Newform data - 256.12.a.d

Formats: - HTML - YAML - JSON - 2025-02-10T19:44:09.529583

• 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': 36864, 'analytic_conductor': 196.69585422325474, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [256, 1, [255, 5], [1, 1]], 'cm_discs': [-8], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-394, 1]], [5, [0, 1]], [7, [0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799083438336, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 4, -1, 2, -8]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '256.12.a.d', 'level': 256, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '64.12.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+394q^{3}-21911q^{9}-141906q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.1.d1', 'self_twist_discs': [-8], 'self_twist_type': 1, 'space_label': '256.12.a', 'trace_display': [0, 394, 0, 0], 'trace_hash': 553675452833609727, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.024', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.090', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.010', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [1, 0, 394, 0, 0, 0, 0, 0, -21911, 0, -141906, 0, 0, 0, 0, 0, 5215578, 0, 12105322, 0, 0, 0, 0, 0, -48828125, 0, -78428852, 0, 0, 0, 0, 0, -55910964, 0, 0, 0, 0, 0, 0, 0, 1179887286, 0, 219226270, 0, 0, 0, 0, 0, -1977326743, 0, 2054937732, 0, 0, 0, 0, 0, 4769496868, 0, -10496647794, 0, 0, 0, 0, 0, 0, 0, 21183162938, 0, 0, 0, 0, 0, 34041283054, 0, -19238281250, 0, 0, 0, 0, 0, -27019499771, 0, 10275997626, 0, 0, 0, 0, 0, 103091787198, 0, 0, 0, 0, 0, 0, 0, 69880926730, 0, 3109302366, 0, 0, 0, 0, 0, 0, 0, -27565359762, 0, 0, 0, 0, 0, 389312025714, 0, 0, 0, 0, 0, 0, 0, -265174357775, 0, 464875590684, 0, 0, 0, 0, 0, 86375150380, 0, -445376279718, 0, 0, 0, 0, 0, -323488341258, 0, 753191582462, 0, 0, 0, 0, 0, 0, 0, -779066736742, 0, 0, 0, 0, 0, -114278529558, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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1611055651664179374, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 586877696931013416, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -673925921337499668, 0, -2669818750532274008, 0, 0, 0, 0, 0, -1801143828271728828, 0, 2100313792458851454, 0, 0, 0, 0, 0, 0, 0, 867524624143051162, 0, 0, 0, 0, 0, 2799317560853606966, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2286092053365012666, 0, 0, 0, 0, 0, -2333022684333489498, 0, 2948976212132359774, 0, 0, 0, 0, 0, 2821181079579059018, 0, -2387262096101790620, 0, 0, 0, 0, 0, 1319311512255859375, 0, 2899071984879677070, 0, 0, 0, 0, 0, -333687555964853364, 0, 0, 0, 0, 0, 0, 0, 0, 0, -203497227458683590, 0, 0, 0, 0, 0, 2280612037745202924, 0, 0, 0, 0, 0, 0, 0, -1383037546575418950, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2446160702527302724, 0, -501757696582031250, 0, 0, 0, 0, 0, 2249915945951456586, 0, 333938189968478650, 0, 0, 0, 0, 0, -3155445980413409266, 0, 2424594903508475352, 0, 0, 0, 0, 0, 211840907971582590, 0, 3654055318034857242, 0, 0, 0, 0, 0, 0, 0, -433481966439138610, 0, 0, 0, 0, 0, 3713370891391641154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 618988759498306956, 0, 0, 0, 0, 0, -3357074211305750478, 0, -2085125661715077382, 0, 0, 0, 0, 0, -2249566955491385818, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4712747429740249908, 0, 0, 0, 0, 0, 3898389238686938070, 0, 0, 0, 0, 0, 0, 0, -4367281519003154438, 0, 0, 0, 0, 0, 0, 0, -551400001517116726, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1070815311522494602, 0, 0, 0, 0, 0, 0, 0, 1814689275848651608, 0, 0, 0, 0, 0, 450496334068619640, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4492517121801481730, 0, 0, 0, 0, 0, -2472159215084012303, 0, -1184371060432652232, 0, 0, 0, 0, 0, 4306172068225276196, 0, 0, 0, 0, 0, 0, 0, -5033778671777343750, 0, -2322894726219047004, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -805934696961905352, 0, 5046060663534343674, 0, 0, 0, 0, 0, 0, 0, 2206068803154998174, 0, 0, 0, 0, 0, 0, 0, -598586760533276994, 0, 0, 0, 0, 0, 0, 0, -4949271502534950930, 0, 0, 0, 0, 0, -2140895855162729310, 0, 0, 0, 0, 0, 0, 0, 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1045599008148322360, 0, 0, 0, 0, 0, 0, 0, 5508317991771664206, 0, 0, 0, 0, 0, 0, 0, -5854851653701310998, 0, 0, 0, 0, 0, 2853273167890212046, 0, -151821404589843750, 0, 0, 0, 0, 0, 6566542841865156588, 0, 0, 0, 0, 0, 0, 0, -5391423277148459196, 0, 0, 0, 0, 0, 0, 0, -1317944300111905140, 0, -4063283332683366876, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3132865702232410246, 0, -4807000847688096626, 0, 0, 0, 0, 0, 62921489185247598, 0, 9593958271248816282, 0, 0, 0, 0, 0, -2301140943382348380, 0, -9530747716587502322, 0, 0, 0, 0, 0, 0, 0, -1338053820266115634, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1371981921711259140, 0, 0, 0, 0, 0, 0, 0, -3632508874762752708, 0, 0, 0, 0, 0, -293176225084106612, 0, 2385980649135144282, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2559056167834094014, 0, 0, 0, 0, 0, 0, 0, 154902935361492139, 0, -3915930534173975076, 0, 0, 0, 0, 0, -10126005457088348358, 0, 0, 0, 0, 0, 0, 0, 11057682978039659270, 0, -5480680860130013960, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4522171169664542166, 0, 0, 0, 0, 0, 0, 0, 9117626633392062764, 0, 3036855293758763892, 0, 0, 0, 0, 0, 4548164602538047396, 0, -3571127224466613396, 0, 0, 0, 0, 0, -13347160311264546558, 0, -667335738622991894, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -460875628060805820, 0, 1345964832128906250, 0, 0, 0, 0, 0, 0, 0, 13728595791640140110, 0, 0, 0, 0, 0, -12610449775082159518, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7627637753076485262, 0, 0, 0, 0, 0, 0, 0, 14336408571425625082, 0, 0, 0, 0, 0, -10993130676322939034, 0, 0, 0, 0, 0, 0, 0, -14062399365665175380, 0, 0, 0, 0, 0, 0, 0, -11675488766721063402, 0, -14828948114424226946, 0, 0, 0, 0, 0, 0, 0, -574540933331371464, 0, 0, 0, 0, 0, 0, 0, 24993744627812606268, 0, 0, 0, 0, 0, 16317798100555326186, 0, 0, 0, 0, 0, 0, 0, -3876730995401177724, 0, -1884240194849460262, 0, 0, 0, 0, 0, 0, 0, 11637626841315872772, 0, 0, 0, 0, 0, 6228298767446222598, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9315627444567236124, 0, 0, 0, 0, 0, -9430853707751140924, 0, 0, 0, 0, 0, 0, 0, 17998410649698995898, 0, -14044998666005541350, 0, 0, 0, 0, 0, -9269035929372191597, 0, 3352608528094326668, 0, 0, 0, 0, 0, 23611064581188470, 0, 18043601639974368858, 0, 0, 0, 0, 0, -19009376255566406250, 0, -3460067252097781860, 0, 0, 0, 0, 0, 4762208282865315826, 0, 0, 0, 0, 0, 0, 0, 11649889857719989860, 0, 19675248054541280814, 0, 0, 0, 0, 0, 0, 0, 4354450552120399402, 0, 0, 0, 0, 0, 13837824486282257038, 0, 17791506680146693116, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9347152323610708386, 0, 0, 0, 0, 0, 0, 0, 4643905797699981260, 0, -10010939897183503414, 0, 0, 0, 0, 0, 2161919521100653224, 0, 20755302394928154942, 0, 0, 0, 0, 0, 12645158555577038298, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1383378397986107676, 0, 0, 0, 0, 0, -18250441840913983956, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 19098661957457621892, 0, 0, 0, 0, 0, -5763961202723038872, 0, 18720271915192588782, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 17292657055571613974, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1754644767396059190, 0, 0, 0, 0, 0, 24331614762390628158, 0, -21525633183942385634, 0, 0, 0, 0, 0, 0, 0, 1964810074117884734, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40164877074541851444, 0, 0, 0, 0, 0, 0, 0], 'weight': 12, '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], [394], [0], [0], [0], [0], [0], [-21911], [0], [-141906], [0], [0], [0], [0], [0], [5215578], [0], [12105322], [0], [0], [0], [0], [0], [-48828125], [0], [-78428852], [0], [0], [0], [0], [0], [-55910964], [0], [0], [0], [0], [0], [0], [0], [1179887286], [0], [219226270], [0], [0], [0], [0], [0], [-1977326743], [0], [2054937732], [0], [0], [0], [0], [0], [4769496868], [0], [-10496647794], [0], [0], [0], [0], [0], [0], [0], [21183162938], [0], [0], [0], [0], [0], [34041283054], [0], [-19238281250], [0], [0], [0], [0], [0], [-27019499771], [0], [10275997626], [0], [0], [0], [0], [0], [103091787198], [0], [0], [0], [0], [0], [0], [0], [69880926730], [0], [3109302366], [0]], 'ap': [[0], [394], [0], [0], [-141906], [0], [5215578], [12105322], [0], [0], [0], [0], [1179887286], [219226270], [0], [0], [-10496647794], [0], [21183162938], [0], [34041283054], [0], [10275997626], [103091787198], [69880926730], [0], [0], [-27565359762], [0], [389312025714], [0], [-445376279718], [-323488341258], [753191582462], [0], [0], [0], [2231320640074], [0], [0], [4749100963578], [0], [0], [-4361963267926], [0], [0], [8301116360474], [0], [9287445915690], [0], [-9668244624690], [0], [25165442084666], [27319006915854], [24382811523810], [0], [0], [0], [0], [-2871684961218], [61067674696094], [0], [85995171140042], [0], [-1077589547770], [0], [-89672314094194], [-146423358215918], [183372577211598], [0], [-139732971977310], [0], [0], [0], [227901894006958], [0], [0], [0], [413821364388954], [-19837563463322], [-505818469299942], [0], [0], [58318030244986], [0], [530538123793566], [75746903660778], [671458174433878], [0], [0], [-800292451760310], [0], [0], [-1148946390461058], [492696289056986], [0], [0], [-1739636919348234], [-1750657338778034], [0], [-966838305411878], [0], [-2542841206499190], [-1883512212789018], [-2473493504786722], [-2151803119188062], [3306191417664558], [3048017156322354], [0], [-2822954554440194], [0], [0], [-3333633651957810], [1054752882874574], [0], [5327424866702442], [1531637666918650], [0], [0], [-4571431036222662], [0], [-6059040853050230], [0], [5788355425749246], [6208529701845946], [0], [0], [0], [0], [0], [10929370731536234], [0], [0], [0], [-9082116852343866], [-14536985278301398], [0], [-7636294479386150], [0], [-18091382326949706], [19657259292914062], [0], [0], [16666352390520702], [0], [0], [0], [-9219565671986682], [-744102094122098], [0], [0], [7707754552687218], [11543564981061034], [0], [-35691368948388770], [0], [0], [-23643724478597046], [8509158700747022], [0], [29568248369847690], [45156108325245414], [0], [-46320918377954274], [48473761313344218], [0], [0], [0], [46245304528685818], [0], [-70076621999354082], [0], [0], [-74062871802700114], [0], [3632296661894718], [81895134553732526], [0], [0], [0], [0], [-90985910049382326], [0], [-62023843851814482], [0], [0], [0], [-49562118156758134], [-110501470867018762], [0], [-44056194298212094], [-123199162129417794], [-80602193405659894], [0], [162035869107191178], [162569278316351310], [136126968276979666], [0], [-164214353808219198], [0], [0], [0], [0], [-153703288243830398], [180099372362308206], [0], [0], [248838734983992810], [65387958278712366], [202975350135746158], [228723562806852890], [0], [0], [40815395738168382], [0], [-225743191069315946], [0], [268926776003819994], [0], [0], [0], [0], [-102256130938551702], [0], [-344218264527621462], [0], [219760299602539326], [0], [0], [337171680036471006], [0], [143458991451424042], [0], [-517204974374576466], [-547173407629885730], [0], [-39786161575945958], [0], [-13477167719641122], [0], [589393058423548314], [-576753813633375106], [0], [0], [9737230806155346], [0], [0], [-296921968379879622], [43853362922661182], [0], [0], [796774775127957186], [0], [248539062993475118], [0], [-821948809472008998], [0], [414937997611396142], [0], [-18304604787713978], [0], [-841481383496552502], [0], [0], [1159485933216859722], [-493466150933022118], [0], [-970065101530153122], [-1000142824402575026], [0], [0], [-1352850304022188918], [865213942403499134], [0], [-962562231388586350], [0], [1499056021973137662], [0], [412246138629797998], [-548152005754869846], [0], [0], [0], [0], [-920790357213572162], [0], [-1607654842304908390], [0], [0], [124055831556389634], [0], [1444737813274503690], [984865392199802334], [1611055651664179374], [0], [0], [0], [0], [2100313792458851454], [867524624143051162], [2799317560853606966], [0], [0], [2286092053365012666], [2948976212132359774], [2821181079579059018], [2899071984879677070], [0], [0], [0], [0], [0], [2249915945951456586], [333938189968478650], [0], [-3155445980413409266], [3654055318034857242], [0], [3713370891391641154], [-3357074211305750478], [-2085125661715077382], [-2249566955491385818], [0], [0], [3898389238686938070], [-4367281519003154438], [1070815311522494602], [-4492517121801481730], [0], [0], [0], [0], [0], [5046060663534343674], [2206068803154998174], [-4949271502534950930], [0], [-2140895855162729310], [-2263992337417411826], [0], [0], [-1809499100204171322], [0], [0], [0], [6219806884709833866], [0], [-1053088106777813938], [0], [0], [-7100826699371882966], [-4277914140477090890], [0], [0], [0], [6863678915718669246], [0], [967241179719260766], [-1236244165091543430], [0], [0], [8406724615563254574], [0], [5508317991771664206], [-5854851653701310998], [2853273167890212046], [0], [0], [3132865702232410246], [9593958271248816282], [-9530747716587502322], [0], [0], [0], [0], [2385980649135144282], [0], [-2559056167834094014], [-10126005457088348358], [11057682978039659270], [0], [4522171169664542166], [0], [-13347160311264546558], [-667335738622991894], [0], [0], [0], [13728595791640140110], [0], [-12610449775082159518], [0], [7627637753076485262], [14336408571425625082], [0], [-10993130676322939034], [0], [-11675488766721063402], [-14828948114424226946], [0], [0], [16317798100555326186], [0], [6228298767446222598], [0], [0], [0], [17998410649698995898], [-14044998666005541350], [18043601639974368858], [4762208282865315826], [0], [19675248054541280814], [4354450552120399402], [13837824486282257038], [0], [0], [0], [12645158555577038298], [0], [0], [0], [0], [18720271915192588782], [17292657055571613974], [0], [-1754644767396059190], [24331614762390628158], [-21525633183942385634], [0]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510799083438336, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '256.12.a.d', 'level': 256, 'maxp': 2999, 'weight': 12}
• 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

  
  {'ALdims': [44, 42], 'Nk2': 36864, 'analytic_conductor': 196.69585422325474, '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': [256, 1, [255, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 340, 'dim': 86, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 201326848, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 4, 4, 6, 6, 8, 8, 8, 10, 10, 12], 'label': '256.12.a', 'level': 256, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 364, 'mf_new_dim': 90, 'num_forms': 17, 'plus_dim': 44, 'prim_orbit_index': 1, 'relative_dim': 86, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [86, 0, 0, 0, 0, 0, 0, 0, 4842022, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 761718754, 0, 0, 0, 0, 0, 0, 0, 708584, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 20848125510, 0, 0, 0, 0, 0, 0, 0, -4525726280, 0, 0, 0, 0, 0, 0, 0, -3574618080, 0, 0, 0, 0, 0, 0, 0, 92385298388, 0, 0, 0, 0, 0, 0, 0, 244075616654, 0, 0, 0, 0, 0, 0, 0, -104349567180, 0, 0, 0, 0, 0, 0, 0, -291432459620, 0, 0, 0, 0, 0, 0, 0, 7713285888, 0, 0, 0, 0, 0, 0, 0, -280852321012, 0, 0, 0, 0, 0, 0, 0, 2569990421078, 0, 0, 0, 0, 0, 0, 0, -2155018176536, 0, 0, 0, 0, 0, 0, 0, 1287964354756, 0, 0, 0, 0, 0, 0, 0, 1528957082400, 0, 0, 0, 0, 0, 0, 0, 520110266076, 0, 0, 0, 0, 0, 0, 0, -4114734984448, 0, 0, 0, 0, 0, 0, 0, 9377049369170, 0, 0, 0, 0, 0, 0, 0, 4895449076008, 0, 0, 0, 0, 0, 0, 0, -12887986579808, 0, 0, 0, 0, 0, 0, 0, -1143877459620, 0, 0, 0, 0, 0, 0, 0, -22886251956488, 0, 0, 0, 0, 0, 0, 0, -6128668640088, 0, 0, 0, 0, 0, 0, 0, 25592349875200, 0, 0, 0, 0, 0, 0, 0, 70110628667602, 0, 0, 0, 0, 0, 0, 0, 22162479549076, 0, 0, 0, 0, 0, 0, 0, -39572540696900, 0, 0, 0, 0, 0, 0, 0, 56916891643704, 0, 0, 0, 0, 0, 0, 0, 139119872205612, 0, 0, 0, 0, 0, 0, 0, 74555756380448, 0, 0, 0, 0, 0, 0, 0, 122756003668736, 0, 0, 0, 0, 0, 0, 0, 54937065894708, 0, 0, 0, 0, 0, 0, 0, 61685024717154, 0, 0, 0, 0, 0, 0, 0, 179828333468272, 0, 0, 0, 0, 0, 0, 0, 196978332941216, 0, 0, 0, 0, 0, 0, 0, -87466464837404, 0, 0, 0, 0, 0, 0, 0, -400633860922008, 0, 0, 0, 0, 0, 0, 0, -320448919770624, 0, 0, 0, 0, 0, 0, 0, 505103434677324, 0, 0, 0, 0, 0, 0, 0, -53841519532800, 0, 0, 0, 0, 0, 0, 0, -268540691998740, 0, 0, 0, 0, 0, 0, 0, -113771567352442, 0, 0, 0, 0, 0, 0, 0, -283637589882780, 0, 0, 0, 0, 0, 0, 0, 232192268145952, 0, 0, 0, 0, 0, 0, 0, 3492852225280, 0, 0, 0, 0, 0, 0, 0, 938510088565240, 0, 0, 0, 0, 0, 0, 0, -1891592470269956, 0, 0, 0, 0, 0, 0, 0, 1224925515041572, 0, 0, 0, 0, 0, 0, 0, 1107103106280808, 0, 0, 0, 0, 0, 0, 0, 1260813894594100, 0, 0, 0, 0, 0, 0, 0, 2518458013608252, 0, 0, 0, 0, 0, 0, 0, -468933607369578, 0, 0, 0, 0, 0, 0, 0, 796892738335068, 0, 0, 0, 0, 0, 0, 0, -2216065967800892, 0, 0, 0, 0, 0, 0, 0, -1830257599609856, 0, 0, 0, 0, 0, 0, 0, -243028384722632, 0, 0, 0, 0, 0, 0, 0, -3386846013586272, 0, 0, 0, 0, 0, 0, 0, -4040887519609352, 0, 0, 0, 0, 0, 0, 0, -4470662957299456, 0, 0, 0, 0, 0, 0, 0, -3341170241954400, 0, 0, 0, 0, 0, 0, 0, 403411526499664, 0, 0, 0, 0, 0, 0, 0, 3007983224879300, 0, 0, 0, 0, 0, 0, 0, 4909369439776550, 0, 0, 0, 0, 0, 0, 0, -9130252607391304, 0, 0, 0, 0, 0, 0, 0, 3012258616092576, 0, 0, 0, 0, 0, 0, 0, -2790445940324864, 0, 0, 0, 0, 0, 0, 0, 7572775745320656, 0, 0, 0, 0, 0, 0, 0, 1376371742740324, 0, 0, 0, 0, 0, 0, 0, -944377671040468, 0, 0, 0, 0, 0, 0, 0, -9947863408632416, 0, 0, 0, 0, 0, 0, 0, -13776645383447476, 0, 0, 0, 0, 0, 0, 0, 23315681214965556, 0, 0, 0, 0, 0, 0, 0, -15966117722597632, 0, 0, 0, 0, 0, 0, 0, 2585730087020820, 0, 0, 0, 0, 0, 0, 0, 517114904415398, 0, 0, 0, 0, 0, 0, 0, -2370781936431304, 0, 0, 0, 0, 0, 0, 0, -29136165506526244, 0, 0, 0, 0, 0, 0, 0, 6516806292212984, 0, 0, 0, 0, 0, 0, 0, 16754250788369908, 0, 0, 0, 0, 0, 0, 0, -26294037367755008, 0, 0, 0, 0, 0, 0, 0, 25005905188483100, 0, 0, 0, 0, 0, 0, 0, 29469120725234424, 0, 0, 0, 0, 0, 0, 0, 21655161487447840, 0, 0, 0, 0, 0, 0, 0, 1548197348263016, 0, 0, 0, 0, 0, 0, 0, 35511975265707520, 0, 0, 0, 0, 0, 0, 0, -4841305543388160, 0, 0, 0, 0, 0, 0, 0, -1223136112218880, 0, 0, 0, 0, 0, 0, 0, 58379147935512046, 0, 0, 0, 0, 0, 0, 0, -22445617705813400, 0, 0, 0, 0, 0, 0, 0, -31177737215229792, 0, 0, 0, 0, 0, 0, 0, -54462161663501272, 0, 0, 0, 0, 0, 0, 0, 13693678151402852, 0, 0, 0, 0, 0, 0, 0, -903742228053028, 0, 0, 0, 0, 0, 0, 0, 10451215643901696, 0, 0, 0, 0, 0, 0, 0, 41629150430838176, 0, 0, 0, 0, 0, 0, 0, -48223527787015776, 0, 0, 0, 0, 0, 0, 0, 82240223832950356, 0, 0, 0, 0, 0, 0, 0, 17245428131684356, 0, 0, 0, 0, 0, 0, 0, 43341519572109736, 0, 0, 0, 0, 0, 0, 0, 72591374928037816, 0, 0, 0, 0, 0, 0, 0, -8421085448493988, 0, 0, 0, 0, 0, 0, 0, -56045675583470030, 0, 0, 0, 0, 0, 0, 0, 35780155660226856, 0, 0, 0, 0, 0, 0, 0, -14608853304628444, 0, 0, 0, 0, 0, 0, 0, -169671056043964896, 0, 0, 0, 0, 0, 0, 0, -22094776804390788, 0, 0, 0, 0, 0, 0, 0, -32744357520571764, 0, 0, 0, 0, 0, 0, 0, -126612923316703232, 0, 0, 0, 0, 0, 0, 0, -102226972916180736, 0, 0, 0, 0, 0, 0, 0, 117571972520256160, 0, 0, 0, 0, 0, 0, 0, 69125727728302632, 0, 0, 0, 0, 0, 0, 0, 68304849472367416, 0, 0, 0, 0, 0, 0, 0, -23419452326666212, 0, 0, 0, 0, 0, 0, 0, -78479230848469740, 0, 0, 0, 0, 0, 0, 0, 351172707756231168, 0, 0, 0, 0, 0, 0, 0, 83695433623752548, 0, 0, 0, 0, 0, 0, 0, 76457857968439830, 0, 0, 0, 0, 0, 0, 0, -116131319956418960, 0, 0, 0, 0, 0, 0, 0, 25084628753247612, 0, 0, 0, 0, 0, 0, 0, -110339986596548832, 0, 0, 0, 0, 0, 0, 0, -53774296248961816, 0, 0, 0, 0, 0, 0, 0], 'weight': 12, '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: 206396
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '256.12.a.d', 'source_level': 256, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '64.12.b.a', 'target_level': 64, 'twist_class_label': '64.12.b.a', 'twist_class_level': 64, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 12}
  • id: 206397
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '256.12.a.d', 'source_level': 256, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '64.12.b.a', 'target_level': 64, 'twist_class_label': '64.12.b.a', 'twist_class_level': 64, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 12}
  • id: 206398
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '256.12.a.d', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '256.12.a.a', 'target_level': 256, 'twist_class_label': '64.12.b.a', 'twist_class_level': 64, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 206399
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '256.12.a.d', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '256.12.a.a', 'target_level': 256, 'twist_class_label': '64.12.b.a', 'twist_class_level': 64, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 206400
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '256.12.a.d', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '256.12.a.d', 'target_level': 256, 'twist_class_label': '64.12.b.a', 'twist_class_level': 64, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 206401
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -8, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '256.12.a.d', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '256.12.a.d', 'target_level': 256, 'twist_class_label': '64.12.b.a', 'twist_class_level': 64, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 600050
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 2}
  • id: 600051
    {'charpoly_factorization': [[[-394, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 3}
  • id: 600052
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 5}
  • id: 600053
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 7}
  • id: 600054
    {'charpoly_factorization': [[[141906, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 11}
  • id: 600055
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 13}
  • id: 600056
    {'charpoly_factorization': [[[-5215578, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 17}
  • id: 600057
    {'charpoly_factorization': [[[-12105322, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 19}
  • id: 600058
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 23}
  • id: 600059
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 29}
  • id: 600060
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 31}
  • id: 600061
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 37}
  • id: 600062
    {'charpoly_factorization': [[[-1179887286, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 41}
  • id: 600063
    {'charpoly_factorization': [[[-219226270, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 43}
  • id: 600064
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 47}
  • id: 600065
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 53}
  • id: 600066
    {'charpoly_factorization': [[[10496647794, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 59}
  • id: 600067
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 61}
  • id: 600068
    {'charpoly_factorization': [[[-21183162938, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 67}
  • id: 600069
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 71}
  • id: 600070
    {'charpoly_factorization': [[[-34041283054, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 73}
  • id: 600071
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 79}
  • id: 600072
    {'charpoly_factorization': [[[-10275997626, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 83}
  • id: 600073
    {'charpoly_factorization': [[[-103091787198, 1], 1]], 'hecke_orbit_code': 13510799083438336, 'p': 89}
  • id: 600074
    {'charpoly_factorization': [[[-69880926730, 1], 1]], 'hecke_orbit_code': 13510799083438336, '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': 4, 'label': '256.12.a.d', 'level': 256, 'portrait': 'data:image/png;base64,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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35568115
    {'hecke_orbit_code': 13510799083438336, 'n': 1, 'trace_an': 1}
  • id: 35568116
    {'hecke_orbit_code': 13510799083438336, 'n': 2, 'trace_an': 0}
  • id: 35568117
    {'hecke_orbit_code': 13510799083438336, 'n': 3, 'trace_an': 394}
  • id: 35568118
    {'hecke_orbit_code': 13510799083438336, 'n': 4, 'trace_an': 0}
  • id: 35568119
    {'hecke_orbit_code': 13510799083438336, 'n': 5, 'trace_an': 0}
  • id: 35568120
    {'hecke_orbit_code': 13510799083438336, 'n': 6, 'trace_an': 0}
  • id: 35568121
    {'hecke_orbit_code': 13510799083438336, 'n': 7, 'trace_an': 0}
  • id: 35568122
    {'hecke_orbit_code': 13510799083438336, 'n': 8, 'trace_an': 0}
  • id: 35568123
    {'hecke_orbit_code': 13510799083438336, 'n': 9, 'trace_an': -21911}
  • id: 35568124
    {'hecke_orbit_code': 13510799083438336, 'n': 10, 'trace_an': 0}
  • id: 35568125
    {'hecke_orbit_code': 13510799083438336, 'n': 11, 'trace_an': -141906}
  • id: 35568126
    {'hecke_orbit_code': 13510799083438336, 'n': 12, 'trace_an': 0}
  • id: 35568127
    {'hecke_orbit_code': 13510799083438336, 'n': 13, 'trace_an': 0}
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