Newform data - 11.7.b.a

Formats: - HTML - YAML - JSON - 2024-04-25T04:45:23.255219

• 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': 539, 'analytic_conductor': 2.530594919818361, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'cm_discs': [-11], 'conrey_index': 10, 'conrey_indexes': [10], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68836917259, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, -11]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '11.7.b.a', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.7.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+10q^{3}+2^{6}q^{4}+74q^{5}-629q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '6.2.1.d2', 'self_twist_discs': [-11], 'self_twist_type': 1, 'space_label': '11.7.b', 'trace_display': [0, 10, 74, 0], 'trace_hash': 2058051977092388339, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.965', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.852', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.405', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.502', 'prec': 17}, 'traces': [1, 0, 10, 64, 74, 0, 0, 0, -629, 0, -1331, 640, 0, 0, 740, 4096, 0, 0, 0, 4736, 0, 0, -12670, 0, -10149, 0, -13580, 0, 0, 0, 56018, 0, -13310, 0, 0, -40256, 87050, 0, 0, 0, 0, 0, 0, -85184, -46546, 0, -206350, 40960, 117649, 0, 0, 0, 246890, 0, -98494, 0, 0, 0, 107642, 47360, 0, 0, 0, 262144, 0, 0, -428470, 0, -126700, 0, -341278, 0, 0, 0, -101490, 0, 0, 0, 0, 303104, 322741, 0, 0, 0, 0, 0, 0, 0, 1392338, 0, 0, -810880, 560180, 0, 0, 0, -1824190, 0, 837199, -649536, 0, 0, -811870, 0, 0, 0, 0, -869120, 0, 0, 870500, 0, 1702370, 0, -937580, 0, 0, 0, 0, 0, 1771561, 0, 0, 3585152, -1907276, 0, 0, 0, 0, 0, 0, -851840, 0, 0, -1004920, 0, -3688270, 0, 0, 0, -2063500, 0, 0, -2576384, 0, 0, 1176490, 5571200, 0, 0, 0, 0, 0, 0, 4145332, 0, -5960230, 0, 2468900, 0, 0, 0, 5236490, 0, -984940, 0, 0, 0, 4826809, 0, 0, 0, 0, 0, 0, -5451776, 1076420, 0, -7406422, -2978944, -7656982, 0, 0, 0, 6441700, 0, 0, -13206400, 0, 0, 13312658, 2621440, 0, 0, 0, 7529536, 0, 0, -237598, 0, -4284700, 0, 0, 0, 0, 0, 7969430, 0, 0, 0, 0, 15800960, -3412780, 0, 0, 0, 0, 0, 0, -6303616, 0, 0, -21732910, 0, 6383721, 0, 0, 0, -13061878, 0, 0, 0, 0, 0, -15269900, 6889088, 0, 0, 0, 3031040, 0, 0, 13127230, 0, 8706026, 0, 0, 0, 0, 0, -31206598, 0, 16863770, 0, 0, 16777216, 30788930, 0, 0, 0, 0, 0, 0, 0, 18269860, 0, 13923380, -27422080, -31146118, 0, 0, 0, 0, 0, 13508319, -8108800, 0, 0, -35235322, 0, 0, 0, 0, -21841792, 0, 0, 0, 0, 24137569, 0, -18241900, 0, 0, 0, 7965508, 0, 18074980, 0, 0, -6495360, 0, 0, 0, 0, 0, 0, 0, 0, -8118700, 0, 29482562, 0, 59275730, 0, 0, 0, -27781990, 0, 0, 19398656, 0, 0, 0, 20655424, 0, 0, 0, 0, 0, 0, -6594982, 0, -54754450, 0, -31706780, 0, 0, 0, 17023700, 0, -74559958, 0, 0, 0, -9375800, 0, 0, 0, 0, 0, 0, 0, -10498750, 0, -25254572, 89109632, 0, 0, 0, 0, 47045881, 0, 17715610, 0, 0, 0, -534670, -51896320, 0, 0, 0, 35851520, 0, 0, -19072760, 0, 0, 0, 54960122, 0, 0, 0, 98118290, 0, 0, 0, 0, -116748160, 81929162, 0, 0, 0, 0, 0, 0, 53580736, -119505670, 0, 0, -41570304, -46334302, 0, 0, 0, 23882834, 0, -115863550, 0, 0, 0, -36882700, -51959680, 0, 0, 0, 0, 0, 0, 120006218, 0, -13980022, 0, 129794150, 0, 0, 0, 0, 0, 0, 0, 0, -55623680, 14046050, 0, 0, 0, 0, 0, 0, 0, -74001221, 0, 173871290, 55712000, 103033012, 0, 0, 0, -134987902, 0, 0, 108951680, 0, 0, 0, 0, 0, 0, 0, -60005120, 0, 0, -22465870, 0, 41453320, 0, -186256150, 0, 0, 0, -59602300, 0, 0, 0, 0, 0, -155293810, 0, 0, 0, 0, 0, 0, 113379904, -134990060, 0, 47353250, 0, 52364900, 0, 0, 0, 0, 0, 61952726, 229449728, 0, 0, -231528598, -122065664, 0, 0, 0, 0, 0, 0, 48268090, 0, 238463642, 0, 0, 0, 0, 0, -60078380, 0, 274651850, 0, 0, 0, 119963378, 0, 0, 0, 0, 0, 0, -54517760, 12493011, 0, -67706818, 0, 0, 0, 0, 0, -74064220, 0, -156590819, -64314880, 0, 0, -76569820, 0, 0, 0, 0, -236049280, 0, 0, 0, 0, 0, 0, 64417000, 0, 0, 0, 0, 0, 0, 0, 0, -132064000, 125975380, 0, 0, 0, 0, 0, 0, 0, 133126580, 0, 128587830, -164888576, 120521090, 0, 0, 0, 0, 0, -328610590, 0, 0, 0, 274808090, 75295360, 0, 0, 0, 356556800, 0, 0, 0, 0, -2375980, 0, -104546302, 0, 0, 0, 269507630, 0, 131095514, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -456418510, 0, -470908582, 265301248, 172058600, 0, 0, 0, 17439701, 0, 0, -381454720, 0, 0, -335862718, 0, 0, 0, 0, 158009600, 0, 0, 214663862, 0, -505681342, 0, -428307190, 0, 0, 0, 529180130, 0, -143271502, 0, 0, 335135360, 515148410, 0, 0, 0, 0, 0, 0, -63036160, -21498838, 0, 0, 0, 0, 0, 0, 0, -217329100, 0, 0, 0, 0, 0, 137823420, 308915776, 0, 0, 0, 0, 0, 0, 612539930, 0, -272931980, 0, -130618780, 0, 0, 0, 259908842, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -348913664, -152699000, 0, 0, 68890880, 413069258, 0, 0, 0, -709748060, 0, 0, -474011008, 0, 0, -230639182, -190652416, 0, 0, 0, -490046848, 0, 0, 339343490, 0, -104005889, 0, 0, 0, 0, 0, 87060260, 0, 570293570, 0, 0, 412268800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 725151602, -845209600, -312065980, 0, 0, 0, 119997290, 0, 168637700, 0, 0, 0, 0, 852010112, 0, 0, 0, 167772160, 0, 0, 307889300, 0, 115508810, 0, -568526682, 0, 0, 0, 0, 0, 454241018, 0, 0, 481890304, -441057020, 0, 0, 0, 0, 0, 0, 0, 0, 0, 182698600, -15206272, -961457830, 0, 0, 0, -875780602, 0, 0, -274220800, 0, 0, -311461180, 0, 0, 0, 0, 0, 0, 0, 387500260, 0, 0, 0, 0, 0, 0, 0, -1103781310, 0, 135083190, 0, 0, 510043520, 1139089178, 0, 0, 0, 0, 0, 0, 0, -760724440, 0, -690999838, 0, 594823321, 0, 0, 0, 357183866, 0, 0, 1011261440, 0, 0, -1102923500, -218417920, 0, 0, 0, 0, 0, 0, 1241929658, 0, 0, 0, 881245010, 0, 0, 0, 241375690, 0, 0, 0, 0, 0, 1147415510, 0, 0, 0, 0, 0, 0, -403431424, -174445918, 0, -633168790, 0, 79655080, 0, 0, 0, 0, 0, -429568271, -1390906240, 0, 0, -548075228, 0, 0, 0, 0, 408558144, 0, 0, 0, 0, -566616668, 0, -1040467750, 0, 0, 0, 1193964338, 0, 0, 0, 0, -835960192, 0, 0, 0, 0, 0, 0, 0, 0, -883470450, 0, 510666230, 0, 1601161922, 0, 0, 0, 294825620, 0, 0, 0, 0, 0, 592757300, -977273600, 0, 0, 0, 440901632, 0, 0, -1157714710, 0, 0, 0, -277819900, 0, 0, 0, 985136692, 0, 0, 0, 0, 193986560, 2250512643, 0, 0, 0, 0, 0, 0, 0, 0, 0, -234195622, 840142720, 0, 0, 0, 0, 1669628450, 0, -1853201878, 557185664, 0, 0, -1584732670, 0, 0, 0, 0, 0, 0, 0, 701647058, 0, -65949820, 0, -17582252, 0, 0, 0, -1182139000, 0], 'weight': 7, 'weight_parity': -1}
• mf_hecke_nf •

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

  
  {'an': [[1], [0], [10], [64], [74], [0], [0], [0], [-629], [0], [-1331], [640], [0], [0], [740], [4096], [0], [0], [0], [4736], [0], [0], [-12670], [0], [-10149], [0], [-13580], [0], [0], [0], [56018], [0], [-13310], [0], [0], [-40256], [87050], [0], [0], [0], [0], [0], [0], [-85184], [-46546], [0], [-206350], [40960], [117649], [0], [0], [0], [246890], [0], [-98494], [0], [0], [0], [107642], [47360], [0], [0], [0], [262144], [0], [0], [-428470], [0], [-126700], [0], [-341278], [0], [0], [0], [-101490], [0], [0], [0], [0], [303104], [322741], [0], [0], [0], [0], [0], [0], [0], [1392338], [0], [0], [-810880], [560180], [0], [0], [0], [-1824190], [0], [837199], [-649536]], 'ap': [[0], [10], [74], [0], [-1331], [0], [0], [0], [-12670], [0], [56018], [87050], [0], [0], [-206350], [246890], [107642], [0], [-428470], [-341278], [0], [0], [0], [1392338], [-1824190], [0], [-811870], [0], [0], [1702370], [0], [0], [-3688270], [0], [0], [0], [-5960230], [5236490], [0], [0], [-7406422], [-7656982], [13312658], [0], [0], [-237598], [0], [-21732910], [0], [-13061878], [0], [0], [0], [-31206598], [30788930], [0], [-31146118], [0], [0], [0], [0], [0], [0], [29482562], [59275730], [-27781990], [-6594982], [0], [0], [0], [-10498750], [0], [-534670], [0], [54960122], [98118290], [81929162], [-119505670], [-46334302], [0], [120006218], [-13980022], [0], [14046050], [0], [173871290], [-134987902], [0], [0], [-22465870], [-186256150], [0], [47353250], [0], [-231528598], [0], [238463642], [119963378], [0], [0], [0], [0], [0], [0], [0], [120521090], [274808090], [0], [-104546302], [0], [0], [0], [-456418510], [-470908582], [-335862718], [-505681342], [-428307190], [529180130], [515148410], [0], [-21498838], [0], [0], [612539930], [259908842], [0], [413069258], [-230639182], [339343490], [0], [0], [0], [725151602], [119997290], [0], [0], [115508810], [0], [-961457830], [0], [0], [0], [-1103781310], [0], [1139089178], [-690999838], [0], [0], [1241929658], [881245010], [0], [-174445918], [-633168790], [0], [-1040467750], [1193964338], [0], [1601161922], [0], [0], [-1157714710], [0], [0], [-234195622], [1669628450], [-1584732670], [701647058], [0]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 68836917259, 'hecke_ring_character_values': [[2, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '11.7.b.a', 'level': 11, 'maxp': 997, 'weight': 7}
• 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': 539, 'analytic_conductor': 2.530594919818361, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'conrey_index': 10, 'cusp_dim': 5, 'dim': 5, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68836917259, 'hecke_orbit_dims': [1, 4], 'label': '11.7.b', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 7, 'mf_new_dim': 7, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 5, 'sturm_bound': 7, 'trace_bound': 1, 'trace_display': [0, 34, -186, 0], 'traces': [5, 0, 34, -220, -186, 0, 0, 0, 2779, 0, 1893, -7244, 0, 3480, -820, -4120, 0, 0, 0, 23196, 0, -38040, -1206, 0, -55749, 74280, 63532, 0, 0, 0, 50506, 0, -74306, -67080, 0, -356384, 163126, -10680, 0, 0, 0, 824280, 0, -233748, -268066, 0, -354654, 473704, -197755, 0, 0, 0, 461154, 0, -308054, -827760, 0, -717600, 874434, 559820, 0, 0, 0, 1000880, 0, -1427160, 453346, 0, -867496, -226200, 939690, 0, 0, 0, -375090, 0, 1008720, 532200, 0, 837144, -493919, -336600, 0, 0, 0, -1974960, 0, 1465200, -1098930, 0, 284880, -815244, -3570232, 0, 0, 0, -344114, 0, 2619967, 2588064, 0, 8756280, -2387966, -606480, 0, 0, 0, -7549172, 0, 2472600, 7432796, 0, 1054734, -10112760, -1682740, 0, 0, 0, -9494160, 0, 1971245, -7247760, 0, 8073844, 5119224, 12605760, 0, 0, 0, -4828200, 0, -1020164, 9995280, 0, -6017200, -8689200, -5021394, 0, 0, 0, 1385036, 0, 4469040, -3791936, 0, 15149400, -2075534, -5936036, 0, 0, 0, 10123440, 0, -7639320, 4503612, 0, -17876474, 17178720, -11102236, 0, 0, 0, 14632474, 0, 2979800, -34187040, 0, -15966960, 13152845, 4360200, 0, 0, 0, 27187680, 0, -18340392, 14112872, 0, -29126190, 17569376, 5875366, 0, 0, 0, 1496760, 0, 5201040, -7015176, 0, 694200, 8248506, 41686576, 0, 0, 0, 31282820, 0, -46797120, 14177554, 0, -53223304, -16709160, -35081280, 0, 0, 0, 8021798, 0, -10678800, -53578200, 0, 15444936, 49986488, 54049320, 0, 0, 0, 12711120, 0, 3353044, 19153680, 0, -4198406, 2540640, -32467479, 0, 0, 0, -12927146, 0, 58829520, -26470080, 0, 64324800, -5630140, -55988844, 0, 0, 0, -25097320, 0, -30148560, 24318622, 0, 29207286, -104372760, -8457360, 0, 0, 0, 2417250, 0, 36628294, 63078600, 0, 10626080, 16999386, 25106640, 0, 0, 0, -65727480, 0, 75955440, 4342700, 0, -47300068, -35801516, -36627726, 0, 0, 0, -112620720, 0, -23245281, 31633316, 0, 184521480, -89099626, 53804400, 0, 0, 0, -158503980, 0, 58744920, 100670160, 0, -16688875, 46644000, 95723276, 0, 0, 0, -41875972, 0, 64560952, -1887240, 0, 83382240, -46831200, -126242640, 0, 0, 0, 52752960, 0, -124396320, -45941476, 0, 55254930, -119007120, -38932226, 0, 0, 0, -2080314, 0, -10845120, -28619184, 0, -95271720, 127717200, 6332284, 0, 0, 0, 104709360, 0, 92765400, 9798226, 0, 83332382, -44364600, -89024820, 0, 0, 0, 153819404, 0, 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-3163988166, 1864775280, 0, 0, 0, -880280160, 0, 3041812800, 385051426, 0, 566268728, 7057191960, -954567132, 0, 0, 0, 1475092928, 0], 'weight': 7, 'weight_parity': -1}
• 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: 7579
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.7.b.a', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.7.b.a', 'target_level': 11, 'twist_class_label': '11.7.b.a', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
  • id: 7580
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -11, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.7.b.a', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.7.b.a', 'target_level': 11, 'twist_class_label': '11.7.b.a', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 7581
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.7.b.a', 'source_level': 11, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '99.7.c.a', 'target_level': 99, 'twist_class_label': '11.7.b.a', 'twist_class_level': 11, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 7582
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.7.b.a', 'source_level': 11, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '99.7.c.a', 'target_level': 99, 'twist_class_label': '11.7.b.a', 'twist_class_level': 11, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 7}
  • id: 7583
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.7.b.a', 'source_level': 11, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '176.7.h.a', 'target_level': 176, 'twist_class_label': '11.7.b.a', 'twist_class_level': 11, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 7584
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.7.b.a', 'source_level': 11, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '176.7.h.a', 'target_level': 176, 'twist_class_label': '11.7.b.a', 'twist_class_level': 11, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 50100
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 2}
  • id: 50101
    {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 3}
  • id: 50102
    {'charpoly_factorization': [[[-74, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 5}
  • id: 50103
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 7}
  • id: 50104
    {'charpoly_factorization': [[[1331, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 11}
  • id: 50105
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 13}
  • id: 50106
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 17}
  • id: 50107
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 19}
  • id: 50108
    {'charpoly_factorization': [[[12670, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 23}
  • id: 50109
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 29}
  • id: 50110
    {'charpoly_factorization': [[[-56018, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 31}
  • id: 50111
    {'charpoly_factorization': [[[-87050, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 37}
  • id: 50112
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 41}
  • id: 50113
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 43}
  • id: 50114
    {'charpoly_factorization': [[[206350, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 47}
  • id: 50115
    {'charpoly_factorization': [[[-246890, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 53}
  • id: 50116
    {'charpoly_factorization': [[[-107642, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 59}
  • id: 50117
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 61}
  • id: 50118
    {'charpoly_factorization': [[[428470, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 67}
  • id: 50119
    {'charpoly_factorization': [[[341278, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 71}
  • id: 50120
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 73}
  • id: 50121
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 79}
  • id: 50122
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 83}
  • id: 50123
    {'charpoly_factorization': [[[-1392338, 1], 1]], 'hecke_orbit_code': 68836917259, 'p': 89}
  • id: 50124
    {'charpoly_factorization': [[[1824190, 1], 1]], 'hecke_orbit_code': 68836917259, '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': 2, 'hecke_orbit': 1, 'label': '11.7.b.a', 'level': 11, 'portrait': 'data:image/png;base64,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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19300000
    {'hecke_orbit_code': 68836917259, 'n': 1, 'trace_an': 1}
  • id: 19300001
    {'hecke_orbit_code': 68836917259, 'n': 2, 'trace_an': 0}
  • id: 19300002
    {'hecke_orbit_code': 68836917259, 'n': 3, 'trace_an': 10}
  • id: 19300003
    {'hecke_orbit_code': 68836917259, 'n': 4, 'trace_an': 64}
  • id: 19300004
    {'hecke_orbit_code': 68836917259, 'n': 5, 'trace_an': 74}
  • id: 19300005
    {'hecke_orbit_code': 68836917259, 'n': 6, 'trace_an': 0}
  • id: 19300006
    {'hecke_orbit_code': 68836917259, 'n': 7, 'trace_an': 0}
  • id: 19300007
    {'hecke_orbit_code': 68836917259, 'n': 8, 'trace_an': 0}
  • id: 19300008
    {'hecke_orbit_code': 68836917259, 'n': 9, 'trace_an': -629}
  • id: 19300009
    {'hecke_orbit_code': 68836917259, 'n': 10, 'trace_an': 0}
  • id: 19300010
    {'hecke_orbit_code': 68836917259, 'n': 11, 'trace_an': -1331}
  • id: 19300011
    {'hecke_orbit_code': 68836917259, 'n': 12, 'trace_an': 640}
  • id: 19300012
    {'hecke_orbit_code': 68836917259, 'n': 13, 'trace_an': 0}
  • id: 19300013
    {'hecke_orbit_code': 68836917259, 'n': 14, 'trace_an': 0}
  • id: 19300014
    {'hecke_orbit_code': 68836917259, 'n': 15, 'trace_an': 740}
  • id: 19300015
    {'hecke_orbit_code': 68836917259, 'n': 16, 'trace_an': 4096}
  • id: 19300016
    {'hecke_orbit_code': 68836917259, 'n': 17, 'trace_an': 0}
  • id: 19300017
    {'hecke_orbit_code': 68836917259, 'n': 18, 'trace_an': 0}
  • id: 19300018
    {'hecke_orbit_code': 68836917259, 'n': 19, 'trace_an': 0}
  • id: 19300019
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  • id: 19300020
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  • id: 19300021
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  • id: 19300022
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  • id: 19300023
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  • id: 19300024
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  • id: 19300025
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  • id: 19300026
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  • id: 19300027
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  • id: 19300028
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  • id: 19300029
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  • id: 19300030
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  • id: 19300031
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  • id: 19300032
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  • id: 19300033
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  • id: 19300034
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  • id: 19300035
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  • id: 19300036
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  • id: 19300037
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  • id: 19300038
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  • id: 19300039
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  • id: 19300040
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  • id: 19300041
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  • id: 19300042
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  • id: 19300043
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  • id: 19300044
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  • id: 19300045
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  • id: 19300046
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  • id: 19300047
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  • id: 19300048
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  • id: 19300049
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  • id: 19300050
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  • id: 19300051
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  • id: 19300052
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  • id: 19300053
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  • id: 19300054
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  • id: 19300055
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  • id: 19300056
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  • id: 19300057
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  • id: 19300058
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  • id: 19300059
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  • id: 19300060
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  • id: 19300061
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  • id: 19300062
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  • id: 19300063
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  • id: 19300064
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  • id: 19300065
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  • id: 19300066
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  • id: 19300067
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  • id: 19300068
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  • id: 19300069
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  • id: 19300070
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  • id: 19300071
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  • id: 19300072
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  • id: 19300073
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  • id: 19300074
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  • id: 19300075
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  • id: 19300076
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  • id: 19300077
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  • id: 19300078
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  • id: 19300079
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  • id: 19300080
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  • id: 19300081
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  • id: 19300082
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  • id: 19300083
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  • id: 19300084
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  • id: 19300085
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  • id: 19300086
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  • id: 19300087
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  • id: 19300088
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  • id: 19300089
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  • id: 19300090
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  • id: 19300091
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  • id: 19300092
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  • id: 19300093
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  • id: 19300094
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  • id: 19300095
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  • id: 19300096
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  • id: 19300097
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  • id: 19300098
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  • id: 19300099
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  • id: 19300100
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  • id: 19300101
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  • id: 19300102
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  • id: 19300103
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  • id: 19300104
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  • id: 19300105
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  • id: 19300106
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  • id: 19300107
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  • id: 19300108
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  • id: 19300109
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  • id: 19300110
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  • id: 19300111
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  • id: 19300112
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  • id: 19300113
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  • id: 19300114
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  • id: 19300115
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  • id: 19300116
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  • id: 19300117
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  • id: 19300118
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  • id: 19300119
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  • id: 19300120
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  • id: 19300121
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  • id: 19300122
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  • id: 19300123
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  • id: 19300124
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  • id: 19300125
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  • id: 19300126
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  • id: 19300127
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  • id: 19300128
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  • id: 19300129
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  • id: 19300130
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  • id: 19300131
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  • id: 19300132
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  • id: 19300133
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  • id: 19300134
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  • id: 19300135
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  • id: 19300136
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  • id: 19300137
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  • id: 19300138
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  • id: 19300139
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  • id: 19300140
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  • id: 19300141
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  • id: 19300142
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  • id: 19300143
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  • id: 19300144
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  • id: 19300145
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  • id: 19300146
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  • id: 19300147
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  • id: 19300148
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  • id: 19300149
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  • id: 19300150
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  • id: 19300151
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  • id: 19300152
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  • id: 19300153
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  • id: 19300154
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  • id: 19300155
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  • id: 19300156
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  • id: 19300157
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  • id: 19300158
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  • id: 19300159
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  • id: 19300160
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  • id: 19300161
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  • id: 19300162
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  • id: 19300163
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  • id: 19300164
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  • id: 19300165
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  • id: 19300166
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  • id: 19300167
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  • id: 19300168
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  • id: 19300169
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  • id: 19300170
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  • id: 19300171
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  • id: 19300172
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  • id: 19300173
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  • id: 19300174
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  • id: 19300175
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  • id: 19300176
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  • id: 19300177
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  • id: 19300178
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  • id: 19300179
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  • id: 19300180
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  • id: 19300181
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  • id: 19300182
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  • id: 19300183
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  • id: 19300184
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  • id: 19300185
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  • id: 19300186
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  • id: 19300187
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  • id: 19300188
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  • id: 19300189
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  • id: 19300190
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  • id: 19300191
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  • id: 19300192
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  • id: 19300193
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  • id: 19300194
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  • id: 19300195
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  • id: 19300196
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  • id: 19300197
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  • id: 19300198
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  • id: 19300199
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  • id: 19300200
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  • id: 19300201
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  • id: 19300202
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  • id: 19300203
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  • id: 19300204
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  • id: 19300205
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  • id: 19300206
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  • id: 19300207
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  • id: 19300208
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  • id: 19300209
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  • id: 19300210
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  • id: 19300211
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  • id: 19300212
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  • id: 19300213
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  • id: 19300214
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  • id: 19300215
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  • id: 19300216
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  • id: 19300217
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  • id: 19300218
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  • id: 19300219
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  • id: 19300220
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  • id: 19300221
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  • id: 19300222
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  • id: 19300223
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  • id: 19300224
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  • id: 19300225
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  • id: 19300226
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  • id: 19300227
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  • id: 19300228
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  • id: 19300229
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  • id: 19300233
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  • id: 19300235
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  • id: 19300243
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  • id: 19300275
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  • id: 19300312
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  • id: 19300321
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  • id: 19300332
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  • id: 19300338
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  • id: 19300340
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  • id: 19300341
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  • id: 19300342
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  • id: 19300344
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  • id: 19300421
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  • id: 19300422
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  • id: 19300423
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  • id: 19300426
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  • id: 19300427
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  • id: 19300428
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  • id: 19300429
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  • id: 19300430
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  • id: 19300431
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  • id: 19300432
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  • id: 19300433
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  • id: 19300434
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  • id: 19300435
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  • id: 19300436
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  • id: 19300437
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  • id: 19300438
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  • id: 19300442
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  • id: 19300443
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  • id: 19300444
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  • id: 19300445
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  • id: 19300446
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  • id: 19300451
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  • id: 19300452
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  • id: 19300455
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  • id: 19300461
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  • id: 19300462
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  • id: 19300463
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  • id: 19300484
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  • id: 19300485
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  • id: 19300486
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  • id: 19300488
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  • id: 19300510
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  • id: 19300511
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  • id: 19300512
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  • id: 19300513
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  • id: 19300514
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  • id: 19300515
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  • id: 19300516
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  • id: 19300517
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  • id: 19300518
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  • id: 19300519
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  • id: 19300520
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  • id: 19300521
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  • id: 19300522
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  • id: 19300523
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  • id: 19300524
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  • id: 19300525
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  • id: 19300526
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  • id: 19300527
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  • id: 19300528
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  • id: 19300529
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  • id: 19300530
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  • id: 19300531
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  • id: 19300532
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  • id: 19300533
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  • id: 19300535
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  • id: 19300536
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  • id: 19300537
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  • id: 19300538
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  • id: 19300539
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  • id: 19300540
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  • id: 19300541
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  • id: 19300542
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  • id: 19300543
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  • id: 19300544
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  • id: 19300545
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  • id: 19300546
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  • id: 19300547
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  • id: 19300548
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  • id: 19300549
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  • id: 19300550
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  • id: 19300551
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  • id: 19300552
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  • id: 19300553
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  • id: 19300555
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  • id: 19300556
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  • id: 19300557
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  • id: 19300558
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  • id: 19300563
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  • id: 19300564
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  • id: 19300575
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  • id: 19300576
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  • id: 19300578
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  • id: 19300587
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  • id: 19300588
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  • id: 19300589
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  • id: 19300591
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  • id: 19300592
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  • id: 19300593
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  • id: 19300596
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  • id: 19300598
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  • id: 19300602
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  • id: 19300603
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  • id: 19300610
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  • id: 19300612
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  • id: 19300620
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  • id: 19300623
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  • id: 19300626
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  • id: 19300632
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