Newform data - 5.20.a.b

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• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 2000, 'analytic_conductor': 11.440834827819039, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [5, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 2442016264896800976, 'field_disc_factorization': [[2, 4], [3, 1], [21647, 1], [2350225844321, 1]], 'field_poly': [10870990650, -26738538, -323561, -2, 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': [[2, [237314973696, -746347520, -2002872, 420, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599962914821, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 57600, 'hecke_ring_index_factorization': [[2, 8], [3, 2], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '5.20.a.b', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.20.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-105-\\beta _{1})q^{2}+(770+14\\beta _{1}-\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.20.a', 'trace_display': [-420, 3080, -7812500, 214021400], 'trace_hash': 561155123942858438, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.695', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.231', 'prec': 17}, {'__RealLiteral__': 0, 'data': '39.889', 'prec': 20}, {'__RealLiteral__': 0, 'data': '13.916', 'prec': 20}, {'__RealLiteral__': 0, 'data': '692.536', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -420, 3080, 2084992, -7812500, -58071752, 214021400, 81737760, 154064548, 820312500, 11585712768, 105629359360, 14812333160, 185174155944, -6015625000, 1785780098944, 849033742440, -2113778999620, 1978167708560, -4072250000000, -1487020185552, -7953348762240, -26569906952760, -39774243472320, 15258789062500, -48695658207912, -7557605929360, 236612033519360, 116267174339640, 113421390625000, 251049672388688, -142495342974720, 359905680636160, 411849015040344, -418010546875000, -168308645735296, 53471657716520, -5247417886886160, -3407032515417904, -159644062500000, 5606221897948248, -6858180778710960, 3924193112762600, 7741056858814464, -300907320312500, -13726548710068872, 9972444326989560, 45169928589418240, 40183155980030772, -1602172851562500, 21906201621258448, -98153899497030400, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0, 0], [-105, -1, 0, 0], [770, 14, -1, 0], [521248, -18, -26, -1], [-1953125, 0, 0, 0], [-14517938, -24482, 256, 96], [53505350, -49970, -81, -720], [20434440, -698512, -968, 2660], [38516137, 508024, 10108, -5472], [205078125, 1953125, 0, 0], [2896428192, 1619940, -77230, 40240], [26407339840, 14330908, -306164, -97890], [3703083290, 11351688, 1026500, -19040], [46293538986, -89110694, 353792, 349792], [-1503906250, -27343750, 1953125, 0], [446445024736, -20310704, -10773648, -1547208], [212258435610, -121164168, -7550788, 1498720], [-528444749905, 72826199, 26929664, 2666880], [494541927140, 1219060368, 13782296, -6204944], [-1018062500000, 35156250, 50781250, 1953125], [-371755046388, 1698233136, -135214248, 10013952], [-1988337190560, -3130150432, -59096320, -14018240], [-6642476738190, 4000888282, -123482299, -14097200], [-9943560868080, -23321100576, 431250288, 42552648], [3814697265625, 0, 0, 0], [-12173914551978, 23076627174, 449950208, -62425472], 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[-2426657230113911542728827590, -1466055327324644741646208, 99490530418551121769024, -9890041243573641307136], [-3403707154534065500005699920, 2183113505551414668618536, -59430089147991535143148, -4565294742573310862048], [-2181744610573390721591633830, 1894352619389386303912024, -98394388868462713260756, 3767366302375348468320], [4291500178525484867155118850, 2628536314212359715205040, -179137355408077405087656, 6348204486310899539520], [575365997973530922352153220, -3331390573072112224187576, -265720106486281193942732, -257657785535029499632], [-6298848667953498109140602910, 851627628748892513875138, 222178701009489266759865, -45548173821810990472080], [2706026533654951138478721170, 5755238713676727779872864, -255423405057715961632080, 42456438096314698679040], [7299229502553125891216811822, 3080491518157783393721720, 87961672475036199115260, -47431682164244336534880], [-5869499455192511131038988270, 1781811417265377876868206, -43706353462718235243153, 42373204832885747173440], [-4850934830992315774640934570, 6087634517648563212171246, 158518612126769560257663, -16158729730525559744400], [8949005548337009127504525950, 3739005918072049671503330, 42377207518956648752249, -3288639576795539633600], [-4965107493457062161318019708, -4909413183077804898444860, -176076044806034248811630, 9386765656845490665440], [-7951922900018394738795973360, -5790666006159256078392152, -256240226494543076887724, 8039313866371268360096], [-1686744921993970675508036490, -2615528385563036954293528, -560286227612605374892876, -7934360879816425459616], [12425091105004877262103286330, 2277985465303830279841816, -219623587799817077743092, 56017509468844088945760], [-1344667289504348090340384138, -10665852153292274014999360, 56439226448975956409120, 19013395532727018725440], [-9625380861007745368509401010, -6466092560791659311277622, -490079742463465970920979, -22012591315110326834080], [-268144908622595386642582230, 7282573077429726621272704, 561674587767895155145024, 69512661980051404060160], [-13696340894704551990611684290, 17472875182956350902103862, 159447964963329722043267, 38275135073519633402160], [14704840644751448219346362232, 3155331497306026320914540, -716717373802666308137930, 20640081673688975921840], [-4501407811963679893430991630, -16806601755135339878940456, -78489460480228140521620, -53559333398804219511200], [-20754857565003669537128123670, -5053888999343809875065214, -308115168795390234017223, 93686510138911625814480], [-14877624068582193015179351788, -24306558469342691426708620, 120245911801074049301290, -19259951464438053375520], [23926410535215267528066113090, -14886980524995151927943832, -93693221834178462091724, -173846907873705367160800]], 'char_orbit_index': 1, 'field_poly': [10870990650, -26738538, -323561, -2, 1], 'hecke_orbit_code': 4503599962914821, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1360737, 453579, 194391], 'hecke_ring_inverse_denominators': [1, 80, 40, 80], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [40, -6, 1, 0], [6471260, 722, 78, -25], [1643139760, -3079258, 251195, -12712]], 'hecke_ring_numerators': [[1, 0, 0, 0], [-1034892417, 10576678, 12712, -50], [-2087927994, 57439676, 25424, -100], [43256659674, 120441404, -224584, -340]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '5.20.a.b', 'level': 5, 'maxp': 997, 'weight': 20}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[5, -1]], 3, 1], [[[5, 1]], 4, 1]], 'ALdims': [4, 3], 'Nk2': 2000, 'analytic_conductor': 11.440834827819039, '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': [5, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 7, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 335544325, 'hecke_orbit_dims': [3, 4], 'label': '5.20.a', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 11, 'mf_new_dim': 7, 'num_forms': 2, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 10, 'trace_bound': 1, 'trace_display': [-1426, -70372, -1953125, 159110944], 'traces': [7, -1426, -70372, 3039876, -1953125, -4615256, 159110944, -432759000, 1563941539, -1144531250, 3018769244, 34268935264, -70818176502, 80868226272, 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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: 2187
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.20.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '5.20.a.b', 'target_level': 5, 'twist_class_label': '5.20.a.b', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 20}
  • id: 2188
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.20.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '25.20.a.c', 'target_level': 25, 'twist_class_label': '5.20.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 20}
  • id: 2189
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.20.a.b', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '25.20.b.c', 'target_level': 25, 'twist_class_label': '5.20.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 20}
  • id: 2190
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.20.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '45.20.a.f', 'target_level': 45, 'twist_class_label': '5.20.a.b', 'twist_class_level': 5, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 20}
  • id: 2191
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.20.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '80.20.a.g', 'target_level': 80, 'twist_class_label': '5.20.a.b', 'twist_class_level': 5, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 20}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 19050
    {'charpoly_factorization': [[[237314973696, -746347520, -2002872, 420, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 2}
  • id: 19051
    {'charpoly_factorization': [[[177346815108838416, 7524612119520, -2396812008, -3080, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 3}
  • id: 19052
    {'charpoly_factorization': [[[1953125, 1], 4]], 'hecke_orbit_code': 4503599962914821, 'p': 5}
  • id: 19053
    {'charpoly_factorization': [[[-351419826901277279646180629221104, 6696544649839234487690400, -19986788531781672, -214021400, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 7}
  • id: 19054
    {'charpoly_factorization': [[[-531772352902616082812185517662094229504, 449788474059133193821630824448, -62616109046686626816, -11585712768, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 11}
  • id: 19055
    {'charpoly_factorization': [[[385979825126249942646736326402549212043536, 22622501054730936411184433855840, -2288161007469788162088, -14812333160, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 13}
  • id: 19056
    {'charpoly_factorization': [[[-6580952719913845285908537578798492806319998704, 95886956149488698958597000397606240, 2538322874794380218328, -849033742440, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 17}
  • id: 19057
    {'charpoly_factorization': [[[3337592024313946255248202446062254186333918880000, 5955061789332436104442902440649824000, -4238025052804808323677600, -1978167708560, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 19}
  • id: 19058
    {'charpoly_factorization': [[[-4259451596454867139929668016348369487396106531407344, -215229152870856498423967262302277579040, 186871139400644875910759832, 26569906952760, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 23}
  • id: 19059
    {'charpoly_factorization': [[[-13323409311059970708223200652037516593910946839685270000, 547932737966617876870525003947480775796000, -2314184692649364902325834600, -116267174339640, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 29}
  • id: 19060
    {'charpoly_factorization': [[[-304426638223702168395264530281470955806766950215075122944, 9436596908690590090230157206785570170430208, -36819438954687639061515854496, -251049672388688, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 31}
  • id: 19061
    {'charpoly_factorization': [[[35364901265744283630721082883920698815286067946457983655696, 213805993578966491539414179895009644611636320, -865236711736384588153931944872, -53471657716520, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 37}
  • id: 19062
    {'charpoly_factorization': [[[546310494333227996621217480809682275792022085100735607960336, -4337302553679028816033624863598580229824329312, 8406635420922175223356425311064, -5606221897948248, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 41}
  • id: 19063
    {'charpoly_factorization': [[[10353060934422940012548640709411860549306831127085505692033296, 36132019184154951241586010232168060620428866400, -10626191710683454281539080997928, -3924193112762600, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 43}
  • id: 19064
    {'charpoly_factorization': [[[-43746184114552378790387422271157465858642157468515702183224304, 51524094562899123233088583793467309635824918560, 13231357759690109218696631003928, -9972444326989560, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 47}
  • id: 19065
    {'charpoly_factorization': [[[52268787312150099238080682411024361850056551132040953403179980816, -393034180799432400214407402636112537293862069280, -740572146743249408766644267269608, 7462276270800120, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 53}
  • id: 19066
    {'charpoly_factorization': [[[3763161011168960451792438727345610741788820028632562064236600480000, -361718232041531193192697030091955488241727929632000, 12549267303631165829064310760565600, -186154941962838480, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 59}
  • id: 19067
    {'charpoly_factorization': [[[5901641525512680730602650311222464717650104116113543286898200014096, -598576575686218081221026414179722088553123570337952, 19535815107903113620465056749895384, -248517593110644968, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 61}
  • id: 19068
    {'charpoly_factorization': [[[53404996524844442613254387614010938676035981283938374700388590945296, -5884396824548145497680824384296244009107624038126560, -73482052969568566768017090607101672, 83976946080676360, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 67}
  • id: 19069
    {'charpoly_factorization': [[[10665238894467820487638948549186057067175928647682072006129597597982976, -17602016341668332908431185549044204130717554481788672, -332517187498832856155859002899057056, 326854508200029072, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 71}
  • id: 19070
    {'charpoly_factorization': [[[-9822191240660460019634925573495707455978405396082640762454714448668144, 63031128198843582855603929141823561989960123681473760, 18884761538909418840944755236571032, -706071038062266440, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 73}
  • id: 19071
    {'charpoly_factorization': [[[-1003319672445572836074915326286933838623165541515793043514117954270720000, 3627522701380411017917746560325815329127050625536256000, -2433007653020188978280272332600105600, -1300235890504742240, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 79}
  • id: 19072
    {'charpoly_factorization': [[[-1858391851226848257684751544745962786327028494684057461651928538557674224, -4854921096877938757003757161822535199895717865951106720, -3103493950978632732485680712748094248, 894716269324765080, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 83}
  • id: 19073
    {'charpoly_factorization': [[[-2272706295755305180471189770233311590886127019914869781271972010391670000, -84068842062061756772176523403533868090486863810452548000, -25448003918907596738034382614046559400, 4392730519471649880, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 89}
  • id: 19074
    {'charpoly_factorization': [[[27341018487071127477941661793478534869826514265942017525166606434137518096, -5009367278880108880315891445008084686090903518781892640, -16410933956484117092529951203679722472, -1437870497951780360, 1], 1]], 'hecke_orbit_code': 4503599962914821, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '5.20.a.b', 'level': 5, 'portrait': 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', 'weight': 20}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 77432000
    {'hecke_orbit_code': 4503599962914821, 'n': 1, 'trace_an': 4}
  • id: 77432001
    {'hecke_orbit_code': 4503599962914821, 'n': 2, 'trace_an': -420}
  • id: 77432002
    {'hecke_orbit_code': 4503599962914821, 'n': 3, 'trace_an': 3080}
  • id: 77432003
    {'hecke_orbit_code': 4503599962914821, 'n': 4, 'trace_an': 2084992}
  • id: 77432004
    {'hecke_orbit_code': 4503599962914821, 'n': 5, 'trace_an': -7812500}
  • id: 77432005
    {'hecke_orbit_code': 4503599962914821, 'n': 6, 'trace_an': -58071752}
  • id: 77432006
    {'hecke_orbit_code': 4503599962914821, 'n': 7, 'trace_an': 214021400}
  • id: 77432007
    {'hecke_orbit_code': 4503599962914821, 'n': 8, 'trace_an': 81737760}
  • id: 77432008
    {'hecke_orbit_code': 4503599962914821, 'n': 9, 'trace_an': 154064548}
  • id: 77432009
    {'hecke_orbit_code': 4503599962914821, 'n': 10, 'trace_an': 820312500}
  • id: 77432010
    {'hecke_orbit_code': 4503599962914821, 'n': 11, 'trace_an': 11585712768}
  • id: 77432011
    {'hecke_orbit_code': 4503599962914821, 'n': 12, 'trace_an': 105629359360}
  • id: 77432012
    {'hecke_orbit_code': 4503599962914821, 'n': 13, 'trace_an': 14812333160}
  • id: 77432013
    {'hecke_orbit_code': 4503599962914821, 'n': 14, 'trace_an': 185174155944}
  • id: 77432014
    {'hecke_orbit_code': 4503599962914821, 'n': 15, 'trace_an': -6015625000}
  • id: 77432015
    {'hecke_orbit_code': 4503599962914821, 'n': 16, 'trace_an': 1785780098944}
  • id: 77432016
    {'hecke_orbit_code': 4503599962914821, 'n': 17, 'trace_an': 849033742440}
  • id: 77432017
    {'hecke_orbit_code': 4503599962914821, 'n': 18, 'trace_an': -2113778999620}
  • id: 77432018
    {'hecke_orbit_code': 4503599962914821, 'n': 19, 'trace_an': 1978167708560}
  • id: 77432019
    {'hecke_orbit_code': 4503599962914821, 'n': 20, 'trace_an': -4072250000000}
  • id: 77432020
    {'hecke_orbit_code': 4503599962914821, 'n': 21, 'trace_an': -1487020185552}
  • id: 77432021
    {'hecke_orbit_code': 4503599962914821, 'n': 22, 'trace_an': -7953348762240}
  • id: 77432022
    {'hecke_orbit_code': 4503599962914821, 'n': 23, 'trace_an': -26569906952760}
  • id: 77432023
    {'hecke_orbit_code': 4503599962914821, 'n': 24, 'trace_an': -39774243472320}
  • id: 77432024
    {'hecke_orbit_code': 4503599962914821, 'n': 25, 'trace_an': 15258789062500}
  • id: 77432025
    {'hecke_orbit_code': 4503599962914821, 'n': 26, 'trace_an': -48695658207912}
  • id: 77432026
    {'hecke_orbit_code': 4503599962914821, 'n': 27, 'trace_an': -7557605929360}
  • id: 77432027
    {'hecke_orbit_code': 4503599962914821, 'n': 28, 'trace_an': 236612033519360}
  • id: 77432028
    {'hecke_orbit_code': 4503599962914821, 'n': 29, 'trace_an': 116267174339640}
  • id: 77432029
    {'hecke_orbit_code': 4503599962914821, 'n': 30, 'trace_an': 113421390625000}
  • id: 77432030
    {'hecke_orbit_code': 4503599962914821, 'n': 31, 'trace_an': 251049672388688}
  • id: 77432031
    {'hecke_orbit_code': 4503599962914821, 'n': 32, 'trace_an': -142495342974720}
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    {'hecke_orbit_code': 4503599962914821, 'n': 980, 'trace_an': 22527429037301925180750000000}
  • id: 77432980
    {'hecke_orbit_code': 4503599962914821, 'n': 981, 'trace_an': -6387385834718359303037943640}
  • id: 77432981
    {'hecke_orbit_code': 4503599962914821, 'n': 982, 'trace_an': 2364081625648805781732466560}
  • id: 77432982
    {'hecke_orbit_code': 4503599962914821, 'n': 983, 'trace_an': -83019430260014678148512494680}
  • id: 77432983
    {'hecke_orbit_code': 4503599962914821, 'n': 984, 'trace_an': -190110112489751596176444723840}
  • id: 77432984
    {'hecke_orbit_code': 4503599962914821, 'n': 985, 'trace_an': -26822114899890229838203125000}
  • id: 77432985
    {'hecke_orbit_code': 4503599962914821, 'n': 986, 'trace_an': -82010510588536975010763386160}
  • id: 77432986
    {'hecke_orbit_code': 4503599962914821, 'n': 987, 'trace_an': -55991409366146227939371592800}
  • id: 77432987
    {'hecke_orbit_code': 4503599962914821, 'n': 988, 'trace_an': 32374464507186832498254730240}
  • id: 77432988
    {'hecke_orbit_code': 4503599962914821, 'n': 989, 'trace_an': -80891179918656062627704381104}
  • id: 77432989
    {'hecke_orbit_code': 4503599962914821, 'n': 990, 'trace_an': -763350414709288448750000000}
  • id: 77432990
    {'hecke_orbit_code': 4503599962914821, 'n': 991, 'trace_an': -59510496274328772060717407152}
  • id: 77432991
    {'hecke_orbit_code': 4503599962914821, 'n': 992, 'trace_an': -221683615732602791739555056640}
  • id: 77432992
    {'hecke_orbit_code': 4503599962914821, 'n': 993, 'trace_an': -57170156048239303429717151040}
  • id: 77432993
    {'hecke_orbit_code': 4503599962914821, 'n': 994, 'trace_an': 92349508162498302867218599008}
  • id: 77432994
    {'hecke_orbit_code': 4503599962914821, 'n': 995, 'trace_an': -1676896716057536579687500000}
  • id: 77432995
    {'hecke_orbit_code': 4503599962914821, 'n': 996, 'trace_an': -40148094652078881789582669312}
  • id: 77432996
    {'hecke_orbit_code': 4503599962914821, 'n': 997, 'trace_an': 95705642140861070112264452360}
  • id: 77432997
    {'hecke_orbit_code': 4503599962914821, 'n': 998, 'trace_an': 151842939771523459041169129200}
  • id: 77432998
    {'hecke_orbit_code': 4503599962914821, 'n': 999, 'trace_an': -34007825273163696642201230240}
  • id: 77432999
    {'hecke_orbit_code': 4503599962914821, 'n': 1000, 'trace_an': -608993768692016601562500000}