Embedded newform data - 35.6.e.b.11.6

Formats: - HTML - YAML - JSON - 2024-06-15T23:45:22.820821

• 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': 1260, 'analytic_conductor': 5.613433693454322, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [35, 3, [22, 31], [3, 2]], 'cm_discs': [], 'conrey_index': 11, 'dim': 16, 'field_disc': 685009113422513961162165709202729102926478824033222656, 'field_disc_factorization': [[2, 18], [3, 8], [7, 2], [17258699, 2], [165191273144071, 2]], 'field_poly': [1025569391616, 469846046208, 536983468288, -96728088064, 97178302784, -5581286880, 4739118768, -145614464, 168163132, -1696018, 2990279, -54845, 37070, -399, 234, -3, 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': [[2, [1025569391616, -469846046208, 536983468288, 96728088064, 97178302784, 5581286880, 4739118768, 145614464, 168163132, 1696018, 2990279, 54845, 37070, 399, 234, 3, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503874605940771, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 17210368, 'hecke_ring_index_factorization': [[2, 10], [7, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '35.6.e.b', 'level': 35, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '35.6.e.b', 'prim_orbit_index': 3, 'qexp_display': 'q-\\beta _{1}q^{2}+(-\\beta _{5}+\\beta _{6})q^{3}+(\\beta _{1}-5^{2}\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '35.6.e', 'trace_display': [-3, 2, -200, 158], 'trace_hash': 1798708075354721618, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.233', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5.518', 'prec': 17}, {'__RealLiteral__': 0, 'data': '780.513', 'prec': 24}, {'__RealLiteral__': 0, 'data': '882.468', 'prec': 24}, {'__RealLiteral__': 0, 'data': '72099.023', 'prec': 30}], 'trace_zratio': 0, 'traces': [16, -3, 2, -203, -200, -112, 158, 498, -1218, -75, -120, 884, 3988, -975, -100, -6451, -1856, -2013, 1828, 10150, -7778, 4398, -4822, 2008, -5000, 7457, 15596, -4703, 21004, 1400, -5148, -12061, 2872, -81364, 2600, 81898, -7810, -18567, 2572, -6225, -36384, 70842, 126380, 4765, -30450, -6567, -11816, -214672, -31966, 3750, -28788, -167255, 39902, 126138, 6000, -11814, 77496, -67552, -50752, 22100, 2146, 203144, -16780, 540078, -49850, -164358, 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77205164, -176062536, 1607500, -108744146, 49517960, 200033924, 88918280, 15342600, 4982720, 71404008, 151873674, 63047496, -2536650, -272822608, -155253580, -336999254, 19528358, 81557125, -17646116, -167944484, -432858528, -142267072, -13914800, 49755158, -84467844, -117995824, 50404464, 7781250], 'weight': 6, 'weight_parity': 1}
• 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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[-0.6504955771553631, -1.3963354298863004], [0.10095375836376891, 0.0], [0.04470661340092676, 0.0774341258447448], [0.15968276600373546, -0.27657866381160207], [-0.6901146187802132, 1.195313582773356], [0.04588327504869979, 0.07947216360200539], [-1.9506889916472534, 0.0], [-0.9707060969968991, 1.385225266257024], [-0.6822120512368166, 0.0], [-0.2426696749319927, -0.42031620643843487], [-0.049038489729777576, 0.08493715573841934], [0.5336721839605467, -0.9243473372059113], [0.6476487004650605, 1.1217604546614421], [0.06551408149950509, 0.0]], 'angles': [0.016393904471402074, 0.3021003714748153, None, None, -0.4337134823796151, -0.29291524266798774, 0.22255776763713842, -0.042732447261045706, -0.0935632563213322, -0.17377160056620533, -0.406451033520037, -0.0547442192279481, -0.17196693442829358, -0.30657081831336075, -0.01911398369352242, -0.27774198467101635, -0.4197683368059801, -0.07785207268101475, -0.4617031614941594, -0.12181073787511934, -0.44784840920632907, -0.03936327281394808, -0.19656056787103787, -0.4432102678301358, -0.23368738170594008, -0.31616239833482246, -0.15450031551686338, -0.06880805424002848, -0.4025996759417794, -0.28928207473519935, -0.143881257716023, -0.43804318076861304, -0.4104834495979514, -0.29368395212306897, -0.09294326219719368, 0.23129330943656995, -0.40849619387433567, -0.4510335509411719, -0.18278199140535845, -0.09459537797304919, -0.3155719818401794, -0.40393639685891375, 0.01618163609484181, -0.3544729245905205, -0.2127717890697375, -0.27859439432961897, -0.19312953598752508, -0.3421034293266073, -0.26472007725454144, -0.09305243375397679, 0.06112234118465147, -0.29628487523538555, -0.491613688877204, -0.20141428690011806, 0.035234984466762716, -0.4435529620916324, -0.3515836571440469, 0.0550400799636213, 0.20173432407207756, -0.33521999659552953, -0.3454101165476384, -0.3176128346468315, -0.3187412663276613, -0.25616077858552744, 0.02397637127822078, -0.1546991044824882, -0.0005112102451378507, 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-0.4645400722758697, -0.49358885623592624, -0.15724816023127847, -0.26531151939363135, -0.4900186442757393, 0.18891967400897622, -0.3612984750642068, 0.2045532850607251, -0.4244745161953268], 'char_orbit_index': 5, 'conrey_index': 11, 'dual_conrey_index': 16, 'dual_embedding_index': 6, 'dual_embedding_m': 14, 'embedding_index': 6, 'embedding_m': 6, 'embedding_root_imag': -5.745502407825499, 'embedding_root_real': -3.317167361787695, 'hecke_orbit': 2, 'hecke_orbit_code': 4503874605940771, 'label': '35.6.e.b.11.6', 'level': 35, 'weight': 6}
• mf_newspaces •

  Column	Type
  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_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

  
  {'Nk2': 1260, 'analytic_conductor': 5.613433693454322, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [35, 3, [22, 31], [3, 2]], 'conrey_index': 11, 'cusp_dim': 36, 'dim': 28, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274978570275, 'hecke_orbit_dims': [12, 16], 'label': '35.6.e', 'level': 35, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 44, 'mf_new_dim': 28, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 14, 'sturm_bound': 24, 'trace_bound': 1, 'trace_display': [2, -18, -50, 138], 'traces': [28, 2, -18, -234, -50, 80, 138, 228, -1596, -200, 804, 514, 3688, 2434, -1100, -6886, -3396, -2208, 1736, 8600, -490, -9312, -902, 9208, -8750, 4822, 19716, 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95885248, 54886820, -12659456, -7820000, -21118234, 40085320, 78824168, 37371152, 24754100, 90994028, 58598702, 22685430, 71063996, 31571300, 9948616, -44460840, -53082416, -15807632, -6161250, -11584216, -1877148, -79814464, 74472076, -27296000, 65666340, -775396, -8116898, -53254606, 9376400, -62321954, 18974792, -53412390, 413476, 11371550, -6047788, -62505816, 90395232, 84050328, -1201900, -145944592, -57961116, 15320094, -130365800, 13465000, 26124372, -20781288, -9093840, 21424710, 23435900, 61014632, -51333038, -146980656, 32830082, 15639900, 29552704, -40371594, 161416, 35669808, -49874400, 30509286, -542188, -72386380, 68489396, -50701000, -48846692, 133779884, -44047692, -3341740, -7353750, -123548312, 118372756, 59404296, 53058324, -22301400, 47946420, 107682642, 60427956, 15675180, 27623850, 177790172, 13489092, 98863296, -30797164, 19311250, 30815232, -3329336, -184870484, 102314816, 22399250, 129353780, -85579192, -59442784, -19368740, -4750000, -14776792, -79967128, 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318976108, -65989956, -535405832, -53330372, 24072500, 75417192, -72866552, -177919392, 282980, -120960800, 107981612, -104271828, -148211028, 17825280, 45423900, -219541926, -63828024, -81985622, -41396344, -27525900, -108700916, 379100204, 268825876, 222018064, -84305300, -157430796, 166717866, 212767368, 250737116, 2781250, 170830352, 46593376, 164337764, 73965472, 118775700, -167508156, 7686680, 11093240, 143101172, 28059200, -77817204, -194554306, -333175640, 55285436, -134687900, 81340316, -66295700, -24177080, -197190628, 62739000, -98564482, -52284632, -129017510, 132920372, -9108750, -132441960, -268241360, 255213374, -26354992, -1167850, -5694616, -119281726, 177116264, -373746224, 98187850, 215281544, 121769396, 102386812, -107478252, 37912750, 312590176, 19454008, -509917936, 1627208, 3099800, 121706790, 23502832, -108617216, -35463500, -7950000, 83234210, -126058312, 26507726, 65988002, -210452400, -222775800, 187038008, -44421880, 72133344, -57660200, -324294254, 314449232, 244399562, 122632880, -53185650, -102417404, 114163068, 212118262, -289194184, 64878900, 249277776, 169063850, 175681816, 179511944, 17280000, 139959816, -119236824, -127573248, 114935242, 39380500, 118560432, -166761652, 104220272, -130405496, -216838700, 60433338, -69828640, -47598904, -38509726, 118172200, -331541604, 22322340, 21076174, -37795632, 14361800, -111457896, -114513560, 41402964, -245007720, 11217500, -110954500, 6133500, 232302564, -198843640, 124175200, 262086304, 77315568, 121775514, -6870612, 3277600, -230346112, -236824340, -480383704, -82556538, 100945250, 67191508, -147301844, -407974968, -128568212, -89476400, 128584376, -25490784, -197851624, 143991008, 12000000], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 35148084
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 6, 'source_hecke_orbit_code': 4503874605940771, 'source_is_minimal': True, 'source_label': '35.6.e.b.11.6', 'source_level': 35, 'target_conrey_index': 11, 'target_dim': 16, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503874605940771, 'target_is_minimal': True, 'target_label': '35.6.e.b.11.6', 'target_level': 35, 'twist_class_label': '35.6.e.b.11.6', 'twist_class_level': 35, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 35148085
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 6, 'source_hecke_orbit_code': 4503874605940771, 'source_is_minimal': True, 'source_label': '35.6.e.b.11.6', 'source_level': 35, 'target_conrey_index': 16, 'target_dim': 16, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503874605940771, 'target_is_minimal': True, 'target_label': '35.6.e.b.16.6', 'target_level': 35, 'twist_class_label': '35.6.e.b.11.6', 'twist_class_level': 35, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 35148086
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 6, 'source_hecke_orbit_code': 4503874605940771, 'source_is_minimal': True, 'source_label': '35.6.e.b.11.6', 'source_level': 35, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 45035996374368501, 'target_is_minimal': False, 'target_label': '245.6.a.k.1.3', 'target_level': 245, 'twist_class_label': '35.6.e.b.11.6', 'twist_class_level': 35, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 35148087
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 6, 'source_hecke_orbit_code': 4503874605940771, 'source_is_minimal': True, 'source_label': '35.6.e.b.11.6', 'source_level': 35, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532396746998005, 'target_is_minimal': False, 'target_label': '245.6.a.j.1.3', 'target_level': 245, 'twist_class_label': '35.6.e.b.11.6', 'twist_class_level': 35, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 126075
    {'charpoly_factorization': [[[1025569391616, -469846046208, 536983468288, 96728088064, 97178302784, 5581286880, 4739118768, 145614464, 168163132, 1696018, 2990279, 54845, 37070, 399, 234, 3, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 2}
  • id: 126076
    {'charpoly_factorization': [[[6610744876265229456, -196855989590104128, 288029798908077924, 19437363143806176, 9944130716671725, 364744651783530, 79510395289459, -306426490278, 402730000062, -2542007534, 994344403, -7718410, 1751374, -7714, 1583, -2, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 3}
  • id: 126077
    {'charpoly_factorization': [[[625, 25, 1], 8]], 'hecke_orbit_code': 4503874605940771, 'p': 5}
  • id: 126078
    {'charpoly_factorization': [[[6366805760909027985741435139224001, -59853353377975035505869384898994, 641582321374555126471027382785, 2058741491477135717473866050, -18535271330095584862090083, 422146196701551660676128, 517192602573615572450, 2353149703669240812, 182519904550617214, 140010097201716, 1830930690050, 88918531296, -232294083, 1535150, 28465, -158, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 7}
  • id: 126079
    {'charpoly_factorization': [[[166909696398539760242076957596736000000, 11713223824459593909472096197120000, 30538143426028195931345898465254400, -27158862083781621803260396231680, 4339760013397297357690119609856, -3015156482983687721371022080, 212526489465863056039030464, -107540670965890952101952, 7827947071217673553120, -3168007865560916304, 58528238572409452, 5063119452876, 315655725765, 8867168, 652369, 120, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 11}
  • id: 126080
    {'charpoly_factorization': [[[-52824372858032967744, -4873941523016782784, 45920118717960240, -29552766164736, -511451870892, 904624564, 582245, -1994, 1], 2]], 'hecke_orbit_code': 4503874605940771, 'p': 13}
  • id: 126081
    {'charpoly_factorization': [[[318782096652821204403599011499625711140929536, 12008356969348791405502909682723589819334656, 610392088649668435289600663779809775353856, -5286109843815105380463995159112569520128, 90959726572616733262955327491163340800, 168491146358763814651972519530209280, 321491375235026352369817486872576, 288943256591017844767988281344, 313847963866709879710606592, 208453704710524564018688, 188123761004941388032, 93275705678105600, 58897337008064, 16740290368, 9381032, 1856, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 17}
  • id: 126082
    {'charpoly_factorization': [[[221398963643962248365530532226789583029650199937024, -768391384243885842625162252358273268219657060352, 2331091221008546506778097748344489668596957184, -2824767783937883000273329549359480957370368, 3885359804488114976483855304270888640512, -2455496317262305322379804811862106112, 3254567564999018527549900052901376, -1581273214445738063456352916480, 1700066986111689959058815104, -521771848204300302698368, 543426821532480279544, -131023590620403280, 118784127215745, -16187195244, 14255285, -1828, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 19}
  • id: 126083
    {'charpoly_factorization': [[[547330714113964827118316981720302462549614916761, 1233525379284331511223620049689810726682571818, 12361451795908318416089666860482840078067632, 19064506568798882825556790593452304952548, 184911555773323695726284456486134424154, 271371700358915000034274428098622198, 1169530561212879583526614633916632, 508463664825743521012260383226, 3257160916263012043861001627, 2897989623838871072146902, 3165669335582905006616, 955062942525524666, 413846814215170, 76100068460, 32453896, 4822, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 23}
  • id: 126084
    {'charpoly_factorization': [[[54552214051739044211793082500, 46995872422602900767673500, -4741104442945340950075, -8913703839673994430, 407697784901499, 547950020424, -37479333, -10502, 1], 2]], 'hecke_orbit_code': 4503874605940771, 'p': 29}
  • id: 126085
    {'charpoly_factorization': [[[1863074118935654021276284452405686903794212017333600256, -4254515735448466276810510276552897459287051856773120, 8240257548726561834551787730040963750258053742592, -7372131280286724500081806884225096199608532992, 7139866085089649557813685579202021861494784, -4688032030387813085551216678292241420288, 3685403596477829038345112655772947456, -1870057096220279702956879802391552, 896943645262439719185572301312, -246889871091564545596218624, 66400082336180819880768, -7332738026653847616, 2072341881518752, -80379350832, 77751124, 5148, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 31}
  • id: 126086
    {'charpoly_factorization': [[[1243266915706614196398952895066545058714182763560304640000, -2134902589484591774981654597864338331117897662857216000, 2749533624234877460983685086027864394862740216217600, -1876785002661694357927322223448973556809277112320, 1085865793641559842398749121924539825684217856, -394708795742329064586729712628363427840000, 154613234564476907782929493805509902336, -40463081199974447617572987391180800, 14346343857665398129359002128384, -2445883449839573734336962560, 645596063032831705288960, -34620784629735799840, 17464940717957633, -581179469950, 201387427, 7810, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 37}
  • id: 126087
    {'charpoly_factorization': [[[-4462408938510922524344859113775, -2626528093974891896945026320, 271302514567720406142652, 272665574352109800176, 15254305419725974, -4497119060848, -250788004, 18192, 1], 2]], 'hecke_orbit_code': 4503874605940771, 'p': 41}
  • id: 126088
    {'charpoly_factorization': [[[-19377491436793409630573228401612, 20400807798063997714194841680, -7421893261611109512147877, 1019007980251213529290, -1905241260189869, -13829772307980, 1472693757, -63190, 1], 2]], 'hecke_orbit_code': 4503874605940771, 'p': 43}
  • id: 126089
    {'charpoly_factorization': [[[20385827114570662618533060471914042395017596923947629468160000, 8902190524010515500934382814540290537116548435417085440000, 17378881038805420534669280463632881937235835083936793600, -9560666685896387948957225243996633127998445715225600, 7714055210157726388114398024825381728466657005056, -1597120568814987103703295610134293192189947136, 442654766424738854832946301794150706364224, 7104942272180535391551694878749977024, 8529802030835129439214923050481120, 30878326239734113121978528592, 69848968949195060721088020, 1265195752531000081612, 355651155690370637, 2301829034032, 764145625, 11816, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 47}
  • id: 126090
    {'charpoly_factorization': [[[344771405139946190657273835869515935751115581215315268019234181218304, 113929403130016127086188167162867694214801390893831690814863704064, 34649735991612379862780771066710695833878985146709999292547072, 3282734291264361810828018009711602673257541017003451777024, 387096724629184747778151733052320293315772419960446976, -19882405757969775917228303225116601115847773990912, 2995038926982650864165394292234996906877792768, -103074970204031086961528042217224385929728, 6593772353537127453778240186180797056, -170793700673862365445799729713728, 8870808240427359326086707400, -186189192120611241889384, 7296682604559270105, -105443510230542, 3704719139, -39902, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 53}
  • id: 126091
    {'charpoly_factorization': [[[12702058722032380990148089503993324560473207379236159239864975360000, 12532922736929009615370763921550348702030679208850474957537280000, 12209322600525625523831856192672238159635692134760688753049600, 493365783869431850266620558271627046617610800858189004800, 171521850760859608913751740450963514855964308576403456, 3194905447513816027748689044668915530799207415808, 1909307569758960077283503288845897389929168896, 30232948968024582493092221387768315084800, 5366746910647595365745607119442812928, 112804595885172462629045392785408, 11508599710968650016301048320, 208764837849682261275136, 9267712205618186368, 119365322409856, 4642529224, 50752, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 59}
  • id: 126092
    {'charpoly_factorization': [[[69023790861898939423850962584349139796306006987862118792000999424, -30059294073179496290702733923287921699266192741621282945153024, 23717332199371621009628764377320029865739573098821355956032, -4984604204779966573708618995788173395372408372769985184, 4018319031600142841475948140455705013474718494093793, -998927588580047277590843913568055292481320823554, 288299190780955401636012936889083438813359013, -22595156270928075780210152061007339422630, 1802244318367872801756147012543251578, -57148672882255324884826091150506, 3389200099096323948446355037, -77859585379787587809962, 4605237733364990138, -49004109501926, 2381125285, -2146, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 61}
  • id: 126093
    {'charpoly_factorization': [[[8520813624067228235589064567903522064063085814276412663937600000000, 21417766394974335931982253946087918044094552011582984338496000000, 50237301819672553823946100991375029639645054002064299870120000, 8721275703193090229685289699568778313813306690020329438400, 1117235348613475327057466859597109707421464883056309841, 84890386340371984784405599352071177462060476208942, 5481873153026368735839315747830587022815734627, 256987122586949933057239166523991310311862, 11830862869797986373940218567837658546, 427544928395065358786162153149366, 16001717692541099879118758195, 418020952548620976707066, 11271689066801964946, 180578262285466, 4351542723, 50498, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 67}
  • id: 126094
    {'charpoly_factorization': [[[-11727366367681998084179228634906624, -3921897684121515464174653415424, -38690029878260011102756352, 65232490679013601680896, 260110765293339584, -293703631622656, 11966413688, -183976, 1], 2]], 'hecke_orbit_code': 4503874605940771, 'p': 71}
  • id: 126095
    {'charpoly_factorization': [[[47575527099086642200067942208223283382018317372393739493648912457138176, 15736719824348047225899238118385870071742780195632494973122666561536, 4210430249680648575537138233006264866083002833982487692952141824, 436251223710649883076805078497095514265551920183932531671040, 41764530145610316934594913890724141756156247800185671680, 1086017954550719786769773676266935661922888928473088, 109341845274163361837505887826977105879298427904, 1401452329150960213905945563735001504400384, 252402243810892314001365627082938547712, -1087885120048125643622225218246912, 183876123352272403943822637248, 962004802991817589780416, 60191363659860245984, 193877422779984, 10606650268, 54436, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 73}
  • id: 126096
    {'charpoly_factorization': [[[3156856259785623744563398531442213935471047869608840152599733517418496, -1615595743389348662985474488929119546444674261739990223137414316032, 631378076096198979347340635978580433330887831724398945523728384, -114161000608801087962541015364811372997569112284647004831744, 16894349232655505542469245773989711434032583451698266112, -752581238256820677042609872387064511061030879559680, 96868529956843688397208548492540914719105097728, -4636225195212623323958430324700113272283136, 377190345841942653295880295098514018304, -7733148667457053696086846024025088, 259934445955333780459740512384, 93221237771920477124992, 82000669750190128048, 11062424501696, 12106735420, 51040, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 79}
  • id: 126097
    {'charpoly_factorization': [[[2068368118592286258707722414427091456, -432764646284017181719736108972112, 32681202197367037182761707311, -960154886790640457397014, -43959940092758889, 512367855896564, -6008215879, -60438, 1], 2]], 'hecke_orbit_code': 4503874605940771, 'p': 83}
  • id: 126098
    {'charpoly_factorization': [[[109235432397834634201545780148789830239237091014086319576778704457744, 45553610137870379591295928593728410424223713049070572521942098320, 36396630438401829424397639604093384602342611081962064434068124, -5475324464061329219826147846708412682303139593958020095548, 2733856739724235382594463901603920553324740319473120021, -213381821710680801017543212182905315747168429875758, 78481728847356518852366308461827887909032652413, -7776022086106521495708088510715089470478374, 1433695671744632942829387977273377928830, -51227473279552381170286446011588550, 1445642981790112788895530309301, -20593919972474482728923514, 264111310780973694366, -1753437109804722, 19079718673, -96678, 1], 1]], 'hecke_orbit_code': 4503874605940771, 'p': 89}
  • id: 126099
    {'charpoly_factorization': [[[1002850313544056331502673399943610972416, -56388528642700927145317132166822912, -339844642851566609658915905280, 27453253456248745102308608, 94519544348657644768, -4147590852738368, -17233894960, 195312, 1], 2]], 'hecke_orbit_code': 4503874605940771, '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': 5, 'hecke_orbit': 2, 'label': '35.6.e.b', 'level': 35, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 22232611
    {'hecke_orbit_code': 4503874605940771, 'n': 1, 'trace_an': 16}
  • id: 22232612
    {'hecke_orbit_code': 4503874605940771, 'n': 2, 'trace_an': -3}
  • id: 22232613
    {'hecke_orbit_code': 4503874605940771, 'n': 3, 'trace_an': 2}
  • id: 22232614
    {'hecke_orbit_code': 4503874605940771, 'n': 4, 'trace_an': -203}
  • id: 22232615
    {'hecke_orbit_code': 4503874605940771, 'n': 5, 'trace_an': -200}
  • id: 22232616
    {'hecke_orbit_code': 4503874605940771, 'n': 6, 'trace_an': -112}
  • id: 22232617
    {'hecke_orbit_code': 4503874605940771, 'n': 7, 'trace_an': 158}
  • id: 22232618
    {'hecke_orbit_code': 4503874605940771, 'n': 8, 'trace_an': 498}
  • id: 22232619
    {'hecke_orbit_code': 4503874605940771, 'n': 9, 'trace_an': -1218}
  • id: 22232620
    {'hecke_orbit_code': 4503874605940771, 'n': 10, 'trace_an': -75}
  • id: 22232621
    {'hecke_orbit_code': 4503874605940771, 'n': 11, 'trace_an': -120}
  • id: 22232622
    {'hecke_orbit_code': 4503874605940771, 'n': 12, 'trace_an': 884}
  • id: 22232623
    {'hecke_orbit_code': 4503874605940771, 'n': 13, 'trace_an': 3988}
  • id: 22232624
    {'hecke_orbit_code': 4503874605940771, 'n': 14, 'trace_an': -975}
  • id: 22232625
    {'hecke_orbit_code': 4503874605940771, 'n': 15, 'trace_an': -100}
  • id: 22232626
    {'hecke_orbit_code': 4503874605940771, 'n': 16, 'trace_an': -6451}
  • id: 22232627
    {'hecke_orbit_code': 4503874605940771, 'n': 17, 'trace_an': -1856}
  • id: 22232628
    {'hecke_orbit_code': 4503874605940771, 'n': 18, 'trace_an': -2013}
  • id: 22232629
    {'hecke_orbit_code': 4503874605940771, 'n': 19, 'trace_an': 1828}
  • id: 22232630
    {'hecke_orbit_code': 4503874605940771, 'n': 20, 'trace_an': 10150}
  • id: 22232631
    {'hecke_orbit_code': 4503874605940771, 'n': 21, 'trace_an': -7778}
  • id: 22232632
    {'hecke_orbit_code': 4503874605940771, 'n': 22, 'trace_an': 4398}
  • id: 22232633
    {'hecke_orbit_code': 4503874605940771, 'n': 23, 'trace_an': -4822}
  • id: 22232634
    {'hecke_orbit_code': 4503874605940771, 'n': 24, 'trace_an': 2008}
  • id: 22232635
    {'hecke_orbit_code': 4503874605940771, 'n': 25, 'trace_an': -5000}
  • id: 22232636
    {'hecke_orbit_code': 4503874605940771, 'n': 26, 'trace_an': 7457}
  • id: 22232637
    {'hecke_orbit_code': 4503874605940771, 'n': 27, 'trace_an': 15596}
  • id: 22232638
    {'hecke_orbit_code': 4503874605940771, 'n': 28, 'trace_an': -4703}
  • id: 22232639
    {'hecke_orbit_code': 4503874605940771, 'n': 29, 'trace_an': 21004}
  • id: 22232640
    {'hecke_orbit_code': 4503874605940771, 'n': 30, 'trace_an': 1400}
  • id: 22232641
    {'hecke_orbit_code': 4503874605940771, 'n': 31, 'trace_an': -5148}
  • id: 22232642
    {'hecke_orbit_code': 4503874605940771, 'n': 32, 'trace_an': -12061}
  • id: 22232643
    {'hecke_orbit_code': 4503874605940771, 'n': 33, 'trace_an': 2872}
  • id: 22232644
    {'hecke_orbit_code': 4503874605940771, 'n': 34, 'trace_an': -81364}
  • id: 22232645
    {'hecke_orbit_code': 4503874605940771, 'n': 35, 'trace_an': 2600}
  • id: 22232646
    {'hecke_orbit_code': 4503874605940771, 'n': 36, 'trace_an': 81898}
  • id: 22232647
    {'hecke_orbit_code': 4503874605940771, 'n': 37, 'trace_an': -7810}
  • id: 22232648
    {'hecke_orbit_code': 4503874605940771, 'n': 38, 'trace_an': -18567}
  • id: 22232649
    {'hecke_orbit_code': 4503874605940771, 'n': 39, 'trace_an': 2572}
  • id: 22232650
    {'hecke_orbit_code': 4503874605940771, 'n': 40, 'trace_an': -6225}
  • id: 22232651
    {'hecke_orbit_code': 4503874605940771, 'n': 41, 'trace_an': -36384}
  • id: 22232652
    {'hecke_orbit_code': 4503874605940771, 'n': 42, 'trace_an': 70842}
  • id: 22232653
    {'hecke_orbit_code': 4503874605940771, 'n': 43, 'trace_an': 126380}
  • id: 22232654
    {'hecke_orbit_code': 4503874605940771, 'n': 44, 'trace_an': 4765}
  • id: 22232655
    {'hecke_orbit_code': 4503874605940771, 'n': 45, 'trace_an': -30450}
  • id: 22232656
    {'hecke_orbit_code': 4503874605940771, 'n': 46, 'trace_an': -6567}
  • id: 22232657
    {'hecke_orbit_code': 4503874605940771, 'n': 47, 'trace_an': -11816}
  • id: 22232658
    {'hecke_orbit_code': 4503874605940771, 'n': 48, 'trace_an': -214672}
  • id: 22232659
    {'hecke_orbit_code': 4503874605940771, 'n': 49, 'trace_an': -31966}
  • id: 22232660
    {'hecke_orbit_code': 4503874605940771, 'n': 50, 'trace_an': 3750}
  • id: 22232661
    {'hecke_orbit_code': 4503874605940771, 'n': 51, 'trace_an': -28788}
  • id: 22232662
    {'hecke_orbit_code': 4503874605940771, 'n': 52, 'trace_an': -167255}
  • id: 22232663
    {'hecke_orbit_code': 4503874605940771, 'n': 53, 'trace_an': 39902}
  • id: 22232664
    {'hecke_orbit_code': 4503874605940771, 'n': 54, 'trace_an': 126138}
  • id: 22232665
    {'hecke_orbit_code': 4503874605940771, 'n': 55, 'trace_an': 6000}
  • id: 22232666
    {'hecke_orbit_code': 4503874605940771, 'n': 56, 'trace_an': -11814}
  • id: 22232667
    {'hecke_orbit_code': 4503874605940771, 'n': 57, 'trace_an': 77496}
  • id: 22232668
    {'hecke_orbit_code': 4503874605940771, 'n': 58, 'trace_an': -67552}
  • id: 22232669
    {'hecke_orbit_code': 4503874605940771, 'n': 59, 'trace_an': -50752}
  • id: 22232670
    {'hecke_orbit_code': 4503874605940771, 'n': 60, 'trace_an': 22100}
  • id: 22232671
    {'hecke_orbit_code': 4503874605940771, 'n': 61, 'trace_an': 2146}
  • id: 22232672
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  • id: 22232673
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  • id: 22232674
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  • id: 22232675
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  • id: 22232676
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  • id: 22232677
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  • id: 22232678
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  • id: 22232679
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  • id: 22232680
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  • id: 22232681
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  • id: 22232682
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  • id: 22232683
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  • id: 22232684
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  • id: 22232685
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  • id: 22232686
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  • id: 22232687
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  • id: 22232688
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  • id: 22232689
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  • id: 22232690
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  • id: 22232691
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  • id: 22232692
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  • id: 22232693
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  • id: 22232694
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  • id: 22232695
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  • id: 22232696
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  • id: 22232697
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  • id: 22232698
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  • id: 22232699
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  • id: 22232700
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  • id: 22232701
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  • id: 22232702
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  • id: 22232703
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  • id: 22232704
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  • id: 22232705
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  • id: 22232706
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  • id: 22232707
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  • id: 22232708
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  • id: 22232709
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  • id: 22232710
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  • id: 22232711
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  • id: 22232712
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  • id: 22232713
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  • id: 22232714
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  • id: 22232715
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  • id: 22232716
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  • id: 22232717
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  • id: 22232718
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  • id: 22232719
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  • id: 22232720
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  • id: 22232721
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  • id: 22232722
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  • id: 22232723
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  • id: 22232724
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  • id: 22232725
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  • id: 22232726
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  • id: 22232727
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  • id: 22232728
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  • id: 22232729
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  • id: 22232730
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  • id: 22232731
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  • id: 22232732
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  • id: 22232733
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  • id: 22232734
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  • id: 22232735
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  • id: 22232736
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  • id: 22232737
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  • id: 22232738
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  • id: 22232739
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  • id: 22232740
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  • id: 22232741
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  • id: 22232742
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  • id: 22232743
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  • id: 22232744
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  • id: 22232745
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  • id: 22232746
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  • id: 22232747
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  • id: 22232748
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  • id: 22232749
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  • id: 22232750
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  • id: 22232751
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  • id: 22232752
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  • id: 22232753
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  • id: 22232754
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  • id: 22232755
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  • id: 22232756
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  • id: 22232757
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  • id: 22232758
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  • id: 22232759
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  • id: 22232760
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  • id: 22232761
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  • id: 22232762
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  • id: 22232763
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  • id: 22232764
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  • id: 22232765
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  • id: 22232766
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  • id: 22232767
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  • id: 22232768
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  • id: 22232769
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  • id: 22232770
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  • id: 22232771
    {'hecke_orbit_code': 4503874605940771, 'n': 389, 'trace_an': 1673916}
  • id: 22232772
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  • id: 22232773
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  • id: 22232774
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  • id: 22232775
    {'hecke_orbit_code': 4503874605940771, 'n': 419, 'trace_an': -29677592}
  • id: 22232776
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  • id: 22232777
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  • id: 22232778
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  • id: 22232779
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  • id: 22232780
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  • id: 22232781
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  • id: 22232782
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  • id: 22232783
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  • id: 22232784
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  • id: 22232785
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  • id: 22232786
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  • id: 22232787
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  • id: 22232788
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  • id: 22232789
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  • id: 22232790
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  • id: 22232791
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  • id: 22232792
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  • id: 22232793
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  • id: 22232794
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  • id: 22232795
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  • id: 22232796
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  • id: 22232797
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  • id: 22232798
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  • id: 22232799
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  • id: 22232800
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  • id: 22232801
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  • id: 22232802
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  • id: 22232803
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  • id: 22232804
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  • id: 22232805
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  • id: 22232806
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  • id: 22232807
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  • id: 22232808
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  • id: 22232809
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  • id: 22232810
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  • id: 22232811
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  • id: 22232812
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  • id: 22232813
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  • id: 22232814
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  • id: 22232815
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  • id: 22232816
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  • id: 22232817
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  • id: 22232818
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  • id: 22232819
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  • id: 22232820
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  • id: 22232821
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  • id: 22232822
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  • id: 22232823
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  • id: 22232824
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  • id: 22232825
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  • id: 22232826
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  • id: 22232827
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  • id: 22232828
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  • id: 22232829
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  • id: 22232830
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  • id: 22232831
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  • id: 22232832
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  • id: 22232833
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  • id: 22232834
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  • id: 22232835
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  • id: 22232836
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  • id: 22232837
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  • id: 22232838
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  • id: 22232839
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  • id: 22232840
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  • id: 22232841
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  • id: 22232842
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  • id: 22232843
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  • id: 22232844
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  • id: 22232845
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  • id: 22232846
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  • id: 22232847
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  • id: 22232848
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  • id: 22232849
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  • id: 22232850
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  • id: 22232851
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  • id: 22232852
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  • id: 22232853
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  • id: 22232854
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  • id: 22232855
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  • id: 22232856
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  • id: 22232857
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  • id: 22232858
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  • id: 22232859
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  • id: 22232860
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  • id: 22232861
    {'hecke_orbit_code': 4503874605940771, 'n': 953, 'trace_an': -141004368}
  • id: 22232862
    {'hecke_orbit_code': 4503874605940771, 'n': 961, 'trace_an': 100032864}
  • id: 22232863
    {'hecke_orbit_code': 4503874605940771, 'n': 967, 'trace_an': -53612340}
  • id: 22232864
    {'hecke_orbit_code': 4503874605940771, 'n': 971, 'trace_an': -9901724}
  • id: 22232865
    {'hecke_orbit_code': 4503874605940771, 'n': 977, 'trace_an': 49517960}
  • id: 22232866
    {'hecke_orbit_code': 4503874605940771, 'n': 983, 'trace_an': 151873674}
  • id: 22232867
    {'hecke_orbit_code': 4503874605940771, 'n': 991, 'trace_an': -17646116}
  • id: 22232868
    {'hecke_orbit_code': 4503874605940771, 'n': 997, 'trace_an': -84467844}