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mf_newforms • Show schema
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{'Nk2': 2475, 'analytic_conductor': 13.676186496709658, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'cm_discs': [-11], 'conrey_index': 10, 'conrey_indexes': [10], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68971134987, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, -11]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '11.15.b.a', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.15.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+2515q^{3}+2^{14}q^{4}+100799q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '14.2.1.d2', 'self_twist_discs': [-11], 'self_twist_type': 1, 'space_label': '11.15.b', 'trace_display': [0, 2515, 100799, 0], 'trace_hash': 534482182048283375, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.958', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.846', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.468', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.502', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [2515], [16384], [100799], [0], [0], [0], [1542256], [0], [-19487171], [41205760], [0], [0], [253509485], [268435456], [0], [0], [0], [1651490816], [0], [0], [1556561195], [0], [4056922776], [0], [-8150393195], [0], [0], [0], [-53499153997], [0], [-49010235065], [0], [0], [25268322304], [126509871575], [0], [0], [0], [0], [0], [0], [-319277809664], [155457862544], [0], [715778884850], [675115171840], [678223072849], [0], [0], [0], [-2217378708790], [0], [-1964287349629], [0], [0], [0], [-4954816467613], [4153499402240], [0], [0], [0], [4398046511104], [0], [0], [-11652648832405], [0], [3914751405425], [0], [14633687116307], [0], [0], [0], [10203160781640], [0], [0], [0], [0], [27058025529344], [-27874801523489], [0], [0], [0], [0], [0], [0], [0], [-68889823168417], [0], [0], [25502698618880], [-134550372302455], [0], [0], [0], [68911099629215], [0], [-30054206397776], [66468622761984]], 'ap': [[0], [2515], [100799], [0], [-19487171], [0], [0], [0], [1556561195], [0], [-53499153997], [126509871575], [0], [0], [715778884850], [-2217378708790], [-4954816467613], [0], [-11652648832405], [14633687116307], [0], [0], [0], [-68889823168417], [68911099629215], [0], [229815269177570], [0], [0], [-274220905235545], [0], [0], [410020113378695], [0], [0], [0], [3966412183025255], [6104689015002410], [0], [0], [-11749662413538757], [7086815703077303], [3261571992733163], [0], [0], [-869278134463198], [0], [-48929827004203765], [0], [45154141279661807], [0], [0], [0], [17883567961850027], [69853357875087170], [0], [183183864370260122], [0], [0], [0], [0], [0], [0], [-82908924156687358], [48110561252706695], [-558967163673300385], [-645230330432031397], [0], [0], [0], [1325388111602939375], [0], [-1541745078726804205], [0], [2120740415385825107], [903704406545503835], [-1835093387166062233], [-2371693072144390630], [-2521646811293601502], [0], [3595875342175171178], [4472233956366618218], [0], [1145684720849079575], [0], [-3453644841608861365], [5837296605197047823], [0], [0], [-2386021090893141205], [-5456433016488800725], [0], [-12982306716211580125], [0], [15159227838351131402], [0], [9114353617796190287], [524667037287424943], [0], [0], [0], [0], [0], [0], [0], [-41550390127796799265], [-16546576396541853190], [0], [-30013560053232285502], [0], [0], [0], [-2316911949921934990], [-66902309394694914397], [30007512720919950347], [82416520760226071063], [-74255365765509815485], [-2027085886084863805], [62212320169404845615], [0], [99916014397134639167], [0], [0], [-127956568978234791430], [15403444619196333587], [0], [-69322574695962229537], [-60818884322002739197], [-183729614334602239165], [0], [0], [0], [-262945767777013100773], [90638412998026456010], [0], [0], [-321060655952676343510], [0], [-300534450196405593745], [0], [0], [0], [98622103116862380635], [0], [-241437589246371501457], [-581565838124428816333], [0], [0], [-36218911019128133437], [699967212895565435090], [0], [-560832594200568374353], [56630425738764897290], [0], [292812014944843000250], [30509385265754097458], [0], [-723225678040275501118], [0], [0], [882814700610574274435], [0], [0], [-479867923747634025157], [-1698581837835432976825], [-1320109477031223060205], [348529820669633875538], [0]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 68971134987, 'hecke_ring_character_values': [[2, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '11.15.b.a', 'level': 11, 'maxp': 997, 'weight': 15}
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mf_newspaces • Show schema
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{'Nk2': 2475, 'analytic_conductor': 13.676186496709658, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'conrey_index': 10, 'cusp_dim': 13, 'dim': 13, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68971134987, 'hecke_orbit_dims': [1, 12], 'label': '11.15.b', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 15, 'mf_new_dim': 15, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 13, 'sturm_bound': 15, 'trace_bound': 1, 'trace_display': [0, -3317, -34881, 0], 'traces': [13, 0, -3317, -114140, -34881, 0, 0, 0, 14743036, 0, -21712383, 82017652, 0, -104225352, 118181165, 19815016, 0, 0, 0, 4729107036, 0, -2263930680, 7174238883, 0, 8591864196, -22421106552, -24770253131, 0, 0, 0, 20407659659, 0, 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mf_twists_nf • Show schema
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id: 7709
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.15.b.a', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.15.b.a', 'target_level': 11, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 15}
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id: 7710
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -11, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.15.b.a', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.15.b.a', 'target_level': 11, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 15}
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id: 7711
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.15.b.a', 'source_level': 11, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '99.15.c.a', 'target_level': 99, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 15}
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id: 7712
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.15.b.a', 'source_level': 11, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '99.15.c.a', 'target_level': 99, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 15}
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id: 7713
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.15.b.a', 'source_level': 11, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '176.15.h.a', 'target_level': 176, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 15}
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id: 7714
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.15.b.a', 'source_level': 11, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '176.15.h.a', 'target_level': 176, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 15}
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mf_hecke_charpolys • Show schema
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id: 50575
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 2}
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id: 50576
{'charpoly_factorization': [[[-2515, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 3}
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id: 50577
{'charpoly_factorization': [[[-100799, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 5}
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id: 50578
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 7}
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id: 50579
{'charpoly_factorization': [[[19487171, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 11}
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id: 50580
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 13}
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id: 50581
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 17}
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id: 50582
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 19}
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id: 50583
{'charpoly_factorization': [[[-1556561195, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 23}
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id: 50584
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 29}
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id: 50585
{'charpoly_factorization': [[[53499153997, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 31}
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id: 50586
{'charpoly_factorization': [[[-126509871575, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 37}
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id: 50587
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 41}
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id: 50588
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 43}
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id: 50589
{'charpoly_factorization': [[[-715778884850, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 47}
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id: 50590
{'charpoly_factorization': [[[2217378708790, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 53}
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id: 50591
{'charpoly_factorization': [[[4954816467613, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 59}
-
id: 50592
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 61}
-
id: 50593
{'charpoly_factorization': [[[11652648832405, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 67}
-
id: 50594
{'charpoly_factorization': [[[-14633687116307, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 71}
-
id: 50595
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 73}
-
id: 50596
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 79}
-
id: 50597
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 83}
-
id: 50598
{'charpoly_factorization': [[[68889823168417, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 89}
-
id: 50599
{'charpoly_factorization': [[[-68911099629215, 1], 1]], 'hecke_orbit_code': 68971134987, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '11.15.b.a', 'level': 11, 'portrait': 'data:image/png;base64,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', 'weight': 15}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 20091000
{'hecke_orbit_code': 68971134987, 'n': 1, 'trace_an': 1}
-
id: 20091001
{'hecke_orbit_code': 68971134987, 'n': 2, 'trace_an': 0}
-
id: 20091002
{'hecke_orbit_code': 68971134987, 'n': 3, 'trace_an': 2515}
-
id: 20091003
{'hecke_orbit_code': 68971134987, 'n': 4, 'trace_an': 16384}
-
id: 20091004
{'hecke_orbit_code': 68971134987, 'n': 5, 'trace_an': 100799}
-
id: 20091005
{'hecke_orbit_code': 68971134987, 'n': 6, 'trace_an': 0}
-
id: 20091006
{'hecke_orbit_code': 68971134987, 'n': 7, 'trace_an': 0}
-
id: 20091007
{'hecke_orbit_code': 68971134987, 'n': 8, 'trace_an': 0}
-
id: 20091008
{'hecke_orbit_code': 68971134987, 'n': 9, 'trace_an': 1542256}
-
id: 20091009
{'hecke_orbit_code': 68971134987, 'n': 10, 'trace_an': 0}
-
id: 20091010
{'hecke_orbit_code': 68971134987, 'n': 11, 'trace_an': -19487171}
-
id: 20091011
{'hecke_orbit_code': 68971134987, 'n': 12, 'trace_an': 41205760}
-
id: 20091012
{'hecke_orbit_code': 68971134987, 'n': 13, 'trace_an': 0}
-
id: 20091013
{'hecke_orbit_code': 68971134987, 'n': 14, 'trace_an': 0}
-
id: 20091014
{'hecke_orbit_code': 68971134987, 'n': 15, 'trace_an': 253509485}
-
id: 20091015
{'hecke_orbit_code': 68971134987, 'n': 16, 'trace_an': 268435456}
-
id: 20091016
{'hecke_orbit_code': 68971134987, 'n': 17, 'trace_an': 0}
-
id: 20091017
{'hecke_orbit_code': 68971134987, 'n': 18, 'trace_an': 0}
-
id: 20091018
{'hecke_orbit_code': 68971134987, 'n': 19, 'trace_an': 0}
-
id: 20091019
{'hecke_orbit_code': 68971134987, 'n': 20, 'trace_an': 1651490816}
-
id: 20091020
{'hecke_orbit_code': 68971134987, 'n': 21, 'trace_an': 0}
-
id: 20091021
{'hecke_orbit_code': 68971134987, 'n': 22, 'trace_an': 0}
-
id: 20091022
{'hecke_orbit_code': 68971134987, 'n': 23, 'trace_an': 1556561195}
-
id: 20091023
{'hecke_orbit_code': 68971134987, 'n': 24, 'trace_an': 0}
-
id: 20091024
{'hecke_orbit_code': 68971134987, 'n': 25, 'trace_an': 4056922776}
-
id: 20091025
{'hecke_orbit_code': 68971134987, 'n': 26, 'trace_an': 0}
-
id: 20091026
{'hecke_orbit_code': 68971134987, 'n': 27, 'trace_an': -8150393195}
-
id: 20091027
{'hecke_orbit_code': 68971134987, 'n': 28, 'trace_an': 0}
-
id: 20091028
{'hecke_orbit_code': 68971134987, 'n': 29, 'trace_an': 0}
-
id: 20091029
{'hecke_orbit_code': 68971134987, 'n': 30, 'trace_an': 0}
-
id: 20091030
{'hecke_orbit_code': 68971134987, 'n': 31, 'trace_an': -53499153997}
-
id: 20091031
{'hecke_orbit_code': 68971134987, 'n': 32, 'trace_an': 0}
-
id: 20091032
{'hecke_orbit_code': 68971134987, 'n': 33, 'trace_an': -49010235065}
-
id: 20091033
{'hecke_orbit_code': 68971134987, 'n': 34, 'trace_an': 0}
-
id: 20091034
{'hecke_orbit_code': 68971134987, 'n': 35, 'trace_an': 0}
-
id: 20091035
{'hecke_orbit_code': 68971134987, 'n': 36, 'trace_an': 25268322304}
-
id: 20091036
{'hecke_orbit_code': 68971134987, 'n': 37, 'trace_an': 126509871575}
-
id: 20091037
{'hecke_orbit_code': 68971134987, 'n': 38, 'trace_an': 0}
-
id: 20091038
{'hecke_orbit_code': 68971134987, 'n': 39, 'trace_an': 0}
-
id: 20091039
{'hecke_orbit_code': 68971134987, 'n': 40, 'trace_an': 0}
-
id: 20091040
{'hecke_orbit_code': 68971134987, 'n': 41, 'trace_an': 0}
-
id: 20091041
{'hecke_orbit_code': 68971134987, 'n': 42, 'trace_an': 0}
-
id: 20091042
{'hecke_orbit_code': 68971134987, 'n': 43, 'trace_an': 0}
-
id: 20091043
{'hecke_orbit_code': 68971134987, 'n': 44, 'trace_an': -319277809664}
-
id: 20091044
{'hecke_orbit_code': 68971134987, 'n': 45, 'trace_an': 155457862544}
-
id: 20091045
{'hecke_orbit_code': 68971134987, 'n': 46, 'trace_an': 0}
-
id: 20091046
{'hecke_orbit_code': 68971134987, 'n': 47, 'trace_an': 715778884850}
-
id: 20091047
{'hecke_orbit_code': 68971134987, 'n': 48, 'trace_an': 675115171840}
-
id: 20091048
{'hecke_orbit_code': 68971134987, 'n': 49, 'trace_an': 678223072849}
-
id: 20091049
{'hecke_orbit_code': 68971134987, 'n': 50, 'trace_an': 0}
-
id: 20091050
{'hecke_orbit_code': 68971134987, 'n': 51, 'trace_an': 0}
-
id: 20091051
{'hecke_orbit_code': 68971134987, 'n': 52, 'trace_an': 0}
-
id: 20091052
{'hecke_orbit_code': 68971134987, 'n': 53, 'trace_an': -2217378708790}
-
id: 20091053
{'hecke_orbit_code': 68971134987, 'n': 54, 'trace_an': 0}
-
id: 20091054
{'hecke_orbit_code': 68971134987, 'n': 55, 'trace_an': -1964287349629}
-
id: 20091055
{'hecke_orbit_code': 68971134987, 'n': 56, 'trace_an': 0}
-
id: 20091056
{'hecke_orbit_code': 68971134987, 'n': 57, 'trace_an': 0}
-
id: 20091057
{'hecke_orbit_code': 68971134987, 'n': 58, 'trace_an': 0}
-
id: 20091058
{'hecke_orbit_code': 68971134987, 'n': 59, 'trace_an': -4954816467613}
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