Newform data - 27.11.b.b

Formats: - HTML - YAML - JSON - 2025-04-17T22:00:55.563268

• 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': 3267, 'analytic_conductor': 17.15464582219055, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [27, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 26, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [2700, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668531396635, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 60, 'hecke_ring_index_factorization': [[2, 2], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '27.11.b.b', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.11.b.b', 'nf_label': '2.0.3.1', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta q^{2}-1676 q^{4}+16\\beta q^{5}-16093 q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '10.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.11.b', 'trace_display': [0, 0, 0, -32186], 'trace_hash': 561040776599624004, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.954', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.213', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.433', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.478', 'prec': 17}, {'__RealLiteral__': 0, 'data': '152.667', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [2, 0, 0, -3352, 0, 0, -32186, 0, 0, 86400, 0, 0, 1217278, 0, 0, 88352, 0, 0, -4209098, 0, 0, 30499200, 0, 0, 18148850, 0, 0, 53943736, 0, 0, -52028252, 0, 0, 1814400, 0, 0, 103893214, 0, 0, -56332800, 0, 0, -143929964, 0, 0, -476323200, 0, 0, -46981200, 0, 0, -2040157928, 0, 0, -487987200, 0, 0, 3270240000, 0, 0, -713588402, 0, 0, 3457221248, 0, 0, -1183097978, 0, 0, -1390435200, 0, 0, 826548286, 0, 0, 7054448248, 0, 0, -2161039898, 0, 0, 18668448000, 0, 0, -29030400, 0, 0, -19885478400, 0, 0, -19589654854, 0, 0, 15565910400, 0, 0, -27388355186, 0, 0, -30417472600, 0, 0, 5432633686, 0, 0, 10934611200, 0, 0, 11567983252, 0, 0, -1421848736, 0, 0, 7621171200, 0, 0, 63012124800, 0, 0, -120384632398, 0, 0, 87199350352, 0, 0, 3199092772, 0, 0, 52586409600, 0, 0, 67737014114, 0, 0, -1182988800, 0, 0, 51612420502, 0, 0, 321131174400, 0, 0, -52323840000, 0, 0, -174125026664, 0, 0, -302828769002, 0, 0, -490823625600, 0, 0, 231888878164, 0, 0, -53867980800, 0, 0, 197175164278, 0, 0, -592495776000, 0, 0, 465165880944, 0, 0, 241226619664, 0, 0, -292069443050, 0, 0, -295957929600, 0, 0, -16783197746, 0, 0, 310562726400, 0, 0, -10247731200, 0, 0, -181833033600, 0, 0, 79867574686, 0, 0, 78740491200, 0, 0, 975428819446, 0, 0, 1285211750400, 0, 0, -298695168000, 0, 0, 53774472928, 0, 0, 1131291463654, 0, 0, -1285662844800, 0, 0, 837290659436, 0, 0, 817866547200, 0, 0, -1021000707164, 0, 0, -2215043280000, 0, 0, -826308571148, 0, 0, -2132196480000, 0, 0, -249054566400, 0, 0, -29199139200, 0, 0, 1014690992254, 0, 0, 1195974161752, 0, 0, -2561821197622, 0, 0, 1627780320000, 0, 0, 2690273433600, 0, 0, -2346752040448, 0, 0, -1671953492902, 0, 0, -1823588294400, 0, 0, -174953779200, 0, 0, 1982872211128, 0, 0, -2283577681802, 0, 0, 5622326812800, 0, 0, -4590159401036, 0, 0, 906563750400, 0, 0, 749444158036, 0, 0, 18563002588800, 0, 0, 4031378162498, 0, 0, -1385294927336, 0, 0, -1008193996800, 0, 0, -9238057689600, 0, 0, 2316264910652, 0, 0, -185941113248, 0, 0, -3933232010636, 0, 0, -2247620486400, 0, 0, -3102483154322, 0, 0, 3621902869048, 0, 0, -18470315520000, 0, 0, 7665469257600, 0, 0, 11046097915150, 0, 0, -12171828096000, 0, 0, -6289832277002, 0, 0, -10752019747200, 0, 0, 6325664904622, 0, 0, 48654950400, 0, 0, 9847816815914, 0, 0, 6135870700800, 0, 0, 7150850858302, 0, 0, -19015397222400, 0, 0, -5138098790400, 0, 0, -22722727564800, 0, 0, -3403879528800, 0, 0, 32832261535304, 0, 0, -3415268896778, 0, 0, 4488186844800, 0, 0, 16982469084286, 0, 0, -10148973580800, 0, 0, 7846799568646, 0, 0, 15025305513600, 0, 0, 7853178009600, 0, 0, 45902883291736, 0, 0, 160044595200, 0, 0, -211019126400, 0, 0, 19964390668564, 0, 0, 801743597600, 0, 0, -31666423269028, 0, 0, -52627972320000, 0, 0, 5866333945246, 0, 0, -9105094057736, 0, 0, 9479932416000, 0, 0, -64187060860800, 0, 0, 12710481883198, 0, 0, -7129366502400, 0, 0, 11483778153386, 0, 0, -6217774444800, 0, 0, 36447639584836, 0, 0, -19387939930352, 0, 0, 14482275066052, 0, 0, 1104314601600, 0, 0, 4735326873600, 0, 0, -55637061544064, 0, 0, -105439394304000, 0, 0, 76910884300800, 0, 0, 45533235291172, 0, 0, -12773082931200, 0, 0, -57848564477114, 0, 0, 6239538086400, 0, 0, 19039595759954, 0, 0, -41083905369600, 0, 0, -38195144118650, 0, 0, 38741239180800, 0, 0, 63233461875746, 0, 0, 201764643899048, 0, 0, -5687376937178, 0, 0, -2029587840000, 0, 0, -1098800640000, 0, 0, -2298400060352, 0, 0, -38559299409548, 0, 0, 134114834246400, 0, 0, -20563388006400, 0, 0, -5361679485872, 0, 0, -13301641566598, 0, 0, 114635126188800, 0, 0, -87916261939200, 0, 0, -34286339059200, 0, 0, 9772629102886, 0, 0, -138209351155200, 0, 0, 40837505601698, 0, 0, -113527235655064, 0, 0, 20570605516800, 0, 0, -144221782262400, 0, 0, -134015962735202, 0, 0, -1131227596800, 0, 0, -351185802986, 0, 0, 276762702960000, 0, 0, 34777615078514, 0, 0, -86502416761352, 0, 0, -87601389358996, 0, 0, 193057588857600, 0, 0, 35440692480000, 0, 0, -209377525708800, 0, 0, 119059748758198, 0, 0, -300431333664000, 0, 0, -226407095451986, 0, 0, 87694755840000, 0, 0, -61758684057600, 0, 0, 141843609648000, 0, 0, 109496005718348, 0, 0, 4589586621664, 0, 0, 467186227200, 0, 0, -289908876124800, 0, 0, 85030215675748, 0, 0, 507541016847352, 0, 0, -76787206868186, 0, 0, -30827018966400, 0, 0, 300331902872686, 0, 0, 320017003891200, 0, 0, 262709006904502, 0, 0, -59964049526400, 0, 0, 151190378161250, 0, 0, -388645759802864, 0, 0, 77701705801654, 0, 0, 135129040992000, 0, 0, -28594590586800, 0, 0, 94191145574400, 0, 0, -283402610519372, 0, 0, -3818493705600, 0, 0, -355892480870400, 0, 0, -330465575329928, 0, 0, 29177412710400, 0, 0, -250502196067200, 0, 0, 164970025316398, 0, 0, 386307245952000, 0, 0, 288461329920000, 0, 0, -51109832649600, 0, 0, -106319304759314, 0, 0, -779618016462144, 0, 0, 440760800008298, 0, 0, -793410031699200, 0, 0, -89957229004800, 0, 0, -6358250089664, 0, 0, 565228390940404, 0, 0, 163530630259200, 0, 0, -6272598528000, 0, 0, 489508386551800, 0, 0, -218648359630486, 0, 0, -834710403110400, 0, 0, -555499589966498, 0, 0, 192964570099200, 0, 0, -297008041420800, 0, 0, 379791118051200, 0, 0, -87427373908798, 0, 0, 28128639422296, 0, 0, 466138299927364, 0, 0, 35706885955200, 0, 0, -475731601561772, 0, 0, 296974178150400, 0, 0, 570232169890996, 0, 0, -175970698041600, 0, 0, 147808923033600, 0, 0, 17175197491200, 0, 0, 79783321196998, 0, 0, 1990395603360000, 0, 0, 66915417114814, 0, 0, 118555137907200, 0, 0, -186163554474436, 0, 0, 364634785382400, 0, 0, 307707704730046, 0, 0, -133858055173736, 0, 0, -472126470655100, 0, 0, 1332333138038400, 0, 0, -1813748873011200, 0, 0, -2075441491200, 0, 0, 69453531437014, 0, 0, -93356923593600, 0, 0, -434317731404878, 0, 0, -1634818701391496, 0, 0, -5230145894400, 0, 0, -637795889740800, 0, 0, -122647508121600, 0, 0, -837958061260800, 0, 0, 1010584033286548, 0, 0, 1584329956214400, 0, 0, 302907661806236, 0, 0, 500613101568000, 0, 0, -270723112323722, 0, 0, -1014054124406400, 0, 0, -734006417881298, 0, 0, 2104199683161472, 0, 0, 172032315955200, 0, 0, -2615126030755200, 0, 0, -1139042877399598, 0, 0, -1896044493084104, 0, 0, 1937349889181014, 0, 0, 16464636720000, 0, 0, 36785372143678, 0, 0, 838252174809600, 0, 0, -1166592646618298, 0, 0, 676686805257600, 0, 0, -98173931212800, 0, 0, -1403299145214736, 0, 0, -720079570231942, 0, 0, 1002445514236800, 0, 0, -173086383053186, 0, 0, -21557322547200, 0, 0, 487246614545686, 0, 0, 1679442903302400, 0, 0, -51482999979796, 0, 0, 1711197185206864, 0, 0, 363563641036800, 0, 0, 1966561465507200, 0, 0, -3674029363200, 0, 0, 1444208218560000, 0, 0, -2193877924750586, 0, 0, -846273089692800, 0, 0, 3346416142848000, 0, 0, 1384893165244048, 0, 0, 1684309047018052, 0, 0, -2648850572476800, 0, 0, 942771178451950, 0, 0, -2038903073280000, 0, 0, 98874237478800, 0, 0, -1283416599715200, 0, 0, -556876835941586, 0, 0, 417415453286400, 0, 0, 1646706461184000, 0, 0, -2194874379014400, 0, 0, 503069522242754, 0, 0, 19037838758400, 0, 0, -240404888217600, 0, 0, -887048333049600, 0, 0, -285787070873850, 0, 0, -1700622103017704, 0, 0, -2153626549551386, 0, 0, -1183176944035200, 0, 0, -830598683138686, 0, 0, -31523481246752, 0, 0, 1671570386380800, 0, 0, 315336977251200, 0, 0, 3376306022400, 0, 0, 4293612327214472, 0, 0, 3406738973551798, 0, 0, -5167963989619200, 0, 0, -1196849015426828, 0, 0, -1061312768640000], 'weight': 11, '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, -1], [0, 0], [-1676, 0], [0, 16], [0, 0], [-16093, 0], [0, 652], [0, 0], [43200, 0], [0, 5648], [0, 0], [608639, 0], [0, 16093], [0, 0], [44176, 0], [0, 336], [0, 0], [-2104549, 0], [0, -26816], [0, 0], [15249600, 0], [0, -88208], [0, 0], [9074425, 0], [0, -608639], [0, 0], [26971868, 0], [0, 605600], [0, 0], [-26014126, 0], [0, 623472], [0, 0], [907200, 0], [0, -257488], [0, 0], [51946607, 0], [0, 2104549], [0, 0], [-28166400, 0], [0, 3457120], [0, 0], [-71964982, 0], [0, -9466048], [0, 0], [-238161600, 0], [0, 2882576], [0, 0], [-23490600, 0], [0, -9074425], [0, 0], [-1020078964, 0], [0, 2024928], [0, 0], [-243993600, 0], [0, -10492636], [0, 0], [1635120000, 0], [0, 11668912], [0, 0], [-356794201, 0], [0, 26014126], [0, 0], [1728610624, 0], [0, 9738224], [0, 0], [-591548989, 0], [0, -563136], [0, 0], [-695217600, 0], [0, 59468736], [0, 0], [413274143, 0], [0, -51946607], [0, 0], [3527224124, 0], [0, -90893264], [0, 0], [-1080519949, 0], [0, 706816], [0, 0], [9334224000, 0], [0, -109721440], [0, 0], [-14515200, 0], [0, 71964982], [0, 0], [-9942739200, 0], [0, -54807024], [0, 0], [-9794827427, 0], [0, 147836608], [0, 0], [7782955200, 0], [0, -33672784], [0, 0], [-13694177593, 0], [0, 23490600], [0, 0], [-15208736300, 0]], 'ap': [[0, -1], [0, 0], [0, 16], [-16093, 0], [0, 5648], [608639, 0], [0, 336], [-2104549, 0], [0, -88208], [0, 605600], [-26014126, 0], [51946607, 0], [0, 3457120], [-71964982, 0], [0, 2882576], [0, 2024928], [0, 11668912], [-356794201, 0], [-591548989, 0], [0, 59468736], [413274143, 0], [-1080519949, 0], [0, -109721440], [0, -54807024], [-13694177593, 0], [0, 238002176], [2716316843, 0], [0, -238085712], [5783991626, 0], [0, -410193200], [1599546386, 0], [0, -337701536], [0, 1041171632], [25806210251, 0], [0, -1710751424], [-151414384501, 0], [115944439082, 0], [98587582139, 0], [0, -1991114768], [0, 1136272352], [0, -4207912512], [-8391598873, 0], [0, 2782463984], [39933787343, 0], [0, -39077616], [487714409723, 0], [565645731827, 0], [-510500353582, 0], [0, 14242756352], [-413154285574, 0], [0, 1155470016], [0, 7174303552], [507345496127, 0], [0, 24836080416], [0, 21228727072], [0, -25594324288], [0, -26707737456], [-1141788840901, 0], [-2295079700518, 0], [0, 35751405344], [374722079018, 0], [0, 26267335120], [-1966616005318, 0], [0, -11104453616], [-1551241577161, 0], [0, 25023896480], [-3144916138501, 0], [3162832452311, 0], [0, 30283450048], [3575425429151, 0], [0, -154576000576], [0, 70331688528], [-1707634448389, 0], [8491234542143, 0], [3923399784323, 0], [0, 67524960256], [0, 246728358896], [9982195334282, 0], [0, -118110349952], [2933166972623, 0], [0, -484282598288], [6355240941599, 0], [0, 125312371344], [18223819792418, 0], [7241137533026, 0], [0, 311007945056], [0, 364178049168], [22766617645586, 0], [0, -490527883792], [-28924282238557, 0], [0, -237669740688], [0, -164268209824], [-2843688468589, 0], [0, 58395736528], [-19279649704774, 0], [0, 153375474576], [0, -265436070416], [0, 832405894512], [4886314551443, 0], [-67007981367601, 0], [-175592901493, 0], [0, -1017615566832], [0, 1771444150048], [0, 1207994507504], [59529874379099, 0], [-113203547725993, 0], [0, -523233697264], [0, -1841572397088], [0, 1163389893856], [42515107837874, 0], [-38393603434093, 0], [150165951436343, 0], [0, 840909192400], [131354503452251, 0], [38850852900827, 0], [0, -2696861887936], [-141701305259686, 0], [0, -2078434545696], [0, -3305117224928], [0, -211548870688], [82485012658199, 0], [-53159652379657, 0], [0, -2091336993424], [0, -182378390592], [282614195470202, 0], [0, 2699891485200], [-277749794983249, 0], [0, 1759758133152], [233069149963682, 0], [-237865800780886, 0], [285116084945498, 0], [0, 3438624177616], [39891660598499, 0], [33457708557407, 0], [0, -2696188253744], [153853852365023, 0], [0, 4686014867808], [34726765718507, 0], [0, -9354809439680], [0, 2904274215360], [505292016643274, 0], [0, -10238620749808], [-135361556161861, 0], [0, 9243421437360], [-367003208940649, 0], [0, -10957751749216], [18392686071839, 0], [0, 13912526157824], [-583296323309149, 0], [0, -6172700589360], [-86543191526593, 0], [0, -17268696168720], [243623307272843, 0], [0, 755310228256], [-1096938962375293, 0], [0, -15912215826208], [842154523509026, 0], [0, 16041362237312], [-278438417970793, 0], [0, 14213117386288], [0, 15125547857840], [0, -10350226487856], [-1076813274775693, 0], [0, 2576322691920], [0, 12099225935392], [0, 17392352041904], [1703369486775899, 0], [-598424507713414, 0]], 'char_orbit_index': 2, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 4503668531396635, 'hecke_ring_character_values': [[2, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 60], 'hecke_ring_inverse_numerators': [[1, 0], [30, 1]], 'hecke_ring_numerators': [[1, 0], [-30, 60]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '27.11.b.b', 'level': 27, 'maxp': 997, 'weight': 11}
• 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': 3267, 'analytic_conductor': 17.15464582219055, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [27, 2, [2], [1]], 'conrey_index': 26, 'cusp_dim': 27, 'dim': 13, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68904026139, 'hecke_orbit_dims': [1, 2, 4, 6], 'label': '27.11.b', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 33, 'mf_new_dim': 13, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 13, 'sturm_bound': 33, 'trace_bound': 1, 'trace_display': [0, 0, 0, 3875], 'traces': [13, 0, 0, -5534, 0, 0, 3875, 0, 0, 120258, 0, 0, 944741, 0, 0, -3645974, 0, 0, 190421, 0, 0, -2181222, 0, 0, -29958833, 0, 0, -9071974, 0, 0, -38104504, 0, 0, 42281676, 0, 0, 178255385, 0, 0, -189540378, 0, 0, -145447870, 0, 0, 990301680, 0, 0, 420060360, 0, 0, -3040895920, 0, 0, 3265751250, 0, 0, -965926836, 0, 0, -2964085663, 0, 0, 9384482830, 0, 0, -3081944095, 0, 0, -11955439350, 0, 0, 9480652847, 0, 0, -9577301308, 0, 0, -12985373191, 0, 0, 30025190376, 0, 0, -6443278812, 0, 0, -27116163234, 0, 0, 37758970087, 0, 0, 2599853868, 0, 0, -34387732957, 0, 0, 20948589220, 0, 0, 36206507081, 0, 0, -6615735750, 0, 0, 22231358846, 0, 0, -31679567854, 0, 0, 104090150088, 0, 0, -106111226772, 0, 0, -93855370337, 0, 0, 28534773146, 0, 0, -227919554848, 0, 0, 187787839860, 0, 0, 155449412479, 0, 0, -275755110804, 0, 0, 11477250317, 0, 0, 431933055660, 0, 0, -33168034980, 0, 0, 1439149556, 0, 0, -61322664901, 0, 0, -867244044222, 0, 0, 401647603502, 0, 0, 238959681930, 0, 0, 143554636745, 0, 0, 279959906934, 0, 0, 662089229850, 0, 0, 12459624884, 0, 0, -1004476325155, 0, 0, -307176188868, 0, 0, -397172785735, 0, 0, 762128701704, 0, 0, -105711366924, 0, 0, 1160224894152, 0, 0, -1461026658445, 0, 0, -777218285616, 0, 0, 1802293365923, 0, 0, 794299155642, 0, 0, -2547534005640, 0, 0, 836801442692, 0, 0, -213735561307, 0, 0, -2915325302238, 0, 0, 3136150528396, 0, 0, -254260863270, 0, 0, -837737991742, 0, 0, 1702948432536, 0, 0, -3288109198390, 0, 0, -1400348877372, 0, 0, 4073904566964, 0, 0, 3789694713852, 0, 0, 1868669418317, 0, 0, -2456301459916, 0, 0, -2464866467357, 0, 0, -1148247268902, 0, 0, 3697785557928, 0, 0, 2406659396770, 0, 0, 4202976861163, 0, 0, -6847537233618, 0, 0, -5470468068582, 0, 0, 2298007713848, 0, 0, -3325637233585, 0, 0, 8022867766956, 0, 0, -1592919010786, 0, 0, -11453202582210, 0, 0, -4277052640474, 0, 0, 5557759855092, 0, 0, 2403380822197, 0, 0, 9828502253210, 0, 0, 12140543722500, 0, 0, -28888890748470, 0, 0, -5773845942050, 0, 0, -4486141180120, 0, 0, 4053039132914, 0, 0, 19805921005302, 0, 0, 20871523364567, 0, 0, -6017985997624, 0, 0, -16663225083444, 0, 0, 16515056304432, 0, 0, -7115969826055, 0, 0, -2822658311448, 0, 0, -11034402759535, 0, 0, -14446952794332, 0, 0, -8362100930155, 0, 0, 13141534544820, 0, 0, 34765465233157, 0, 0, 34172908129998, 0, 0, -7992854729599, 0, 0, -10900679901966, 0, 0, -22559251811220, 0, 0, -58830565109922, 0, 0, 32822519433690, 0, 0, 1588795774240, 0, 0, 1387034534471, 0, 0, 25249957727040, 0, 0, -19834772740531, 0, 0, -10807963023492, 0, 0, 10233198850733, 0, 0, -1255582164348, 0, 0, -56765107425510, 0, 0, 91314988122950, 0, 0, -21359702277072, 0, 0, -36670874682006, 0, 0, 17973962777474, 0, 0, 53197502219848, 0, 0, 35626593565054, 0, 0, -48678451568388, 0, 0, -60515623692889, 0, 0, -64858004822128, 0, 0, 74127200367798, 0, 0, -77682791346696, 0, 0, -2207966519767, 0, 0, -6674601892986, 0, 0, 96283970405635, 0, 0, 86276321868420, 0, 0, -27803039118256, 0, 0, -30491599752448, 0, 0, -27732280299700, 0, 0, 96816202387632, 0, 0, -39878838979020, 0, 0, 52869085093382, 0, 0, -81935403821352, 0, 0, 201465388161324, 0, 0, 42207057784940, 0, 0, -192385205901720, 0, 0, -50822580433057, 0, 0, -70494211608588, 0, 0, 11621265286507, 0, 0, -85914555563124, 0, 0, 29045020080173, 0, 0, -69075959920272, 0, 0, 296401922794759, 0, 0, 248250637481236, 0, 0, -246570917352535, 0, 0, -299314058959152, 0, 0, -32672123575272, 0, 0, 79018798121774, 0, 0, -86225503591150, 0, 0, 163862818324452, 0, 0, -188003307946230, 0, 0, 268022365230674, 0, 0, 243691409046889, 0, 0, -255378589228548, 0, 0, -37068409430460, 0, 0, -280793169737100, 0, 0, 176953650413921, 0, 0, -208571721932808, 0, 0, -410954691107, 0, 0, -18637254962012, 0, 0, 448948606395114, 0, 0, 357753687238692, 0, 0, -296667631305559, 0, 0, -381862485797148, 0, 0, -295698411272767, 0, 0, 821694671279640, 0, 0, 18833146689523, 0, 0, -2233936688548, 0, 0, -9668990850878, 0, 0, 300142495622628, 0, 0, 43251706601424, 0, 0, -194494589180460, 0, 0, -21390986182471, 0, 0, -894608556472440, 0, 0, 396779090506181, 0, 0, -550802422489140, 0, 0, 33536531412162, 0, 0, 447882353349804, 0, 0, 703024840476778, 0, 0, 266268776645696, 0, 0, -518196233404620, 0, 0, -801007375391640, 0, 0, -989760344323108, 0, 0, 1086499531612682, 0, 0, -212438151103759, 0, 0, 422628531662592, 0, 0, 410078502137861, 0, 0, 685575019405206, 0, 0, 406113215898857, 0, 0, -715580217538056, 0, 0, -346162849476623, 0, 0, -1115799339571888, 0, 0, 408001846273019, 0, 0, -641312352911106, 0, 0, 163065599366280, 0, 0, 655752564826038, 0, 0, 544892930343254, 0, 0, 935299698440328, 0, 0, -1308742023733164, 0, 0, -718575658532728, 0, 0, -1143434536870770, 0, 0, 1175107918572252, 0, 0, 333581601428201, 0, 0, 528317299073322, 0, 0, -56606701014864, 0, 0, 1441690550674020, 0, 0, 813573632895035, 0, 0, -1619867245298550, 0, 0, -585840693008003, 0, 0, -1587699466041042, 0, 0, 379176002438868, 0, 0, -134185181351596, 0, 0, 1293408294314414, 0, 0, -231806599985430, 0, 0, 1171605985353072, 0, 0, 1932078377565860, 0, 0, -1522795402486685, 0, 0, -1122242043729456, 0, 0, -1541340550586047, 0, 0, 553214143022364, 0, 0, -690356945461140, 0, 0, 1374792312357972, 0, 0, 261616695098227, 0, 0, 1969242831154172, 0, 0, 2026896909066212, 0, 0, -3390325360583310, 0, 0, -97291239180298, 0, 0, -1345522685286456, 0, 0, 823817172676274, 0, 0, -644341326199326, 0, 0, 393179655716730, 0, 0, -1073626490249532, 0, 0, 347098916279135, 0, 0, 1560717038661912, 0, 0, -932298002652547, 0, 0, -1196104817638512, 0, 0, -1061394035481782, 0, 0, 2031607103126292, 0, 0, -841203695334373, 0, 0, 687104190457934, 0, 0, -743134149336322, 0, 0, 3664146600717138, 0, 0, 196933104013212, 0, 0, -2080738271699952, 0, 0, -2571427863083779, 0, 0, -3000212756127468, 0, 0, 3149167437730879, 0, 0, -1134219334467454, 0, 0, 443892408192360, 0, 0, 734539314863952, 0, 0, 2762563741574760, 0, 0, -152102776406346, 0, 0, 183862883255030, 0, 0, -684466039998864, 0, 0, -1238840453769182, 0, 0, 2896186613964120, 0, 0, -1999779258391045, 0, 0, -1840839891692004, 0, 0, 1917635952968837, 0, 0, 4116778077440036, 0, 0, 1933922163481308, 0, 0, -2147740096717404, 0, 0, -2033050972323779, 0, 0, -3396400665909124, 0, 0, 3830339178720557, 0, 0, -1004760929527128, 0, 0, -1612194026759707, 0, 0, 991067958291366, 0, 0, -633800639397211, 0, 0, 1962478922456340, 0, 0, 1484252190359118, 0, 0, -1981030186463198, 0, 0, 113158290973843, 0, 0, 1698586954028136, 0, 0, -3374798299772227, 0, 0, -434430607585050, 0, 0, -1001886208386715, 0, 0, 4107576153346164, 0, 0, -2445051959260028, 0, 0, -1119326560075972, 0, 0, -3113054704086930, 0, 0, -3306805812492552, 0, 0, 1759965172638948, 0, 0, 1142881805127744, 0, 0, 1142857198127669, 0, 0, -1394398528510140, 0, 0, 4559951212947918, 0, 0, 2774374702874924, 0, 0, 700640173293812, 0, 0, 930372448027302, 0, 0, -2708465304450055, 0, 0, 585471372354972, 0, 0, -4325537545579704, 0, 0, 224011798117254, 0, 0, -1370925726371857, 0, 0, 448695555783300, 0, 0, 4680750602899872, 0, 0, -4945889044285452, 0, 0, 1219709025801139, 0, 0, 2316566896839324, 0, 0, 70885189398780, 0, 0, 3037735707071148, 0, 0, -1561433130057579, 0, 0, -3400330219700032, 0, 0, -3833202791331709, 0, 0, 1347121500091830, 0, 0, -1356928141603241, 0, 0, 1818587975469824, 0, 0, 5467867809901380, 0, 0, -4621969453106142, 0, 0, 4415087067278418, 0, 0, 1679090160100636, 0, 0, -1742759343115777, 0, 0, 1494552776389596, 0, 0, 1342986505230722, 0, 0, -1738532485667898], 'weight': 11, '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: 22231
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.11.b.b', 'source_level': 27, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '27.11.b.b', 'target_level': 27, 'twist_class_label': '27.11.b.b', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 22232
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.11.b.b', 'source_level': 27, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '27.11.b.b', 'target_level': 27, 'twist_class_label': '27.11.b.b', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 22233
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.11.b.b', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.11.d.a', 'target_level': 81, 'twist_class_label': '27.11.b.b', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 22234
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.11.b.b', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.11.d.a', 'target_level': 81, 'twist_class_label': '27.11.b.b', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 11}
  • id: 22235
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.11.b.b', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.11.d.c', 'target_level': 81, 'twist_class_label': '27.11.b.b', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 22236
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.11.b.b', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.11.d.c', 'target_level': 81, 'twist_class_label': '27.11.b.b', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 103500
    {'charpoly_factorization': [[[2700, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 2}
  • id: 103501
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 3}
  • id: 103502
    {'charpoly_factorization': [[[691200, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 5}
  • id: 103503
    {'charpoly_factorization': [[[16093, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 7}
  • id: 103504
    {'charpoly_factorization': [[[86129740800, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 11}
  • id: 103505
    {'charpoly_factorization': [[[-608639, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 13}
  • id: 103506
    {'charpoly_factorization': [[[304819200, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 17}
  • id: 103507
    {'charpoly_factorization': [[[2104549, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 19}
  • id: 103508
    {'charpoly_factorization': [[[21007758412800, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 23}
  • id: 103509
    {'charpoly_factorization': [[[990228672000000, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 29}
  • id: 103510
    {'charpoly_factorization': [[[26014126, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 31}
  • id: 103511
    {'charpoly_factorization': [[[-51946607, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 37}
  • id: 103512
    {'charpoly_factorization': [[[32269532474880000, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 41}
  • id: 103513
    {'charpoly_factorization': [[[71964982, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 43}
  • id: 103514
    {'charpoly_factorization': [[[22434959868595200, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 47}
  • id: 103515
    {'charpoly_factorization': [[[11070900193996800, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 53}
  • id: 103516
    {'charpoly_factorization': [[[367641469612108800, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 59}
  • id: 103517
    {'charpoly_factorization': [[[356794201, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 61}
  • id: 103518
    {'charpoly_factorization': [[[591548989, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 67}
  • id: 103519
    {'charpoly_factorization': [[[9548632515881779200, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 71}
  • id: 103520
    {'charpoly_factorization': [[[-413274143, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 73}
  • id: 103521
    {'charpoly_factorization': [[[1080519949, 1], 2]], 'hecke_orbit_code': 4503668531396635, 'p': 79}
  • id: 103522
    {'charpoly_factorization': [[[32504744868318720000, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 83}
  • id: 103523
    {'charpoly_factorization': [[[8110286675288755200, 0, 1], 1]], 'hecke_orbit_code': 4503668531396635, 'p': 89}
  • id: 103524
    {'charpoly_factorization': [[[13694177593, 1], 2]], 'hecke_orbit_code': 4503668531396635, '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': 2, 'hecke_orbit': 2, 'label': '27.11.b.b', 'level': 27, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20720730
    {'hecke_orbit_code': 4503668531396635, 'n': 1, 'trace_an': 2}
  • id: 20720731
    {'hecke_orbit_code': 4503668531396635, 'n': 2, 'trace_an': 0}
  • id: 20720732
    {'hecke_orbit_code': 4503668531396635, 'n': 3, 'trace_an': 0}
  • id: 20720733
    {'hecke_orbit_code': 4503668531396635, 'n': 4, 'trace_an': -3352}
  • id: 20720734
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