Newform data - 15.18.a.a

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  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': 4860, 'analytic_conductor': 27.48331310168395, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [15, 1, [11, 7], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 849, 'field_disc_factorization': [[3, 1], [283, 1]], 'field_poly': [-212, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-243392, 356, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 301989903, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 36, 'hecke_ring_index_factorization': [[2, 2], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '15.18.a.a', 'level': 15, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.a', 'nf_label': '2.2.849.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-178-\\beta )q^{2}+3^{8}q^{3}+(175688+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '15.18.a', 'trace_display': [-356, 13122, 781250, -20754552], 'trace_hash': 2177831886632750385, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.253', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.071', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -356, 13122, 351376, 781250, -2335716, -20754552, -211737408, 86093442, -139062500, -1131629912, 2305377936, -446672524, -4385222016, 5125781250, 51041317120, 20662021036, -15324632676, -194376127216, 137256250000, -136170615672, 642535396112, 281815042584, -1389209133888, 305175781250, -3107442504536, 564859072962, -770012242944, -4737062625892, -912389062500, 2256407074872, -24479953196032, -7424623852632, -6320225301928, -8107246875000, 15125584638096, -33686114979452, 61213036677904, -2930618429964, -82709925000000, -13051545859228, -28771441646976, -33149929851400, -355847272731712, 33630250781250, -22616426690688, 84299585768440, 334882081624320, -131229302667470, -54321289062500, 135563520017196, 1056079273719136, 155836696419964, -100544914987236, -442042934375000, 1324797309480960, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0], [-178, -1], [6561, 0], [175688, 356], [390625, 0], [-1167858, -6561], [-10377276, 14686], [-105868704, -107984], [43046721, 0], [-69531250, -390625], [-565814956, -801788], [1152688968, 2335716], [-223336262, 5792854], [-2192611008, 7763168], [2562890625, 0], [25520658560, 78428224], [10331010518, 4803010], [-7662316338, -43046721], [-97188063608, -48375878], [68628125000, 139062500], [-68085307836, 96354846], [321267698056, 708533220], [140907521292, -50070982], [-694604566944, -708483024], [152587890625, 0], [-1553721252268, -807791750], [282429536481, 0], [-385006121472, -1114156288], [-2368531312946, -4827177096], [-456194531250, -2562890625], [1128203537436, 12423542814], [-12239976598016, -25327203584], [-3712311926316, -5260531068], [-3160112650964, -11185946298], [-4053623437500, 5736718750], [7562792319048, 15324632676], [-16843057489726, 38195939086], [30606518338952, 105798969892], [-1465309214982, 38006915094], [-41354962500000, -42181250000], [-6525772929614, 1895998404], [-14385720823488, 50934145248], [-16574964925700, 77827071336], [-177923636365856, -342294654480], [16815125390625, 0], [-11308213345344, -131994886496], [42149792884220, -191363884058], [167441040812160, 514567577664], [-65614651333735, -304801350672], [-27160644531250, -152587890625], [67781760008598, 31512548610], [528039636859568, 938227224280], [77918348209982, -1379783534812], [-50272457493618, -282429536481], [-221021467187500, -313198437500], [662398654740480, -434208015360], [-637650885332088, -317394135558], [1749439140563684, 3227768836034], [481696211558228, -920422922452], [450269128125000, 912389062500], [-1429396607486330, -250687577532], [-3618238692767472, -3339594158328], [-446707704711996, 632184144606], [5800577928742912, 6468474659840], [-87240727343750, 2262833593750], [2107837366945416, 4648686456420], [3013929598888068, -3245936459360], [2285379205124944, 4521670965288], [924494247196812, -328515712902], [-856488675000000, 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[95522944274855902, 119869291753351], [-24356478548559276, -34514344337148], [26807861328125000, 54321289062500]], 'ap': [[-178, -1], [6561, 0], [390625, 0], [-10377276, 14686], [-565814956, -801788], [-223336262, 5792854], [10331010518, 4803010], [-97188063608, -48375878], [140907521292, -50070982], [-2368531312946, -4827177096], [1128203537436, 12423542814], [-16843057489726, 38195939086], [-6525772929614, 1895998404], [-16574964925700, 77827071336], [42149792884220, -191363884058], [77918348209982, -1379783534812], [481696211558228, -920422922452], [-1429396607486330, -250687577532], [3013929598888068, -3245936459360], [1103268327530152, -15626177360720], [-9313001068008638, -4669276274692], [2498945548967220, -18391067575790], [-11675776741255644, 39511451013672], [-30428628826108398, 35750014343772], [21434931329891378, -199606086716440], [-7758969561706506, -11176953941848], [17529338293866260, 193526919721366], [245230775996729940, 114675176074612], [-150540322271971858, 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1, 'field_poly': [-212, -1, 1], 'hecke_orbit_code': 301989903, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 36], 'hecke_ring_inverse_numerators': [[1, 0], [18, 1]], 'hecke_ring_numerators': [[1, 0], [-18, 36]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '15.18.a.a', 'level': 15, 'maxp': 2999, 'weight': 18}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [3, 4, 3, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [4, 5, 5, 6], 'Nk2': 4860, 'analytic_conductor': 27.48331310168395, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [15, 1, [11, 7], [1, 1]], 'conrey_index': 1, 'cusp_dim': 32, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989903, 'hecke_orbit_dims': [2, 3, 3, 4], 'label': '15.18.a', 'level': 15, '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': [3, 5], 'level_radical': 15, 'mf_dim': 36, 'mf_new_dim': 12, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 36, 'trace_bound': 2, 'trace_display': [-1084, -13122, 0, -2541288], 'traces': [12, -1084, -13122, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 10775
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.18.a.a', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.18.a.a', 'target_level': 15, 'twist_class_label': '15.18.a.a', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 10776
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.18.a.a', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '45.18.a.b', 'target_level': 45, 'twist_class_label': '15.18.a.a', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 10777
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.18.a.a', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.18.a.c', 'target_level': 75, 'twist_class_label': '15.18.a.a', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 10778
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.18.a.a', 'source_level': 15, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.18.b.b', 'target_level': 75, 'twist_class_label': '15.18.a.a', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 62150
    {'charpoly_factorization': [[[-243392, 356, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 2}
  • id: 62151
    {'charpoly_factorization': [[[-6561, 1], 2]], 'hecke_orbit_code': 301989903, 'p': 3}
  • id: 62152
    {'charpoly_factorization': [[[-390625, 1], 2]], 'hecke_orbit_code': 301989903, 'p': 5}
  • id: 62153
    {'charpoly_factorization': [[[48359851706880, 20754552, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 7}
  • id: 62154
    {'charpoly_factorization': [[[143310107609914192, 1131629912, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 11}
  • id: 62155
    {'charpoly_factorization': [[[-9180889561005131372, 446672524, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 13}
  • id: 62156
    {'charpoly_factorization': [[[100384076194714560724, -20662021036, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 17}
  • id: 62157
    {'charpoly_factorization': [[[8801779818354668290480, 194376127216, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 19}
  • id: 62158
    {'charpoly_factorization': [[[19165285626237122480640, -281815042584, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 23}
  • id: 62159
    {'charpoly_factorization': [[[-799780991077147718685500, 4737062625892, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 29}
  • id: 62160
    {'charpoly_factorization': [[[-41183601367841829879379200, -2256407074872, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 31}
  • id: 62161
    {'charpoly_factorization': [[[-117627977791638355249515020, 33686114979452, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 37}
  • id: 62162
    {'charpoly_factorization': [[[41596866387634941952200580, 13051545859228, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 41}
  • id: 62163
    {'charpoly_factorization': [[[-1391420457745481971620602096, 33149929851400, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 43}
  • id: 62164
    {'charpoly_factorization': [[[-8296715523647619392857691264, -84299585768440, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 47}
  • id: 62165
    {'charpoly_factorization': [[[-517619135818083149840961685820, -155836696419964, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 53}
  • id: 62166
    {'charpoly_factorization': [[[-1007193273667271416381715120, -963392423116456, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 59}
  • id: 62167
    {'charpoly_factorization': [[[2025887713409115968867253231076, 2858793214972660, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 61}
  • id: 62168
    {'charpoly_factorization': [[[6185542421182030516566550443024, -6027859197776136, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 67}
  • id: 62169
    {'charpoly_factorization': [[[-65950146681192403673370008655296, -2206536655060304, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 71}
  • id: 62170
    {'charpoly_factorization': [[[80734743174433957112825338205380, 18626002136017276, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 73}
  • id: 62171
    {'charpoly_factorization': [[[-86794602535907215846897446403200, -4997891097934440, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 79}
  • id: 62172
    {'charpoly_factorization': [[[-293112444581800957332427373937648, 23351553482511288, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 83}
  • id: 62173
    {'charpoly_factorization': [[[574336849874657341062768116239620, 60857257652216796, 1], 1]], 'hecke_orbit_code': 301989903, 'p': 89}
  • id: 62174
    {'charpoly_factorization': [[[-10500283965630779495429161398054716, -42869862659782756, 1], 1]], 'hecke_orbit_code': 301989903, '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': 1, 'hecke_orbit': 1, 'label': '15.18.a.a', 'level': 15, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3936306
    {'hecke_orbit_code': 301989903, 'n': 1, 'trace_an': 2}
  • id: 3936307
    {'hecke_orbit_code': 301989903, 'n': 2, 'trace_an': -356}
  • id: 3936308
    {'hecke_orbit_code': 301989903, 'n': 3, 'trace_an': 13122}
  • id: 3936309
    {'hecke_orbit_code': 301989903, 'n': 4, 'trace_an': 351376}
  • id: 3936310
    {'hecke_orbit_code': 301989903, 'n': 5, 'trace_an': 781250}
  • id: 3936311
    {'hecke_orbit_code': 301989903, 'n': 6, 'trace_an': -2335716}
  • id: 3936312
    {'hecke_orbit_code': 301989903, 'n': 7, 'trace_an': -20754552}
  • id: 3936313
    {'hecke_orbit_code': 301989903, 'n': 8, 'trace_an': -211737408}
  • id: 3936314
    {'hecke_orbit_code': 301989903, 'n': 9, 'trace_an': 86093442}
  • id: 3936315
    {'hecke_orbit_code': 301989903, 'n': 10, 'trace_an': -139062500}
  • id: 3936316
    {'hecke_orbit_code': 301989903, 'n': 11, 'trace_an': -1131629912}
  • id: 3936317
    {'hecke_orbit_code': 301989903, 'n': 12, 'trace_an': 2305377936}
  • id: 3936318
    {'hecke_orbit_code': 301989903, 'n': 13, 'trace_an': -446672524}
  • id: 3936319
    {'hecke_orbit_code': 301989903, 'n': 14, 'trace_an': -4385222016}
  • id: 3936320
    {'hecke_orbit_code': 301989903, 'n': 15, 'trace_an': 5125781250}
  • id: 3936321
    {'hecke_orbit_code': 301989903, 'n': 16, 'trace_an': 51041317120}
  • id: 3936322
    {'hecke_orbit_code': 301989903, 'n': 17, 'trace_an': 20662021036}
  • id: 3936323
    {'hecke_orbit_code': 301989903, 'n': 18, 'trace_an': -15324632676}
  • id: 3936324
    {'hecke_orbit_code': 301989903, 'n': 19, 'trace_an': -194376127216}
  • id: 3936325
    {'hecke_orbit_code': 301989903, 'n': 20, 'trace_an': 137256250000}
  • id: 3936326
    {'hecke_orbit_code': 301989903, 'n': 21, 'trace_an': -136170615672}
  • id: 3936327
    {'hecke_orbit_code': 301989903, 'n': 22, 'trace_an': 642535396112}
  • id: 3936328
    {'hecke_orbit_code': 301989903, 'n': 23, 'trace_an': 281815042584}
  • id: 3936329
    {'hecke_orbit_code': 301989903, 'n': 24, 'trace_an': -1389209133888}
  • id: 3936330
    {'hecke_orbit_code': 301989903, 'n': 25, 'trace_an': 305175781250}
  • id: 3936331
    {'hecke_orbit_code': 301989903, 'n': 26, 'trace_an': -3107442504536}
  • id: 3936332
    {'hecke_orbit_code': 301989903, 'n': 27, 'trace_an': 564859072962}
  • id: 3936333
    {'hecke_orbit_code': 301989903, 'n': 28, 'trace_an': -770012242944}
  • id: 3936334
    {'hecke_orbit_code': 301989903, 'n': 29, 'trace_an': -4737062625892}
  • id: 3936335
    {'hecke_orbit_code': 301989903, 'n': 30, 'trace_an': -912389062500}
  • id: 3936336
    {'hecke_orbit_code': 301989903, 'n': 31, 'trace_an': 2256407074872}
  • id: 3936337
    {'hecke_orbit_code': 301989903, 'n': 32, 'trace_an': -24479953196032}
  • id: 3936338
    {'hecke_orbit_code': 301989903, 'n': 33, 'trace_an': -7424623852632}
  • id: 3936339
    {'hecke_orbit_code': 301989903, 'n': 34, 'trace_an': -6320225301928}
  • id: 3936340
    {'hecke_orbit_code': 301989903, 'n': 35, 'trace_an': -8107246875000}
  • id: 3936341
    {'hecke_orbit_code': 301989903, 'n': 36, 'trace_an': 15125584638096}
  • id: 3936342
    {'hecke_orbit_code': 301989903, 'n': 37, 'trace_an': -33686114979452}
  • id: 3936343
    {'hecke_orbit_code': 301989903, 'n': 38, 'trace_an': 61213036677904}
  • id: 3936344
    {'hecke_orbit_code': 301989903, 'n': 39, 'trace_an': -2930618429964}
  • id: 3936345
    {'hecke_orbit_code': 301989903, 'n': 40, 'trace_an': -82709925000000}
  • id: 3936346
    {'hecke_orbit_code': 301989903, 'n': 41, 'trace_an': -13051545859228}
  • id: 3936347
    {'hecke_orbit_code': 301989903, 'n': 42, 'trace_an': -28771441646976}
  • id: 3936348
    {'hecke_orbit_code': 301989903, 'n': 43, 'trace_an': -33149929851400}
  • id: 3936349
    {'hecke_orbit_code': 301989903, 'n': 44, 'trace_an': -355847272731712}
  • id: 3936350
    {'hecke_orbit_code': 301989903, 'n': 45, 'trace_an': 33630250781250}
  • id: 3936351
    {'hecke_orbit_code': 301989903, 'n': 46, 'trace_an': -22616426690688}
  • id: 3936352
    {'hecke_orbit_code': 301989903, 'n': 47, 'trace_an': 84299585768440}
  • id: 3936353
    {'hecke_orbit_code': 301989903, 'n': 48, 'trace_an': 334882081624320}
  • id: 3936354
    {'hecke_orbit_code': 301989903, 'n': 49, 'trace_an': -131229302667470}
  • id: 3936355
    {'hecke_orbit_code': 301989903, 'n': 50, 'trace_an': -54321289062500}
  • id: 3936356
    {'hecke_orbit_code': 301989903, 'n': 51, 'trace_an': 135563520017196}
  • id: 3936357
    {'hecke_orbit_code': 301989903, 'n': 52, 'trace_an': 1056079273719136}
  • id: 3936358
    {'hecke_orbit_code': 301989903, 'n': 53, 'trace_an': 155836696419964}
  • id: 3936359
    {'hecke_orbit_code': 301989903, 'n': 54, 'trace_an': -100544914987236}
  • id: 3936360
    {'hecke_orbit_code': 301989903, 'n': 55, 'trace_an': -442042934375000}
  • id: 3936361
    {'hecke_orbit_code': 301989903, 'n': 56, 'trace_an': 1324797309480960}
  • id: 3936362
    {'hecke_orbit_code': 301989903, 'n': 57, 'trace_an': -1275301770664176}
  • id: 3936363
    {'hecke_orbit_code': 301989903, 'n': 58, 'trace_an': 3498878281127368}
  • id: 3936364
    {'hecke_orbit_code': 301989903, 'n': 59, 'trace_an': 963392423116456}
  • id: 3936365
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  • id: 3936543
    {'hecke_orbit_code': 301989903, 'n': 859, 'trace_an': -24738434203908802591750240}
  • id: 3936544
    {'hecke_orbit_code': 301989903, 'n': 863, 'trace_an': -1253454110809665110255320}
  • id: 3936545
    {'hecke_orbit_code': 301989903, 'n': 877, 'trace_an': 27266445064141752059012388}
  • id: 3936546
    {'hecke_orbit_code': 301989903, 'n': 881, 'trace_an': 5180407531103669151990196}
  • id: 3936547
    {'hecke_orbit_code': 301989903, 'n': 883, 'trace_an': 23263128195163315615418920}
  • id: 3936548
    {'hecke_orbit_code': 301989903, 'n': 887, 'trace_an': -20889460563902390198373960}
  • id: 3936549
    {'hecke_orbit_code': 301989903, 'n': 907, 'trace_an': -23423900569939089537860760}
  • id: 3936550
    {'hecke_orbit_code': 301989903, 'n': 911, 'trace_an': -10959162889790913345599216}
  • id: 3936551
    {'hecke_orbit_code': 301989903, 'n': 919, 'trace_an': 27662156194835306983394600}
  • id: 3936552
    {'hecke_orbit_code': 301989903, 'n': 929, 'trace_an': -15229959500840797879621756}
  • id: 3936553
    {'hecke_orbit_code': 301989903, 'n': 937, 'trace_an': 2629128330779872902889812}
  • id: 3936554
    {'hecke_orbit_code': 301989903, 'n': 941, 'trace_an': 18924107379703495214850812}
  • id: 3936555
    {'hecke_orbit_code': 301989903, 'n': 947, 'trace_an': -17697951005261854492277256}
  • id: 3936556
    {'hecke_orbit_code': 301989903, 'n': 953, 'trace_an': 43820792703459995624122636}
  • id: 3936557
    {'hecke_orbit_code': 301989903, 'n': 961, 'trace_an': 42358342074890588815208962}
  • id: 3936558
    {'hecke_orbit_code': 301989903, 'n': 967, 'trace_an': -45958983952994806575451304}
  • id: 3936559
    {'hecke_orbit_code': 301989903, 'n': 971, 'trace_an': -17593143516998922730962888}
  • id: 3936560
    {'hecke_orbit_code': 301989903, 'n': 977, 'trace_an': 4526499293979997926787756}
  • id: 3936561
    {'hecke_orbit_code': 301989903, 'n': 983, 'trace_an': -62730876471165199741172616}
  • id: 3936562
    {'hecke_orbit_code': 301989903, 'n': 991, 'trace_an': -63041901757911100595581976}
  • id: 3936563
    {'hecke_orbit_code': 301989903, 'n': 997, 'trace_an': 24995706416021074938942324}