Embedded newform data - 72.18.d.b.37.1

Formats: - HTML - YAML - JSON - 2024-05-04T07:57:19.980432

• 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': 23328, 'analytic_conductor': 131.91990288808296, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [72, 2, [55, 37, 65], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 37, 'conrey_indexes': [37], 'dim': 16, 'field_disc': 242879058046887235132104080412021065499711223052416743429542933358108550893314317871499320785753031969948008284759706413300631964461647527066943169, 'field_disc_factorization': [[7, 2], [103, 1], [5323, 2], [15607, 1], [1524569, 2], [454890003678302669, 2], [475673243632673343767623363936748489298127, 2]], 'field_poly': [2314274244692410619337768589845007009310106660645582524080800163846193346084864, -18096113970222980593732715905689044683436914121788987093981784054126592, 18096113985773341939458863826141502874171854160838520206186924390289152, -31100722696938548840928895118996183700448942016456464597789824, 15550361362184906921502189748666544464631762598295918546369552, -16458759003983117594082276228892502324980015032552768, 5486253005890750810105420612112386097148906843883912, -3911181382336685511282464131494050715936008, 977795346278604835725743703677218847007441, -462955638653634549696621441749088, 92591127780943012435040881148284, -27390601363292961184944, 4565100228876328094758, -766539029536, 109505575668, -8, 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': [[5, [651410287853466469789465623921018105400368801589572731450885672718139801600000000000000000000, 0, 79587550877083927318225525260399152973278353818867947950366907105280000000000000000, 0, 1068612694451262348519406562692355135635611408921929428484096000000000000, 0, 5890819302121319215813136248559009513259726345958195200000000, 0, 16404683710834959326737365815244530661898567680000, 0, 24272208581261750093174847692024217600, 0, 18698650527273272315411456, 0, 7008356840832, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503806087790664, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 32443120087527368917168051219094205081512312832, 'hecke_ring_index_factorization': [[2, 120], [3, 20], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '72.18.d.b', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '8.18.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(-17-\\beta _{1})q^{2}+(-1713+17\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '17.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '72.18.d', 'trace_display': [-270, 0, 0, 11529600], 'trace_hash': 1531859690303635765, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.711', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '879.648', 'prec': 24}, {'__RealLiteral__': 0, 'data': '383.786', 'prec': 24}, {'__RealLiteral__': 0, 'data': '89583.777', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [16, -270, 0, -27436, 0, 0, 11529600, -24334920, 0, 131002712, 0, 0, 0, -16363788528, 0, 26500434192, 7489125600, 0, 0, 209445719856, 0, 223126527100, -746845345920, 0, -1809682431664, -2467726531080, 0, 3220542267040, 0, 0, -318979758592, -1455647316000, 0, -4461251980292, 0, 0, 0, -24076283913900, 0, 60626292962592, -7482251536032, 0, 0, -193654716236040, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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[-0.5990991386428559, 0.6905053018442325]], 'angles': [None, None, -0.4570954867651022, -0.1181382153791286, 0.07009085752437667, -0.44109681081320123, -0.23489453903365448, -0.4938460879536703, -0.22226220610414846, -0.4874749655007637, -0.1837935262558913, -0.4052297347440376, -0.24097526532626304, 0.042024383773809904, -0.17024893608237152, -0.3739248111962448, 0.060555803452018976, 0.02124913422404074, 0.14383688022512192, -0.33434747824630234, -0.23294409615704376, -0.378622070967, 0.1530687551945132, -0.22637911838244626, -0.179991047657095, 0.05294361071056505, -0.3841633291806272, 0.024867122387530253, -0.3273286900271951, -0.1442692957766402, -0.19354926979729006, 0.09517574181360725, -0.2873572558396282, -0.42813671332041214, -0.41789451525818766, -0.16480112106050526, -0.4372770822585754, -0.409972180270991, -0.09533416104431434, -0.47744815112222244, 0.022669887563800985, 0.13188592425001197, -0.3572796725709287, -0.18096705989962197, -0.3388337262912809, 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-0.44460479463420616, -0.3744938014040154, -0.26345297899051456, 0.05440037101164066, 0.01977780958430086, -0.28858119392634973, 0.052395296302041205, 0.09211616207120162, -0.20745083557148836, -0.41008069323210306, -0.18220271656899936, -0.44947533017575925, -0.21197708032682014, 0.16508215072249258, -0.4417825607123929, 0.06984898493028778, -0.36754838658104877, 0.07116813160132064, -0.26375415896120424, -0.2360636748747291, -0.25815176825725594, -0.33863623326306896, 0.11543438679494453, 0.12677773944130413, -0.3882491651492055, -0.4397417306675433, -0.4806529083673075, -0.288337055817933, -0.29041839131442276, -0.3605548234500232, 0.03628191218084999], 'char_orbit_index': 4, 'conrey_index': 37, 'dual_conrey_index': 37, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 58156.05440234984, 'embedding_root_real': 0.5, 'hecke_orbit': 2, 'hecke_orbit_code': 4503806087790664, 'label': '72.18.d.b.37.1', 'level': 72, 'weight': 18}
• 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

  
  {'Nk2': 23328, 'analytic_conductor': 131.91990288808296, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [72, 2, [55, 37, 65], [2, 1, 2]], 'conrey_index': 37, 'cusp_dim': 200, 'dim': 84, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206460420168, 'hecke_orbit_dims': [2, 16, 32, 34], 'label': '72.18.d', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 208, 'mf_new_dim': 86, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 84, 'sturm_bound': 216, 'trace_bound': 1, 'trace_display': [272, 0, 0, 11529600], 'traces': [84, 272, 0, 82176, 0, 0, 11529600, 142709396, 0, 224156604, 0, 0, 0, 4350858884, 0, 23189365008, -7489125596, 0, 0, 95639891672, 0, 200006713836, -192886477448, 0, -12185658994164, 1334772069776, 0, 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1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 34992206
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503806087790664, 'source_is_minimal': False, 'source_label': '72.18.d.b.37.1', 'source_level': 72, 'target_conrey_index': 37, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503806087790664, 'target_is_minimal': False, 'target_label': '72.18.d.b.37.1', 'target_level': 72, 'twist_class_label': '8.18.b.a.5.15', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 34992207
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503806087790664, 'source_is_minimal': False, 'source_label': '72.18.d.b.37.1', 'source_level': 72, 'target_conrey_index': 5, 'target_dim': 16, 'target_embedding_index': 16, 'target_hecke_orbit_code': 69021466632, 'target_is_minimal': True, 'target_label': '8.18.b.a.5.16', 'target_level': 8, 'twist_class_label': '8.18.b.a.5.15', 'twist_class_level': 8, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 34992208
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503806087790664, 'source_is_minimal': False, 'source_label': '72.18.d.b.37.1', 'source_level': 72, 'target_conrey_index': 37, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503806087790664, 'target_is_minimal': False, 'target_label': '72.18.d.b.37.2', 'target_level': 72, 'twist_class_label': '8.18.b.a.5.15', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 18}
  • id: 34992209
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503806087790664, 'source_is_minimal': False, 'source_label': '72.18.d.b.37.1', 'source_level': 72, 'target_conrey_index': 17, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69021466656, 'target_is_minimal': False, 'target_label': '32.18.b.a.17.1', 'target_level': 32, 'twist_class_label': '8.18.b.a.5.15', 'twist_class_level': 8, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 18}
  • id: 34992210
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503806087790664, 'source_is_minimal': False, 'source_label': '72.18.d.b.37.1', 'source_level': 72, 'target_conrey_index': 5, 'target_dim': 16, 'target_embedding_index': 15, 'target_hecke_orbit_code': 69021466632, 'target_is_minimal': True, 'target_label': '8.18.b.a.5.15', 'target_level': 8, 'twist_class_label': '8.18.b.a.5.15', 'twist_class_level': 8, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 18}
  • id: 34992211
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503806087790664, 'source_is_minimal': False, 'source_label': '72.18.d.b.37.1', 'source_level': 72, 'target_conrey_index': 17, 'target_dim': 16, 'target_embedding_index': 16, 'target_hecke_orbit_code': 69021466656, 'target_is_minimal': False, 'target_label': '32.18.b.a.17.16', 'target_level': 32, 'twist_class_label': '8.18.b.a.5.15', 'twist_class_level': 8, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 228350
    {'charpoly_factorization': [[[87112285931760246646623899502532662132736, 179445779430963642842013953137846517760, 254381981248999250457146425629212672, 583998213532878144683661852672000, -1068263975956463129998881980416, -2270582057916798144086016000, -5877162385641403790131200, -128589456378382547681280, -421587406793086074880, -981059695269642240, -342095875276800, -1008340992000, -3619419136, 15096000, 50168, 270, 1], 1]], 'hecke_orbit_code': 4503806087790664, 'p': 2}
  • id: 228351
    {'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 4503806087790664, 'p': 3}
  • id: 228352
    {'charpoly_factorization': [[[651410287853466469789465623921018105400368801589572731450885672718139801600000000000000000000, 0, 79587550877083927318225525260399152973278353818867947950366907105280000000000000000, 0, 1068612694451262348519406562692355135635611408921929428484096000000000000, 0, 5890819302121319215813136248559009513259726345958195200000000, 0, 16404683710834959326737365815244530661898567680000, 0, 24272208581261750093174847692024217600, 0, 18698650527273272315411456, 0, 7008356840832, 0, 1], 1]], 'hecke_orbit_code': 4503806087790664, 'p': 5}
  • id: 228353
    {'charpoly_factorization': [[[1066528680602022148841582412089474146601015495890856574976, -28101325275014639790728336983010121264098527150080, -37725360301912916052369335495814939837202432, -234156968715414158622368203969658880, 307881828560517643610660364288, 2827884767535839047680, -945828419454208, -5764800, 1], 2]], 'hecke_orbit_code': 4503806087790664, 'p': 7}
  • id: 228354
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  • id: 228355
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  • id: 228356
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  • id: 228357
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  • id: 228358
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  • id: 228359
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  • id: 228360
    {'charpoly_factorization': [[[-53254360087560888441241586997798293869466521242214666319290072474532592784006510558179235802906624, -598975737790677332637576818504686185742269469157797255243959451694341215994231851581440, 4252605274175799901012744769226051871004237872106036507427924067901098688512, -5480167727481486978171224317821381723346140127247536956683321344, 1559408888800794821078458602013557057485814227795968, 137511703241116315656689599877197070336, -78964368567184239272873984, 159489879296, 1], 2]], 'hecke_orbit_code': 4503806087790664, 'p': 31}
  • id: 228361
    {'charpoly_factorization': [[[1463451910894276489016961574275980023563854352014909391068740705213329060549150692881020254101341707178032178145032823829491402981224180184336396976867060060619386904607109579510507214548379467674149984135020544, 0, 469948757910355370104818172435729547530374578267789984965666476831257212832032862667952542263043686957264021971737105798638007646040246863839144343422154213725235288220451383917821296640, 0, 17520763156385178034905918282921551750883543619816315986478676617427756279241448515583477151996536245847980738204446707516924927706008388833897263148422326648832, 0, 198526723290342561181469760525732455151234667553716417618066907329327890796969328774562500467406710636423659540152194104294161120231424, 0, 1038368218666211681615635095088223352303278306789513047145582026484786149138550798957631677264701925626347520, 0, 2879456227899487304817240601335926307185418785802946486246498961143979467877810176, 0, 4347333187459971321573519574729225038845979040022952960, 0, 3338089429332195869032582528, 0, 1], 1]], 'hecke_orbit_code': 4503806087790664, 'p': 37}
  • id: 228362
    {'charpoly_factorization': [[[-1010612559201121012423228944023788949698924108795141466923850911950052796773951401344381015587839208717459200, 541147916341229505824656721398732953268121905289358024042869902857765643265862714404225680143360, -65292883479377442576212741447000871077806088415061279844555376563377990169240035584, 26308329590429185246872264520011706020075736888505927747742844453632, 55980292623085270593186780041602819629027614311691359840, -54117392332728521674456767097062977210688, -13863908484359394584187818768, 3741125768016, 1], 2]], 'hecke_orbit_code': 4503806087790664, 'p': 41}
  • id: 228363
    {'charpoly_factorization': [[[944652685111179238202079254641732327021534700308087197355159531437750012778093535546771468289600401766000639735029269721237899811669403263178011662244632629045958714151190629905502013204188509695787085446146385497882624, 0, 11258985237475020811056033145900630872011160844327296068107876311469256100181020752245051503608362546823251500112285179862544476737806709926379651186158953917861225652780243633100495565501628416, 0, 42409828449378627166664365604400632753820257549077089237003785779688855505913065124910796687098117930425299967535150133003953988728923652608314672335274480587653103616, 0, 54997877753463317145117099009691689021632420979543372213337689070577871225876091918602836118921042903348004345927429658354060607117376954368, 0, 31404069224357556689627594899184277916632677730115418026216750426356858186559350893720878435767063704654277494272, 0, 8321785001511482205066665503277109117002977070715592899937349848874416139082400993792, 0, 988178754694500722376828334978634696361362641542372817344, 0, 52136547564071880225036415456, 0, 1], 1]], 'hecke_orbit_code': 4503806087790664, 'p': 43}
  • id: 228364
    {'charpoly_factorization': [[[17302729535082405062007329635008325702515209169249631988483707644930816823057287415545638761804590706122031104, 25152357978123786629168746329027455544558202459642654537220063180225056384014991429885015432888320, -217261231625706394807308258913898840997285147178003304122450570102652156022041346048, -20194515081687563022131521423752525649374692032744879299462202424033280, 117909617453098496112426855352648782219887250456872091648, 3782399964809533867866317555539409997496320, -18640430497479368996871681024, -188349402410880, 1], 2]], 'hecke_orbit_code': 4503806087790664, 'p': 47}
  • id: 228365
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  • id: 228366
    {'charpoly_factorization': [[[220262508682637496931118908468060596031971503585728245364307934069211317784062663306187633540216355518082655189089307056509779175751703804451776936826119697265396381119145107920858742720041500921155986172730789704417723271504646088228864, 0, 135578568385820721329699376140599694649430705926712635864990353995600244393681531401766793783599485635360498149325996510131462531644172373942655619438271075265708874790716130843974850984081016903504901967839232, 0, 2158432970111429878644283119936650795156511255775980759697183316981609863119141115604653613463046241662184428265046902559468829693483947361225262924222080108235680543149623134502912, 0, 11127095513108713472437903539331148835610679163548345053309264440839841595590167939594933461846918984318087353956554086473784763900799449519367945920512, 0, 27272281787731764382618665143867922407021739804487390366201447453851005658793845604363928920195807962167933952998297126400, 0, 35555844086389104442330373871204849719271347360667469088666972111839957230644401382274200064, 0, 24779940574578714938766934517067896299532425159782268752867776, 0, 8397024147591579572753242775520, 0, 1], 1]], 'hecke_orbit_code': 4503806087790664, 'p': 59}
  • id: 228367
    {'charpoly_factorization': [[[1311015260767914774619028725105348961753796814965002293153651597488105684414060093577979758104234042681777008332584087659629425633701734102737277319472446814779826247249012206063156037331124790037852360326026087372285615315473557094400000000, 0, 22871728172803155744965005034781728919823508763555042070047324147149036193402280917915315323366850558458582511169302398420814866251324311274014899146944999868369069742717875432644008498520703713198891730364006400, 0, 145875450845278010031343943227360534016311988307600398419914549096357867730438914632832606071842231374461919177879434333543905904824856176317019055020221558618994903589028841415245824, 0, 426111875713716878610122637766466718233325748944209046492749998372583310440398185712988856326356903982443652750425777408673615675838309777291930161381376, 0, 613993137946602436937135981208646782451782278571661309151685628504911951961032688354047336476290508754547006532902699008000, 0, 433909238094954788914405729747662706835612752416405409485338687991301639640359039059534446592, 0, 138987949579353170198689540337786213816152294889704232358902784, 0, 19621023938773317157915023172992, 0, 1], 1]], 'hecke_orbit_code': 4503806087790664, 'p': 61}
  • id: 228368
    {'charpoly_factorization': [[[9589069634947554970805168070564458880497276191765747155885522114490207494634090930877869921648257449107198653982307027411109171140977177551724964013165636544614696749149791369350212145856328959723126036038915381429469957868829746174031150949924864, 0, 20624419578787698801480371158787084412102235317533019268314301781313390538452235468619729830828670784227308263449265648676206939476711772825486591935966890185505901333974385388594361895749822112905364173334312209219584, 0, 13902978471932791531565679967960928214546456869669752968019608747595683714818072809400408803674160805859984541965694039565231023664513130514033338666115272421395143051829721984330890067968, 0, 4380916025747013079568138097769099090457590504758875292158605555902758229549004576633082779703826020314946907175270742539843152494199593574349089386997620736, 0, 736419678635326740753595899609298020425322816839972028311248097630753343106842611675921163356078702600272709223421928118781440, 0, 68965596981246986296230849110814589282797681340399490977106705697727628167544316068666149913088, 0, 3571165055760704275466019990478139693441625708197684309160805824, 0, 94751358698128127662431807901920, 0, 1], 1]], 'hecke_orbit_code': 4503806087790664, 'p': 67}
  • id: 228369
    {'charpoly_factorization': [[[-2100406153278922383888614367581858702343303368505452696141757549356007628675328651502478697557555749131649761047160612192256, -24823735664973690039261260602866740017647068743703667622450384831635118335597673153566370005801220436272349184, 863526877083796489757169026196868446606497278023159594452000842545821490227354405603789242368, 25532416081362523234890270937243342252351406036502111368527281363298278777815040, 4644947981933444296177824510406761237564972124132617416898600960, -743234806160909798658420750565949562801511231488, -146456829553931561838109441529088, 4512963142788288, 1], 2]], 'hecke_orbit_code': 4503806087790664, 'p': 71}
  • id: 228370
    {'charpoly_factorization': [[[18079022706419693683662972769093067161629998359343710674602579549063430241665864363894648750763593355764041881117548073607424, 15336269655262271410425742216697107614938322095398001263143670225619125484000156288165725154025502744863083520, -28279494165070395182524999751938177343819620572779182664986833153817706381860973306124749447424, -7662893977380248277459242924785267023802473561839106289514806215368715256554240, 8763043013104359246343035584040928008729431713539306435790227040, 879914299425642282642689510723384508768363192640, -207401064139224447579900649076496, -5666001023059280, 1], 2]], 'hecke_orbit_code': 4503806087790664, 'p': 73}
  • id: 228371
    {'charpoly_factorization': [[[237370570855230935933754201011997879948073687081666228146815495810528331760206327686593381525990646809140762576998170847975833600, -105240662061669186904560245464749378313418448017654586575037649901253047795458786200976498714025909055707708129280, 1467476096640503597124696654036738577812044363267150057385343557805755056858686408287180529074176, 2690467293902291063433503408821092012742672691339690662499822141388366722088566784, 36421037220700342245227271695535820775884858827216671444793950208, -18535256531458030352530588039139742587862965452800, -673830457969579764987795465106432, 22649835696004224, 1], 2]], 'hecke_orbit_code': 4503806087790664, 'p': 79}
  • id: 228372
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  • id: 228373
    {'charpoly_factorization': [[[-1133412902264407689207378032182184125351621482846412486322604735274857655382527369862533316113206654173219159940706794518442662649600, 166514731220133857889322912942083559091058495581518643792058890941664491200619623007377145298557205583411325765309440, -2233669984715987737099405748463347806803158173790355961573188789610914715492328143528362909082800384, -469971417784290398412384632137076141124282206516141091959076284550764972442215318784, 11525459891493906817488456227556867711419858216716845684473239286368, 261733598529169053338342238804943991870689538255040, -7073055649950214334503371808700432, -34939587304383024, 1], 2]], 'hecke_orbit_code': 4503806087790664, 'p': 89}
  • id: 228374
    {'charpoly_factorization': [[[-13609007000998289023235899370545072250413782523584213800512870481575220465005113432097447448699690496811648365051883819162174881536, -17034999436520193493698621634741286270033393829467324859127458680857977903691803352777656258356492005859608037360640, -4271390138309287119150636778611335891724409486128778944436032628271703542322140002901810781073864960, 693149609985166518718545651505918359493712899461527218404253461945326947590400784640, 38988016994753895541189587540735214418503298883271093931296373941344, 78020897996412157185126005236264016992281958493760, -13584893821039421692758270810503056, -47796699301090320, 1], 2]], 'hecke_orbit_code': 4503806087790664, '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': 4, 'hecke_orbit': 2, 'label': '72.18.d.b', 'level': 72, 'portrait': 'data:image/png;base64,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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 84829000
    {'hecke_orbit_code': 4503806087790664, 'n': 1, 'trace_an': 16}
  • id: 84829001
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