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mf_newforms • Show schema
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{'Nk2': 6075, 'analytic_conductor': 30.553395754584542, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 2]], 'cm_discs': [-3], 'conrey_index': 26, 'conrey_indexes': [26], '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]], [7, [4273, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737217318987, '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, 3, 2, -1, 2, -3]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '75.9.c.b', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.9.c.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+3^{4}q^{3}+2^{8}q^{4}-4273q^{7}+3^{8}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '8.2.1.d2', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '75.9.c', 'trace_display': [0, 81, 0, -4273], 'trace_hash': 1795208564349123706, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.992', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.958', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.808', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [81], [256], [0], [0], [-4273], [0], [6561], [0], [0], [20736], [56447], [0], [0], [65536], [0], [0], [157967], [0], [-346113], [0], [0], [0], [0], [0], [531441], [-1093888], [0], [0], [1225967], [0], [0], [0], [0], [1679616], [503522], [0], [4572207], [0], [0], [0], [-6837073], [0], [0], [0], [0], [5308416], [12493728], [0], [0], [14450432], [0], [0], [0], [0], [12795327], [0], [0], [0], [-307393], [0], [-28035153], [16777216], [0], [0], [-31874833], [0], [0], [0], [0], [0], [16169282], [0], [0], [40439552], [0], [0], [-18887038], [0], [43046721], [0], [0], [-88604928], [0], [0], [0], [0], [0], [0], [-241198031], [0], [99303327], [0], [0], [0], [-82132513], [0], [0], [0]], 'ap': [[0], [81], [0], [-4273], [0], [56447], [0], [157967], [0], [0], [1225967], [503522], [0], [-6837073], [0], [0], [0], [-307393], [-31874833], [0], [16169282], [-18887038], [0], [0], [-82132513], [0], [44448962], [0], [-271340353], [0], [-400561918], [0], [0], [709430882], [0], [-1004641873], [1033794527], [-96818353], [0], [0], [0], [-1093758433], [0], [-2473015873], [0], [-3130362673], [-3337587793], [1104248207], [0], [-3752291713], [0], [0], [-519543553], [0], [0], [0], [0], [-2987091838], [4197983807], [0], [11725453967], [0], [16393793327], [0], [7328506847], [0], [-16249491358], [11864612447], [0], [-29600373598], [0], [0], [-35481533233], [30780165407], [37354760687], [0], [0], [-32922078913], [0], [42701110847], [0], [-11608907038], [0], [-9740516833], [-7011526993], [0], [0], [-27260779198], [0], [-68785284478], [0], [0], [11784067247], [0], [-50493145873], [0], [0], [0], [115606282607], [-169433216353], [-61826617438], [0], [0], [0], [23986302287], [214995669407], [0], [0], [0], [-188316627073], [-265988543998], [-15799752478], [0], [50060841167], [-112983590833], [0], [188543652002], [0], [0], [0], [356008925282], [-228934321918], [0], [0], [155801183522], [0], [129056583647], [0], [411505702607], [-577329540958], [-435661607518], [0], [-535830748798], [636050989727], [0], [-507612834433], [0], [-652899285553], [0], [0], [700890725807], [0], [702936569807], [0], [411967635362], [0], [438996242687], [0], [-802752398878], [0], [-1113624914593], [0], [-1215169229233], [0], [1204903893602], [0], [1414165024367], [0], [239863729247], [0], [0], [0], [-1515515127358], [0], [0], [0], [-1115205225553], [581390427362]], 'char_orbit_index': 3, 'field_poly': [0, 1], 'hecke_orbit_code': 4503737217318987, 'hecke_ring_character_values': [[26, [-1]], [52, [1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '75.9.c.b', 'level': 75, 'maxp': 997, 'weight': 9}
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mf_newspaces • Show schema
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{'Nk2': 6075, 'analytic_conductor': 30.553395754584542, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 2]], 'conrey_index': 26, 'cusp_dim': 74, 'dim': 48, 'eis_dim': 12, 'eis_new_dim': 6, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 137589948491, 'hecke_orbit_dims': [1, 1, 2, 2, 10, 10, 10, 12], 'label': '75.9.c', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 86, 'mf_new_dim': 54, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 48, 'sturm_bound': 90, 'trace_bound': 3, 'trace_display': [0, 22, 0, -3656], 'traces': [48, 0, 22, -5648, 0, 1998, -3656, 0, -690, 0, 0, 26132, 4004, 0, 0, 633224, 0, 147640, -33770, 0, 182658, -817460, 0, -1432386, 0, 0, 1377982, 2472724, 0, 0, -13374, 0, -2203900, 7423684, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 64919
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '75.9.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.9.c.a', 'target_level': 75, 'twist_class_label': '75.9.c.a', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 64920
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '75.9.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.9.c.a', 'target_level': 75, 'twist_class_label': '75.9.c.a', 'twist_class_level': 75, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 64921
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '75.9.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '75.9.c.b', 'target_level': 75, 'twist_class_label': '75.9.c.a', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 64922
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '75.9.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '75.9.c.b', 'target_level': 75, 'twist_class_label': '75.9.c.a', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 64923
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '75.9.c.b', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.9.d.a', 'target_level': 75, 'twist_class_label': '75.9.c.a', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 9}
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id: 64924
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '75.9.c.b', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.9.d.a', 'target_level': 75, 'twist_class_label': '75.9.c.a', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 233850
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 2}
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id: 233851
{'charpoly_factorization': [[[-81, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 3}
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id: 233852
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 5}
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id: 233853
{'charpoly_factorization': [[[4273, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 7}
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id: 233854
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 11}
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id: 233855
{'charpoly_factorization': [[[-56447, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 13}
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id: 233856
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 17}
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id: 233857
{'charpoly_factorization': [[[-157967, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 19}
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id: 233858
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 23}
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id: 233859
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 29}
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id: 233860
{'charpoly_factorization': [[[-1225967, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 31}
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id: 233861
{'charpoly_factorization': [[[-503522, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 37}
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id: 233862
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 41}
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id: 233863
{'charpoly_factorization': [[[6837073, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 43}
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id: 233864
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 47}
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id: 233865
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 53}
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id: 233866
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 59}
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id: 233867
{'charpoly_factorization': [[[307393, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 61}
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id: 233868
{'charpoly_factorization': [[[31874833, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 67}
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id: 233869
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 71}
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id: 233870
{'charpoly_factorization': [[[-16169282, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 73}
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id: 233871
{'charpoly_factorization': [[[18887038, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 79}
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id: 233872
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 83}
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id: 233873
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 89}
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id: 233874
{'charpoly_factorization': [[[82132513, 1], 1]], 'hecke_orbit_code': 4503737217318987, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '75.9.c.b', 'level': 75, 'portrait': 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', 'weight': 9}
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mf_hecke_traces • Show schema
Hide schema
-
id: 82473000
{'hecke_orbit_code': 4503737217318987, 'n': 1, 'trace_an': 1}
-
id: 82473001
{'hecke_orbit_code': 4503737217318987, 'n': 2, 'trace_an': 0}
-
id: 82473002
{'hecke_orbit_code': 4503737217318987, 'n': 3, 'trace_an': 81}
-
id: 82473003
{'hecke_orbit_code': 4503737217318987, 'n': 4, 'trace_an': 256}
-
id: 82473004
{'hecke_orbit_code': 4503737217318987, 'n': 5, 'trace_an': 0}
-
id: 82473005
{'hecke_orbit_code': 4503737217318987, 'n': 6, 'trace_an': 0}
-
id: 82473006
{'hecke_orbit_code': 4503737217318987, 'n': 7, 'trace_an': -4273}
-
id: 82473007
{'hecke_orbit_code': 4503737217318987, 'n': 8, 'trace_an': 0}
-
id: 82473008
{'hecke_orbit_code': 4503737217318987, 'n': 9, 'trace_an': 6561}
-
id: 82473009
{'hecke_orbit_code': 4503737217318987, 'n': 10, 'trace_an': 0}
-
id: 82473010
{'hecke_orbit_code': 4503737217318987, 'n': 11, 'trace_an': 0}
-
id: 82473011
{'hecke_orbit_code': 4503737217318987, 'n': 12, 'trace_an': 20736}
-
id: 82473012
{'hecke_orbit_code': 4503737217318987, 'n': 13, 'trace_an': 56447}
-
id: 82473013
{'hecke_orbit_code': 4503737217318987, 'n': 14, 'trace_an': 0}
-
id: 82473014
{'hecke_orbit_code': 4503737217318987, 'n': 15, 'trace_an': 0}
-
id: 82473015
{'hecke_orbit_code': 4503737217318987, 'n': 16, 'trace_an': 65536}
-
id: 82473016
{'hecke_orbit_code': 4503737217318987, 'n': 17, 'trace_an': 0}
-
id: 82473017
{'hecke_orbit_code': 4503737217318987, 'n': 18, 'trace_an': 0}
-
id: 82473018
{'hecke_orbit_code': 4503737217318987, 'n': 19, 'trace_an': 157967}
-
id: 82473019
{'hecke_orbit_code': 4503737217318987, 'n': 20, 'trace_an': 0}
-
id: 82473020
{'hecke_orbit_code': 4503737217318987, 'n': 21, 'trace_an': -346113}
-
id: 82473021
{'hecke_orbit_code': 4503737217318987, 'n': 22, 'trace_an': 0}
-
id: 82473022
{'hecke_orbit_code': 4503737217318987, 'n': 23, 'trace_an': 0}
-
id: 82473023
{'hecke_orbit_code': 4503737217318987, 'n': 24, 'trace_an': 0}
-
id: 82473024
{'hecke_orbit_code': 4503737217318987, 'n': 25, 'trace_an': 0}
-
id: 82473025
{'hecke_orbit_code': 4503737217318987, 'n': 26, 'trace_an': 0}
-
id: 82473026
{'hecke_orbit_code': 4503737217318987, 'n': 27, 'trace_an': 531441}
-
id: 82473027
{'hecke_orbit_code': 4503737217318987, 'n': 28, 'trace_an': -1093888}
-
id: 82473028
{'hecke_orbit_code': 4503737217318987, 'n': 29, 'trace_an': 0}
-
id: 82473029
{'hecke_orbit_code': 4503737217318987, 'n': 30, 'trace_an': 0}
-
id: 82473030
{'hecke_orbit_code': 4503737217318987, 'n': 31, 'trace_an': 1225967}
-
id: 82473031
{'hecke_orbit_code': 4503737217318987, 'n': 32, 'trace_an': 0}
-
id: 82473032
{'hecke_orbit_code': 4503737217318987, 'n': 33, 'trace_an': 0}
-
id: 82473033
{'hecke_orbit_code': 4503737217318987, 'n': 34, 'trace_an': 0}
-
id: 82473034
{'hecke_orbit_code': 4503737217318987, 'n': 35, 'trace_an': 0}
-
id: 82473035
{'hecke_orbit_code': 4503737217318987, 'n': 36, 'trace_an': 1679616}
-
id: 82473036
{'hecke_orbit_code': 4503737217318987, 'n': 37, 'trace_an': 503522}
-
id: 82473037
{'hecke_orbit_code': 4503737217318987, 'n': 38, 'trace_an': 0}
-
id: 82473038
{'hecke_orbit_code': 4503737217318987, 'n': 39, 'trace_an': 4572207}
-
id: 82473039
{'hecke_orbit_code': 4503737217318987, 'n': 40, 'trace_an': 0}
-
id: 82473040
{'hecke_orbit_code': 4503737217318987, 'n': 41, 'trace_an': 0}
-
id: 82473041
{'hecke_orbit_code': 4503737217318987, 'n': 42, 'trace_an': 0}
-
id: 82473042
{'hecke_orbit_code': 4503737217318987, 'n': 43, 'trace_an': -6837073}
-
id: 82473043
{'hecke_orbit_code': 4503737217318987, 'n': 44, 'trace_an': 0}
-
id: 82473044
{'hecke_orbit_code': 4503737217318987, 'n': 45, 'trace_an': 0}
-
id: 82473045
{'hecke_orbit_code': 4503737217318987, 'n': 46, 'trace_an': 0}
-
id: 82473046
{'hecke_orbit_code': 4503737217318987, 'n': 47, 'trace_an': 0}
-
id: 82473047
{'hecke_orbit_code': 4503737217318987, 'n': 48, 'trace_an': 5308416}
-
id: 82473048
{'hecke_orbit_code': 4503737217318987, 'n': 49, 'trace_an': 12493728}
-
id: 82473049
{'hecke_orbit_code': 4503737217318987, 'n': 50, 'trace_an': 0}
-
id: 82473050
{'hecke_orbit_code': 4503737217318987, 'n': 51, 'trace_an': 0}
-
id: 82473051
{'hecke_orbit_code': 4503737217318987, 'n': 52, 'trace_an': 14450432}
-
id: 82473052
{'hecke_orbit_code': 4503737217318987, 'n': 53, 'trace_an': 0}
-
id: 82473053
{'hecke_orbit_code': 4503737217318987, 'n': 54, 'trace_an': 0}
-
id: 82473054
{'hecke_orbit_code': 4503737217318987, 'n': 55, 'trace_an': 0}
-
id: 82473055
{'hecke_orbit_code': 4503737217318987, 'n': 56, 'trace_an': 0}
-
id: 82473056
{'hecke_orbit_code': 4503737217318987, 'n': 57, 'trace_an': 12795327}
-
id: 82473057
{'hecke_orbit_code': 4503737217318987, 'n': 58, 'trace_an': 0}
-
id: 82473058
{'hecke_orbit_code': 4503737217318987, 'n': 59, 'trace_an': 0}
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