Embedded newform data - 102.10.a.h.1.3

Formats: - HTML - YAML - JSON - 2025-10-02T18:12:09.078533

• 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': 10200, 'analytic_conductor': 52.53365528871506, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [17, 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': [102, 1, [35, 37], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 13908149168344564405, 'field_disc_factorization': [[5, 1], [89, 1], [317, 1], [431, 1], [107119, 1], [2135533, 1]], 'field_poly': [-953767152, -146431260, -520688, -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': [[5, [8217602109120, -4419421676, -6877887, 942, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197559365734, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 96, 'hecke_ring_index_factorization': [[2, 5], [3, 1]], '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': '102.10.a.h', 'level': 102, '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': [2, 3, 17], 'level_radical': 102, 'minimal_twist': '102.10.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{4}q^{2}-3^{4}q^{3}+2^{8}q^{4}+(-236+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '102.10.a', 'trace_display': [-64, -324, -942, -2084], 'trace_hash': 16486734833115200, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.938', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.203', 'prec': 17}, {'__RealLiteral__': 0, 'data': '39.832', 'prec': 20}, {'__RealLiteral__': 0, 'data': '9.453', 'prec': 17}, {'__RealLiteral__': 0, 'data': '596.164', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -64, -324, 1024, -942, 5184, -2084, -16384, 26244, 15072, -68450, -82944, 64722, 33344, 76302, 262144, -334084, -419904, -203854, -241152, 168804, 1095200, 2505834, 1327104, 6830638, -1035552, -2125764, -533504, -885976, -1220832, 11921296, -4194304, 5544450, 5345344, 38217208, 6718464, 14106124, 3261664, -5242482, 3858432, -14158146, -2700864, 26846790, -17523200, -6180462, -40093344, -35033332, -21233664, 46195148, -109290208, 27060804, 16568832, -95616880, 34012224, -216054070, 8536064, 16512174, 14175616, -102623436, 19533312, -196381204, -190740736, -13673124, 67108864, -748875142, -88711200, 44116808, -85525504, -202972554, -611475328, -391106100, -107495424, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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[0.10181134959069148, 0.0], [-0.6601074698513932, 0.0], [0.06756626599170423, 0.0], [0.04406085543669795, 0.0], [0.17809355879108, 0.0], [0.08807164028456652, 0.0], [-0.2340787166788711, 0.0], [-1.5219412934285876, 0.0], [-0.1467118239489018, 0.0], [-0.07462069290302648, 0.0], [-0.14366417565089903, 0.0], [0.1537527037742228, 0.0], [0.034020690871988585, 0.0], [-1.0412037322108083, 0.0], [0.12140672594098267, 0.0], [-0.03396178054056622, 0.0], [-0.18538613735414303, 0.0], [0.5359168220279935, 0.0], [0.480455560841274, 0.0], [0.49430166849542306, 0.0], [-0.13885991731494204, 0.0], [-0.30227809358164043, 0.0], [0.0310690624548736, 0.0], [0.31340301165736917, 0.0], [0.4880693281298569, 0.0], [0.7678448394761394, 0.0], [1.207147709539805, 0.0], [0.15737488069538733, 0.0], [0.08628957291794853, 0.0], [1.3594576411454409, 0.0], [0.21351346354423462, 0.0], [0.030217120776662866, 0.0], [0.12987790903144222, 0.0], [0.17875427943396188, 0.0], [0.2770454819704433, 0.0], [-0.12862223693284025, 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[0.3777257236272651, 0.0], [0.04741788606462366, 0.0], [-0.722804982726884, 0.0], [0.5232548461473374, 0.0], [0.1665066683916751, 0.0], [-0.32268840327091075, 0.0], [1.6231258600754748, 0.0], [0.31806591062575335, 0.0], [-0.18572278832003306, 0.0], [0.05088084534125213, 0.0], [0.08930377308113675, 0.0], [-1.1039459153623863, 0.0], [-0.08371318200709152, 0.0], [0.1262186399609056, 0.0], [1.8005509034759486, 0.0], [-0.10013187243513721, 0.0], [-0.18646616660003612, 0.0], [-0.4993735884416077, 0.0], [-1.4663450441772907, 0.0], [0.11938624664277131, 0.0], [0.09027642872354588, 0.0], [-0.12005674969686424, 0.0], [0.03806918886664473, 0.0], [0.17228894850062115, 0.0], [-0.3061007927349542, 0.0], [-0.28897412532102174, 0.0], [1.8107641327738457, 0.0], [0.08471344126524266, 0.0], [-0.7209211255839809, 0.0], [-0.02630967898381501, 0.0], [-1.258477239395298, 0.0], [-0.1128760512654593, 0.0], [-0.5536536305395363, 0.0], [-0.023639051224199972, 0.0], [-0.5642161698395198, 0.0], [0.18190697042563253, 0.0], [-0.17519055907136577, 0.0], [-0.04652858957464523, 0.0], [0.4603081069215334, 0.0], [0.936768415520281, 0.0], [-0.167908217475757, 0.0], [0.0478487410979597, 0.0], [-0.8152756946401184, 0.0], [0.02684409993363498, 0.0], [-1.8266094029222537, 0.0], [0.25222045515257635, 0.0], [0.028709034624376233, 0.0], [0.41341233799712795, 0.0], [-1.4374471856117481, 0.0], [-0.032075014954979206, 0.0], [-0.1957821991733572, 0.0], [-0.26517907483154246, 0.0], [-0.3613206326538216, 0.0], [0.07785740451142564, 0.0], [0.5707293742890546, 0.0], [0.2049395355342951, 0.0], [-1.004047238913665, 0.0], [-0.29201289154566706, 0.0], [0.13091838555786506, 0.0], [-0.16070537666724702, 0.0], [1.1788377081730206, 0.0], [-0.08598630377157623, 0.0], [-0.7475841129836018, 0.0], [0.31305373431714645, 0.0], [-0.27441600554591516, 0.0], [-0.10979016199905918, 0.0], [0.09753580631385474, 0.0], [-0.08135458954129662, 0.0], [-0.12168867495100852, 0.0], [-0.21362263068621246, 0.0], [-0.6788270248051144, 0.0], [-0.07651680417919814, 0.0], [0.37607152268707433, 0.0], [0.48873678852597746, 0.0], [-1.603942093232866, 0.0], [-0.9096006519785437, 0.0], [-0.23805406987804478, 0.0], [0.3611379835124048, 0.0]], 'angles': [None, None, -0.19776200249629824, -0.27451283471518834, -0.2068713080538739, -0.339938470624013, None, -0.2336560357641698, -0.2670869372157356, -0.06699647709548061, -0.14674319441891626, -0.1438738568699208, -0.28377455241787053, -0.2865372799050061, -0.39101432753585164, -0.21151705355067066, -0.2885923313415667, -0.22511595784796298, -0.2870616378805996, -0.27821330200285244, -0.410307281027662, -0.16657147852252066, -0.4106523070446885, -0.44353679323454814, -0.3248976011664899, -0.29140917595498717, -0.20982413656963125, -0.29052150684126665, -0.21854108575621553, -0.2972390415108282, -0.14210421308284313, -0.17433639872313977, -0.20392130816134946, -0.19831817104590233, -0.32643604889283134, -0.370845982877031, -0.22664500147712288, 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-0.2368370560775414, -0.20058367592805945, -0.31538802345483125, -0.12021361397964322, -0.21971101445420885, -0.4455849600428748, -0.3355677029280966, -0.16116306361979557, -0.19689255170729356, -0.2822992274619541, -0.2836178500590143, -0.19126047067735735, -0.2973509133903014, -0.29801331873380366, -0.37487299376137345, -0.15697822815679838, -0.13473843292028684, -0.30353343615007583, -0.24298921447360236, -0.38763845232861927, -0.23775266475726115, -0.1872865026594082, -0.13104873400098382, -0.24759530643927277, -0.26024250105172947, -0.23218810948396565, -0.3433975493109481, -0.14174019563263146, -0.09930856616189526, -0.07168250613469279, -0.3809806148404996, -0.2744548419482652, -0.3583165877524837, -0.43323918862840155, -0.3776366616705281, -0.20394264189702183, -0.14967839121375315, -0.25968966192667553, -0.398107605035335], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': -6.671671914079859, 'hecke_orbit': 8, 'hecke_orbit_code': 31525197559365734, 'label': '102.10.a.h.1.3', 'level': 102, 'weight': 10}
• 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': [4, 3, 3, 2, 3, 3, 2, 4], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [14, 18, 17, 17, 16, 18, 18, 16], 'Nk2': 10200, 'analytic_conductor': 52.53365528871506, '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': [102, 1, [35, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 158, 'dim': 24, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 167772262, 'hecke_orbit_dims': [1, 2, 2, 2, 3, 3, 3, 4, 4], 'label': '102.10.a', 'level': 102, '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': [2, 3, 17], 'level_radical': 102, 'mf_dim': 166, 'mf_new_dim': 24, 'num_forms': 9, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 24, 'sturm_bound': 180, 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• mf_twists_cc •

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

  
  
  • id: 46206374
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 31525197559365734, 'source_is_minimal': True, 'source_label': '102.10.a.h.1.3', 'source_level': 102, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 31525197559365734, 'target_is_minimal': True, 'target_label': '102.10.a.h.1.3', 'target_level': 102, 'twist_class_label': '102.10.a.h.1.3', 'twist_class_level': 102, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 46206375
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 31525197559365734, 'source_is_minimal': True, 'source_label': '102.10.a.h.1.3', 'source_level': 102, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043195696218418, 'target_is_minimal': False, 'target_label': '306.10.a.m.1.2', 'target_level': 306, 'twist_class_label': '102.10.a.h.1.3', 'twist_class_level': 102, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 304925
    {'charpoly_factorization': [[[16, 1], 4]], 'hecke_orbit_code': 31525197559365734, 'p': 2}
  • id: 304926
    {'charpoly_factorization': [[[81, 1], 4]], 'hecke_orbit_code': 31525197559365734, 'p': 3}
  • id: 304927
    {'charpoly_factorization': [[[8217602109120, -4419421676, -6877887, 942, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 5}
  • id: 304928
    {'charpoly_factorization': [[[605810903968704, 112219026304, -101633260, 2084, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 7}
  • id: 304929
    {'charpoly_factorization': [[[9786094695964800000, -279755762202000, -6174362175, 68450, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 11}
  • id: 304930
    {'charpoly_factorization': [[[72625817319533535060, 399366628464876, -21651555307, -64722, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 13}
  • id: 304931
    {'charpoly_factorization': [[[83521, 1], 4]], 'hecke_orbit_code': 31525197559365734, 'p': 17}
  • id: 304932
    {'charpoly_factorization': [[[39489901855831852358576, -246822179257956496, -829383748719, 203854, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 19}
  • id: 304933
    {'charpoly_factorization': [[[-208574743929933563719164, -6274415139544404, 1696085369901, -2505834, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 23}
  • id: 304934
    {'charpoly_factorization': [[[6682392708639003289330176, -77086542324637322224, -43549831585804, 885976, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 29}
  • id: 304935
    {'charpoly_factorization': [[[59812876782930023941543056, 109557026575072486464, 16284592107736, -11921296, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 31}
  • id: 304936
    {'charpoly_factorization': [[[22358058095392075748276312576, 4373336805709131606976, -422503079960304, -14106124, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 37}
  • id: 304937
    {'charpoly_factorization': [[[-31419333745044953305391826300, -7822086203173335462980, -435603762654675, 14158146, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 41}
  • id: 304938
    {'charpoly_factorization': [[[16561361625051944413440080592, 4156718173785857282008, -129712763432511, -26846790, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 43}
  • id: 304939
    {'charpoly_factorization': [[[421977538364416188737631407424, -139426258456698980994912, -3717651245263580, 35033332, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 47}
  • id: 304940
    {'charpoly_factorization': [[[89218460428506693100731547152, -58104536882698971789504, -1392831233976584, 95616880, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 53}
  • id: 304941
    {'charpoly_factorization': [[[-7436436372170254743960589724736, -426527281189596342273984, -3231213846273900, 102623436, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 59}
  • id: 304942
    {'charpoly_factorization': [[[11272323282123794743756557211648, -527304482097098936000000, -2029172666305728, 196381204, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 61}
  • id: 304943
    {'charpoly_factorization': [[[769137633710989887223861244759808, 4873111596780798863168640, -77857804552657152, -44116808, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 67}
  • id: 304944
    {'charpoly_factorization': [[[-481963297177827395395253206826688, -8278753372732471692922848, -1282585892826636, 391106100, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 71}
  • id: 304945
    {'charpoly_factorization': [[[-209339633830569578287594927677232, -14850224787375989656460480, -69562588600348632, 325868288, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 73}
  • id: 304946
    {'charpoly_factorization': [[[4621666042166331289085129661885200, 6536963689952113333295840, -139725884964243240, -108839048, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 79}
  • id: 304947
    {'charpoly_factorization': [[[129371863907866255287679363592744640, -155154116430511826808854592, -755008991875710588, 319973836, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 83}
  • id: 304948
    {'charpoly_factorization': [[[27544374479940105291261303421861632, -155890706211595938360645984, -474019977602713724, 829727740, 1], 1]], 'hecke_orbit_code': 31525197559365734, 'p': 89}
  • id: 304949
    {'charpoly_factorization': [[[-329629430137984087505338534985770752, -1670227758306268175012704800, -1929835702362115468, 354724644, 1], 1]], 'hecke_orbit_code': 31525197559365734, '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': 8, 'label': '102.10.a.h', 'level': 102, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49613377
    {'hecke_orbit_code': 31525197559365734, 'n': 1, 'trace_an': 4}
  • id: 49613378
    {'hecke_orbit_code': 31525197559365734, 'n': 2, 'trace_an': -64}
  • id: 49613379
    {'hecke_orbit_code': 31525197559365734, 'n': 3, 'trace_an': -324}
  • id: 49613380
    {'hecke_orbit_code': 31525197559365734, 'n': 4, 'trace_an': 1024}
  • id: 49613381
    {'hecke_orbit_code': 31525197559365734, 'n': 5, 'trace_an': -942}
  • id: 49613382
    {'hecke_orbit_code': 31525197559365734, 'n': 6, 'trace_an': 5184}
  • id: 49613383
    {'hecke_orbit_code': 31525197559365734, 'n': 7, 'trace_an': -2084}
  • id: 49613384
    {'hecke_orbit_code': 31525197559365734, 'n': 8, 'trace_an': -16384}
  • id: 49613385
    {'hecke_orbit_code': 31525197559365734, 'n': 9, 'trace_an': 26244}
  • id: 49613386
    {'hecke_orbit_code': 31525197559365734, 'n': 10, 'trace_an': 15072}
  • id: 49613387
    {'hecke_orbit_code': 31525197559365734, 'n': 11, 'trace_an': -68450}
  • id: 49613388
    {'hecke_orbit_code': 31525197559365734, 'n': 12, 'trace_an': -82944}
  • id: 49613389
    {'hecke_orbit_code': 31525197559365734, 'n': 13, 'trace_an': 64722}
  • id: 49613390
    {'hecke_orbit_code': 31525197559365734, 'n': 14, 'trace_an': 33344}
  • id: 49613391
    {'hecke_orbit_code': 31525197559365734, 'n': 15, 'trace_an': 76302}
  • id: 49613392
    {'hecke_orbit_code': 31525197559365734, 'n': 16, 'trace_an': 262144}
  • id: 49613393
    {'hecke_orbit_code': 31525197559365734, 'n': 17, 'trace_an': -334084}
  • id: 49613394
    {'hecke_orbit_code': 31525197559365734, 'n': 18, 'trace_an': -419904}
  • id: 49613395
    {'hecke_orbit_code': 31525197559365734, 'n': 19, 'trace_an': -203854}
  • id: 49613396
    {'hecke_orbit_code': 31525197559365734, 'n': 20, 'trace_an': -241152}
  • id: 49613397
    {'hecke_orbit_code': 31525197559365734, 'n': 21, 'trace_an': 168804}
  • id: 49613398
    {'hecke_orbit_code': 31525197559365734, 'n': 22, 'trace_an': 1095200}
  • id: 49613399
    {'hecke_orbit_code': 31525197559365734, 'n': 23, 'trace_an': 2505834}
  • id: 49613400
    {'hecke_orbit_code': 31525197559365734, 'n': 24, 'trace_an': 1327104}
  • id: 49613401
    {'hecke_orbit_code': 31525197559365734, 'n': 25, 'trace_an': 6830638}
  • id: 49613402
    {'hecke_orbit_code': 31525197559365734, 'n': 26, 'trace_an': -1035552}
  • id: 49613403
    {'hecke_orbit_code': 31525197559365734, 'n': 27, 'trace_an': -2125764}
  • id: 49613404
    {'hecke_orbit_code': 31525197559365734, 'n': 28, 'trace_an': -533504}
  • id: 49613405
    {'hecke_orbit_code': 31525197559365734, 'n': 29, 'trace_an': -885976}
  • id: 49613406
    {'hecke_orbit_code': 31525197559365734, 'n': 30, 'trace_an': -1220832}
  • id: 49613407
    {'hecke_orbit_code': 31525197559365734, 'n': 31, 'trace_an': 11921296}
  • id: 49613408
    {'hecke_orbit_code': 31525197559365734, 'n': 32, 'trace_an': -4194304}
  • id: 49613409
    {'hecke_orbit_code': 31525197559365734, 'n': 33, 'trace_an': 5544450}
  • id: 49613410
    {'hecke_orbit_code': 31525197559365734, 'n': 34, 'trace_an': 5345344}
  • id: 49613411
    {'hecke_orbit_code': 31525197559365734, 'n': 35, 'trace_an': 38217208}
  • id: 49613412
    {'hecke_orbit_code': 31525197559365734, 'n': 36, 'trace_an': 6718464}
  • id: 49613413
    {'hecke_orbit_code': 31525197559365734, 'n': 37, 'trace_an': 14106124}
  • id: 49613414
    {'hecke_orbit_code': 31525197559365734, 'n': 38, 'trace_an': 3261664}
  • id: 49613415
    {'hecke_orbit_code': 31525197559365734, 'n': 39, 'trace_an': -5242482}
  • id: 49613416
    {'hecke_orbit_code': 31525197559365734, 'n': 40, 'trace_an': 3858432}
  • id: 49613417
    {'hecke_orbit_code': 31525197559365734, 'n': 41, 'trace_an': -14158146}
  • id: 49613418
    {'hecke_orbit_code': 31525197559365734, 'n': 42, 'trace_an': -2700864}
  • id: 49613419
    {'hecke_orbit_code': 31525197559365734, 'n': 43, 'trace_an': 26846790}
  • id: 49613420
    {'hecke_orbit_code': 31525197559365734, 'n': 44, 'trace_an': -17523200}
  • id: 49613421
    {'hecke_orbit_code': 31525197559365734, 'n': 45, 'trace_an': -6180462}
  • id: 49613422
    {'hecke_orbit_code': 31525197559365734, 'n': 46, 'trace_an': -40093344}
  • id: 49613423
    {'hecke_orbit_code': 31525197559365734, 'n': 47, 'trace_an': -35033332}
  • id: 49613424
    {'hecke_orbit_code': 31525197559365734, 'n': 48, 'trace_an': -21233664}
  • id: 49613425
    {'hecke_orbit_code': 31525197559365734, 'n': 49, 'trace_an': 46195148}
  • id: 49613426
    {'hecke_orbit_code': 31525197559365734, 'n': 50, 'trace_an': -109290208}
  • id: 49613427
    {'hecke_orbit_code': 31525197559365734, 'n': 51, 'trace_an': 27060804}
  • id: 49613428
    {'hecke_orbit_code': 31525197559365734, 'n': 52, 'trace_an': 16568832}
  • id: 49613429
    {'hecke_orbit_code': 31525197559365734, 'n': 53, 'trace_an': -95616880}
  • id: 49613430
    {'hecke_orbit_code': 31525197559365734, 'n': 54, 'trace_an': 34012224}
  • id: 49613431
    {'hecke_orbit_code': 31525197559365734, 'n': 55, 'trace_an': -216054070}
  • id: 49613432
    {'hecke_orbit_code': 31525197559365734, 'n': 56, 'trace_an': 8536064}
  • id: 49613433
    {'hecke_orbit_code': 31525197559365734, 'n': 57, 'trace_an': 16512174}
  • id: 49613434
    {'hecke_orbit_code': 31525197559365734, 'n': 58, 'trace_an': 14175616}
  • id: 49613435
    {'hecke_orbit_code': 31525197559365734, 'n': 59, 'trace_an': -102623436}
  • id: 49613436
    {'hecke_orbit_code': 31525197559365734, 'n': 60, 'trace_an': 19533312}
  • id: 49613437
    {'hecke_orbit_code': 31525197559365734, 'n': 61, 'trace_an': -196381204}
  • id: 49613438
    {'hecke_orbit_code': 31525197559365734, 'n': 62, 'trace_an': -190740736}
  • id: 49613439
    {'hecke_orbit_code': 31525197559365734, 'n': 63, 'trace_an': -13673124}
  • id: 49613440
    {'hecke_orbit_code': 31525197559365734, 'n': 64, 'trace_an': 67108864}
  • id: 49613441
    {'hecke_orbit_code': 31525197559365734, 'n': 65, 'trace_an': -748875142}
  • id: 49613442
    {'hecke_orbit_code': 31525197559365734, 'n': 66, 'trace_an': -88711200}
  • id: 49613443
    {'hecke_orbit_code': 31525197559365734, 'n': 67, 'trace_an': 44116808}
  • id: 49613444
    {'hecke_orbit_code': 31525197559365734, 'n': 68, 'trace_an': -85525504}
  • id: 49613445
    {'hecke_orbit_code': 31525197559365734, 'n': 69, 'trace_an': -202972554}
  • id: 49613446
    {'hecke_orbit_code': 31525197559365734, 'n': 70, 'trace_an': -611475328}
  • id: 49613447
    {'hecke_orbit_code': 31525197559365734, 'n': 71, 'trace_an': -391106100}
  • id: 49613448
    {'hecke_orbit_code': 31525197559365734, 'n': 72, 'trace_an': -107495424}
  • id: 49613449
    {'hecke_orbit_code': 31525197559365734, 'n': 73, 'trace_an': -325868288}
  • id: 49613450
    {'hecke_orbit_code': 31525197559365734, 'n': 74, 'trace_an': -225697984}
  • id: 49613451
    {'hecke_orbit_code': 31525197559365734, 'n': 75, 'trace_an': -553281678}
  • id: 49613452
    {'hecke_orbit_code': 31525197559365734, 'n': 76, 'trace_an': -52186624}
  • id: 49613453
    {'hecke_orbit_code': 31525197559365734, 'n': 77, 'trace_an': -1690587600}
  • id: 49613454
    {'hecke_orbit_code': 31525197559365734, 'n': 78, 'trace_an': 83879712}
  • id: 49613455
    {'hecke_orbit_code': 31525197559365734, 'n': 79, 'trace_an': 108839048}
  • id: 49613456
    {'hecke_orbit_code': 31525197559365734, 'n': 80, 'trace_an': -61734912}
  • id: 49613457
    {'hecke_orbit_code': 31525197559365734, 'n': 81, 'trace_an': 172186884}
  • id: 49613458
    {'hecke_orbit_code': 31525197559365734, 'n': 82, 'trace_an': 226530336}
  • id: 49613459
    {'hecke_orbit_code': 31525197559365734, 'n': 83, 'trace_an': -319973836}
  • id: 49613460
    {'hecke_orbit_code': 31525197559365734, 'n': 84, 'trace_an': 43213824}
  • id: 49613461
    {'hecke_orbit_code': 31525197559365734, 'n': 85, 'trace_an': 78676782}
  • id: 49613462
    {'hecke_orbit_code': 31525197559365734, 'n': 86, 'trace_an': -429548640}
  • id: 49613463
    {'hecke_orbit_code': 31525197559365734, 'n': 87, 'trace_an': 71764056}
  • id: 49613464
    {'hecke_orbit_code': 31525197559365734, 'n': 88, 'trace_an': 280371200}
  • id: 49613465
    {'hecke_orbit_code': 31525197559365734, 'n': 89, 'trace_an': -829727740}
  • id: 49613466
    {'hecke_orbit_code': 31525197559365734, 'n': 90, 'trace_an': 98887392}
  • id: 49613467
    {'hecke_orbit_code': 31525197559365734, 'n': 91, 'trace_an': -1890352424}
  • id: 49613468
    {'hecke_orbit_code': 31525197559365734, 'n': 92, 'trace_an': 641493504}
  • id: 49613469
    {'hecke_orbit_code': 31525197559365734, 'n': 93, 'trace_an': -965624976}
  • id: 49613470
    {'hecke_orbit_code': 31525197559365734, 'n': 94, 'trace_an': 560533312}
  • id: 49613471
    {'hecke_orbit_code': 31525197559365734, 'n': 95, 'trace_an': -571320138}
  • id: 49613472
    {'hecke_orbit_code': 31525197559365734, 'n': 96, 'trace_an': 339738624}
  • id: 49613473
    {'hecke_orbit_code': 31525197559365734, 'n': 97, 'trace_an': -354724644}
  • id: 49613474
    {'hecke_orbit_code': 31525197559365734, 'n': 98, 'trace_an': -739122368}
  • id: 49613475
    {'hecke_orbit_code': 31525197559365734, 'n': 99, 'trace_an': -449100450}
  • id: 49613476
    {'hecke_orbit_code': 31525197559365734, 'n': 100, 'trace_an': 1748643328}
  • id: 49613477
    {'hecke_orbit_code': 31525197559365734, 'n': 101, 'trace_an': -1147193500}
  • id: 49613478
    {'hecke_orbit_code': 31525197559365734, 'n': 103, 'trace_an': -1716669274}
  • id: 49613479
    {'hecke_orbit_code': 31525197559365734, 'n': 107, 'trace_an': -7413812618}
  • id: 49613480
    {'hecke_orbit_code': 31525197559365734, 'n': 109, 'trace_an': -2761472724}
  • id: 49613481
    {'hecke_orbit_code': 31525197559365734, 'n': 113, 'trace_an': -903842830}
  • id: 49613482
    {'hecke_orbit_code': 31525197559365734, 'n': 121, 'trace_an': 7602336086}
  • id: 49613483
    {'hecke_orbit_code': 31525197559365734, 'n': 125, 'trace_an': -3334853022}
  • id: 49613484
    {'hecke_orbit_code': 31525197559365734, 'n': 127, 'trace_an': 6772134882}
  • id: 49613485
    {'hecke_orbit_code': 31525197559365734, 'n': 128, 'trace_an': -1073741824}
  • id: 49613486
    {'hecke_orbit_code': 31525197559365734, 'n': 131, 'trace_an': 990849298}
  • id: 49613487
    {'hecke_orbit_code': 31525197559365734, 'n': 137, 'trace_an': 3358640096}
  • id: 49613488
    {'hecke_orbit_code': 31525197559365734, 'n': 139, 'trace_an': 10874111924}
  • id: 49613489
    {'hecke_orbit_code': 31525197559365734, 'n': 149, 'trace_an': -3474071720}
  • id: 49613490
    {'hecke_orbit_code': 31525197559365734, 'n': 151, 'trace_an': 18414505472}
  • id: 49613491
    {'hecke_orbit_code': 31525197559365734, 'n': 157, 'trace_an': -3440497110}
  • id: 49613492
    {'hecke_orbit_code': 31525197559365734, 'n': 163, 'trace_an': 21685950420}
  • id: 49613493
    {'hecke_orbit_code': 31525197559365734, 'n': 167, 'trace_an': -35629646270}
  • id: 49613494
    {'hecke_orbit_code': 31525197559365734, 'n': 169, 'trace_an': 5074050406}
  • id: 49613495
    {'hecke_orbit_code': 31525197559365734, 'n': 173, 'trace_an': -43128975926}
  • id: 49613496
    {'hecke_orbit_code': 31525197559365734, 'n': 179, 'trace_an': -27734841084}
  • id: 49613497
    {'hecke_orbit_code': 31525197559365734, 'n': 181, 'trace_an': 5666198472}
  • id: 49613498
    {'hecke_orbit_code': 31525197559365734, 'n': 191, 'trace_an': 6554082812}
  • id: 49613499
    {'hecke_orbit_code': 31525197559365734, 'n': 193, 'trace_an': -23848935880}
  • id: 49613500
    {'hecke_orbit_code': 31525197559365734, 'n': 197, 'trace_an': -27200044942}
  • id: 49613501
    {'hecke_orbit_code': 31525197559365734, 'n': 199, 'trace_an': 17176544100}
  • id: 49613502
    {'hecke_orbit_code': 31525197559365734, 'n': 211, 'trace_an': 36457576652}
  • id: 49613503
    {'hecke_orbit_code': 31525197559365734, 'n': 223, 'trace_an': -75078648446}
  • id: 49613504
    {'hecke_orbit_code': 31525197559365734, 'n': 227, 'trace_an': -53285056646}
  • id: 49613505
    {'hecke_orbit_code': 31525197559365734, 'n': 229, 'trace_an': -1622136952}
  • id: 49613506
    {'hecke_orbit_code': 31525197559365734, 'n': 233, 'trace_an': -60434806274}
  • id: 49613507
    {'hecke_orbit_code': 31525197559365734, 'n': 239, 'trace_an': -78281485240}
  • id: 49613508
    {'hecke_orbit_code': 31525197559365734, 'n': 241, 'trace_an': -154351562708}
  • id: 49613509
    {'hecke_orbit_code': 31525197559365734, 'n': 243, 'trace_an': -13947137604}
  • id: 49613510
    {'hecke_orbit_code': 31525197559365734, 'n': 251, 'trace_an': 27429741224}
  • id: 49613511
    {'hecke_orbit_code': 31525197559365734, 'n': 256, 'trace_an': 17179869184}
  • id: 49613512
    {'hecke_orbit_code': 31525197559365734, 'n': 257, 'trace_an': 37734516292}
  • id: 49613513
    {'hecke_orbit_code': 31525197559365734, 'n': 263, 'trace_an': -60043695808}
  • id: 49613514
    {'hecke_orbit_code': 31525197559365734, 'n': 269, 'trace_an': -485673856194}
  • id: 49613515
    {'hecke_orbit_code': 31525197559365734, 'n': 271, 'trace_an': 85482620674}
  • id: 49613516
    {'hecke_orbit_code': 31525197559365734, 'n': 277, 'trace_an': -65583402560}
  • id: 49613517
    {'hecke_orbit_code': 31525197559365734, 'n': 281, 'trace_an': 188425511820}
  • id: 49613518
    {'hecke_orbit_code': 31525197559365734, 'n': 283, 'trace_an': -247511445468}
  • id: 49613519
    {'hecke_orbit_code': 31525197559365734, 'n': 289, 'trace_an': 27903029764}
  • id: 49613520
    {'hecke_orbit_code': 31525197559365734, 'n': 293, 'trace_an': -247041189948}
  • id: 49613521
    {'hecke_orbit_code': 31525197559365734, 'n': 307, 'trace_an': 359845175168}
  • id: 49613522
    {'hecke_orbit_code': 31525197559365734, 'n': 311, 'trace_an': 221128693356}
  • id: 49613523
    {'hecke_orbit_code': 31525197559365734, 'n': 313, 'trace_an': 316095143852}
  • id: 49613524
    {'hecke_orbit_code': 31525197559365734, 'n': 317, 'trace_an': -89863405904}
  • id: 49613525
    {'hecke_orbit_code': 31525197559365734, 'n': 331, 'trace_an': 581911204018}
  • id: 49613526
    {'hecke_orbit_code': 31525197559365734, 'n': 337, 'trace_an': 17527516104}
  • id: 49613527
    {'hecke_orbit_code': 31525197559365734, 'n': 343, 'trace_an': -812925315160}
  • id: 49613528
    {'hecke_orbit_code': 31525197559365734, 'n': 347, 'trace_an': 393042736656}
  • id: 49613529
    {'hecke_orbit_code': 31525197559365734, 'n': 349, 'trace_an': 719524076158}
  • id: 49613530
    {'hecke_orbit_code': 31525197559365734, 'n': 353, 'trace_an': -327909231944}
  • id: 49613531
    {'hecke_orbit_code': 31525197559365734, 'n': 359, 'trace_an': 710190145776}
  • id: 49613532
    {'hecke_orbit_code': 31525197559365734, 'n': 361, 'trace_an': 409573159638}
  • id: 49613533
    {'hecke_orbit_code': 31525197559365734, 'n': 367, 'trace_an': 628542930916}
  • id: 49613534
    {'hecke_orbit_code': 31525197559365734, 'n': 373, 'trace_an': -1138514672528}
  • id: 49613535
    {'hecke_orbit_code': 31525197559365734, 'n': 379, 'trace_an': -282930740848}
  • id: 49613536
    {'hecke_orbit_code': 31525197559365734, 'n': 383, 'trace_an': -142155617928}
  • id: 49613537
    {'hecke_orbit_code': 31525197559365734, 'n': 389, 'trace_an': 668001426364}
  • id: 49613538
    {'hecke_orbit_code': 31525197559365734, 'n': 397, 'trace_an': -1411278112076}
  • id: 49613539
    {'hecke_orbit_code': 31525197559365734, 'n': 401, 'trace_an': 8531659046}
  • id: 49613540
    {'hecke_orbit_code': 31525197559365734, 'n': 409, 'trace_an': -650332921818}
  • id: 49613541
    {'hecke_orbit_code': 31525197559365734, 'n': 419, 'trace_an': 1876368039440}
  • id: 49613542
    {'hecke_orbit_code': 31525197559365734, 'n': 421, 'trace_an': -2372342409454}
  • id: 49613543
    {'hecke_orbit_code': 31525197559365734, 'n': 431, 'trace_an': 1063440476652}
  • id: 49613544
    {'hecke_orbit_code': 31525197559365734, 'n': 433, 'trace_an': -1369589489478}
  • id: 49613545
    {'hecke_orbit_code': 31525197559365734, 'n': 439, 'trace_an': -2859006733868}
  • id: 49613546
    {'hecke_orbit_code': 31525197559365734, 'n': 443, 'trace_an': 157573596340}
  • id: 49613547
    {'hecke_orbit_code': 31525197559365734, 'n': 449, 'trace_an': -3132033468288}
  • id: 49613548
    {'hecke_orbit_code': 31525197559365734, 'n': 457, 'trace_an': -1798197537514}
  • id: 49613549
    {'hecke_orbit_code': 31525197559365734, 'n': 461, 'trace_an': 967229733712}
  • id: 49613550
    {'hecke_orbit_code': 31525197559365734, 'n': 463, 'trace_an': -1204934521192}
  • id: 49613551
    {'hecke_orbit_code': 31525197559365734, 'n': 467, 'trace_an': 2664009244092}
  • id: 49613552
    {'hecke_orbit_code': 31525197559365734, 'n': 479, 'trace_an': -1384536453766}
  • id: 49613553
    {'hecke_orbit_code': 31525197559365734, 'n': 487, 'trace_an': 1285862513472}
  • id: 49613554
    {'hecke_orbit_code': 31525197559365734, 'n': 491, 'trace_an': 119408666588}
  • id: 49613555
    {'hecke_orbit_code': 31525197559365734, 'n': 499, 'trace_an': -475301543516}
  • id: 49613556
    {'hecke_orbit_code': 31525197559365734, 'n': 503, 'trace_an': 3785077229486}
  • id: 49613557
    {'hecke_orbit_code': 31525197559365734, 'n': 509, 'trace_an': -998392619348}
  • id: 49613558
    {'hecke_orbit_code': 31525197559365734, 'n': 512, 'trace_an': -274877906944}
  • id: 49613559
    {'hecke_orbit_code': 31525197559365734, 'n': 521, 'trace_an': 3599790589598}
  • id: 49613560
    {'hecke_orbit_code': 31525197559365734, 'n': 523, 'trace_an': -5128414058472}
  • id: 49613561
    {'hecke_orbit_code': 31525197559365734, 'n': 529, 'trace_an': -4317577350098}
  • id: 49613562
    {'hecke_orbit_code': 31525197559365734, 'n': 541, 'trace_an': -2813741708780}
  • id: 49613563
    {'hecke_orbit_code': 31525197559365734, 'n': 547, 'trace_an': 1185399757144}
  • id: 49613564
    {'hecke_orbit_code': 31525197559365734, 'n': 557, 'trace_an': -1600929500152}
  • id: 49613565
    {'hecke_orbit_code': 31525197559365734, 'n': 563, 'trace_an': -1125342523364}
  • id: 49613566
    {'hecke_orbit_code': 31525197559365734, 'n': 569, 'trace_an': 9115236132876}
  • id: 49613567
    {'hecke_orbit_code': 31525197559365734, 'n': 571, 'trace_an': 8814667806208}
  • id: 49613568
    {'hecke_orbit_code': 31525197559365734, 'n': 577, 'trace_an': -4784898115226}
  • id: 49613569
    {'hecke_orbit_code': 31525197559365734, 'n': 587, 'trace_an': 3126942392048}
  • id: 49613570
    {'hecke_orbit_code': 31525197559365734, 'n': 593, 'trace_an': 2112310424744}
  • id: 49613571
    {'hecke_orbit_code': 31525197559365734, 'n': 599, 'trace_an': -1946562389388}
  • id: 49613572
    {'hecke_orbit_code': 31525197559365734, 'n': 601, 'trace_an': 8801745268816}
  • id: 49613573
    {'hecke_orbit_code': 31525197559365734, 'n': 607, 'trace_an': -1743583018592}
  • id: 49613574
    {'hecke_orbit_code': 31525197559365734, 'n': 613, 'trace_an': -837751898150}
  • id: 49613575
    {'hecke_orbit_code': 31525197559365734, 'n': 617, 'trace_an': -5791465656288}
  • id: 49613576
    {'hecke_orbit_code': 31525197559365734, 'n': 619, 'trace_an': 2169662836700}
  • id: 49613577
    {'hecke_orbit_code': 31525197559365734, 'n': 625, 'trace_an': -252805650392}
  • id: 49613578
    {'hecke_orbit_code': 31525197559365734, 'n': 631, 'trace_an': 9197063046090}
  • id: 49613579
    {'hecke_orbit_code': 31525197559365734, 'n': 641, 'trace_an': -3743259591966}
  • id: 49613580
    {'hecke_orbit_code': 31525197559365734, 'n': 643, 'trace_an': 6098860073088}
  • id: 49613581
    {'hecke_orbit_code': 31525197559365734, 'n': 647, 'trace_an': 8373726579852}
  • id: 49613582
    {'hecke_orbit_code': 31525197559365734, 'n': 653, 'trace_an': -15883064139710}
  • id: 49613583
    {'hecke_orbit_code': 31525197559365734, 'n': 659, 'trace_an': -6868225068564}
  • id: 49613584
    {'hecke_orbit_code': 31525197559365734, 'n': 661, 'trace_an': -5418632288858}
  • id: 49613585
    {'hecke_orbit_code': 31525197559365734, 'n': 673, 'trace_an': -8328521101008}
  • id: 49613586
    {'hecke_orbit_code': 31525197559365734, 'n': 677, 'trace_an': -8379736456602}
  • id: 49613587
    {'hecke_orbit_code': 31525197559365734, 'n': 683, 'trace_an': -3895639255462}
  • id: 49613588
    {'hecke_orbit_code': 31525197559365734, 'n': 691, 'trace_an': 12139896130296}
  • id: 49613589
    {'hecke_orbit_code': 31525197559365734, 'n': 701, 'trace_an': -18282641793196}
  • id: 49613590
    {'hecke_orbit_code': 31525197559365734, 'n': 709, 'trace_an': 5121680601544}
  • id: 49613591
    {'hecke_orbit_code': 31525197559365734, 'n': 719, 'trace_an': 586794348638}
  • id: 49613592
    {'hecke_orbit_code': 31525197559365734, 'n': 727, 'trace_an': -3942374881936}
  • id: 49613593
    {'hecke_orbit_code': 31525197559365734, 'n': 729, 'trace_an': 1129718145924}
  • id: 49613594
    {'hecke_orbit_code': 31525197559365734, 'n': 733, 'trace_an': -8487662198448}
  • id: 49613595
    {'hecke_orbit_code': 31525197559365734, 'n': 739, 'trace_an': 23428597689906}
  • id: 49613596
    {'hecke_orbit_code': 31525197559365734, 'n': 743, 'trace_an': -11839101370084}
  • id: 49613597
    {'hecke_orbit_code': 31525197559365734, 'n': 751, 'trace_an': 13950099975416}
  • id: 49613598
    {'hecke_orbit_code': 31525197559365734, 'n': 757, 'trace_an': -21507705846802}
  • id: 49613599
    {'hecke_orbit_code': 31525197559365734, 'n': 761, 'trace_an': -27826221372784}
  • id: 49613600
    {'hecke_orbit_code': 31525197559365734, 'n': 769, 'trace_an': -18653538681066}
  • id: 49613601
    {'hecke_orbit_code': 31525197559365734, 'n': 773, 'trace_an': 10625570156812}
  • id: 49613602
    {'hecke_orbit_code': 31525197559365734, 'n': 787, 'trace_an': 4452323158008}
  • id: 49613603
    {'hecke_orbit_code': 31525197559365734, 'n': 797, 'trace_an': -26329121029116}
  • id: 49613604
    {'hecke_orbit_code': 31525197559365734, 'n': 809, 'trace_an': -6639962106786}
  • id: 49613605
    {'hecke_orbit_code': 31525197559365734, 'n': 811, 'trace_an': -35647844426652}
  • id: 49613606
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  • id: 49613607
    {'hecke_orbit_code': 31525197559365734, 'n': 823, 'trace_an': -19506778677812}
  • id: 49613608
    {'hecke_orbit_code': 31525197559365734, 'n': 827, 'trace_an': -5854851339326}
  • id: 49613609
    {'hecke_orbit_code': 31525197559365734, 'n': 829, 'trace_an': -24465962827400}
  • id: 49613610
    {'hecke_orbit_code': 31525197559365734, 'n': 839, 'trace_an': 30100383618486}
  • id: 49613611
    {'hecke_orbit_code': 31525197559365734, 'n': 841, 'trace_an': 29856032740708}
  • id: 49613612
    {'hecke_orbit_code': 31525197559365734, 'n': 853, 'trace_an': -8330968834808}
  • id: 49613613
    {'hecke_orbit_code': 31525197559365734, 'n': 857, 'trace_an': -9996052496120}
  • id: 49613614
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  • id: 49613615
    {'hecke_orbit_code': 31525197559365734, 'n': 863, 'trace_an': -3591788173768}
  • id: 49613616
    {'hecke_orbit_code': 31525197559365734, 'n': 877, 'trace_an': -6788238205272}
  • id: 49613617
    {'hecke_orbit_code': 31525197559365734, 'n': 881, 'trace_an': 43579098044960}
  • id: 49613618
    {'hecke_orbit_code': 31525197559365734, 'n': 883, 'trace_an': 8299215332490}
  • id: 49613619
    {'hecke_orbit_code': 31525197559365734, 'n': 887, 'trace_an': -34231525054218}
  • id: 49613620
    {'hecke_orbit_code': 31525197559365734, 'n': 907, 'trace_an': 18054881948340}
  • id: 49613621
    {'hecke_orbit_code': 31525197559365734, 'n': 911, 'trace_an': 26267097761498}
  • id: 49613622
    {'hecke_orbit_code': 31525197559365734, 'n': 919, 'trace_an': 94014479291986}
  • id: 49613623
    {'hecke_orbit_code': 31525197559365734, 'n': 929, 'trace_an': 18973719392066}
  • id: 49613624
    {'hecke_orbit_code': 31525197559365734, 'n': 937, 'trace_an': 85062588377424}
  • id: 49613625
    {'hecke_orbit_code': 31525197559365734, 'n': 941, 'trace_an': -56820553337216}
  • id: 49613626
    {'hecke_orbit_code': 31525197559365734, 'n': 947, 'trace_an': -42462593876984}
  • id: 49613627
    {'hecke_orbit_code': 31525197559365734, 'n': 953, 'trace_an': 4206942391220}
  • id: 49613628
    {'hecke_orbit_code': 31525197559365734, 'n': 961, 'trace_an': 3789625461460}
  • id: 49613629
    {'hecke_orbit_code': 31525197559365734, 'n': 967, 'trace_an': -57801968094562}
  • id: 49613630
    {'hecke_orbit_code': 31525197559365734, 'n': 971, 'trace_an': 26909012832788}
  • id: 49613631
    {'hecke_orbit_code': 31525197559365734, 'n': 977, 'trace_an': -17154328512616}
  • id: 49613632
    {'hecke_orbit_code': 31525197559365734, 'n': 983, 'trace_an': 70484122357814}
  • id: 49613633
    {'hecke_orbit_code': 31525197559365734, 'n': 991, 'trace_an': -71648788706740}
  • id: 49613634
    {'hecke_orbit_code': 31525197559365734, 'n': 997, 'trace_an': 7879771346816}