Newform data - 28.8.a.b

Formats: - HTML - YAML - JSON - 2026-04-17T09:47:04.875962

• 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': 1792, 'analytic_conductor': 8.74678071355541, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [28, 1, [15, 17], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1009, 'field_disc_factorization': [[1009, 1]], 'field_poly': [-252, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-960, -14, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588252, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '28.8.a.b', 'level': 28, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '28.8.a.b', 'nf_label': '2.2.1009.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(7-\\beta )q^{3}+(-147+11\\beta )q^{5}-7^{3}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '28.8.a', 'trace_display': [0, 14, -294, -686], 'trace_hash': 1613839655608724921, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.185', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.557', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 14, 0, -294, 0, -686, 0, -2258, 0, -3492, 0, -16170, 0, -24256, 0, -29232, 0, -3206, 0, -4802, 0, -9360, 0, 131146, 0, -18172, 0, 184704, 0, 165060, 0, 342832, 0, 100842, 0, 286144, 0, -518808, 0, -116760, 0, -294428, 0, 21154, 0, -1014132, 0, 235298, 0, -975500, 0, -1396452, 0, -3526712, 0, 2405212, 0, -2729286, 0, 2466954, 0, 774494, 0, 6838788, 0, 225176, 0, -1986656, 0, 1530312, 0, 1143548, 0, 7444234, 0, 1197756, 0, 7951176, 0, -1682882, 0, -18487854, 0, 12776740, 0, -2295076, 0, -4652508, 0, 5546310, 0, 8529192, 0, -26232912, 0, -26702368, 0, 9084332, 0, -27134310, 0, 13405756, 0, 8319808, 0, 2935872, 0, -21310312, 0, -14354900, 0, 5278152, 0, 22508416, 0, 12577278, 0, 10026576, 0, 33966922, 0, 18519156, 0, -68098044, 0, 57867000, 0, 9211552, 0, 37983498, 0, 1099658, 0, 74104448, 0, -10410708, 0, -14004634, 0, 5723448, 0, -45589656, 0, 12316556, 0, 1647086, 0, -84793500, 0, 10559576, 0, 22210664, 0, -105375312, 0, -52513370, 0, -42321468, 0, 3210480, 0, -9134684, 0, -39918848, 0, -19397196, 0, 86766634, 0, 37606730, 0, -95528706, 0, -44983078, 0, -29963860, 0, -82562256, 0, 149637894, 0, -63957840, 0, 137873820, 0, -89260360, 0, 6232996, 0, -3501768, 0, 312252256, 0, 286968192, 0, -116855388, 0, 155554756, 0, 190412600, 0, -63353472, 0, -195537516, 0, -16328464, 0, 447430704, 0, -162046424, 0, -145295360, 0, -80717112, 0, -56615580, 0, -274135780, 0, 391286796, 0, -75605432, 0, -56696866, 0, -8945286, 0, -415351090, 0, -117591376, 0, -66324636, 0, 8031312, 0, -69272112, 0, -325353360, 0, -42388976, 0, -97618150, 0, -34588806, 0, -462037944, 0, -68634836, 0, 474786438, 0, -333304192, 0, 527201920, 0, -9275532, 0, -98147392, 0, -258762872, 0, 284291400, 0, 563287788, 0, -298120212, 0, -312344802, 0, 493992240, 0, 177951144, 0, 958789668, 0, -488677796, 0, -83119932, 0, 1242821556, 0, 664970810, 0, -504912128, 0, 40048680, 0, -98947802, 0, -68560876, 0, -53856894, 0, 520652480, 0, -1150165856, 0, 461823936, 0, 100988804, 0, 233333312, 0, 530849460, 0, -1268166550, 0, -66820760, 0, 1237094208, 0, -103050808, 0, -7255822, 0, -178932492, 0, -975509912, 0, -495612936, 0, -880504932, 0, -2372084022, 0, -179938612, 0, 347847276, 0, 1530652804, 0, -552067288, 0, -2110300920, 0, -78375792, 0, 135066260, 0, 1053831744, 0, -80707214, 0, 543852544, 0, -1460312556, 0, -1541974210, 0, 1452199344, 0, -294973308, 0, 1491127120, 0, 334596500, 0, 616350072, 0, 1137863502, 0, -1044759338, 0, 2935445220, 0, 540574552, 0, 402532704, 0, 478983036, 0, 595162532, 0, -1157410176, 0, -772143036, 0, -546370900, 0, 887669664, 0, -1280924148, 0, 1209662216, 0, 490224884, 0, 1820176080, 0, 870679712, 0, 2287716668, 0, 205410912, 0, 1135272222, 0, -824987716, 0, -17554944, 0, -2816638272, 0, 1628765194, 0, -3476746680, 0, -2184497504, 0, 2188810652, 0, 936145098, 0, 2049132976, 0, -1508572060, 0, -4461867354, 0, 1557974892, 0, 1324468236, 0, -4409842920, 0, -846165222, 0, -2580345024, 0, -1461367392, 0, 393930040, 0, -1436377216, 0, -2296122528, 0, 833707056, 0, -265651442, 0, -586688232, 0, 3604997892, 0, -256734156, 0, -1699758348, 0, 3723101592, 0, 897236816, 0, -2345704284, 0, -5285002096, 0, 2746280920, 0, 4275381222, 0, -1252076032, 0, -3653572608, 0, -4674253374, 0, -77235368, 0, 2647716136, 0, 2565675024, 0, 7640805998, 0, 1120946052, 0, 2388539748, 0, 974465268, 0, 681423008, 0, 2623335396, 0, 1719060592, 0, 3091099312, 0, -4297390392, 0, -1329016136, 0, 3768411752, 0, -524897016, 0, -703211368, 0, 4500659384, 0, 3754511544, 0, -667264732, 0, 7166209498, 0, -5243078274, 0, -392236964, 0, -7783060856, 0, -203374560, 0, 4104346176, 0, 242633912, 0, -207371304, 0, 999779074, 0, -2553372262, 0, -5229297864, 0, -4936924622, 0, 2929339882, 0, -2942627076, 0, 5246231256, 0, -6212006136, 0, -410830308, 0, -6410343996, 0, -2488476360, 0, 3471046572, 0, -3444948372, 0, -3922362318, 0, -4612449324, 0, -2727253368, 0, 193816960, 0, 6692811108, 0, 114668232, 0, -4646979040, 0, 1542318414, 0, -1855199500, 0, 577228526, 0, 1497618720, 0, 1177479900, 0, 2337976368, 0, -6826717104, 0, -5508969004, 0, 3724002436, 0, 6341333922, 0, -3485222136, 0, -4373638188, 0, -3300727458, 0, 8606056536, 0, -5966123660, 0, 2972271708, 0, -4382421820, 0, 5442883768, 0, 9473774592, 0, -3629692892, 0, 2389485448, 0, 9114668178, 0, 10096702560, 0, 787211068, 0, 5621960448, 0, 3435493872, 0, -2915305344, 0, 7443190368, 0, 1921986458, 0, 6267260608, 0, 1595810244, 0, 7252593766, 0, -1695412384, 0, 2066440152, 0, 6259731544, 0, -2526357512, 0, -13815056304, 0, -1902384330, 0, -3911827864, 0, 5873455632, 0, -11115968402, 0, 1045772032, 0, 3992903460, 0, 2789021200, 0, -2925512856, 0, 18586366296, 0, -27823728208, 0, -5241034316, 0, 1901232252, 0, -7551482638, 0, 14900052720, 0, 8997888816, 0, 2551365088, 0, -18866634512, 0, -19090527960, 0, 1589573356, 0, -22192942772, 0, 3067749846, 0, 9158912224, 0, -5493194244, 0, 3543201816, 0, -23348167612, 0, 3810551144, 0, 17832121524, 0, -19456804262, 0, -3115925876, 0, 17574617040, 0, -5679969672, 0, -1069656308, 0, -11538014328, 0, -20137252156, 0, 9427181568, 0, 9307068330, 0, -12068596304, 0, -10725902520, 0, -7792311744, 0, 31575071184, 0, 4231787280, 0, -12289165644, 0, -4598174308, 0, -1945892972, 0, 507990456, 0, 11618325740, 0, 14622258754, 0, -2753688, 0, 22604050938, 0, -2853694144, 0, 33975061680, 0, 10100012388, 0, -22211642544, 0, 7647032808, 0, 8759620716, 0, 21723709154, 0, -1007004096, 0, -3146557632, 0, 567621348, 0, -10608775296, 0, -6836179584, 0, -697677568, 0, -10477384848, 0, 7309437016, 0, -8296233100, 0, 24248907768, 0, -23921464, 0, -4082314692, 0, 3441250722, 0, 34670258028, 0, 4923730700, 0, 23448946908, 0, -31065297760, 0, 9867976328, 0, -25448941596, 0, 9821901810, 0, 3200524992, 0, -1810406136, 0, -3618792972, 0, 24226541952, 0, -11290825938, 0, 9924407208, 0, 1534944348, 0, 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0, -17384353252, 0, -57590578752, 0, -377182694, 0, 18171106928, 0, 57364994640, 0, 37789867612, 0, 29952918356, 0, 39779030298, 0, -17861888352, 0, -25417825664, 0, -16920749460, 0, 47464678236, 0, 14467845924, 0, -35778226716, 0, -25472616288, 0, 33354758752, 0, 3570872844, 0, -14459063534, 0, -10540896048, 0, -62821684716, 0, 24906487168, 0, -40410411160, 0, -68072358102, 0, 4803589462, 0, -95966601288, 0, 7652401692, 0, -40207304424, 0, 23628612256, 0, -15038440116, 0, 73807237420, 0, -1963142664, 0, -9353542656, 0, -78157997648, 0, 24058300000, 0, -70760554368, 0, -584578190, 0, 50039843560, 0], 'weight': 8, '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], [7, -1], [0, 0], [-147, 11], [0, 0], [-343, 0], [0, 0], [-1129, -14], [0, 0], [-1746, -182], [0, 0], [-8085, 201], [0, 0], [-12128, 224], [0, 0], [-14616, 382], [0, 0], [-1603, -1203], [0, 0], [-2401, 343], [0, 0], [-4680, 952], [0, 0], [65573, -3234], [0, 0], [-9086, 3218], [0, 0], [92352, 1778], [0, 0], [82530, -3654], [0, 0], [171416, 472], [0, 0], [50421, -3773], [0, 0], [143072, 8106], [0, 0], [-259404, 9492], [0, 0], [-58380, -9582], [0, 0], [-147214, -5586], [0, 0], [10577, -10361], [0, 0], [-507066, -6354], [0, 0], [117649, 0], [0, 0], [-487750, 17290], [0, 0], [-698226, 16128], [0, 0], [-1763356, 7548], [0, 0], [1202606, -6818], [0, 0], [-1364643, 5381], [0, 0], [1233477, 40251], [0, 0], [387247, 4802], [0, 0], [3419394, -118482], [0, 0], [112588, -93576], [0, 0], [-993328, 11344], [0, 0], [765156, 77308], [0, 0], [571774, 139812], [0, 0], [3722117, -88211], [0, 0], [598878, 62426], [0, 0], [3975588, 61908], [0, 0], [-841441, 62230], [0, 0], [-9243927, -30119], [0, 0], [6388370, -216930], [0, 0], [-1147538, -79906], [0, 0], [-2326254, 131592], [0, 0], [2773155, -68943], [0, 0], [4264596, -108108], [0, 0], [-13116456, 159208], [0, 0], [-13351184, -58650], [0, 0], [4542166, 229922], [0, 0]], 'ap': [[0, 0], [7, -1], [-147, 11], [-343, 0], [-1746, -182], [-8085, 201], [-14616, 382], [-1603, -1203], [-4680, 952], [92352, 1778], [82530, -3654], [143072, 8106], [-58380, -9582], [-147214, -5586], [-507066, -6354], [-698226, 16128], [-1364643, 5381], [1233477, 40251], [112588, -93576], [765156, 77308], [571774, 139812], [3975588, 61908], [-9243927, -30119], [-2326254, 131592], [-13351184, -58650], [-13567155, -209749], [6702878, 79614], [1467936, 255780], [-10655156, 15246], [2639076, -48622], [28933500, -239148], [18991749, -1001899], [-5205354, -1120756], [-7002317, 698979], [-42396750, -166908], [5279788, -407988], [-26256685, -1494207], [-4567342, -1563450], [-9698598, -2297542], [-47764353, -451603], [-41281128, 2791908], [74818947, 1752201], [-1750884, -1170708], [156126128, -762258], [-58427694, 2551108], [77777378, -2157582], [-81023212, 689808], [-37802716, 9086916], [-4472643, 2691069], [-207675545, -3329043], [-33162318, 299992], [-162676680, -3225600], [-21194488, 817230], [237393219, 1365651], [-4637766, 1990776], [142145700, -599844], [-156172401, 3397853], [246996120, 9326040], [-244338898, 1305360], [621410778, 2218384], [332485405, 1521813], [-26928447, -2212881], [-634083275, -7130571], [618547104, -4713304], [-51525404, -15200334], [-89466246, -7790076], [765326402, -6612354], [-39187896, 27347670], [-730156278, -21161322], [-770987105, 17875293], [-147486654, -22972656], [308175036, 19789532], [270287276, -12120036], [297581266, 26460420], [-273185450, 40976754], [-640462074, 7818718], [910088040, -13745998], [567636111, -50106915], [-8777472, 58788030], [-1092248752, -34457154], [-2230933677, 5619675], [778987446, 58620072], [-730683696, -38932152], [196965020, -5551998], [416853528, 13402992], [-293344116, -41473376], [-849879174, -52970344], [-2642501048, -11166162], [2137690611, 42601649], [-626038016, 53199216], [-2337126687, -54288703], [1194269874, 14648938], [859530296, 54397224], [-2148695196, 41754888], [-351605684, 104836536], [1877255772, -60247068], [-2621539137, 46327677], [-103685652, -56639622], [499889537, 64128681], [-3205171998, 35886396], [-1722474186, -126694470], [3346405554, 51482732], [771159207, -43921985], [748809360, 110482134], [588739950, -4318230], [-2754484502, 82351032], [-1650363729, 195533935], [1486135854, -124602996], [4736887296, -101911320], [-1814846446, -37383192], [5048351280, 39376080], [1717746936, -280003374], [3721595184, 110020246], [960993229, -124572459], [3129865772, -97353564], [2936727816, 177878806], [-5557984201, 12683007], [1996451730, 3937794], [9293183148, 19227390], [950616126, -338495150], [-3775741319, 14465559], [794786678, 76765668], [1533874923, -294349215], [1771600908, 177063264], [-9728402131, 183079917], [-5769007164, 62395718], [-6034298152, 171010434], [-6144582822, 322388850], [5809162870, -340582218], [11302025469, -103109037], [5050006194, 23610342], [3823516404, 408340212], [-1573278816, -103637352], [-3418089792, 391016682], [-5238692424, -268598858], [-11960732, 568117962], [1720625361, 550092191], [4910950905, -167211783], [-5645412969, -632290155], [2071156656, 382804310], [4632713785, 103035537], [-12994179738, 62523496], [1934638144, 677991384], [-3409711824, -160473180], [-1341126563, 9579123], [13420178646, 532584790], [12957525623, -494960115], [25308536736, -359669010], [10072188035, 142448787], [-15199704588, -644118748], [16800931960, -362511030], [-183003618, 169969740], [-7989133696, 634114236], [-5864360082, -184306098], [7165810056, 276329340], [-21264834900, 60190116], [-13458388448, 6475896], [-28795289376, 145851078], [18894933806, 267072276], [19889515149, -947973613], [-8460374730, 308914634], [-17889113358, -170718296], [12453243584, 262328304], [-34036179051, -680388627], [3826200846, -1300312692], [-7519220058, -417909546], [-39078998824, -83997816], [-292289095, -365045817]], 'char_orbit_index': 1, 'field_poly': [-252, -1, 1], 'hecke_orbit_code': 4503599761588252, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '28.8.a.b', 'level': 28, 'maxp': 997, 'weight': 8}
• mf_newspaces •

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

  
  {'ALdims': [0, 0, 2, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 1, 1], 'ALdims_old': [7, 5, 5, 4], 'Nk2': 1792, 'analytic_conductor': 8.74678071355541, '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': [28, 1, [15, 17], [1, 1]], 'conrey_index': 1, 'cusp_dim': 25, 'dim': 4, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217756, 'hecke_orbit_dims': [2, 2], 'label': '28.8.a', 'level': 28, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 31, 'mf_new_dim': 4, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 32, 'trace_bound': 3, 'trace_display': [0, 0, -252, 0], 'traces': [4, 0, 0, 0, -252, 0, 0, 0, 524, 0, 3936, 0, -4340, 0, -3376, 0, -13440, 0, 23408, 0, -9604, 0, 23280, 0, 39300, 0, -105840, 0, 26688, 0, -15680, 0, -5600, 0, 115248, 0, 240320, 0, -538096, 0, -438480, 0, 729440, 0, -216860, 0, 651840, 0, 470596, 0, 1158400, 0, -1807080, 0, -4260032, 0, 2409480, 0, -1027152, 0, 1919428, 0, 1728720, 0, 7277784, 0, -2365440, 0, -12886832, 0, 5659584, 0, -6865320, 0, 8976464, 0, 3745560, 0, 10421632, 0, -12079924, 0, -28388640, 0, 19841704, 0, -4449760, 0, 10770984, 0, 9604000, 0, 28469840, 0, -25102320, 0, -44079840, 0, 23566784, 0, -13760460, 0, 15448160, 0, 15481648, 0, 37014240, 0, -32037744, 0, -68281920, 0, 37446720, 0, -8821232, 0, 28143500, 0, 15443232, 0, 35030484, 0, -36695040, 0, -70640136, 0, 47372560, 0, -41531616, 0, 40738656, 0, 10228260, 0, 57483968, 0, 4296600, 0, -80422608, 0, 15193296, 0, -4320960, 0, -784168, 0, 0, 0, -1496280, 0, -9585648, 0, 12755120, 0, -53144448, 0, 10772300, 0, -10989216, 0, 14406000, 0, -11614720, 0, 37629472, 0, 120953280, 0, 31815748, 0, 71958880, 0, -58958340, 0, -76486256, 0, -195665560, 0, -2134272, 0, 232233148, 0, -163094320, 0, -25831848, 0, -124875520, 0, -23837128, 0, -126584256, 0, 228962960, 0, 410473392, 0, -189306360, 0, 296573312, 0, -150733520, 0, -117552960, 0, -374692344, 0, 178477520, 0, 538271328, 0, -392951008, 0, -116691680, 0, -189944160, 0, -118609400, 0, -179198240, 0, 504896472, 0, 350215040, 0, -196904964, 0, 384987120, 0, -249258660, 0, -237103552, 0, -444648120, 0, 106411680, 0, 783177920, 0, -508234320, 0, -301437472, 0, 108097920, 0, -29647548, 0, -302901040, 0, 375302248, 0, 285454176, 0, 236132000, 0, 692070400, 0, -484477560, 0, -113865024, 0, -432911984, 0, -196020480, 0, 640038168, 0, -661358400, 0, -578486244, 0, 96402880, 0, 171335360, 0, 580322688, 0, 182725400, 0, -595985824, 0, 573010152, 0, 820058400, 0, -227061968, 0, -70301280, 0, -81198324, 0, -958824032, 0, -364781340, 0, 95037008, 0, -1268852480, 0, 558844272, 0, 452175528, 0, 755816240, 0, 210443928, 0, -1468716480, 0, 1704739920, 0, 1316026656, 0, 708548400, 0, -88894624, 0, 582415560, 0, -1425427904, 0, -1519716912, 0, -609760800, 0, -2907349340, 0, 1425652480, 0, 919275672, 0, 2126515808, 0, 143660560, 0, -3242545152, 0, 1948954480, 0, 1006995920, 0, -401806272, 0, 0, 0, 884614144, 0, -1454254080, 0, -1784410740, 0, 889304768, 0, -2204192760, 0, 1750367584, 0, 1066524200, 0, 2865115824, 0, -290582196, 0, -3254130880, 0, 2883885384, 0, 1963992800, 0, 759547488, 0, 338137632, 0, -523223640, 0, -3747532416, 0, -1736154840, 0, -1223546880, 0, -3149250832, 0, -140915040, 0, 958133456, 0, 2524490560, 0, 1368115200, 0, -2265194176, 0, 3656957960, 0, 2866520160, 0, 1467586540, 0, -823523792, 0, -1055462928, 0, -3717636160, 0, 1234047892, 0, -1368529920, 0, -3792368608, 0, 1610969024, 0, 1519977060, 0, 2965111216, 0, 1755196600, 0, -1673417088, 0, 1248207544, 0, 3345992160, 0, -4852258992, 0, -1033966640, 0, -4386724128, 0, 1031032656, 0, 3464899760, 0, -3086064256, 0, -2149917840, 0, 2050183072, 0, 61648076, 0, 2205718080, 0, 3163069992, 0, 887221440, 0, -634928856, 0, 4941815424, 0, -542936240, 0, -2195128656, 0, -5641917840, 0, 487432480, 0, 4981678044, 0, -4720451520, 0, -5540498208, 0, -4576936560, 0, -965816656, 0, -4061538288, 0, 8198516640, 0, 6442622592, 0, 151352520, 0, 7464530976, 0, 215186216, 0, -3057337360, 0, -777307896, 0, -2407821520, 0, 10431910944, 0, -10347691104, 0, -3613643600, 0, 1734552512, 0, 891443280, 0, -6081885696, 0, 3363085328, 0, 6208356000, 0, 1461885752, 0, 8302330960, 0, -11888820468, 0, -3139278688, 0, -9082674000, 0, 5197088448, 0, 9404236800, 0, -5683946416, 0, 192906672, 0, -1789726960, 0, -2027817372, 0, -717622080, 0, 4921713636, 0, 7450022944, 0, -5362797000, 0, 3605210784, 0, -877704240, 0, 463066464, 0, -8525810552, 0, -2496914320, 0, 7837267704, 0, -1610775680, 0, -3242402716, 0, -6803209728, 0, -1879886960, 0, -284585600, 0, 7561708680, 0, 5778662624, 0, 1597533440, 0, 9456069840, 0, 2111669336, 0, -2988956880, 0, 2420561520, 0, -1689231680, 0, 5875185120, 0, -9670277520, 0, -6138823320, 0, 7288877232, 0, 2945364324, 0, -6205524480, 0, -5535089160, 0, -11323158000, 0, 6705186992, 0, -3684500960, 0, -11066856360, 0, -1959139168, 0, -1206470160, 0, 7726641024, 0, -4406547544, 0, 3815864640, 0, 2531223156, 0, 14876192800, 0, 48154456, 0, 15666369696, 0, -2166921920, 0, -6274062144, 0, -6606400560, 0, -4742755584, 0, 12285362656, 0, 6886068000, 0, 6550927932, 0, -5568208480, 0, -15546182736, 0, 16605722048, 0, -4993727760, 0, -26366584272, 0, -510596660, 0, 1026869312, 0, 2949132624, 0, -16469946640, 0, 11734953952, 0, -267758400, 0, 15569790880, 0, 3914129408, 0, 21407558160, 0, -23600287696, 0, -16925626200, 0, 3399843264, 0, -2121424956, 0, 27882240960, 0, 9385681872, 0, 4902867520, 0, -25094876544, 0, -16799334720, 0, 14449153880, 0, -18787702192, 0, -10276866180, 0, 3198439328, 0, 6081049032, 0, 14495174400, 0, -24463985560, 0, 20742336400, 0, 15659377608, 0, 9102667616, 0, 1851555160, 0, 24576368112, 0, -26494533840, 0, -13585871936, 0, -7061348016, 0, -22211722400, 0, 26819929248, 0, 13894298880, 0, 6789544352, 0, -19465903360, 0, -38979296160, 0, 27889219104, 0, 6448691760, 0, -24259824288, 0, -3897629736, 0, 2847263520, 0, 7353698928, 0, 1725978240, 0, 10415188388, 0, -5775489216, 0, 24353765380, 0, -397183024, 0, 39443292000, 0, -1858600064, 0, -21353115728, 0, 362512560, 0, 15689970744, 0, 2706873680, 0, 10681876128, 0, -18146490224, 0, -19491797640, 0, -15775393872, 0, -9530194400, 0, -49156245376, 0, -33010785696, 0, 3629927840, 0, -1469393368, 0, 32932949520, 0, -8912582448, 0, 21832692096, 0, 25589580660, 0, 45323490016, 0, -13573237160, 0, 17616230496, 0, -18144542080, 0, 19070485280, 0, -42918706728, 0, -13865850320, 0, 33527119584, 0, 9223412688, 0, -7784131720, 0, 19939585632, 0, 988047900, 0, 29798787456, 0, 26562854136, 0, -84723932160, 0, -18466455952, 0, -46752993520, 0, 18801972624, 0, 29446962720, 0, -8526173920, 0, -11444391168, 0, 26480900320, 0, 1025207792, 0, 28099963608, 0, -11611200000, 0, 38965539872, 0, -36372353280, 0, 14975029188, 0, 23821511616, 0, -1581202560, 0, -45667451680, 0, -30341452960, 0, 32895221184, 0, -31571234436, 0, -14378651840, 0, -83801541684, 0, -11285852480, 0, -29321413208, 0, 95508382272, 0, 48958282940, 0, 22690966448, 0, 93075091200, 0, -20429133760, 0, -25290539736, 0, -23190248640, 0, -12225749224, 0, 57161625920, 0, -63974017728, 0, -58333675456, 0, 21798566160, 0, 22485691536, 0, -19579831680, 0, 10581958320, 0, 15472862328, 0, -5548240480, 0, 53303443760, 0, -60598305600, 0, -23447973920, 0, -56062575616, 0, 39790611120, 0, 93492306432, 0, -42102100800, 0, 7784894208, 0, 38650510080, 0, -20564468960, 0, 20342274168, 0, 26111934880, 0, 46538091796, 0, -16747730640, 0, -9164266720, 0, -17440649520, 0, -12083320620, 0, -93445492032, 0, -28532974904, 0, 43927164960, 0, -38868999696, 0, -39545374400, 0, -97447467264, 0, 2753927792, 0, -25302134560, 0, 74602695360, 0, 27655509560, 0, 9355868992, 0, 89478047316, 0, 63776590080, 0, -31118650304, 0, 32162029440, 0, 442103192, 0, 59573437728, 0, -57299841720, 0, -20030454528, 0, 47814403840, 0, 8615479488, 0, -3735529628, 0, 47859889440, 0, -55625210760, 0, 40319327600, 0, -10934094640, 0, -154811126064, 0, -17977775620, 0, -89876608048, 0, 41971448760, 0, 27797042112, 0, -12720232608, 0, -10608749760, 0, 77609164696, 0, 1285015200, 0, 73243034208, 0, -50955712576, 0, 11982200160, 0, -84785836800, 0, 47121931220, 0, 89913448800, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 23111
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '28.8.a.b', 'source_level': 28, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '28.8.a.b', 'target_level': 28, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 23112
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '28.8.a.b', 'source_level': 28, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '112.8.a.h', 'target_level': 112, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 23113
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '28.8.a.b', 'source_level': 28, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '196.8.a.a', 'target_level': 196, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 23114
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '28.8.a.b', 'source_level': 28, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '196.8.e.b', 'target_level': 196, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 23115
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '28.8.a.b', 'source_level': 28, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '196.8.e.c', 'target_level': 196, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 23116
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '28.8.a.b', 'source_level': 28, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '252.8.a.f', 'target_level': 252, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 23117
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '28.8.a.b', 'source_level': 28, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '448.8.a.o', 'target_level': 448, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 23118
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '28.8.a.b', 'source_level': 28, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '448.8.a.q', 'target_level': 448, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 107400
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503599761588252, 'p': 2}
  • id: 107401
    {'charpoly_factorization': [[[-960, -14, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 3}
  • id: 107402
    {'charpoly_factorization': [[[-100480, 294, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 5}
  • id: 107403
    {'charpoly_factorization': [[[343, 1], 2]], 'hecke_orbit_code': 4503599761588252, 'p': 7}
  • id: 107404
    {'charpoly_factorization': [[[-30373600, 3492, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 11}
  • id: 107405
    {'charpoly_factorization': [[[24602616, 16170, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 13}
  • id: 107406
    {'charpoly_factorization': [[[66390140, 29232, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 17}
  • id: 107407
    {'charpoly_factorization': [[[-1457664272, 3206, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 19}
  • id: 107408
    {'charpoly_factorization': [[[-892558336, 9360, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 23}
  • id: 107409
    {'charpoly_factorization': [[[5339156348, -184704, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 29}
  • id: 107410
    {'charpoly_factorization': [[[-6660680544, -165060, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 31}
  • id: 107411
    {'charpoly_factorization': [[[-45829003940, -286144, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 37}
  • id: 107412
    {'charpoly_factorization': [[[-89232832116, 116760, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 41}
  • id: 107413
    {'charpoly_factorization': [[[-9812264768, 294428, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 43}
  • id: 107414
    {'charpoly_factorization': [[[216379252512, 1014132, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 47}
  • id: 107415
    {'charpoly_factorization': [[[225066151620, 1396452, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 53}
  • id: 107416
    {'charpoly_factorization': [[[1833034760000, 2729286, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 59}
  • id: 107417
    {'charpoly_factorization': [[[-113258778480, -2466954, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 61}
  • id: 107418
    {'charpoly_factorization': [[[-8822599928240, -225176, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 67}
  • id: 107419
    {'charpoly_factorization': [[[-5444851901440, -1530312, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 71}
  • id: 107420
    {'charpoly_factorization': [[[-19396396395020, -1143548, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 73}
  • id: 107421
    {'charpoly_factorization': [[[11938206077568, -7951176, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 79}
  • id: 107422
    {'charpoly_factorization': [[[84534867832880, 18487854, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 83}
  • id: 107423
    {'charpoly_factorization': [[[-12060844881660, 4652508, 1], 1]], 'hecke_orbit_code': 4503599761588252, 'p': 89}
  • id: 107424
    {'charpoly_factorization': [[[174783333299356, 26702368, 1], 1]], 'hecke_orbit_code': 4503599761588252, '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': 2, 'label': '28.8.a.b', 'level': 28, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19528602
    {'hecke_orbit_code': 4503599761588252, 'n': 1, 'trace_an': 2}
  • id: 19528603
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