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mf_newforms • Show schema
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{'Nk2': 1848, 'analytic_conductor': 3.6890885733831538, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [462, 3, [155, 199, 211], [3, 2, 3]], 'cm_discs': [], 'conrey_index': 67, 'conrey_indexes': [67, 331], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [9, 3, 1]], [13, [-6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 549789368782, 'hecke_ring_generator_nbound': 2, '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, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '462.2.i.a', 'level': 462, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '462.2.i.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+\\zeta_{6}q^{2}+(-1+\\zeta_{6})q^{3}+(-1+\\zeta_{6})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '462.2.i', 'trace_display': [1, -1, -3, -5], 'trace_hash': 630525743305725234, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.238', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.299', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.090', 'prec': 17}, {'__RealLiteral__': 0, 'data': '120.127', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, 'traces': [2, 1, -1, -1, -3, -2, -5, -2, -1, 3, 1, -1, 12, -1, 6, -1, 5, 1, -6, 6, 4, 2, -5, 1, -4, 6, 2, 4, -12, 3, -4, 1, 1, 10, 3, 2, 2, 6, -6, 3, 10, 5, -20, 1, -3, 5, -9, 2, 11, -8, 5, -6, -2, 1, -6, 5, 12, -6, 12, -3, 5, -8, 1, 2, -18, -1, -5, 5, 10, -12, 8, 1, -12, -2, -4, 12, -4, -12, 1, -3, -1, 5, 2, 1, -30, -10, 6, -1, -6, -6, -30, 10, -4, 9, -18, 1, 18, -2, -2, -4, 8, -5, 2, -12, -15, -4, 13, -1, 11, -3, -4, 1, 20, 6, -15, 6, -6, 24, -20, -6, -1, -5, -5, -4, -6, -4, 10, 1, 10, 18, 4, -2, 6, -10, -3, -5, 2, 5, 44, -15, 18, 4, 6, -1, 18, -24, -13, -4, -18, 4, -9, 6, -10, -5, 24, -6, 24, -1, -2, -6, 5, -2, 1, -5, 3, 1, -48, -4, 46, -15, -6, 10, 12, 12, 16, -2, 12, 6, 8, -3, -44, -6, -10, 5, 6, 4, -5, 18, -5, -36, 0, -1, -6, 9, 36, -13, -48, -1, -10, 4, -5, 16, 30, -10, -15, -2, -5, -6, -12, -3, 28, -2, -4, -13, 30, -2, 16, 22, -12, 3, 30, -2, 32, -4, 8, 10, -3, -6, -26, -30, -1, 12, 29, 6, -27, 12, -2, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, 1], [-1, 1], [-1, 1], [0, -3], [-1, 0], [-2, -1], [-1, 0], [0, -1], [3, -3], [1, -1], [0, -1], [6, 0], [1, -3], [3, 0], [0, -1], [5, -5], [1, -1], [0, -6], [3, 0], [3, -2], [1, 0], [0, -5], [1, -1], [-4, 4], [0, 6], [1, 0], [3, -2], [-6, 0], [0, 3], [-4, 4], [1, -1], [0, 1], [5, 0], [-3, 9], [1, 0], [0, 2], [6, -6], [-6, 6], [0, 3], [5, 0], [2, 1], [-10, 0], [0, 1], [-3, 3], [5, -5], [0, -9], [1, 0], [3, 5], [-4, 0], [0, 5], [-6, 6], [-2, 2], [0, 1], [-3, 0], [2, 1], [6, 0], [0, -6], [12, -12], [-3, 3], [0, 5], [-4, 0], [-1, 3], [1, 0], [0, -18], [-1, 1], [-5, 5], [0, 5], [5, 0], [-9, 6], [4, 0], [0, 1], [-12, 12], [-2, 2], [0, -4], [6, 0], [-3, 2], [-6, 0], [0, 1], [-3, 3], [-1, 1], [0, 5], [1, 0], [-1, 3], [-15, 0], [0, -10], [6, -6], [-1, 1], [0, -6], [-3, 0], [-12, -6], [5, 0], [0, -4], [9, -9], [-18, 18], [0, 1], [9, 0], [-5, 8], [-1, 0], [0, -4]], 'ap': [[0, 1], [-1, 1], [0, -3], [-2, -1], [1, -1], [6, 0], [5, -5], [0, -6], [0, -5], [-6, 0], [-4, 4], [0, 2], [5, 0], [-10, 0], [0, -9], [-2, 2], [12, -12], [0, 5], [-5, 5], [4, 0], [-12, 12], [0, 1], [1, 0], [0, -6], [9, 0], [8, -8], [0, 2], [0, 13], [11, -11], [10, 0], [5, 0], [0, 4], [2, -2], [22, 0], [0, -18], [-9, 9], [24, -24], [0, 1], [-24, 0], [0, 12], [8, -8], [-22, 0], [0, 0], [-6, 6], [-24, 0], [-10, 10], [14, 0], [16, 0], [-3, 3], [0, -26], [0, 29], [26, 0], [26, -26], [12, 0], [0, 14], [-24, 24], [9, -9], [0, 24], [-18, 18], [11, 0], [6, -6], [8, 0], [18, 0], [21, -21], [0, 6], [0, -9], [0, -35], [-2, 0], [-7, 7], [-19, 0], [-24, 24], [0, 10], [14, -14], [0, 7], [13, 0], [0, -8], [21, -21], [0, -26], [0, 6], [-10, 10], [-20, 0], [8, 0], [-22, 22], [11, 0], [0, 5], [0, -2], [2, 0], [0, 26], [-10, 0], [28, 0], [0, -16], [-12, 12], [4, -4], [-3, 0], [0, -12], [-42, 0], [0, -2], [-2, 2], [0, -6], [0, 39], [-42, 0], [32, -32], [16, -16], [0, 6], [34, -34], [7, -7], [-24, 0], [0, -14], [3, -3], [-44, 0], [0, -33], [41, -41], [-6, 0], [29, -29], [28, 0], [40, -40], [36, 0], [-17, 17], [0, 27], [31, 0], [-4, 4], [-26, 0], [0, 18], [12, -12], [0, 27], [-10, 0], [0, -20], [0, -37], [22, 0], [0, 15], [10, -10], [22, 0], [0, 2], [-2, 0], [0, -47], [46, 0], [-11, 11], [50, -50], [-53, 0], [-15, 15], [42, 0], [0, 8], [-10, 10], [-15, 0], [54, -54], [-9, 0], [15, 0], [-3, 3], [0, 45], [0, 39], [0, 3], [-26, 0], [-13, 0], [0, 24], [-23, 23], [51, 0], [0, 17], [0, 26], [30, 0], [-6, 6], [0, 30], [-21, 0], [-21, 0], [0, 34], [28, -28], [59, -59], [-22, 22], [-14, 14]], 'char_orbit_index': 9, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 549789368782, 'hecke_ring_character_values': [[155, [1, 0]], [199, [0, -1]], [211, [1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '462.2.i.a', 'level': 462, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 1848, 'analytic_conductor': 3.6890885733831538, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [462, 3, [155, 199, 211], [3, 2, 3]], 'conrey_index': 67, 'cusp_dim': 176, 'dim': 24, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 13], 'hecke_orbit_code': 549789368782, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 6, 6], 'label': '462.2.i', 'level': 462, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 208, 'mf_new_dim': 24, 'num_forms': 7, 'prim_orbit_index': 3, 'relative_dim': 12, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [24, 0, 0, -12, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, -12, 0, 0, 8, 0, -8, 0, -16, 0, -20, 0, 0, 0, 0, 0, 0, 0, -4, 24, -32, 24, -12, 16, -8, 0, 64, 8, 48, 0, 0, -8, 8, 0, -24, 32, -8, 0, 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208, -16, 24, -32, -80, -32, 112, 0, -48, 0, 48, -108, -32, 8, -96, -32, 8, 96], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 336918
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '462.2.i.a', 'source_level': 462, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '462.2.i.a', 'target_level': 462, 'twist_class_label': '462.2.i.a', 'twist_class_level': 462, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 336919
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '462.2.i.a', 'source_level': 462, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '462.2.i.a', 'target_level': 462, 'twist_class_label': '462.2.i.a', 'twist_class_level': 462, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 336920
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '462.2.i.a', 'source_level': 462, 'target_char_orbit': 11, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1386.2.k.j', 'target_level': 1386, 'twist_class_label': '462.2.i.a', 'twist_class_level': 462, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 336921
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '462.2.i.a', 'source_level': 462, 'target_char_orbit': 11, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1386.2.k.j', 'target_level': 1386, 'twist_class_label': '462.2.i.a', 'twist_class_level': 462, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 336922
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '462.2.i.a', 'source_level': 462, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '3234.2.a.a', 'target_level': 3234, 'twist_class_label': '462.2.i.a', 'twist_class_level': 462, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 336923
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '462.2.i.a', 'source_level': 462, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '3234.2.a.o', 'target_level': 3234, 'twist_class_label': '462.2.i.a', 'twist_class_level': 462, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 336924
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '462.2.i.a', 'source_level': 462, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 31, 'target_is_minimal': False, 'target_label': '9702.2.a.be', 'target_level': 9702, 'twist_class_label': '462.2.i.a', 'twist_class_level': 462, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 336925
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '462.2.i.a', 'source_level': 462, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 57, 'target_is_minimal': False, 'target_label': '9702.2.a.ce', 'target_level': 9702, 'twist_class_label': '462.2.i.a', 'twist_class_level': 462, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 924225
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 2}
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id: 924226
{'charpoly_factorization': [[[1, 1, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 3}
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id: 924227
{'charpoly_factorization': [[[9, 3, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 5}
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id: 924228
{'charpoly_factorization': [[[7, 5, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 7}
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id: 924229
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 11}
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id: 924230
{'charpoly_factorization': [[[-6, 1], 2]], 'hecke_orbit_code': 549789368782, 'p': 13}
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id: 924231
{'charpoly_factorization': [[[25, -5, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 17}
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id: 924232
{'charpoly_factorization': [[[36, 6, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 19}
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id: 924233
{'charpoly_factorization': [[[25, 5, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 23}
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id: 924234
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 549789368782, 'p': 29}
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id: 924235
{'charpoly_factorization': [[[16, 4, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 31}
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id: 924236
{'charpoly_factorization': [[[4, -2, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 37}
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id: 924237
{'charpoly_factorization': [[[-5, 1], 2]], 'hecke_orbit_code': 549789368782, 'p': 41}
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id: 924238
{'charpoly_factorization': [[[10, 1], 2]], 'hecke_orbit_code': 549789368782, 'p': 43}
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id: 924239
{'charpoly_factorization': [[[81, 9, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 47}
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id: 924240
{'charpoly_factorization': [[[4, 2, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 53}
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id: 924241
{'charpoly_factorization': [[[144, -12, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 59}
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id: 924242
{'charpoly_factorization': [[[25, -5, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 61}
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id: 924243
{'charpoly_factorization': [[[25, 5, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 67}
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id: 924244
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 549789368782, 'p': 71}
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id: 924245
{'charpoly_factorization': [[[144, 12, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 73}
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id: 924246
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 79}
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id: 924247
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 549789368782, 'p': 83}
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id: 924248
{'charpoly_factorization': [[[36, 6, 1], 1]], 'hecke_orbit_code': 549789368782, 'p': 89}
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id: 924249
{'charpoly_factorization': [[[-9, 1], 2]], 'hecke_orbit_code': 549789368782, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 9, 'hecke_orbit': 1, 'label': '462.2.i.a', 'level': 462, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 38042000
{'hecke_orbit_code': 549789368782, 'n': 1, 'trace_an': 2}
-
id: 38042001
{'hecke_orbit_code': 549789368782, 'n': 2, 'trace_an': 1}
-
id: 38042002
{'hecke_orbit_code': 549789368782, 'n': 3, 'trace_an': -1}
-
id: 38042003
{'hecke_orbit_code': 549789368782, 'n': 4, 'trace_an': -1}
-
id: 38042004
{'hecke_orbit_code': 549789368782, 'n': 5, 'trace_an': -3}
-
id: 38042005
{'hecke_orbit_code': 549789368782, 'n': 6, 'trace_an': -2}
-
id: 38042006
{'hecke_orbit_code': 549789368782, 'n': 7, 'trace_an': -5}
-
id: 38042007
{'hecke_orbit_code': 549789368782, 'n': 8, 'trace_an': -2}
-
id: 38042008
{'hecke_orbit_code': 549789368782, 'n': 9, 'trace_an': -1}
-
id: 38042009
{'hecke_orbit_code': 549789368782, 'n': 10, 'trace_an': 3}
-
id: 38042010
{'hecke_orbit_code': 549789368782, 'n': 11, 'trace_an': 1}
-
id: 38042011
{'hecke_orbit_code': 549789368782, 'n': 12, 'trace_an': -1}
-
id: 38042012
{'hecke_orbit_code': 549789368782, 'n': 13, 'trace_an': 12}
-
id: 38042013
{'hecke_orbit_code': 549789368782, 'n': 14, 'trace_an': -1}
-
id: 38042014
{'hecke_orbit_code': 549789368782, 'n': 15, 'trace_an': 6}
-
id: 38042015
{'hecke_orbit_code': 549789368782, 'n': 16, 'trace_an': -1}
-
id: 38042016
{'hecke_orbit_code': 549789368782, 'n': 17, 'trace_an': 5}
-
id: 38042017
{'hecke_orbit_code': 549789368782, 'n': 18, 'trace_an': 1}
-
id: 38042018
{'hecke_orbit_code': 549789368782, 'n': 19, 'trace_an': -6}
-
id: 38042019
{'hecke_orbit_code': 549789368782, 'n': 20, 'trace_an': 6}
-
id: 38042020
{'hecke_orbit_code': 549789368782, 'n': 21, 'trace_an': 4}
-
id: 38042021
{'hecke_orbit_code': 549789368782, 'n': 22, 'trace_an': 2}
-
id: 38042022
{'hecke_orbit_code': 549789368782, 'n': 23, 'trace_an': -5}
-
id: 38042023
{'hecke_orbit_code': 549789368782, 'n': 24, 'trace_an': 1}
-
id: 38042024
{'hecke_orbit_code': 549789368782, 'n': 25, 'trace_an': -4}
-
id: 38042025
{'hecke_orbit_code': 549789368782, 'n': 26, 'trace_an': 6}
-
id: 38042026
{'hecke_orbit_code': 549789368782, 'n': 27, 'trace_an': 2}
-
id: 38042027
{'hecke_orbit_code': 549789368782, 'n': 28, 'trace_an': 4}
-
id: 38042028
{'hecke_orbit_code': 549789368782, 'n': 29, 'trace_an': -12}
-
id: 38042029
{'hecke_orbit_code': 549789368782, 'n': 30, 'trace_an': 3}
-
id: 38042030
{'hecke_orbit_code': 549789368782, 'n': 31, 'trace_an': -4}
-
id: 38042031
{'hecke_orbit_code': 549789368782, 'n': 32, 'trace_an': 1}
-
id: 38042032
{'hecke_orbit_code': 549789368782, 'n': 33, 'trace_an': 1}
-
id: 38042033
{'hecke_orbit_code': 549789368782, 'n': 34, 'trace_an': 10}
-
id: 38042034
{'hecke_orbit_code': 549789368782, 'n': 35, 'trace_an': 3}
-
id: 38042035
{'hecke_orbit_code': 549789368782, 'n': 36, 'trace_an': 2}
-
id: 38042036
{'hecke_orbit_code': 549789368782, 'n': 37, 'trace_an': 2}
-
id: 38042037
{'hecke_orbit_code': 549789368782, 'n': 38, 'trace_an': 6}
-
id: 38042038
{'hecke_orbit_code': 549789368782, 'n': 39, 'trace_an': -6}
-
id: 38042039
{'hecke_orbit_code': 549789368782, 'n': 40, 'trace_an': 3}
-
id: 38042040
{'hecke_orbit_code': 549789368782, 'n': 41, 'trace_an': 10}
-
id: 38042041
{'hecke_orbit_code': 549789368782, 'n': 42, 'trace_an': 5}
-
id: 38042042
{'hecke_orbit_code': 549789368782, 'n': 43, 'trace_an': -20}
-
id: 38042043
{'hecke_orbit_code': 549789368782, 'n': 44, 'trace_an': 1}
-
id: 38042044
{'hecke_orbit_code': 549789368782, 'n': 45, 'trace_an': -3}
-
id: 38042045
{'hecke_orbit_code': 549789368782, 'n': 46, 'trace_an': 5}
-
id: 38042046
{'hecke_orbit_code': 549789368782, 'n': 47, 'trace_an': -9}
-
id: 38042047
{'hecke_orbit_code': 549789368782, 'n': 48, 'trace_an': 2}
-
id: 38042048
{'hecke_orbit_code': 549789368782, 'n': 49, 'trace_an': 11}
-
id: 38042049
{'hecke_orbit_code': 549789368782, 'n': 50, 'trace_an': -8}
-
id: 38042050
{'hecke_orbit_code': 549789368782, 'n': 51, 'trace_an': 5}
-
id: 38042051
{'hecke_orbit_code': 549789368782, 'n': 52, 'trace_an': -6}
-
id: 38042052
{'hecke_orbit_code': 549789368782, 'n': 53, 'trace_an': -2}
-
id: 38042053
{'hecke_orbit_code': 549789368782, 'n': 54, 'trace_an': 1}
-
id: 38042054
{'hecke_orbit_code': 549789368782, 'n': 55, 'trace_an': -6}
-
id: 38042055
{'hecke_orbit_code': 549789368782, 'n': 56, 'trace_an': 5}
-
id: 38042056
{'hecke_orbit_code': 549789368782, 'n': 57, 'trace_an': 12}
-
id: 38042057
{'hecke_orbit_code': 549789368782, 'n': 58, 'trace_an': -6}
-
id: 38042058
{'hecke_orbit_code': 549789368782, 'n': 59, 'trace_an': 12}
-
id: 38042059
{'hecke_orbit_code': 549789368782, 'n': 60, 'trace_an': -3}
-
id: 38042060
{'hecke_orbit_code': 549789368782, 'n': 61, 'trace_an': 5}
-
id: 38042061
{'hecke_orbit_code': 549789368782, 'n': 62, 'trace_an': -8}
-
id: 38042062
{'hecke_orbit_code': 549789368782, 'n': 63, 'trace_an': 1}
-
id: 38042063
{'hecke_orbit_code': 549789368782, 'n': 64, 'trace_an': 2}
-
id: 38042064
{'hecke_orbit_code': 549789368782, 'n': 65, 'trace_an': -18}
-
id: 38042065
{'hecke_orbit_code': 549789368782, 'n': 66, 'trace_an': -1}
-
id: 38042066
{'hecke_orbit_code': 549789368782, 'n': 67, 'trace_an': -5}
-
id: 38042067
{'hecke_orbit_code': 549789368782, 'n': 68, 'trace_an': 5}
-
id: 38042068
{'hecke_orbit_code': 549789368782, 'n': 69, 'trace_an': 10}
-
id: 38042069
{'hecke_orbit_code': 549789368782, 'n': 70, 'trace_an': -12}
-
id: 38042070
{'hecke_orbit_code': 549789368782, 'n': 71, 'trace_an': 8}
-
id: 38042071
{'hecke_orbit_code': 549789368782, 'n': 72, 'trace_an': 1}
-
id: 38042072
{'hecke_orbit_code': 549789368782, 'n': 73, 'trace_an': -12}
-
id: 38042073
{'hecke_orbit_code': 549789368782, 'n': 74, 'trace_an': -2}
-
id: 38042074
{'hecke_orbit_code': 549789368782, 'n': 75, 'trace_an': -4}
-
id: 38042075
{'hecke_orbit_code': 549789368782, 'n': 76, 'trace_an': 12}
-
id: 38042076
{'hecke_orbit_code': 549789368782, 'n': 77, 'trace_an': -4}
-
id: 38042077
{'hecke_orbit_code': 549789368782, 'n': 78, 'trace_an': -12}
-
id: 38042078
{'hecke_orbit_code': 549789368782, 'n': 79, 'trace_an': 1}
-
id: 38042079
{'hecke_orbit_code': 549789368782, 'n': 80, 'trace_an': -3}
-
id: 38042080
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id: 38042187
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id: 38042190
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id: 38042191
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id: 38042204
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id: 38042210
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id: 38042216
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id: 38042219
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id: 38042220
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id: 38042222
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id: 38042999
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