Newform data - 150.14.c.m

Formats: - HTML - YAML - JSON - 2025-12-30T16:27:29.943305

• 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': 29400, 'analytic_conductor': 160.84639342786906, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [150, 2, [101, 127], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 4, 'field_disc': 6566775598494736, 'field_disc_factorization': [[2, 4], [20258911, 2]], 'field_poly': [25651469713984, 0, -10129455, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [5312051041559324701681, 0, 145960680818, 0, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043333202280598, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 14400, 'hecke_ring_index_factorization': [[2, 6], [3, 2], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 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': '150.14.c.m', 'level': 150, '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, 3, 5], 'level_radical': 30, 'minimal_twist': '150.14.a.j', 'prim_orbit_index': 2, 'qexp_display': 'q+2^{6}\\beta _{1}q^{2}-3^{6}\\beta _{1}q^{3}-2^{12}q^{4}+6^{6}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '13.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '150.14.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 124556555800512111, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.090', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '86.437', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2492.075', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -16384, 0, 186624, 0, 0, -2125764, 0, 11958408, 0, 0, -1778432, 0, 67108864, 0, 0, -471684740, 0, 20257452, 0, 0, -764411904, 0, 3162588416, 0, 0, 3965146440, 0, -7190293012, 0, 0, 6210329088, 0, 8707129344, 0, 0, -36023858676, 0, 21588341808, 0, 0, -48981639168, 0, 100092581376, 0, 0, 95634679992, 0, -70739529768, 0, 0, -99179645184, 0, 7284457472, 0, 0, 657254281560, 0, 1978324726508, 0, 0, -274877906944, 0, 557931483648, 0, 0, -1140117059736, 0, 5259349361328, 0, 0, 482026198528, 0, 1932020695040, 0, 0, -10219104462560, 0, 1129718145924, 0, 0, -82974523392, 0, -966250226944, 0, 0, -21799732071360, 0, -19494236561732, 0, 0, -7777010652672, 0, 3131031158784, 0, 0, -6355188305928, 0, 26498267167488, 0, 0, -12953962151936, 0, 26392582987776, 0, 0, -47905538566340, 0, -5490579667608, 0, 0, -22006923229440, 0, -16241239818240, 0, 0, -126811163325576, 0, -67040841575708, 0, 0, 29451440177152, 0, 945131680512, 0, 0, 11006193991284, 0, -121579823531232, 0, 0, 7643291123968, 0, -25437507944448, 0, 0, -121863237893840, 0, 88585011965592, 0, 0, -35664401793024, 0, 94955997579776, 0, 0, -238370760950760, 0, -544579069534012, 0, 0, 200059932289536, 0, 147553725136896, 0, 0, -300628015595136, 0, -631812748516152, 0, 0, -88425848045568, 0, -243191478326784, 0, 0, -747922844341872, 0, 250672609910340, 0, 0, 184997872304640, 0, 200628794032128, 0, 0, -706441264060680, 0, -2002814929720492, 0, 0, -409979213316096, 0, -335470310767872, 0, 0, -10765640548332, 0, -833837953358472, 0, 0, -882430126729472, 0, -391719649247232, 0, 0, 1815297591109900, 0, -87061862958948, 0, 0, 289749113929728, 0, -534684856413184, 0, 0, -3454289969102280, 0, -3829166481416572, 0, 0, -310114594701312, 0, 406239826673664, 0, 0, -1081608159932136, 0, -9867772808283912, 0, 0, -29837137805312, 0, -3728968746537984, 0, 0, -1674398398835540, 0, -2278807666235496, 0, 0, -1680729150387456, 0, -2692113537269760, 0, 0, -6790725706297920, 0, -2795902704201052, 0, 0, -8103218079776768, 0, 1007225675394048, 0, 0, 2770102932816024, 0, -8766733813097232, 0, 0, -9228924019976192, 0, 1125899906842624, 0, 0, -12583597945659256, 0, -2107241389220040, 0, 0, -2285287357022208, 0, -11683465275649280, 0, 0, -15810062850272040, 0, -7853417371806112, 0, 0, -2864254297216512, 0, 4669919476678656, 0, 0, 3821216508590292, 0, -30797728179098232, 0, 0, -21542294983999488, 0, 23420498712095232, 0, 0, -18446768448000268, 0, 10051430662277892, 0, 0, 4461931629706752, 0, -1974379309170688, 0, 0, -63022847719754424, 0, 31862413959350788, 0, 0, -7913556766883840, 0, -3300423500855808, 0, 0, 6090394692581424, 0, -7191556153105272, 0, 0, -27332495613185792, 0, 41857451878645760, 0, 0, 59947665113785680, 0, 3532399055269632, 0, 0, -4627325525704704, 0, 68183154471639296, 0, 0, 37260215832945144, 0, 2271159735717488, 0, 0, 23527215634987008, 0, 339863647813632, 0, 0, 42475284628534224, 0, -94504335060363624, 0, 0, 3957760929562624, 0, 69078311139242496, 0, 0, 186709487035728280, 0, 19144555478632116, 0, 0, 30664855760463360, 0, 89291702564290560, 0, 0, 155454550747352880, 0, 5783997667038264, 0, 0, 79848392956854272, 0, 92300718439957248, 0, 0, -11472929958785328, 0, -154930723287740352, 0, 0, 108316045961266176, 0, 31854635633344512, 0, 0, 278869689639034900, 0, 105123212665041312, 0, 0, -12824703626379264, 0, 182614350923891456, 0, 0, 9069051247120080, 0, -318789994583203632, 0, 0, 89388907413938688, 0, 26030851301081088, 0, 0, 133081971655442580, 0, -107255971548104352, 0, 0, -108536902318030848, 0, 278053531874695680, 0, 0, 368885091726337900, 0, 32625646604231832, 0, 0, -53193301539042816, 0, 53059428974329856, 0, 0, -100145762777063520, 0, -252556490442282952, 0, 0, -108104019917930496, 0, 245380203802119168, 0, 0, -266774118142459752, 0, 231285845393763768, 0, 0, -421578240407298304, 0, 196221085967728640, 0, 0, 696720403996296820, 0, -50824189969628472, 0, 0, 22489414318522368, 0, 444183419891100416, 0, 0, -339912218916726960, 0, 221586363761834016, 0, 0, -208850984565476352, 0, 90140357547786240, 0, 0, 37593886439435688, 0, -170273711846069472, 0, 0, 66524118295511040, 0, 752749502362254336, 0, 0, 250356263498159564, 0, 311334207843944412, 0, 0, -476782537805199360, 0, 519418524981559296, 0, 0, -707871600005927400, 0, -952287658790034872, 0, 0, 274599287094099968, 0, 52708129816230144, 0, 0, -776648743903516356, 0, 686965371235899168, 0, 0, -1181672419430114560, 0, -120633098965614592, 0, 0, 217154736275477500, 0, -267989690592273888, 0, 0, -3871259363377152, 0, 751681931213233152, 0, 0, 601836356751659880, 0, -1479402897653170952, 0, 0, -710001860419126272, 0, -45081370588299264, 0, 0, -786845137820434056, 0, -2195885902794064152, 0, 0, 497990957183926272, 0, -894888292601816064, 0, 0, -11155282069193332, 0, -349291872646527960, 0, 0, -1017088299521372160, 0, -31306920443772928, 0, 0, 330495636387788784, 0, -2875570930834844572, 0, 0, 104192032540459008, 0, -909523101024168192, 0, 0, -1051362870980138028, 0, -3252623047010661000, 0, 0, -961525518692571392, 0, 499151822413168640, 0, 0, 2360290613877917156, 0, -1233787461027547536, 0, 0, -362844209011064832, 0, 768081698964229376, 0, 0, -1333981665789714120, 0, -3091573815020186812, 0, 0, 904122749672795136, 0, 146081389744226304, 0, 0, -2080091590992451116, 0, 335826208085720568, 0, 0, -388939766086762496, 0, 708573447428353536, 0, 0, 5075727561584280020, 0, -1018195523511895368, 0, 0, -296507665601376768, 0, 976366636854312960, 0, 0, -2195580392797772400, 0, -2558384711890559092, 0, 0, 2230595868811313152, 0, 1236303152966320128, 0, 0, -3167203511510205480, 0, 4092287447310719928, 0, 0, 221697255254303488, 0, -819445482657939456, 0, 0, 3745484100100979020, 0, 605904950343159576, 0, 0, -604380058160726016, 0, 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0, 8203529952135135232, 0, -3127857504556232448, 0, 0, -600378541187996484, 0, 14335964573215547208, 0, 0, -59822982570566912, 0, 1679274857742729216, 0, 0, 23810077002706110640, 0, 13459987402571148660, 0, 0, 1374086392905203712, 0, -11622220023616217344, 0, 0, -7314671893969459776, 0, 11742461546252185568, 0, 0, 22162551353532111360, 0, 44096063685967872, 0, 0, -8562126997725733872, 0, 7286325742132389168, 0, 0, 3415400256956301312, 0, -22283384384146381824, 0, 0, 22849834923805371220, 0, 8087364941336610192, 0, 0, 513504986857346304, 0, 3614433799083917312, 0, 0, -11640103163135533680, 0, 10471015001783213856, 0, 0, 1604483683316662272, 0, -5672428246673160192, 0, 0, 10193336957917561104, 0, 8016901202998967568, 0, 0, -3336531861658948352, 0, -7435458933186150400, 0, 0, 19599480191075326704, 0, 11585271411735629760, 0, 0, 356605390679851008, 0, -34569691296638114048, 0, 0, -2225236040903847360, 0, 25584795713916092708, 0, 0, 10336754436928736256, 0, -1186812370656165888, 0, 0, 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1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0, 0], [0, 64, 0, 0], [0, -729, 0, 0], [-4096, 0, 0, 0], [0, 0, 0, 0], [46656, 0, 0, 0], [0, 6947, 0, 1], [0, -262144, 0, 0], [-531441, 0, 0, 0], [0, 0, 0, 0], [2989602, 0, -11, 0], [0, 2985984, 0, 0], [0, -12353861, 0, 68], [-444608, 0, -64, 0], [0, 0, 0, 0], [16777216, 0, 0, 0], [0, -24259098, 0, 437], [0, -34012224, 0, 0], [-117921185, 0, 637, 0], [0, 0, 0, 0], [5064363, 0, 729, 0], [0, 191334528, 0, -704], [0, -390986646, 0, 2203], [-191102976, 0, 0, 0], [0, 0, 0, 0], [790647104, 0, -4352, 0], [0, 387420489, 0, 0], [0, -28454912, 0, -4096], [991286610, 0, -14987, 0], [0, 0, 0, 0], [-1797573253, 0, 22751, 0], [0, 1073741824, 0, 0], [0, -2179419858, 0, 8019], [1552582272, 0, -27968, 0], [0, 0, 0, 0], [2176782336, 0, 0, 0], [0, -1882914838, 0, 43314], [0, -7546955840, 0, 40768], [-9005964669, 0, 49572, 0], [0, 0, 0, 0], [5397085452, 0, -48939, 0], [0, 324119232, 0, 46656], [0, 3774414949, 0, -109579], [-12245409792, 0, 45056, 0], [0, 0, 0, 0], [25023145344, 0, -140992, 0], [0, 30378947862, 0, -130616], [0, -12230590464, 0, 0], [23908669998, 0, -13894, 0], [0, 0, 0, 0], [-17684882442, 0, 318573, 0], [0, 50601414656, 0, -278528], [0, -103096027296, 0, 540899], [-24794911296, 0, 0, 0], [0, 0, 0, 0], [1821114368, 0, 262144, 0], [0, 85964543865, 0, -464373], [0, 63442343040, 0, -959168], [164313570390, 0, 428080, 0], [0, 0, 0, 0], [494581181627, 0, -825966, 0], [0, -115044688192, 0, 1456064], [0, -3691920627, 0, -531441], [-68719476736, 0, 0, 0], [0, 0, 0, 0], [139482870912, 0, -513216, 0], [0, -29856605953, 0, -855339], [0, 99365265408, 0, -1789952], [-285029264934, 0, 1605987, 0], [0, 0, 0, 0], [1314837340332, 0, 1636749, 0], [0, 139314069504, 0, 0], [0, -370921865546, 0, 5106498], [120506549632, 0, -2772096, 0], [0, 0, 0, 0], [483005173760, 0, -2609152, 0], [0, -781484110506, 0, 2913185], [0, -576381738816, 0, 3172608], [-2554776115640, 0, -5215032, 0], [0, 0, 0, 0], [282429536481, 0, 0, 0], [0, 345413468928, 0, -3132096], [0, 949966712214, 0, 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0], [2028110704322421222, 0, -14663345931368, 0], [0, -9117108005007499751, 0, -17617226594413], [0, -3967330287961754808, 0, 19017016339555], [7404389998964241550, 0, -18613043605344, 0], [-7806445473880726290, 0, 19792271558955, 0], [0, -3419781502506594911, 0, -27817508125314], [0, -8420024942323176708, 0, -27732506511410], [-6015869442355979840, 0, 55697176182594, 0], [0, -8396861502163703976, 0, -33045167703290], [0, -9458671776869764633, 0, -4250305936910], [-7532529222924398808, 0, -29897055994290, 0], [0, -2519243379343298051, 0, 10294815508309], [0, -7773129141142387158, 0, 67522425323240], [0, 10226378351405742452, 0, 8503927736892], [-19612567312479553998, 0, 41369835443244, 0], [-73756172759149385, 0, -103658909485173, 0], [-10617053113972347930, 0, -14095627035935, 0], [0, 16384395727283645207, 0, -4881078683462], [-6527404794714819138, 0, 13997294994248, 0], [0, 20310485555412179622, 0, -48144844431659], [0, -6988706661586949016, 0, -95825928704300], [0, 16002835860172239032, 0, 119218901839908], [1669503794416654542, 0, -129866076226954, 0], [0, 18729492532860242202, 0, -33878731286178], [0, -8375546537795274396, 0, -76168837224500], [-25832162766649675153, 0, 32875065832425, 0], [0, 12429106361667298682, 0, 16958967145308]], 'char_orbit_index': 3, 'field_poly': [25651469713984, 0, -10129455, 0, 1], 'hecke_orbit_code': 54043333202280598, 'hecke_ring_character_values': [[101, [1, 0, 0, 0]], [127, [-1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 5064728, 1266182, 1], 'hecke_ring_inverse_denominators': [1, 120, 120, 120], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 60, 1, 0], [607767300, 0, 0, 1], [0, 911650980, 5064727, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, -5064727, 0, 1], [0, 227912745, 0, -15], [-607767300, 0, 120, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '150.14.c.m', 'level': 150, 'maxp': 997, 'weight': 14}
• 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

  
  {'Nk2': 29400, 'analytic_conductor': 160.84639342786906, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [150, 2, [101, 127], [2, 1]], 'conrey_index': 49, 'cusp_dim': 378, 'dim': 38, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 137673834646, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4], 'label': '150.14.c', 'level': 150, '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, 3, 5], 'level_radical': 30, 'mf_dim': 402, 'mf_new_dim': 38, 'num_forms': 13, 'prim_orbit_index': 2, 'relative_dim': 38, 'sturm_bound': 420, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [38, 0, 0, -155648, 0, -93312, 0, 0, -20194758, 0, -12154464, 0, 0, -35582464, 0, 637534208, 0, 0, 631528040, 0, 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-227269828767488, 0, 0, 371760507844260, 0, 447138633253696, 0, 0, 1021590832991232, 0, 170387138691072, 0, 0, -996276563496612, 0, -3030171914553984, 0, 0, 32510372757504, 0, -432356008201728, 0, 0, -2202489892182234, 0, -335619893105640, 0, 0, 1134489693185280, 0, -203918067892224, 0, 0, -3098324762255760, 0, 2539392137414116, 0, 0, 325856639582208, 0, -2239965137101824, 0, 0, 111245468893416, 0, 7913827262455536, 0, 0, -4052908327477504, 0, 1494554618781696, 0, 0, 5964053859041120, 0, -979063998256296, 0, 0, 1378978782068736, 0, 4171304057923072, 0, 0, -12767763416918400, 0, -11162378125077464, 0, 0, -1465751316847104, 0, -203119913336832, 0, 0, 9398139060728988, 0, 2891957142745416, 0, 0, -596974684340224, 0, -12142889883610368, 0, 0, 336986173338380, 0, -5819839139937312, 0, 0, -1902931826072832, 0, 2483620606771200, 0, 0, -5735005054247760, 0, -9806137818522884, 0, 0, -828405947908096, 0, 2377197617999616, 0, 0, 16975918550815128, 0, 2452694273237136, 0, 0, -36136658457393664, 0, 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• 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: 129372
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '150.14.c.m', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '150.14.a.j', 'target_level': 150, 'twist_class_label': '150.14.a.j', 'twist_class_level': 150, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 129373
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '150.14.c.m', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '150.14.a.p', 'target_level': 150, 'twist_class_label': '150.14.a.j', 'twist_class_level': 150, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 129374
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '150.14.c.m', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '150.14.c.m', 'target_level': 150, 'twist_class_label': '150.14.a.j', 'twist_class_level': 150, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 129375
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '150.14.c.m', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '150.14.c.m', 'target_level': 150, 'twist_class_label': '150.14.a.j', 'twist_class_level': 150, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 403925
    {'charpoly_factorization': [[[4096, 0, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 2}
  • id: 403926
    {'charpoly_factorization': [[[531441, 0, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 3}
  • id: 403927
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 54043333202280598, 'p': 5}
  • id: 403928
    {'charpoly_factorization': [[[5312051041559324701681, 0, 145960680818, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 7}
  • id: 403929
    {'charpoly_factorization': [[[112938486804, -5979204, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 11}
  • id: 403930
    {'charpoly_factorization': [[[34084564509950256186974160241, 0, 979711635355442, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 13}
  • id: 403931
    {'charpoly_factorization': [[[177935923333158223765653750569616, 0, 29032540289812008, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 17}
  • id: 403932
    {'charpoly_factorization': [[[-15688171135408175, 235842370, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 19}
  • id: 403933
    {'charpoly_factorization': [[[40434802304136160241631535970983056, 0, 1013650364907531432, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 23}
  • id: 403934
    {'charpoly_factorization': [[[-15398637581312160300, -1982573220, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 29}
  • id: 403935
    {'charpoly_factorization': [[[-34518958330627877591, 3595146506, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 31}
  • id: 403936
    {'charpoly_factorization': [[[17764276941624894506536414650145214526736, 0, 280746864312798415688, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 37}
  • id: 403937
    {'charpoly_factorization': [[[-145545675151829347296, -10794170904, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 41}
  • id: 403938
    {'charpoly_factorization': [[[742164868985932577555709778059641653578001, 0, 1779964657418806112402, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 43}
  • id: 403939
    {'charpoly_factorization': [[[103285199799629976613289921194504254821136, 0, 4334282189652094137288, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 47}
  • id: 403940
    {'charpoly_factorization': [[[114684260061349765006674226071037279752704256, 0, 63933310828164947742432, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 53}
  • id: 403941
    {'charpoly_factorization': [[[13633964489286767312100, -328627140780, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 59}
  • id: 403942
    {'charpoly_factorization': [[[194854834043127451149529, -989162363254, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 61}
  • id: 403943
    {'charpoly_factorization': [[[2752685662748151992435144516484805497551438881, 0, 108497753574547117499618, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 67}
  • id: 403944
    {'charpoly_factorization': [[[1533416034605702457390624, -2629674680664, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 71}
  • id: 403945
    {'charpoly_factorization': [[[3112462853113041294484868012318902347531165200656, 0, 4078766818567203641193032, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 73}
  • id: 403946
    {'charpoly_factorization': [[[4543379412639526907099200, 5109552231280, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 79}
  • id: 403947
    {'charpoly_factorization': [[[624097020626914720552669153259159231611596972816, 0, 2029750788621543589480392, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 83}
  • id: 403948
    {'charpoly_factorization': [[[28520306819897100198105600, 10899866035680, 1], 2]], 'hecke_orbit_code': 54043333202280598, 'p': 89}
  • id: 403949
    {'charpoly_factorization': [[[3016282120189733200903574140567524504454799271843361, 0, 157368412941358331705115938, 0, 1], 1]], 'hecke_orbit_code': 54043333202280598, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 3, 'hecke_orbit': 13, 'label': '150.14.c.m', 'level': 150, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 58120411
    {'hecke_orbit_code': 54043333202280598, 'n': 1, 'trace_an': 4}
  • id: 58120412
    {'hecke_orbit_code': 54043333202280598, 'n': 2, 'trace_an': 0}
  • id: 58120413
    {'hecke_orbit_code': 54043333202280598, 'n': 3, 'trace_an': 0}
  • id: 58120414
    {'hecke_orbit_code': 54043333202280598, 'n': 4, 'trace_an': -16384}
  • id: 58120415
    {'hecke_orbit_code': 54043333202280598, 'n': 5, 'trace_an': 0}
  • id: 58120416
    {'hecke_orbit_code': 54043333202280598, 'n': 6, 'trace_an': 186624}
  • id: 58120417
    {'hecke_orbit_code': 54043333202280598, 'n': 7, 'trace_an': 0}
  • id: 58120418
    {'hecke_orbit_code': 54043333202280598, 'n': 8, 'trace_an': 0}
  • id: 58120419
    {'hecke_orbit_code': 54043333202280598, 'n': 9, 'trace_an': -2125764}
  • id: 58120420
    {'hecke_orbit_code': 54043333202280598, 'n': 10, 'trace_an': 0}
  • id: 58120421
    {'hecke_orbit_code': 54043333202280598, 'n': 11, 'trace_an': 11958408}
  • id: 58120422
    {'hecke_orbit_code': 54043333202280598, 'n': 12, 'trace_an': 0}
  • id: 58120423
    {'hecke_orbit_code': 54043333202280598, 'n': 13, 'trace_an': 0}
  • id: 58120424
    {'hecke_orbit_code': 54043333202280598, 'n': 14, 'trace_an': -1778432}
  • id: 58120425
    {'hecke_orbit_code': 54043333202280598, 'n': 15, 'trace_an': 0}
  • id: 58120426
    {'hecke_orbit_code': 54043333202280598, 'n': 16, 'trace_an': 67108864}
  • id: 58120427
    {'hecke_orbit_code': 54043333202280598, 'n': 17, 'trace_an': 0}
  • id: 58120428
    {'hecke_orbit_code': 54043333202280598, 'n': 18, 'trace_an': 0}
  • id: 58120429
    {'hecke_orbit_code': 54043333202280598, 'n': 19, 'trace_an': -471684740}
  • id: 58120430
    {'hecke_orbit_code': 54043333202280598, 'n': 20, 'trace_an': 0}
  • id: 58120431
    {'hecke_orbit_code': 54043333202280598, 'n': 21, 'trace_an': 20257452}
  • id: 58120432
    {'hecke_orbit_code': 54043333202280598, 'n': 22, 'trace_an': 0}
  • id: 58120433
    {'hecke_orbit_code': 54043333202280598, 'n': 23, 'trace_an': 0}
  • id: 58120434
    {'hecke_orbit_code': 54043333202280598, 'n': 24, 'trace_an': -764411904}
  • id: 58120435
    {'hecke_orbit_code': 54043333202280598, 'n': 25, 'trace_an': 0}
  • id: 58120436
    {'hecke_orbit_code': 54043333202280598, 'n': 26, 'trace_an': 3162588416}
  • id: 58120437
    {'hecke_orbit_code': 54043333202280598, 'n': 27, 'trace_an': 0}
  • id: 58120438
    {'hecke_orbit_code': 54043333202280598, 'n': 28, 'trace_an': 0}
  • id: 58120439
    {'hecke_orbit_code': 54043333202280598, 'n': 29, 'trace_an': 3965146440}
  • id: 58120440
    {'hecke_orbit_code': 54043333202280598, 'n': 30, 'trace_an': 0}
  • id: 58120441
    {'hecke_orbit_code': 54043333202280598, 'n': 31, 'trace_an': -7190293012}
  • id: 58120442
    {'hecke_orbit_code': 54043333202280598, 'n': 32, 'trace_an': 0}
  • id: 58120443
    {'hecke_orbit_code': 54043333202280598, 'n': 33, 'trace_an': 0}
  • id: 58120444
    {'hecke_orbit_code': 54043333202280598, 'n': 34, 'trace_an': 6210329088}
  • id: 58120445
    {'hecke_orbit_code': 54043333202280598, 'n': 35, 'trace_an': 0}
  • id: 58120446
    {'hecke_orbit_code': 54043333202280598, 'n': 36, 'trace_an': 8707129344}
  • id: 58120447
    {'hecke_orbit_code': 54043333202280598, 'n': 37, 'trace_an': 0}
  • id: 58120448
    {'hecke_orbit_code': 54043333202280598, 'n': 38, 'trace_an': 0}
  • id: 58120449
    {'hecke_orbit_code': 54043333202280598, 'n': 39, 'trace_an': -36023858676}
  • id: 58120450
    {'hecke_orbit_code': 54043333202280598, 'n': 40, 'trace_an': 0}
  • id: 58120451
    {'hecke_orbit_code': 54043333202280598, 'n': 41, 'trace_an': 21588341808}
  • id: 58120452
    {'hecke_orbit_code': 54043333202280598, 'n': 42, 'trace_an': 0}
  • id: 58120453
    {'hecke_orbit_code': 54043333202280598, 'n': 43, 'trace_an': 0}
  • id: 58120454
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