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{'Nk2': 8832, 'analytic_conductor': 43.109133516808804, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [23, -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': [138, 1, [47, 97], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 63392852916979477, 'field_disc_factorization': [[63392852916979477, 1]], 'field_poly': [877928625, -465075, -62310, -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, [13799586000, -15953000, -239400, 162, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998271070346, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 48, 'hecke_ring_index_factorization': [[2, 4], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '138.8.a.f', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'minimal_twist': '138.8.a.f', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}+3^{3}q^{3}+2^{6}q^{4}+(-40-\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '138.8.a', 'trace_display': [-32, 108, -162, 1218], 'trace_hash': 319064271565537439, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.037', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.804', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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[-12515455244, 2790792190, -1098915500, 50466736], [728804046342, -2159512325, -1384649330, -438760186], [-702929912626, 1565230466, 137405161, 462617766], [296499350224, -1436710780, 678890844, 667771216], [299432530386, -650220930, 496274202, 225657570], [-972777735706, -3272001116, -514134104, 285038348], [-1402576700193, -1142638081, -405551243, -98925105], [-320130218718, 67885800, 1321473919, -174442712], [890347683594, -465630424, 714604152, -130440640], [205122404398, 5203939176, -148714074, -172040678], [-272058472325, -3023418779, 366947573, -37057711]], 'char_orbit_index': 1, 'field_poly': [877928625, -465075, -62310, -1, 1], 'hecke_orbit_code': 22517998271070346, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 675, 675], 'hecke_ring_inverse_denominators': [1, 2, 4, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [124605, 17, 15, 15], [387045, 16478, 1185, 510]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 2, 0, 0], [3849525, -31800, -136, 1], [-9456750, 30270, 316, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '138.8.a.f', 'level': 138, 'maxp': 2999, 'weight': 8}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [23, 1]], 4, 1], [[[2, -1], [3, -1], [23, -1]], 1, 1], [[[2, 1], [3, -1], [23, 1]], 3, 1], [[[2, 1], [3, 1], [23, 1]], 3, 1], [[[2, 1], [3, -1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [23, 1]], 3, 1], [[[2, 1], [3, 1], [23, -1]], 4, 1]], 'ALdims': [3, 4, 3, 4, 3, 4, 4, 1], 'Nk2': 8832, 'analytic_conductor': 43.109133516808804, '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': [138, 1, [47, 97], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 26, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217866, 'hecke_orbit_dims': [1, 3, 3, 3, 4, 4, 4, 4], 'label': '138.8.a', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 172, 'mf_new_dim': 26, 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mf_twists_nf • Show schema
Hide schema
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id: 117248
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '138.8.a.f', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '138.8.a.f', 'target_level': 138, 'twist_class_label': '138.8.a.f', 'twist_class_level': 138, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 117249
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '138.8.a.f', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '414.8.a.l', 'target_level': 414, 'twist_class_label': '138.8.a.f', 'twist_class_level': 138, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 375750
{'charpoly_factorization': [[[8, 1], 4]], 'hecke_orbit_code': 22517998271070346, 'p': 2}
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id: 375751
{'charpoly_factorization': [[[-27, 1], 4]], 'hecke_orbit_code': 22517998271070346, 'p': 3}
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id: 375752
{'charpoly_factorization': [[[13799586000, -15953000, -239400, 162, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 5}
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id: 375753
{'charpoly_factorization': [[[251384354880, 1693651624, -1733412, -1218, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 7}
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id: 375754
{'charpoly_factorization': [[[-243981790840800, 242272596312, -59872400, -1820, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 11}
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id: 375755
{'charpoly_factorization': [[[6051046603788272, -1068739760368, -212926368, 6508, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 13}
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id: 375756
{'charpoly_factorization': [[[33997847525897088, 1916909892832, -813961512, -12870, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 17}
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id: 375757
{'charpoly_factorization': [[[50058843779078336, -18396495189856, 1885207236, -74474, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 19}
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id: 375758
{'charpoly_factorization': [[[-12167, 1], 4]], 'hecke_orbit_code': 22517998271070346, 'p': 23}
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id: 375759
{'charpoly_factorization': [[[36700350143947413936, -579844087956112, -9958704336, 94452, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 29}
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id: 375760
{'charpoly_factorization': [[[1248528025357885440, -1303567430787456, -20614354096, 39420, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 31}
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id: 375761
{'charpoly_factorization': [[[-91891176702056667008, 9410091216110104, -99712547112, -75848, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 37}
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id: 375762
{'charpoly_factorization': [[[-41771374573812369840, -4823147574357984, 43443864936, 519032, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 41}
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id: 375763
{'charpoly_factorization': [[[-1916482267287987379328, 93117631932691440, -323831668364, -716946, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 43}
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id: 375764
{'charpoly_factorization': [[[443365218163565720727552, 44731606702491648, -1579631563248, 12232, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 47}
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id: 375765
{'charpoly_factorization': [[[17146791210222462295248, 132910611710831896, -16383733456, -1053394, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 53}
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id: 375766
{'charpoly_factorization': [[[1349858575433541919027968, -5108649955965106560, 7158043474752, -4398344, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 59}
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id: 375767
{'charpoly_factorization': [[[-1207424195585749066333088, -2438857026636879864, 7884004291624, -5328312, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 61}
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id: 375768
{'charpoly_factorization': [[[38574800312759214464768512, -74235432455666847248, 45376394846676, -11303966, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 67}
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id: 375769
{'charpoly_factorization': [[[-10907603119382967222312960, -5337585233616477312, 19378551130416, -8395320, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 71}
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id: 375770
{'charpoly_factorization': [[[5618975479326773308922832, 14715553842258681600, 4170175217544, -7107008, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 73}
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id: 375771
{'charpoly_factorization': [[[10984499170999518527289216, -29811334587830407464, 27589352685196, -9785086, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 79}
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id: 375772
{'charpoly_factorization': [[[5399944963113852867830304, -6418851567567810776, -12774539443600, -2424316, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 83}
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id: 375773
{'charpoly_factorization': [[[-109670007070166608853875584, -143268615692763128064, -54415111338000, -3019218, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 89}
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id: 375774
{'charpoly_factorization': [[[-7954029854441034712526434320, 417463226981144279856, 260003989203680, -32226876, 1], 1]], 'hecke_orbit_code': 22517998271070346, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '138.8.a.f', 'level': 138, 'portrait': 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', 'weight': 8}
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mf_hecke_traces • Show schema
Hide schema
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id: 169886000
{'hecke_orbit_code': 22517998271070346, 'n': 1, 'trace_an': 4}
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id: 169886001
{'hecke_orbit_code': 22517998271070346, 'n': 2, 'trace_an': -32}
-
id: 169886002
{'hecke_orbit_code': 22517998271070346, 'n': 3, 'trace_an': 108}
-
id: 169886003
{'hecke_orbit_code': 22517998271070346, 'n': 4, 'trace_an': 256}
-
id: 169886004
{'hecke_orbit_code': 22517998271070346, 'n': 5, 'trace_an': -162}
-
id: 169886005
{'hecke_orbit_code': 22517998271070346, 'n': 6, 'trace_an': -864}
-
id: 169886006
{'hecke_orbit_code': 22517998271070346, 'n': 7, 'trace_an': 1218}
-
id: 169886007
{'hecke_orbit_code': 22517998271070346, 'n': 8, 'trace_an': -2048}
-
id: 169886008
{'hecke_orbit_code': 22517998271070346, 'n': 9, 'trace_an': 2916}
-
id: 169886009
{'hecke_orbit_code': 22517998271070346, 'n': 10, 'trace_an': 1296}
-
id: 169886010
{'hecke_orbit_code': 22517998271070346, 'n': 11, 'trace_an': 1820}
-
id: 169886011
{'hecke_orbit_code': 22517998271070346, 'n': 12, 'trace_an': 6912}
-
id: 169886012
{'hecke_orbit_code': 22517998271070346, 'n': 13, 'trace_an': -6508}
-
id: 169886013
{'hecke_orbit_code': 22517998271070346, 'n': 14, 'trace_an': -9744}
-
id: 169886014
{'hecke_orbit_code': 22517998271070346, 'n': 15, 'trace_an': -4374}
-
id: 169886015
{'hecke_orbit_code': 22517998271070346, 'n': 16, 'trace_an': 16384}
-
id: 169886016
{'hecke_orbit_code': 22517998271070346, 'n': 17, 'trace_an': 12870}
-
id: 169886017
{'hecke_orbit_code': 22517998271070346, 'n': 18, 'trace_an': -23328}
-
id: 169886018
{'hecke_orbit_code': 22517998271070346, 'n': 19, 'trace_an': 74474}
-
id: 169886019
{'hecke_orbit_code': 22517998271070346, 'n': 20, 'trace_an': -10368}
-
id: 169886020
{'hecke_orbit_code': 22517998271070346, 'n': 21, 'trace_an': 32886}
-
id: 169886021
{'hecke_orbit_code': 22517998271070346, 'n': 22, 'trace_an': -14560}
-
id: 169886022
{'hecke_orbit_code': 22517998271070346, 'n': 23, 'trace_an': 48668}
-
id: 169886023
{'hecke_orbit_code': 22517998271070346, 'n': 24, 'trace_an': -55296}
-
id: 169886024
{'hecke_orbit_code': 22517998271070346, 'n': 25, 'trace_an': 192544}
-
id: 169886025
{'hecke_orbit_code': 22517998271070346, 'n': 26, 'trace_an': 52064}
-
id: 169886026
{'hecke_orbit_code': 22517998271070346, 'n': 27, 'trace_an': 78732}
-
id: 169886027
{'hecke_orbit_code': 22517998271070346, 'n': 28, 'trace_an': 77952}
-
id: 169886028
{'hecke_orbit_code': 22517998271070346, 'n': 29, 'trace_an': -94452}
-
id: 169886029
{'hecke_orbit_code': 22517998271070346, 'n': 30, 'trace_an': 34992}
-
id: 169886030
{'hecke_orbit_code': 22517998271070346, 'n': 31, 'trace_an': -39420}
-
id: 169886031
{'hecke_orbit_code': 22517998271070346, 'n': 32, 'trace_an': -131072}
-
id: 169886032
{'hecke_orbit_code': 22517998271070346, 'n': 33, 'trace_an': 49140}
-
id: 169886033
{'hecke_orbit_code': 22517998271070346, 'n': 34, 'trace_an': -102960}
-
id: 169886034
{'hecke_orbit_code': 22517998271070346, 'n': 35, 'trace_an': -788392}
-
id: 169886035
{'hecke_orbit_code': 22517998271070346, 'n': 36, 'trace_an': 186624}
-
id: 169886036
{'hecke_orbit_code': 22517998271070346, 'n': 37, 'trace_an': 75848}
-
id: 169886037
{'hecke_orbit_code': 22517998271070346, 'n': 38, 'trace_an': -595792}
-
id: 169886038
{'hecke_orbit_code': 22517998271070346, 'n': 39, 'trace_an': -175716}
-
id: 169886039
{'hecke_orbit_code': 22517998271070346, 'n': 40, 'trace_an': 82944}
-
id: 169886040
{'hecke_orbit_code': 22517998271070346, 'n': 41, 'trace_an': -519032}
-
id: 169886041
{'hecke_orbit_code': 22517998271070346, 'n': 42, 'trace_an': -263088}
-
id: 169886042
{'hecke_orbit_code': 22517998271070346, 'n': 43, 'trace_an': 716946}
-
id: 169886043
{'hecke_orbit_code': 22517998271070346, 'n': 44, 'trace_an': 116480}
-
id: 169886044
{'hecke_orbit_code': 22517998271070346, 'n': 45, 'trace_an': -118098}
-
id: 169886045
{'hecke_orbit_code': 22517998271070346, 'n': 46, 'trace_an': -389344}
-
id: 169886046
{'hecke_orbit_code': 22517998271070346, 'n': 47, 'trace_an': -12232}
-
id: 169886047
{'hecke_orbit_code': 22517998271070346, 'n': 48, 'trace_an': 442368}
-
id: 169886048
{'hecke_orbit_code': 22517998271070346, 'n': 49, 'trace_an': 1656176}
-
id: 169886049
{'hecke_orbit_code': 22517998271070346, 'n': 50, 'trace_an': -1540352}
-
id: 169886050
{'hecke_orbit_code': 22517998271070346, 'n': 51, 'trace_an': 347490}
-
id: 169886051
{'hecke_orbit_code': 22517998271070346, 'n': 52, 'trace_an': -416512}
-
id: 169886052
{'hecke_orbit_code': 22517998271070346, 'n': 53, 'trace_an': 1053394}
-
id: 169886053
{'hecke_orbit_code': 22517998271070346, 'n': 54, 'trace_an': -629856}
-
id: 169886054
{'hecke_orbit_code': 22517998271070346, 'n': 55, 'trace_an': 1155136}
-
id: 169886055
{'hecke_orbit_code': 22517998271070346, 'n': 56, 'trace_an': -623616}
-
id: 169886056
{'hecke_orbit_code': 22517998271070346, 'n': 57, 'trace_an': 2010798}
-
id: 169886057
{'hecke_orbit_code': 22517998271070346, 'n': 58, 'trace_an': 755616}
-
id: 169886058
{'hecke_orbit_code': 22517998271070346, 'n': 59, 'trace_an': 4398344}
-
id: 169886059
{'hecke_orbit_code': 22517998271070346, 'n': 60, 'trace_an': -279936}
-
id: 169886060
{'hecke_orbit_code': 22517998271070346, 'n': 61, 'trace_an': 5328312}
-
id: 169886061
{'hecke_orbit_code': 22517998271070346, 'n': 62, 'trace_an': 315360}
-
id: 169886062
{'hecke_orbit_code': 22517998271070346, 'n': 63, 'trace_an': 887922}
-
id: 169886063
{'hecke_orbit_code': 22517998271070346, 'n': 64, 'trace_an': 1048576}
-
id: 169886064
{'hecke_orbit_code': 22517998271070346, 'n': 65, 'trace_an': 6366708}
-
id: 169886065
{'hecke_orbit_code': 22517998271070346, 'n': 66, 'trace_an': -393120}
-
id: 169886066
{'hecke_orbit_code': 22517998271070346, 'n': 67, 'trace_an': 11303966}
-
id: 169886067
{'hecke_orbit_code': 22517998271070346, 'n': 68, 'trace_an': 823680}
-
id: 169886068
{'hecke_orbit_code': 22517998271070346, 'n': 69, 'trace_an': 1314036}
-
id: 169886069
{'hecke_orbit_code': 22517998271070346, 'n': 70, 'trace_an': 6307136}
-
id: 169886070
{'hecke_orbit_code': 22517998271070346, 'n': 71, 'trace_an': 8395320}
-
id: 169886071
{'hecke_orbit_code': 22517998271070346, 'n': 72, 'trace_an': -1492992}
-
id: 169886072
{'hecke_orbit_code': 22517998271070346, 'n': 73, 'trace_an': 7107008}
-
id: 169886073
{'hecke_orbit_code': 22517998271070346, 'n': 74, 'trace_an': -606784}
-
id: 169886074
{'hecke_orbit_code': 22517998271070346, 'n': 75, 'trace_an': 5198688}
-
id: 169886075
{'hecke_orbit_code': 22517998271070346, 'n': 76, 'trace_an': 4766336}
-
id: 169886076
{'hecke_orbit_code': 22517998271070346, 'n': 77, 'trace_an': 9789160}
-
id: 169886077
{'hecke_orbit_code': 22517998271070346, 'n': 78, 'trace_an': 1405728}
-
id: 169886078
{'hecke_orbit_code': 22517998271070346, 'n': 79, 'trace_an': 9785086}
-
id: 169886079
{'hecke_orbit_code': 22517998271070346, 'n': 80, 'trace_an': -663552}
-
id: 169886080
{'hecke_orbit_code': 22517998271070346, 'n': 81, 'trace_an': 2125764}
-
id: 169886081
{'hecke_orbit_code': 22517998271070346, 'n': 82, 'trace_an': 4152256}
-
id: 169886082
{'hecke_orbit_code': 22517998271070346, 'n': 83, 'trace_an': 2424316}
-
id: 169886083
{'hecke_orbit_code': 22517998271070346, 'n': 84, 'trace_an': 2104704}
-
id: 169886084
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{'hecke_orbit_code': 22517998271070346, 'n': 1000, 'trace_an': 24283355136}
