Newform data - 147.8.e.l

Formats: - HTML - YAML - JSON - 2024-06-12T07:36:19.795211

• 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': 9408, 'analytic_conductor': 45.9205987461659, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [147, 3, [50, 52], [3, 2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 8, 'field_disc': 19076496678692010000, 'field_disc_factorization': [[2, 4], [3, 4], [5, 4], [19, 2], [255419, 2]], 'field_poly': [117021996, 14431284, -974106, -5022, -6927, -1656, 181, -2, 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, [11397376, 15394560, 22015712, -1549440, 196068, -3690, 587, -15, 1]], [5, [6560843728527360000, 92068913585664000, 1121328983635200, 4977107415360, 25117829136, 38304576, 320652, 504, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539870913200275, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 190512, 'hecke_ring_index_factorization': [[2, 4], [3, 5], [7, 2]], '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '147.8.e.l', 'level': 147, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '147.8.a.f', 'prim_orbit_index': 3, 'qexp_display': 'q+(4-4\\beta _{1}+\\beta _{3})q^{2}-3^{3}\\beta _{1}q^{3}+(-110\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '147.8.e', 'trace_display': [15, -108, -504, 0], 'trace_hash': 958082358617021227, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.329', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.363', 'prec': 17}, {'__RealLiteral__': 0, 'data': '222.871', 'prec': 24}, {'__RealLiteral__': 0, 'data': '181.242', 'prec': 24}, {'__RealLiteral__': 0, 'data': '12848.183', 'prec': 30}], 'trace_zratio': 0, 'traces': [8, 15, -108, -437, -504, -810, 0, -4290, -2916, 5724, 1920, -11799, 36288, 0, 27216, -52529, 19584, 10935, -31320, 339624, 0, 223880, -101160, 57915, -74788, 107820, 157464, 0, 389664, 154548, -78840, 732585, 51840, -155520, 0, 637146, -128640, -716292, -489888, 2649780, 730080, 0, 899040, -113220, -367416, -1033664, 1575792, 2836566, 0, -10783866, 528768, -5747652, 1448160, 295245, 6166800, 0, 1691280, 2570950, -3280320, -4584924, -606960, 24129072, 0, 5218274, -1318464, -3022380, -3492880, 1476432, 5462640, 0, 1968, 1563705, -10981440, 14177022, -2019276, 37928520, 0, -5822280, 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• mf_hecke_nf •

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

  
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16582519088187822], 'hecke_ring_inverse_denominators': [1, 126, 126, 126, 126, 126, 126, 126], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [40, -20, 44, 82, 2, 1, 4, 2], [-3017, -5087, -466, -305, 77, -5, 7, 11], [102625, -86072, -73, -13412, -103, 28, 25, -112], [1148800, 929923, 120275, 97669, -1990, 9031, 1732, 3089], [-18431867, 4658731, -970090, 1693405, 116717, 70987, 51469, 47369], [22212817, -387476672, -25266133, -32225168, 109175, -1499696, -76763, -111136], [4599936112, -1054043831, 376246421, -162265157, -22581442, 250249, -6997316, -952765]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [-259361458146126, -201211372782, 2363888941587, -248922414753, 65009823678, -5617275632, 108747808, -25059185], [-15956816396325084, 1396025108998632, 183509551887390, 1674126225498, -615039630675, -63426488729, -6282593783, 437745646], [235941712890276456, 739573336653480, -1541562578061348, 40091398268652, -33879956437576, 2696798507969, -68116573765, 11221432713], [28745087250461022, 428775123303828, 670004793243000, 10739940390489, -3799713860178, 63421202737, -21507406346, 715663987], [1709251214171630346, -239359725939050388, -32103662955224373, 4801464142862865, -458177421727989, 58930909012805, -1527110359795, 185020841309], [-335893697250463926, 64398720223676160, -1780836269096754, 299500912951368, 46581104948289, -5057516969179, 90319016705, -31544025160], [-7499935768556349342, -72742803405601158, 64033833547524267, -9459123874916757, 1616821681513113, -90523623551666, 4957556385286, -331354851584]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '147.8.e.l', 'level': 147, 'maxp': 997, 'weight': 8}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 9408, 'analytic_conductor': 45.9205987461659, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [147, 3, [50, 52], [3, 2]], 'conrey_index': 67, 'cusp_dim': 246, 'dim': 94, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 275012124819, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 6, 6, 8, 8, 8, 10, 12, 12], 'label': '147.8.e', 'level': 147, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 278, 'mf_new_dim': 94, 'num_forms': 16, 'prim_orbit_index': 3, 'relative_dim': 47, 'sturm_bound': 149, 'trace_bound': 3, 'trace_display': [28, -27, -2, 0], 'traces': [94, 28, -27, -3436, -2, 864, 0, -6876, -34263, -10266, 3242, -3456, 10134, 0, -21276, -293764, -46200, 20412, -36147, 391448, 0, -496556, -322456, -132678, -547541, 36794, 39366, 0, -643088, 75816, -492987, 634122, -336366, -12936, 0, 5009688, 1122357, 763226, -176553, -309162, -726076, 0, 3806082, 1367576, -1458, -1513228, 521298, 339984, 0, -11073880, 1211220, 4103724, -4389688, -314928, -2247288, 0, 9482346, -1914346, 3018948, -9018, -4334166, -16674372, 0, 28773352, -13833486, -1360692, 4379809, 10603740, 4218480, 0, -8791276, 2506302, -11502039, -972922, -5783373, 1036920, 0, -18010188, 10846805, -10668412, -24977727, 7833540, 3911364, 0, 12397584, 13530790, -11002932, 37506006, -13577072, 14967828, 0, 49066024, 21714291, 105324, 28848922, -5227146, 11558244, 0, -4726836, -67689070, -26112406, -37043460, -36230691, -54621504, 0, 144716996, 66788808, -2519424, 4617975, 40990076, 58868370, 0, -8290404, -3806730, 33637968, -55012480, -3693843, -16577436, 0, -189449064, -42447115, 77435000, -61985466, 50934090, -213025704, 0, -70878806, -105657638, 15812361, 23231376, 4412842, 149965236, 0, 212240420, 7755102, 86930844, 106183848, -33781860, 166480110, 0, -120141468, 146085220, 36316054, -214153956, -85295148, -353712060, 0, -619431072, 52790808, -62075862, 51473760, 197620920, 67359600, 0, 300432076, 61679772, -44285598, 658811130, -140267052, 565209732, 0, -29760696, -212709596, -82333376, -183131388, -202659270, -494540564, 0, 200052116, -211791516, -26351163, -672210768, 340065944, 802913256, 0, -497486064, 117480888, -335876964, 225562454, -142682796, 482295438, 0, 422331948, 440595420, 129703050, -5020272, -112182000, -1257618408, 0, -173623104, -365692266, -149129856, 157325097, 487213428, 925241076, 0, -1297371128, 180994662, 34663944, 1850497306, -288611937, 761248704, 0, 618133464, 246034524, 342488902, -235070424, -335987292, -2314504412, 0, -428817768, -527084128, -53297838, -1347673586, 1032917582, 193444524, 0, -1250387548, 288847323, -99453402, -276086864, -609915258, 852291744, 0, 798314778, 23106776, 811047066, -1358843148, -281838471, -3287139240, 0, 3146078700, 552039862, 26822826, -570604140, 540517464, 1289031354, 0, -441738356, -668764674, 103921986, 3873771332, -14348907, 1855505472, 0, -1347395688, 152412123, 180589920, -781531794, -754724898, -1413693776, 0, -21461584, -784930578, -87118416, -2855324972, 794831042, 1802281860, 0, 8367243416, 234405576, -872028486, 238767444, -754264224, 1219265592, 0, -2352573288, 3578777732, 290264022, 55269864, -895674288, -3222171960, 0, -1235557552, -2530699594, -59759532, -1741044445, 949087182, 718775046, 0, 2851121792, 77867136, -1074345423, 2597690812, -164129058, 2098183536, 0, -924549876, -3817234337, -1541859328, 253631034, -818417172, -4314874048, 0, -8460037728, 1080776676, -245210814, 251916208, -932857632, 2998951344, 0, 3112464696, 967638690, 972915324, -949382356, 4715172, 4163017578, 0, 1627381098, -2649094806, -184543806, -1451257344, 1193985687, -4327918168, 0, -6031706060, 1159432364, 671043852, -1430165920, 2194954708, 801739080, 0, 4779623520, -1826031276, 177208443, 4020386140, -625872987, -2249914800, 0, 3742143948, 4248860013, 568106544, 818198253, 2295419952, 1677587836, 0, 5853999426, -4724358210, -513197262, -1163857572, -4818594, -1112783508, 0, -11792342144, -257956488, 789453324, 2558078672, -349757946, -5621118804, 0, 257414274, 5642025086, 3636252682, -419688648, -3497586276, 4219262144, 0, 3329829016, 4714289988, -225379098, 109236968, -15354418, 12927222, 0, -4129984804, 6304540284, -225598893, -6683341668, 264654702, -4194177936, 0, -6060306600, -7932708935, -174431292, -3822974172, -254696568, -204769496, 0, 18582215118, 10500867828, -1590216867, 18212238164, 676971444, -5612558364, 0, -29635952548, -1387316889, 3390169134, 1841265586, 2167475544, 9501449664, 0, 3206751228, 3225941560, -1188050134, 996962904, 916523907, 13583645040, 0, 6569417180, -1575312896, 263299950, 4325449803, -3487323080, 2125764, 0, 13500841636, -3502089108, -5161147371, -18141776928, -474501564, -6212547264, 0, 2206286424, -5368396668, -5619745076, 3624493959, 6112673808, 15227944980, 0, -9238028414, -13833755164, 380026242, 148346706, -144347280, -8449221456, 0, -39856140512, -4507379406, 4471578084, -11893079102, -123924168, -8248667286, 0, -1286443296, -17510323320, -1175600160, 835541622, -2821500192, 25750634952, 0, 7770703632, -1418678508, 2209404924, 14617006008, -15756822364, -4914684072, 0, 12772948788, 4036429260, 478017252, -16837668020, 7185160512, -10258549548, 0, -9489320640, -4694188689, -4693714154, 882979380, 8854172796, -1147010632, 0, -13839902986, -7888682544, 2772773370, 395331460, -8104881618, -5983229592, 0, 56714772856, 4013523378, 1243638690, -4463488854, 6440945796, -15812431542, 0, 6400165104, 23382277264, 4482394532, 25913144700, 5157664095, 25348671208, 0, 9521111788, 34923039468, -229582512, -15456404787, -5962112100, -15177464856, 0, -29258900920, -697981752, 13142217480, 10558179434, 819136476, -25271630676, 0, 7349382936, -1932004785, -5732143596, 7863771438, -3204362562, 23159738532, 0, -34276429656, 16070486844, 138516156, 12765112490, -1519800238, -33163444440, 0, 103345292508, -3456315117, -492293400, -33661250758, 5697468612, -15047381688, 0, -9610888680, 27204144852, 6022374804, -1395558234, 11604819243, 43047922736, 0, -1774841872, 27234249200, 6333198894, 10153829609, -16043290080, -4401626184, 0, -14056179140, -16480332792, -13672453128, -25280795044, 5204355354, -30267433332, 0, 13148244, -19530537589, -22855295956, 1769514795, 6205631964, -3902520684, 0, -9146079736, -24631652804, -3159607014, -4071620204, -9564256796, -23905513800, 0, 14474186628, -17917919226, -8669702460, 31490975134, 6077808594, 16028674974, 0, -294858576, -37041851432, 11960133502, 35781108912, 6098010108, 55802622332, 0, 22312469808, 3217982678, 12384103392, -19344665153, -14323166428, -1694225700, 0, -66547277168, -10487886804, -9754244769, -31433748196, 796421511, 32571215940, 0, 32738273172, -6518924560, -20309359980, -10084611294, -13886304570, -5159139584, 0, -35908734390, -81785353204, -14951031408, 3649498344, 7610488362, 1983888936, 0, -112139156488, 16437500856, 12822929280, -11367320596, -1147528620, 16907041890, 0, -6385761522, 34787401830, 20442375254, -7766703684, -17679514389, 5172146968, 0, 92684254416, -12003932194, 7730126460, 38583760042, 8958712694, 15746852088, 0, 55391065372, 40700669778, -9477172041, -8164395440, -1537635960, -36694259592, 0, 30073889304, -45265425155, -11264668382, 23356182330, 25660277496, -35505031968, 0, 3708075184, 18394245640, -13274399988, -102313346170, 16133239446, 1747583748, 0, -114493607640, 3204420102, 39850280190, 38286931652, -9171628272, -13033590546, 0, -21546413316, 129633531408, 25545585914, 1827094158, -11319804276, -15715891460, 0, 47732132552, 78569966738, 24909919794, 51123632364, -1384753904, 16769972862, 0, 224313832712, -17751258756, -34908393813, 30615572582, -8144251920, 8737032780, 0, 1418520276, 43671902608, 25001193896, -33262164432, 12763307472, -55964606840, 0, -9316034490, 25422266606, -4216078917, 47867853652, -2078590236, -5486336280, 0, -265236953368, -18526116150, 27555445938, -38255728564, -377957340, 40139028672, 0, 24580975338, -100863520824, 25762062660, -18110444076, -29688571425, -26568271664, 0, -241280917472, 30690776882, -4342101876, -27315050640, 58905194516, 44302622436, 0, 205448616392, 6564713526, -3775826961, 133759539640, -16932203388, 37841660616, 0, -49289124996, -73812250386, -39382865820, 7907320845, -16699616220, -50784903120, 0, 75826602216, -92890748552, -29883853098, -126363977236, 23698952742, 15554544696, 0, -138633229724, -19263563370, -2484428088, 7386878096, -16458801534, 80670921042, 0, 36417525966, -48755742744, 16587714864, -106227334116, 7369363245, -26800434828, 0, -41321710808, -58727056914, 5710650660, 80674613075, 27377349204, 103281100326, 0, -120401234444, 65083738518, -57646531632, 34243296754, -1425692178, 1613412360, 0, -31432209192, 19073884599, -48134322492, -19106478828, -28928620188, -162134780704, 0, 105410849964, -177331406514, -33666328080, 102541036020, -3336659976, 45326670120, 0, 324428414400, -4518919368, 8439368844, 54083998700, 3506100768, 123071831778, 0, -87074397252, 120233271138, 29190184598, 9863945910, 19620251355, -74382641760, 0, -44243830568, 38313580530, 21987514692, -127244173676, -15615114480, 16042274856, 0, -279303481352, 70283902500, -3521171880, 103571266012, -29927469708, -6214591356, 0, -54683756748, 37298896854, -65968633350, 1260814464, -34563626832, -164084423648, 0, 91227448608, 218030936110, -9897685488, -70829528212, 74401907838, 51641699472, 0, 724971531412, -80491052970, 21747511380, 19089661646, -5455773306, -4472091072, 0, 11260655424, 93523515480, 81046932616, -149948920764, -57353478135, 585944500, 0, -135410111952, 172596684394, 30169589832, 122619237512, 22611853740, 128546060940, 0, -224260147884, -17884565748, 17037790461, -81446796004, -32989970007, 15578495592, 0, -20987166204, -94839836556, 4747653452, 15829718139, 37443667860, -281012277416, 0, -165734147326, 3880200946, -32570127972, -62599332120, 65670912240, -153562392, 0, 92308505376, -52500755961, 85042662768, 68636015872, -35548951464, 132222653010, 0, -42061728276, -238176084102, 67220439016, -13920676200, 20565404232, -118767938312, 0, 446414495864, -1896182586, -3810589434, -229241552760, -38559188158, 86291484138, 0, -33688953500, 219157555986, -52626574593, 245022565760, -4212979938, -33258294720, 0, 38356780176, -36542394358, -67725080220, -109408556196, -109223300370, -42304090128, 0, -225071358978, -497078127304, -41397618672, 228756090706, 87153545942, -7760914560, 0, 98418328608, 1722931722, -12550670226, -221357618258, -20563129800, -88401581400, 0, -5228737920, -16769922508, 132794173716, -49345332030, 24176001192, 65265348880, 0, 404758396776, -100897456014, 48664327554, -11010809727, 9363089688, 38071887948, 0, 109945636128, 16781661324, -6290282136, -51043476498, -12276704628, 64135482480, 0, 54009364680, 230330663469, -55533483684, 96172317549, -16448491740, -204799110084, 0, -276547086966, -247657663394, -26412173739, -266152163942, 41382637310, -92618308872, 0, -1240630954896, -77331916242, -114614826468, 287960020544, 19909538208, 215008466370, 0, -98265938994, 369241492152, 75082468772, -51713084556, -55599801600, 159805249200, 0, 386488832088, 240001878258, 38178655884, -170515713513, -4192007990, 80016411168, 0, 568137769984, -52749345042, -4416049476, 13143876492, -22167009936, -46251597504, 0, 467327213316, -187112908384, -153886141158, 48689041032, 84000606606, 60706671020, 0, 13148043614, 580382599638, -70336839888, 538916808090, 14130662484, 3673320192, 0, -1106922832804, -124672250655, 19966207536, -141539896722, 33398609364, 68624294880, 0, -6733007550, -98074756150, 31386913188, 197061242040, -30016422216, 120569975400, 0, -52885548768, 266593373744, 29881765404, -123652661181, -7709826084, -27385829190, 0, 214607101280, 19363248450, -107330328177, 44034097074, -21457520865, -53650227540], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 126332
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '147.8.e.l', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '147.8.a.f', 'target_level': 147, 'twist_class_label': '147.8.a.f', 'twist_class_level': 147, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 126333
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '147.8.e.l', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '147.8.a.g', 'target_level': 147, 'twist_class_label': '147.8.a.f', 'twist_class_level': 147, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 126334
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '147.8.e.l', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 8, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '147.8.e.l', 'target_level': 147, 'twist_class_label': '147.8.a.f', 'twist_class_level': 147, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 126335
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '147.8.e.l', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 8, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '147.8.e.l', 'target_level': 147, 'twist_class_label': '147.8.a.f', 'twist_class_level': 147, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 126336
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '147.8.e.l', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 8, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '147.8.e.m', 'target_level': 147, 'twist_class_label': '147.8.a.f', 'twist_class_level': 147, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 126337
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '147.8.e.l', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 8, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '147.8.e.m', 'target_level': 147, 'twist_class_label': '147.8.a.f', 'twist_class_level': 147, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 126338
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '147.8.e.l', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '441.8.a.u', 'target_level': 441, 'twist_class_label': '147.8.a.f', 'twist_class_level': 147, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 126339
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '147.8.e.l', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '441.8.a.v', 'target_level': 441, 'twist_class_label': '147.8.a.f', 'twist_class_level': 147, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 394175
    {'charpoly_factorization': [[[11397376, 15394560, 22015712, -1549440, 196068, -3690, 587, -15, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 2}
  • id: 394176
    {'charpoly_factorization': [[[729, 27, 1], 4]], 'hecke_orbit_code': 49539870913200275, 'p': 3}
  • id: 394177
    {'charpoly_factorization': [[[6560843728527360000, 92068913585664000, 1121328983635200, 4977107415360, 25117829136, 38304576, 320652, 504, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 5}
  • id: 394178
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 49539870913200275, 'p': 7}
  • id: 394179
    {'charpoly_factorization': [[[672817937957537962762240000, 1512717633084023109120000, 2606203604839732256000, 1687564152190440000, 853069048237200, 175475714400, 34331180, -1920, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 11}
  • id: 394180
    {'charpoly_factorization': [[[-4850329712465664, 1068487220736, 23404896, -18144, 1], 2]], 'hecke_orbit_code': 49539870913200275, 'p': 13}
  • id: 394181
    {'charpoly_factorization': [[[6853831949608561447964370777931776, 312119616875314043792048726016, 68095201300779325676048640, 788904716604031669824, 414635445605134224, 5205775773024, 1034370540, -19584, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 17}
  • id: 394182
    {'charpoly_factorization': [[[35864362443221784906807828053753856, -2271539017661547645713209098240, 408802192650951201084653568, 4917153522809860116480, 2143329968330489088, -19825468606080, 2379883248, 31320, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 19}
  • id: 394183
    {'charpoly_factorization': [[[961635800662958277854102315060494336, 82847741807148741192391002501120, 8434088826912875315122072832, 86702719187001087656640, 11275056561199258128, 302714233093440, 8911223372, 101160, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 23}
  • id: 394184
    {'charpoly_factorization': [[[22362201374154180496, 901391146489152, -830330216, -194832, 1], 2]], 'hecke_orbit_code': 49539870913200275, 'p': 29}
  • id: 394185
    {'charpoly_factorization': [[[1842202868884502755597458759270168014094336, -400594050741855468910484616330608640, 119053843110697269243114330734592, -188145783961945636414464000, 6348686860297049971968, -6320113279632000, 93866731632, 78840, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 31}
  • id: 394186
    {'charpoly_factorization': [[[88059220145072620313715526601671693353216, 4014726937865007168620115407848366080, 152387324955368593716514534328448, 1473670552476886502397050880, 12704481494649925440048, 13771871925534720, 119831121288, 128640, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 37}
  • id: 394187
    {'charpoly_factorization': [[[7479328502651159347200, 66559598222979600, -387291324780, -365040, 1], 2]], 'hecke_orbit_code': 49539870913200275, 'p': 41}
  • id: 394188
    {'charpoly_factorization': [[[4792688817833206538496, 27640459789021440, -175473443232, -449520, 1], 2]], 'hecke_orbit_code': 49539870913200275, 'p': 43}
  • id: 394189
    {'charpoly_factorization': [[[581158211264747396227583696041085910820847616, 8056872033278084203794918253921359101952, 108068251038544811454764204603473920, 126272469399303064965861998592, 525186421192182890041344, -905566751781046272, 2332626577920, -1575792, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 47}
  • id: 394190
    {'charpoly_factorization': [[[290000631177460946191031178925287742625134141696, -1745547437660050719627852123680612467906560, 9222601860104403269813042264125271168, -9288567507264461076745495296000, 10918034863669045071740208, -3029772311047872000, 4481586972488, -1448160, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 53}
  • id: 394191
    {'charpoly_factorization': [[[79413813071226322011510054320842895964717881819136, 153530417800131104469673637699312768084213760, 264777749965368487100133884328408834048, 120411468495169484315396302356480, 78354661097900092213847808, 22662186464713835520, 14356102605408, 3280320, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 59}
  • id: 394192
    {'charpoly_factorization': [[[6143071777102318815906654766662035267685524176896, -10201949588551026114564080981248176602480640, 33212884608073732406025306791043514368, 24011686867426646960015580672000, 43112466808912462209355008, 4247895874108896000, 6932900055888, 606960, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 61}
  • id: 394193
    {'charpoly_factorization': [[[840552043407106420115715057559082300804958845403136, -540565532006930246255151159492428320581877760, 579277728114704684075385367062903635968, -53566271716050460455373414215680, 99966266385181230612483328, 9383701169156865280, 20189781755728, 3492880, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 67}
  • id: 394194
    {'charpoly_factorization': [[[4037802757348201414792576, -10850415718306064784, -13067026237484, -984, 1], 2]], 'hecke_orbit_code': 49539870913200275, 'p': 71}
  • id: 394195
    {'charpoly_factorization': [[[402968336089420206150228064659115594867542589440000, 687998880356515821808413105909270673981440000, 1660797814845398903556326113468225536000, -389147269820456267359652765952000, 982963765395821259907027200, 334497064868049542400, 96373794325680, 10981440, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 73}
  • id: 394196
    {'charpoly_factorization': [[[733344653677684162750661114444167592844030656905216, 1917605959399721399269706696805772136698609664, 4288849482996034005676603043911581614080, 2149065985129724142643379002259456, 1074324878702156607563839744, 16933119464595293696, 48453735634480, 4654544, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 79}
  • id: 394197
    {'charpoly_factorization': [[[39661869935416784426009856, 87966272196796529664, -8091688752864, -8126496, 1], 2]], 'hecke_orbit_code': 49539870913200275, 'p': 83}
  • id: 394198
    {'charpoly_factorization': [[[16624884153966845924325169939725817441199609184298745856, -6512323859326487293893986612913708619875502786560, 2100415487406566842293975646911397191866112, -268432947766072171254213557854712640, 34294523982848105409781006608, -1948642903979606665440, 237578187988332, -11272320, 1], 1]], 'hecke_orbit_code': 49539870913200275, 'p': 89}
  • id: 394199
    {'charpoly_factorization': [[[1369006493495029098456692736, 132627521559252175488, -88029932143536, -6572448, 1], 2]], 'hecke_orbit_code': 49539870913200275, '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': 5, 'hecke_orbit': 12, 'label': '147.8.e.l', 'level': 147, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 56896975
    {'hecke_orbit_code': 49539870913200275, 'n': 1, 'trace_an': 8}
  • id: 56896976
    {'hecke_orbit_code': 49539870913200275, 'n': 2, 'trace_an': 15}
  • id: 56896977
    {'hecke_orbit_code': 49539870913200275, 'n': 3, 'trace_an': -108}
  • id: 56896978
    {'hecke_orbit_code': 49539870913200275, 'n': 4, 'trace_an': -437}
  • id: 56896979
    {'hecke_orbit_code': 49539870913200275, 'n': 5, 'trace_an': -504}
  • id: 56896980
    {'hecke_orbit_code': 49539870913200275, 'n': 6, 'trace_an': -810}
  • id: 56896981
    {'hecke_orbit_code': 49539870913200275, 'n': 7, 'trace_an': 0}
  • id: 56896982
    {'hecke_orbit_code': 49539870913200275, 'n': 8, 'trace_an': -4290}
  • id: 56896983
    {'hecke_orbit_code': 49539870913200275, 'n': 9, 'trace_an': -2916}
  • id: 56896984
    {'hecke_orbit_code': 49539870913200275, 'n': 10, 'trace_an': 5724}
  • id: 56896985
    {'hecke_orbit_code': 49539870913200275, 'n': 11, 'trace_an': 1920}
  • id: 56896986
    {'hecke_orbit_code': 49539870913200275, 'n': 12, 'trace_an': -11799}
  • id: 56896987
    {'hecke_orbit_code': 49539870913200275, 'n': 13, 'trace_an': 36288}
  • id: 56896988
    {'hecke_orbit_code': 49539870913200275, 'n': 14, 'trace_an': 0}
  • id: 56896989
    {'hecke_orbit_code': 49539870913200275, 'n': 15, 'trace_an': 27216}
  • id: 56896990
    {'hecke_orbit_code': 49539870913200275, 'n': 16, 'trace_an': -52529}
  • id: 56896991
    {'hecke_orbit_code': 49539870913200275, 'n': 17, 'trace_an': 19584}
  • id: 56896992
    {'hecke_orbit_code': 49539870913200275, 'n': 18, 'trace_an': 10935}
  • id: 56896993
    {'hecke_orbit_code': 49539870913200275, 'n': 19, 'trace_an': -31320}
  • id: 56896994
    {'hecke_orbit_code': 49539870913200275, 'n': 20, 'trace_an': 339624}
  • id: 56896995
    {'hecke_orbit_code': 49539870913200275, 'n': 21, 'trace_an': 0}
  • id: 56896996
    {'hecke_orbit_code': 49539870913200275, 'n': 22, 'trace_an': 223880}
  • id: 56896997
    {'hecke_orbit_code': 49539870913200275, 'n': 23, 'trace_an': -101160}
  • id: 56896998
    {'hecke_orbit_code': 49539870913200275, 'n': 24, 'trace_an': 57915}
  • id: 56896999
    {'hecke_orbit_code': 49539870913200275, 'n': 25, 'trace_an': -74788}
  • id: 56897000
    {'hecke_orbit_code': 49539870913200275, 'n': 26, 'trace_an': 107820}
  • id: 56897001
    {'hecke_orbit_code': 49539870913200275, 'n': 27, 'trace_an': 157464}
  • id: 56897002
    {'hecke_orbit_code': 49539870913200275, 'n': 28, 'trace_an': 0}
  • id: 56897003
    {'hecke_orbit_code': 49539870913200275, 'n': 29, 'trace_an': 389664}
  • id: 56897004
    {'hecke_orbit_code': 49539870913200275, 'n': 30, 'trace_an': 154548}
  • id: 56897005
    {'hecke_orbit_code': 49539870913200275, 'n': 31, 'trace_an': -78840}
  • id: 56897006
    {'hecke_orbit_code': 49539870913200275, 'n': 32, 'trace_an': 732585}
  • id: 56897007
    {'hecke_orbit_code': 49539870913200275, 'n': 33, 'trace_an': 51840}
  • id: 56897008
    {'hecke_orbit_code': 49539870913200275, 'n': 34, 'trace_an': -155520}
  • id: 56897009
    {'hecke_orbit_code': 49539870913200275, 'n': 35, 'trace_an': 0}
  • id: 56897010
    {'hecke_orbit_code': 49539870913200275, 'n': 36, 'trace_an': 637146}
  • id: 56897011
    {'hecke_orbit_code': 49539870913200275, 'n': 37, 'trace_an': -128640}
  • id: 56897012
    {'hecke_orbit_code': 49539870913200275, 'n': 38, 'trace_an': -716292}
  • id: 56897013
    {'hecke_orbit_code': 49539870913200275, 'n': 39, 'trace_an': -489888}
  • id: 56897014
    {'hecke_orbit_code': 49539870913200275, 'n': 40, 'trace_an': 2649780}
  • id: 56897015
    {'hecke_orbit_code': 49539870913200275, 'n': 41, 'trace_an': 730080}
  • id: 56897016
    {'hecke_orbit_code': 49539870913200275, 'n': 42, 'trace_an': 0}
  • id: 56897017
    {'hecke_orbit_code': 49539870913200275, 'n': 43, 'trace_an': 899040}
  • id: 56897018
    {'hecke_orbit_code': 49539870913200275, 'n': 44, 'trace_an': -113220}
  • id: 56897019
    {'hecke_orbit_code': 49539870913200275, 'n': 45, 'trace_an': -367416}
  • id: 56897020
    {'hecke_orbit_code': 49539870913200275, 'n': 46, 'trace_an': -1033664}
  • id: 56897021
    {'hecke_orbit_code': 49539870913200275, 'n': 47, 'trace_an': 1575792}
  • id: 56897022
    {'hecke_orbit_code': 49539870913200275, 'n': 48, 'trace_an': 2836566}
  • id: 56897023
    {'hecke_orbit_code': 49539870913200275, 'n': 49, 'trace_an': 0}
  • id: 56897024
    {'hecke_orbit_code': 49539870913200275, 'n': 50, 'trace_an': -10783866}
  • id: 56897025
    {'hecke_orbit_code': 49539870913200275, 'n': 51, 'trace_an': 528768}
  • id: 56897026
    {'hecke_orbit_code': 49539870913200275, 'n': 52, 'trace_an': -5747652}
  • id: 56897027
    {'hecke_orbit_code': 49539870913200275, 'n': 53, 'trace_an': 1448160}
  • id: 56897028
    {'hecke_orbit_code': 49539870913200275, 'n': 54, 'trace_an': 295245}
  • id: 56897029
    {'hecke_orbit_code': 49539870913200275, 'n': 55, 'trace_an': 6166800}
  • id: 56897030
    {'hecke_orbit_code': 49539870913200275, 'n': 56, 'trace_an': 0}
  • id: 56897031
    {'hecke_orbit_code': 49539870913200275, 'n': 57, 'trace_an': 1691280}
  • id: 56897032
    {'hecke_orbit_code': 49539870913200275, 'n': 58, 'trace_an': 2570950}
  • id: 56897033
    {'hecke_orbit_code': 49539870913200275, 'n': 59, 'trace_an': -3280320}
  • id: 56897034
    {'hecke_orbit_code': 49539870913200275, 'n': 60, 'trace_an': -4584924}
  • id: 56897035
    {'hecke_orbit_code': 49539870913200275, 'n': 61, 'trace_an': -606960}
  • id: 56897036
    {'hecke_orbit_code': 49539870913200275, 'n': 62, 'trace_an': 24129072}
  • id: 56897037
    {'hecke_orbit_code': 49539870913200275, 'n': 63, 'trace_an': 0}
  • id: 56897038
    {'hecke_orbit_code': 49539870913200275, 'n': 64, 'trace_an': 5218274}
  • id: 56897039
    {'hecke_orbit_code': 49539870913200275, 'n': 65, 'trace_an': -1318464}
  • id: 56897040
    {'hecke_orbit_code': 49539870913200275, 'n': 66, 'trace_an': -3022380}
  • id: 56897041
    {'hecke_orbit_code': 49539870913200275, 'n': 67, 'trace_an': -3492880}
  • id: 56897042
    {'hecke_orbit_code': 49539870913200275, 'n': 68, 'trace_an': 1476432}
  • id: 56897043
    {'hecke_orbit_code': 49539870913200275, 'n': 69, 'trace_an': 5462640}
  • id: 56897044
    {'hecke_orbit_code': 49539870913200275, 'n': 70, 'trace_an': 0}
  • id: 56897045
    {'hecke_orbit_code': 49539870913200275, 'n': 71, 'trace_an': 1968}
  • id: 56897046
    {'hecke_orbit_code': 49539870913200275, 'n': 72, 'trace_an': 1563705}
  • id: 56897047
    {'hecke_orbit_code': 49539870913200275, 'n': 73, 'trace_an': -10981440}
  • id: 56897048
    {'hecke_orbit_code': 49539870913200275, 'n': 74, 'trace_an': 14177022}
  • id: 56897049
    {'hecke_orbit_code': 49539870913200275, 'n': 75, 'trace_an': -2019276}
  • id: 56897050
    {'hecke_orbit_code': 49539870913200275, 'n': 76, 'trace_an': 37928520}
  • id: 56897051
    {'hecke_orbit_code': 49539870913200275, 'n': 77, 'trace_an': 0}
  • id: 56897052
    {'hecke_orbit_code': 49539870913200275, 'n': 78, 'trace_an': -5822280}
  • id: 56897053
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