Embedded newform data - 49.24.a.g.1.10

Formats: - HTML - YAML - JSON - 2026-01-23T12:28:50.817595

• 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': 28224, 'analytic_conductor': 164.24997829910086, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, 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': [49, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 14, 'field_poly': [-50990028542728296688623812565804153999177618, -22214950574912968179617333346997657789218, 543960992554124581410981342517061510574, -54896928867175489851543883496924335, -1378620080712404619433990278685577, 138068341594650942193443298553, 1424565171490650325343339825, -93001068632447634048566, -708837141279167425756, 22440638605479136, 177925612890704, -1736098763, -21591353, -7, 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, [-837314350805736819570594803723766120452437573632, 126366700785639825841445058636332780123848704, 2163323213052638928512734199162650025263104, -501755500441594763089968586636677611520, -1360379430313853227615608867806773248, 221767297306090443231490983591936, 352666523344838522549425274880, -37065237301829757016178688, -44287264366964043034624, 2700610261249969152, 2808207524268384, -86316234984, -85932252, 966, 1]], [3, [942436025704141835321720014930293769346926160096301770396534415562551139527, -70354408551882648495839018283349392132820260798529212964977098022266892, 1148230841118811574043328693566959553003371090788800429958318445031, 8610837273735507869800930531152688375461676906024246204106808, -89134287097194836146700373127234690488838877652480138477, -316079268061350705439776750105392298987164170266084, 2590863644147646986635875374207121917680957347, 4958867934558744529721575725090463851216, -35728410100191838349286890888041995, -37288112323670048187745654932, 246682865436392317741749, 131711778859257720, -811766349327, -177148, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021598166876209, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 3070513648894170093923705746854978256896000, 'hecke_ring_index_factorization': [[2, 49], [3, 13], [5, 3], [7, 23]], 'hecke_ring_index_proved': False, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '49.24.a.g', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.24.c.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-69+\\beta _{1})q^{2}+(12653+9\\beta _{1}+\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.24.a', 'trace_display': [-966, 177148, 74771022, 0], 'trace_hash': 1062639841581050980, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.253', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.759', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.901', 'prec': 17}, {'__RealLiteral__': 0, 'data': '406.099', 'prec': 24}, {'__RealLiteral__': 0, 'data': '76.762', 'prec': 20}, {'__RealLiteral__': 0, 'data': '23648.005', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [14, -966, 177148, 55357148, 74771022, 1504608254, 0, 25222400616, 336909608980, 334296297894, -1355476566108, 4984668058916, -427040218556, 0, 38670810653944, 160538324156336, 130193896130514, -110632655983108, 214771980430396, -48219439281468, 0, 7534772282877126, -6685548913560552, 31330599354826008, 9156874000789424, 48260478025970868, 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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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-0.16347475279298251, -0.21750190268645025, -0.19487253884447645, -0.15722479299443537, -0.1527577956898088, -0.16432170581480457, -0.19196731017838023, -0.1368857002617908, -0.2637542773214246, -0.2365564385022354, -0.16007198083872867, -0.366500968400683, -0.4333695246239387, -0.15745699871463018, -0.09914017816621332, -0.4261888639047681, -0.20746265230042393, -0.29107828704444844, -0.14347751618161556, -0.39352770101916257, -0.28433703490958984, -0.26347321151058267, -0.22001041296074272, -0.10312184723234467, -0.2579274523663144, -0.2551229071452348, -0.09645705280458126, -0.27092933419488807, -0.24080345582871518, -0.08785448031276034, -0.16682189548851029, -0.2382170432318909, -0.2985182408645934, -0.2801913607244552, -0.3875069856368829, -0.43868201260411066, -0.3461813495918332, -0.37254958316914794, -0.1548404878829886, -0.09712317719501641, -0.23554195674494213, -0.18520753405642235, -0.2970890499781803, -0.25955658461099407, -0.27514247613919274, -0.33362486507672834, 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-0.39227138649409105, -0.265633925602787, -0.3004950358937904, -0.2425844118845419, -0.21057683900947943, -0.38352985840424575, -0.2980533915482328, -0.224155142800905, -0.24025343649084763, -0.18328621558102692, -0.26475355202273104, -0.1916208352673387, -0.2908633934103273, -0.25751540749855634], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 10, 'dual_embedding_m': 10, 'embedding_index': 10, 'embedding_m': 10, 'embedding_root_imag': 0.0, 'embedding_root_real': 1291.7900283727197, 'hecke_orbit': 7, 'hecke_orbit_code': 27021598166876209, 'label': '49.24.a.g.1.10', 'level': 49, 'weight': 24}
• 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

  
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• 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: 45700190
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 14, 'source_embedding_index': 10, 'source_hecke_orbit_code': 27021598166876209, 'source_is_minimal': False, 'source_label': '49.24.a.g.1.10', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 10, 'target_hecke_orbit_code': 27021598166876209, 'target_is_minimal': False, 'target_label': '49.24.a.g.1.10', 'target_level': 49, 'twist_class_label': '7.24.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 24}
  • id: 45700191
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 14, 'source_embedding_index': 10, 'source_hecke_orbit_code': 27021598166876209, 'source_is_minimal': False, 'source_label': '49.24.a.g.1.10', 'source_level': 49, 'target_conrey_index': 4, 'target_dim': 28, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137841606663, 'target_is_minimal': True, 'target_label': '7.24.c.a.4.5', 'target_level': 7, 'twist_class_label': '7.24.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 24}
  • id: 45700192
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 14, 'source_embedding_index': 10, 'source_hecke_orbit_code': 27021598166876209, 'source_is_minimal': False, 'source_label': '49.24.a.g.1.10', 'source_level': 49, 'target_conrey_index': 2, 'target_dim': 28, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137841606663, 'target_is_minimal': True, 'target_label': '7.24.c.a.2.5', 'target_level': 7, 'twist_class_label': '7.24.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 24}
  • id: 45700193
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 14, 'source_embedding_index': 10, 'source_hecke_orbit_code': 27021598166876209, 'source_is_minimal': False, 'source_label': '49.24.a.g.1.10', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 10, 'target_hecke_orbit_code': 22517998539505713, 'target_is_minimal': False, 'target_label': '49.24.a.f.1.10', 'target_level': 49, 'twist_class_label': '7.24.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 24}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 167775
    {'charpoly_factorization': [[[-837314350805736819570594803723766120452437573632, 126366700785639825841445058636332780123848704, 2163323213052638928512734199162650025263104, -501755500441594763089968586636677611520, -1360379430313853227615608867806773248, 221767297306090443231490983591936, 352666523344838522549425274880, -37065237301829757016178688, -44287264366964043034624, 2700610261249969152, 2808207524268384, -86316234984, -85932252, 966, 1], 1]], 'hecke_orbit_code': 27021598166876209, 'p': 2}
  • id: 167776
    {'charpoly_factorization': [[[942436025704141835321720014930293769346926160096301770396534415562551139527, -70354408551882648495839018283349392132820260798529212964977098022266892, 1148230841118811574043328693566959553003371090788800429958318445031, 8610837273735507869800930531152688375461676906024246204106808, -89134287097194836146700373127234690488838877652480138477, -316079268061350705439776750105392298987164170266084, 2590863644147646986635875374207121917680957347, 4958867934558744529721575725090463851216, -35728410100191838349286890888041995, -37288112323670048187745654932, 246682865436392317741749, 131711778859257720, -811766349327, -177148, 1], 1]], 'hecke_orbit_code': 27021598166876209, 'p': 3}
  • id: 167777
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  • id: 167795
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  • id: 167796
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  • id: 167797
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  • id: 167798
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  • id: 167799
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• 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': 7, 'label': '49.24.a.g', 'level': 49, 'portrait': 'data:image/png;base64,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', 'weight': 24}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 47049631
    {'hecke_orbit_code': 27021598166876209, 'n': 1, 'trace_an': 14}
  • id: 47049632
    {'hecke_orbit_code': 27021598166876209, 'n': 2, 'trace_an': -966}
  • id: 47049633
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  • id: 47049815
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  • id: 47049816
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  • id: 47049818
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  • id: 47049819
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  • id: 47049820
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  • id: 47049822
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  • id: 47049825
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  • id: 47049830
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  • id: 47049835
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  • id: 47049836
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  • id: 47049837
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  • id: 47049841
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  • id: 47049877
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  • id: 47049881
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  • id: 47049888
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