Newform data - 10.13.c.a

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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': 1690, 'analytic_conductor': 9.139938172762855, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'cm_discs': [], 'conrey_index': 3, 'conrey_indexes': [3, 7], 'dim': 6, 'field_disc': -717809775044848704, 'field_disc_factorization': [[-1, 1], [2, 6], [3, 2], [35301523, 2]], 'field_poly': [490000, 0, 1422264, 0, 2385, 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': [[3, [2405672814505248, -44818350901776, 417489145956, -674145288, 438048, 936, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137657057290, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 4500000, 'hecke_ring_index_factorization': [[2, 5], [3, 2], [5, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.13.c.a', 'level': 10, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.13.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2^{5}-2^{5}\\beta _{1})q^{2}+(-156+156\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '12.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.13.c', 'trace_display': [-192, -936, -16260, -45336], 'trace_hash': 1164341949507234494, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.709', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '114.199', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3432.517', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.246', 'prec': 17}, 'traces': [6, -192, -936, 0, -16260, 59904, -45336, 393216, 0, 886080, -3418008, -1916928, 8106834, 0, 26693880, -25165824, 10772514, -8703552, 0, -23408640, -173036568, 109376256, 241146864, 0, -520941150, -518837376, 1437591240, 92848128, 0, -1764983040, -1709108208, 805306368, 6415914648, 0, -3823952160, 557027328, -742614906, 3927847680, 0, -316538880, -24748899528, 5537170176, 14532965304, 0, 17091495930, -15433399296, 8427287424, 3925868544, 0, 4302859200, -82983967968, 16602796032, 1297014534, 0, 75773173080, -5942280192, 30123821760, 576729600, 0, 58289848320, -201276821928, 54691462656, 149855233584, 0, 146156357430, -410618537472, 108303977544, -22062108672, 0, 132252737280, -570401667408, -17824874496, 710242228134, 0, -180009328800, -251382251520, 9201523848, 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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, 0, 0], [-32, -32, 0, 0, 0, 0], [-156, 156, 0, 1, 0, 0], [0, 2048, 0, 0, 0, 0], [-2710, 1905, 9, 7, 1, 2], [9984, 0, -32, -32, 0, 0], [-7556, -7556, -56, 1, 7, 1], [65536, -65536, 0, 0, 0, 0], [0, -45331, 581, -589, -24, -32], [147680, 25760, -512, 64, 32, -96], [-569668, 0, 1925, 1991, 264, -198], [-319488, -319488, 2048, 0, 0, 0], [1351139, -1351139, -133, -2959, 133, -931], [0, 483584, 1760, -1824, -192, -256], [4448980, -4743640, 7353, -10476, 467, -311], [-4194304, 0, 0, 0, 0, 0], [1795419, 1795419, -24182, 308, 2156, 308], [-1450592, 1450592, 256, 37440, -256, 1792], [0, 20457540, 16206, -15884, 966, 1288], [-3901440, -5550080, 14336, -18432, -4096, 2048], [-28839428, 0, 30949, 30735, -856, 642], [18229376, 18229376, -125312, -2112, -14784, -2112], [40191144, -40191144, 1363, 74592, -1363, 9541], [0, 20447232, -65536, 65536, 0, 0], [-86823525, -64412800, -95665, -264595, 11690, 5080], [-86472896, 0, 98944, 90432, -34048, 25536], [239598540, 239598540, 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69999845652271, 71546412935539, 6186269133072, -4639701849804], [-65251493653331496, 65251493653331496, -8931313361789, 190202732817696, 8931313361789, -62519193532523], [-212088689851077456, -212088689851077456, -83971870696867, 2969757996792, 20788305977544, 2969757996792], [0, -140978215931013490, -121034475247787, 125443984772357, 13228528573710, 17638038098280], [0, -297466541191061800, 7113941841076, -8765280845864, -4954017014364, -6605356019152], [-109277901347507781, 109277901347507781, 10503164794433, 406417127014207, -10503164794433, 73522153561031], [-55577922850554391, -55577922850554391, -23690107763714, 2300051099866, 16100357699062, 2300051099866], [0, 11852959571965140, 288831775006518, -290014223060416, -3547344161694, -4729792215592], [-185713533432508816, 185713533432508816, 6435961526541, 10796226730610, -6435961526541, 45051730685787], [37930315982022179, 37930315982022179, 460493772668407, -2197082099921, -15379574699447, -2197082099921], [49539986920027412, 0, 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199746059044472741, 8646571138846, 501589522327580, -8646571138846, 60525997971922], [-112372955731565536, -112372955731565536, 702971325301656, 14275806873917, 99930648117419, 14275806873917], [-125025103857803708, 0, -393604781370079, -401849065046413, -32977134705336, 24732851029002], [279457798143448249, 279457798143448249, 1087473618622496, 2984866723400, 20894067063800, 2984866723400], [-508221707716374916, 508221707716374916, -6998059505801, -1264787855099744, 6998059505801, -48986416540607], [465310105458365632, 0, -377073858827793, -340763110865931, 145242991847448, -108932243885586], [532003849578165699, 532003849578165699, -737390887748519, -21709253922227, -151964777455589, -21709253922227]], 'char_orbit_index': 3, 'field_poly': [490000, 0, 1422264, 0, 2385, 0, 1], 'hecke_orbit_code': 137657057290, 'hecke_ring_character_values': [[7, [0, 1, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 344400, 91840, 91840, 91840, 55104], 'hecke_ring_inverse_denominators': [1, 1500, 500, 1500, 500, 1500], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 500, -28, 29, 3, 4], [-397500, 0, 197, 204, 28, -21], [0, -738500, 33988, -35159, -3513, -4684], [473949500, 0, -239777, -247964, -32748, 24561], [0, 1467390500, -40829188, 42215159, 4157913, 5543884]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 587164, 0, 1685, 0, 1], [44319800, 77197188, -2865450, 86045, -2450, 17], [44319800, -77197188, -2865450, -86045, -2450, -17], [422891000, 547516892, 27657350, 575355, 22750, 103], [-196948920, 422574076, -12015990, 443075, -9870, 79]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '10.13.c.a', 'level': 10, 'maxp': 997, 'weight': 13}
• 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': 1690, 'analytic_conductor': 9.139938172762855, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'conrey_index': 3, 'cusp_dim': 32, 'dim': 12, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137657057290, 'hecke_orbit_dims': [6, 6], 'label': '10.13.c', 'level': 10, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 40, 'mf_new_dim': 12, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 6, 'sturm_bound': 19, 'trace_bound': 2, 'trace_display': [0, -640, -1800, -367440], 'traces': [12, 0, -640, 0, -1800, 78848, -367440, 0, 0, 867840, -1765296, -1310720, 3460020, 0, -15082480, -50331648, 61972740, 27822080, 0, -54190080, -55913296, 162263040, 346973760, 0, -682458300, -816233472, 2064641360, 752517120, 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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: 6763
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.13.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.13.c.a', 'target_level': 10, 'twist_class_label': '10.13.c.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 13}
  • id: 6764
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.13.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.13.c.a', 'target_level': 10, 'twist_class_label': '10.13.c.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 13}
  • id: 6765
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.13.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.13.c.d', 'target_level': 50, 'twist_class_label': '10.13.c.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 6766
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.13.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.13.c.d', 'target_level': 50, 'twist_class_label': '10.13.c.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 13}
  • id: 6767
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.13.c.a', 'source_level': 10, 'target_char_orbit': 16, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.13.p.b', 'target_level': 80, 'twist_class_label': '10.13.c.a', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 6768
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.13.c.a', 'source_level': 10, 'target_char_orbit': 16, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.13.p.b', 'target_level': 80, 'twist_class_label': '10.13.c.a', 'twist_class_level': 10, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 13}
  • id: 6769
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.13.c.a', 'source_level': 10, 'target_char_orbit': 7, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '90.13.g.b', 'target_level': 90, 'twist_class_label': '10.13.c.a', 'twist_class_level': 10, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 6770
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.13.c.a', 'source_level': 10, 'target_char_orbit': 7, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '90.13.g.b', 'target_level': 90, 'twist_class_label': '10.13.c.a', 'twist_class_level': 10, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 13}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 44225
    {'charpoly_factorization': [[[2048, 64, 1], 3]], 'hecke_orbit_code': 137657057290, 'p': 2}
  • id: 44226
    {'charpoly_factorization': [[[2405672814505248, -44818350901776, 417489145956, -674145288, 438048, 936, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 3}
  • id: 44227
    {'charpoly_factorization': [[[14551915228366851806640625, 969171524047851562500, 95865325927734375, 9140390625000, 392664375, 16260, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 5}
  • id: 44228
    {'charpoly_factorization': [[[2361223793888604336861820448, 338690858183332065166224, 24290687251640855556, -154721053780888, 1027676448, 45336, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 7}
  • id: 44229
    {'charpoly_factorization': [[[-19830278439732572768, -9946911899628, 1709004, 1], 2]], 'hecke_orbit_code': 137657057290, 'p': 11}
  • id: 44230
    {'charpoly_factorization': [[[55169443259014874792311167863300535508488, -14075142767858978063586567714098376, 1795465317689617105038702276, 11337344366634945792, 32860378751778, -8106834, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 13}
  • id: 44231
    {'charpoly_factorization': [[[1804227267549714845889288253063209712400648, 1365169234821042971219831867552911224, 516477905312036507601727281156, 9641410959794508480512, 58023528940098, -10772514, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 17}
  • id: 44232
    {'charpoly_factorization': [[[767020907480836398674571224359604224000000, 0, 443784777976098601597745280000, 0, 2281627472437200, 0, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 19}
  • id: 44233
    {'charpoly_factorization': [[[110767777654610390472845227685327408284486242848, 55781802917006734925737644871352362224, 14045643970461428117297490756, -499254993577793283528088, 29075905008517248, -241146864, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 23}
  • id: 44234
    {'charpoly_factorization': [[[14834626779379810246982592972369149275930624000000, 0, 5614803539147036097583633827840000, 0, 150868733959713600, 0, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 29}
  • id: 44235
    {'charpoly_factorization': [[[-117365152471735198824219568, -765428322311398428, 854554104, 1], 2]], 'hecke_orbit_code': 137657057290, 'p': 31}
  • id: 44236
    {'charpoly_factorization': [[[346103266661717103862284378383545182937663532839199200008, -483431435265757712898678479807946608389157732376, 337624598082074365078952205856786012836, -39955043227156944037977099168, 275738449306694418, 742614906, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 37}
  • id: 44237
    {'charpoly_factorization': [[[-19153705546284756921859092128, 28609312142192486532, 12374449764, 1], 2]], 'hecke_orbit_code': 137657057290, 'p': 41}
  • id: 44238
    {'charpoly_factorization': [[[6587435160820631461868191402326449444899369981389529693728, -1841154732086301711689839310255976090197085085776, 257296706891722171296596994832535736996, 118333769195909474587429621272, 105603540263633906208, -14532965304, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 43}
  • id: 44239
    {'charpoly_factorization': [[[361125492588675282977480869849546900924426128849667827790368, -77797045213584439959472898198541445666946183768976, 8379885065131928148680138651083614941316, -78405188414111323418954949048, 35509586663354277888, -8427287424, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 47}
  • id: 44240
    {'charpoly_factorization': [[[10696542768917900402913503631861185406348516922394429936474888, 2069222921959225328601606087998492360747963355483624, 200143335714190967540265370716400104205476, 5205516344406553283090926122592, 841123350703618578, -1297014534, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 53}
  • id: 44241
    {'charpoly_factorization': [[[16063724392327583799831444424827702837601654524181825785856000000, 0, 22047091843130007331339002552703789837440000, 0, 8508233830288986152400, 0, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 59}
  • id: 44242
    {'charpoly_factorization': [[[232984046078986372641087427872, 561073773690528264132, 100638410964, 1], 2]], 'hecke_orbit_code': 137657057290, 'p': 61}
  • id: 44243
    {'charpoly_factorization': [[[55696166932778881820701428107797487109699787909131781843369579808, -1344360081555880239374051396029947750843281689672626576, 16224671538547833052833355927325516474073636, 102492008739023131877062687927832, 5864875775925628135968, -108303977544, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 67}
  • id: 44244
    {'charpoly_factorization': [[[36514153996655375898045111606032, 9835534401839868289572, 285200833704, 1], 2]], 'hecke_orbit_code': 137657057290, 'p': 71}
  • id: 44245
    {'charpoly_factorization': [[[18652178403168676410048926647732725706822387389084185634126330190088, -498807198085747654650533056809806470121510029017413300376, 6669693359245537204666618379386204242328823076, -51896468406456453164003893958655008, 252222011312374450560978, -710242228134, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 73}
  • id: 44246
    {'charpoly_factorization': [[[434697951915882796708166798994469465483190549218496348160000000000, 0, 860129138115896276270182155392862978048000000, 0, 65801789859541058073600, 0, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 79}
  • id: 44247
    {'charpoly_factorization': [[[54879962908101852578379887384643427130343309378996999014525894699808, 346300495698854966870695016831075419994302828680703947024, 1092603082860032775290269873730250879216614436, -34535967299544536129820294431335368, 264895540148527990282368, -727867488144, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 83}
  • id: 44248
    {'charpoly_factorization': [[[97007350634912919482330944098751592928277149288608777645839089664000000, 0, 708603703445195566872181367121712223597076480000, 0, 1536193102525918002931200, 0, 1], 1]], 'hecke_orbit_code': 137657057290, 'p': 89}
  • id: 44249
    {'charpoly_factorization': [[[51259229822889704115655214730482074909129780512607437469324061854414728, -51426017680918642274964930830778493640985748190817482569176, 25796674117577165924468133474132887178311237796, 674793897750673918628746260005775072, 2437280124503311308039858, 2207840630346, 1], 1]], 'hecke_orbit_code': 137657057290, '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': 1, 'label': '10.13.c.a', 'level': 10, 'portrait': 'data:image/png;base64,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', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 24072000
    {'hecke_orbit_code': 137657057290, 'n': 1, 'trace_an': 6}
  • id: 24072001
    {'hecke_orbit_code': 137657057290, 'n': 2, 'trace_an': -192}
  • id: 24072002
    {'hecke_orbit_code': 137657057290, 'n': 3, 'trace_an': -936}
  • id: 24072003
    {'hecke_orbit_code': 137657057290, 'n': 4, 'trace_an': 0}
  • id: 24072004
    {'hecke_orbit_code': 137657057290, 'n': 5, 'trace_an': -16260}
  • id: 24072005
    {'hecke_orbit_code': 137657057290, 'n': 6, 'trace_an': 59904}
  • id: 24072006
    {'hecke_orbit_code': 137657057290, 'n': 7, 'trace_an': -45336}
  • id: 24072007
    {'hecke_orbit_code': 137657057290, 'n': 8, 'trace_an': 393216}
  • id: 24072008
    {'hecke_orbit_code': 137657057290, 'n': 9, 'trace_an': 0}
  • id: 24072009
    {'hecke_orbit_code': 137657057290, 'n': 10, 'trace_an': 886080}
  • id: 24072010
    {'hecke_orbit_code': 137657057290, 'n': 11, 'trace_an': -3418008}
  • id: 24072011
    {'hecke_orbit_code': 137657057290, 'n': 12, 'trace_an': -1916928}
  • id: 24072012
    {'hecke_orbit_code': 137657057290, 'n': 13, 'trace_an': 8106834}
  • id: 24072013
    {'hecke_orbit_code': 137657057290, 'n': 14, 'trace_an': 0}
  • id: 24072014
    {'hecke_orbit_code': 137657057290, 'n': 15, 'trace_an': 26693880}
  • id: 24072015
    {'hecke_orbit_code': 137657057290, 'n': 16, 'trace_an': -25165824}
  • id: 24072016
    {'hecke_orbit_code': 137657057290, 'n': 17, 'trace_an': 10772514}
  • id: 24072017
    {'hecke_orbit_code': 137657057290, 'n': 18, 'trace_an': -8703552}
  • id: 24072018
    {'hecke_orbit_code': 137657057290, 'n': 19, 'trace_an': 0}
  • id: 24072019
    {'hecke_orbit_code': 137657057290, 'n': 20, 'trace_an': -23408640}
  • id: 24072020
    {'hecke_orbit_code': 137657057290, 'n': 21, 'trace_an': -173036568}
  • id: 24072021
    {'hecke_orbit_code': 137657057290, 'n': 22, 'trace_an': 109376256}
  • id: 24072022
    {'hecke_orbit_code': 137657057290, 'n': 23, 'trace_an': 241146864}
  • id: 24072023
    {'hecke_orbit_code': 137657057290, 'n': 24, 'trace_an': 0}
  • id: 24072024
    {'hecke_orbit_code': 137657057290, 'n': 25, 'trace_an': -520941150}
  • id: 24072025
    {'hecke_orbit_code': 137657057290, 'n': 26, 'trace_an': -518837376}
  • id: 24072026
    {'hecke_orbit_code': 137657057290, 'n': 27, 'trace_an': 1437591240}
  • id: 24072027
    {'hecke_orbit_code': 137657057290, 'n': 28, 'trace_an': 92848128}
  • id: 24072028
    {'hecke_orbit_code': 137657057290, 'n': 29, 'trace_an': 0}
  • id: 24072029
    {'hecke_orbit_code': 137657057290, 'n': 30, 'trace_an': -1764983040}
  • id: 24072030
    {'hecke_orbit_code': 137657057290, 'n': 31, 'trace_an': -1709108208}
  • id: 24072031
    {'hecke_orbit_code': 137657057290, 'n': 32, 'trace_an': 805306368}
  • id: 24072032
    {'hecke_orbit_code': 137657057290, 'n': 33, 'trace_an': 6415914648}
  • id: 24072033
    {'hecke_orbit_code': 137657057290, 'n': 34, 'trace_an': 0}
  • id: 24072034
    {'hecke_orbit_code': 137657057290, 'n': 35, 'trace_an': -3823952160}
  • id: 24072035
    {'hecke_orbit_code': 137657057290, 'n': 36, 'trace_an': 557027328}
  • id: 24072036
    {'hecke_orbit_code': 137657057290, 'n': 37, 'trace_an': -742614906}
  • id: 24072037
    {'hecke_orbit_code': 137657057290, 'n': 38, 'trace_an': 3927847680}
  • id: 24072038
    {'hecke_orbit_code': 137657057290, 'n': 39, 'trace_an': 0}
  • id: 24072039
    {'hecke_orbit_code': 137657057290, 'n': 40, 'trace_an': -316538880}
  • id: 24072040
    {'hecke_orbit_code': 137657057290, 'n': 41, 'trace_an': -24748899528}
  • id: 24072041
    {'hecke_orbit_code': 137657057290, 'n': 42, 'trace_an': 5537170176}
  • id: 24072042
    {'hecke_orbit_code': 137657057290, 'n': 43, 'trace_an': 14532965304}
  • id: 24072043
    {'hecke_orbit_code': 137657057290, 'n': 44, 'trace_an': 0}
  • id: 24072044
    {'hecke_orbit_code': 137657057290, 'n': 45, 'trace_an': 17091495930}
  • id: 24072045
    {'hecke_orbit_code': 137657057290, 'n': 46, 'trace_an': -15433399296}
  • id: 24072046
    {'hecke_orbit_code': 137657057290, 'n': 47, 'trace_an': 8427287424}
  • id: 24072047
    {'hecke_orbit_code': 137657057290, 'n': 48, 'trace_an': 3925868544}
  • id: 24072048
    {'hecke_orbit_code': 137657057290, 'n': 49, 'trace_an': 0}
  • id: 24072049
    {'hecke_orbit_code': 137657057290, 'n': 50, 'trace_an': 4302859200}
  • id: 24072050
    {'hecke_orbit_code': 137657057290, 'n': 51, 'trace_an': -82983967968}
  • id: 24072051
    {'hecke_orbit_code': 137657057290, 'n': 52, 'trace_an': 16602796032}
  • id: 24072052
    {'hecke_orbit_code': 137657057290, 'n': 53, 'trace_an': 1297014534}
  • id: 24072053
    {'hecke_orbit_code': 137657057290, 'n': 54, 'trace_an': 0}
  • id: 24072054
    {'hecke_orbit_code': 137657057290, 'n': 55, 'trace_an': 75773173080}
  • id: 24072055
    {'hecke_orbit_code': 137657057290, 'n': 56, 'trace_an': -5942280192}
  • id: 24072056
    {'hecke_orbit_code': 137657057290, 'n': 57, 'trace_an': 30123821760}
  • id: 24072057
    {'hecke_orbit_code': 137657057290, 'n': 58, 'trace_an': 576729600}
  • id: 24072058
    {'hecke_orbit_code': 137657057290, 'n': 59, 'trace_an': 0}
  • id: 24072059
    {'hecke_orbit_code': 137657057290, 'n': 60, 'trace_an': 58289848320}
  • id: 24072060
    {'hecke_orbit_code': 137657057290, 'n': 61, 'trace_an': -201276821928}
  • id: 24072061
    {'hecke_orbit_code': 137657057290, 'n': 62, 'trace_an': 54691462656}
  • id: 24072062
    {'hecke_orbit_code': 137657057290, 'n': 63, 'trace_an': 149855233584}
  • id: 24072063
    {'hecke_orbit_code': 137657057290, 'n': 64, 'trace_an': 0}
  • id: 24072064
    {'hecke_orbit_code': 137657057290, 'n': 65, 'trace_an': 146156357430}
  • id: 24072065
    {'hecke_orbit_code': 137657057290, 'n': 66, 'trace_an': -410618537472}
  • id: 24072066
    {'hecke_orbit_code': 137657057290, 'n': 67, 'trace_an': 108303977544}
  • id: 24072067
    {'hecke_orbit_code': 137657057290, 'n': 68, 'trace_an': -22062108672}
  • id: 24072068
    {'hecke_orbit_code': 137657057290, 'n': 69, 'trace_an': 0}
  • id: 24072069
    {'hecke_orbit_code': 137657057290, 'n': 70, 'trace_an': 132252737280}
  • id: 24072070
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