, 'n': 42, 'trace_an': 0}
  • id: 140052042
    {'hecke_orbit_code': 13510936421728305, 'n': 43, 'trace_an': -6040}
  • id: 140052043
    {'hecke_orbit_code': 13510936421728305, 'n': 44, 'trace_an': 30816}
  • id: 140052044
    {'hecke_orbit_code': 13510936421728305, 'n': 45, 'trace_an': 5238}
  • id: 140052045
    {'hecke_orbit_code': 13510936421728305, 'n': 46, 'trace_an': -25584}
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  • id: 140052985
    {'hecke_orbit_code': 13510936421728305, 'n': 986, 'trace_an': -47749176}
  • id: 140052986
    {'hecke_orbit_code': 13510936421728305, 'n': 987, 'trace_an': 0}
  • id: 140052987
    {'hecke_orbit_code': 13510936421728305, 'n': 988, 'trace_an': -101403344}
  • id: 140052988
    {'hecke_orbit_code': 13510936421728305, 'n': 989, 'trace_an': 80661024}
  • id: 140052989
    {'hecke_orbit_code': 13510936421728305, 'n': 990, 'trace_an': -29889648}
  • id: 140052990
    {'hecke_orbit_code': 13510936421728305, 'n': 991, 'trace_an': -53189392}
  • id: 140052991
    {'hecke_orbit_code': 13510936421728305, 'n': 992, 'trace_an': -21315420}
  • id: 140052992
    {'hecke_orbit_code': 13510936421728305, 'n': 993, 'trace_an': 135870144}
  • id: 140052993
    {'hecke_orbit_code': 13510936421728305, 'n': 994, 'trace_an': 0}
  • id: 140052994
    {'hecke_orbit_code': 13510936421728305, 'n': 995, 'trace_an': 73216800}
  • id: 140052995
    {'hecke_orbit_code': 13510936421728305, 'n': 996, 'trace_an': 110195316}
  • id: 140052996
    {'hecke_orbit_code': 13510936421728305, 'n': 997, 'trace_an': 91341622}
  • id: 140052997
    {'hecke_orbit_code': 13510936421728305, 'n': 998, 'trace_an': 28256292}
  • id: 140052998
    {'hecke_orbit_code': 13510936421728305, 'n': 999, 'trace_an': -24841512}
  • id: 140052999
    {'hecke_orbit_code': 13510936421728305, 'n': 1000, 'trace_an': 29035968}