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mf_newforms • Show schema
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{'Nk2': 6888, 'analytic_conductor': 13.750239228064482, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 41, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': 1, 'char_values': [1722, 2, [575, 493, 211], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 1639, 'conrey_indexes': [1639], 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [-2, 1]], [11, [16, 0, 1]], [17, [4, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014742140421818, 'hecke_ring_generator_nbound': 3, '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, 41, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [-1, 0], [0, -1], [1, 0], [2, 0], [0, 1], [0, 1], [-1, 0], [-1, 0], [-2, 0], [0, 4], [0, -1], [0, -2], [0, -1], [0, -2], [1, 0], [0, -2], [1, 0], [0, 8], [2, 0], [1, 0], [0, -4], [0, 0], [0, 1], [-1, 0], [0, 2], [0, 1], [0, 1], [0, 4], [0, 2], [2, 0], [-1, 0], [4, 0], [0, 2], [0, 2], [-1, 0], [6, 0], [0, -8], [-2, 0], [-2, 0], [-4, 5], [-1, 0], [4, 0], [0, 4], [-2, 0], [0, 0], [0, 4], [0, -1], [-1, 0], [1, 0], [-2, 0], [0, -2], [0, 8], [0, -1], [0, 8], [0, -1], [8, 0], [0, -4], [-6, 0], [0, -2], [-8, 0], [-2, 0], [0, -1], [1, 0], [0, -4], [-4, 0], [0, 2], [0, -2], [0, 0], [0, -2], [0, 6], [1, 0], [10, 0], [-6, 0], [0, 1], [0, 8], [-4, 0], [2, 0], [0, -4], [2, 0], [1, 0], [4, -5], [-10, 0], [1, 0], [0, -4], [-4, 0], [4, 0], [0, -4], [0, -10], [2, 0], [2, 0], [0, 0], [0, -2], [0, -4], [0, 16], [0, 1], [0, -14], [1, 0], [0, -4], [-1, 0]], 'ap': [[-1, 0], [0, -1], [2, 0], [0, 1], [0, 4], [0, -2], [0, -2], [0, 8], [0, 0], [0, 4], [2, 0], [6, 0], [-4, 5], [4, 0], [0, 4], [0, 8], [-6, 0], [-8, 0], [0, 2], [0, 6], [10, 0], [0, -4], [-10, 0], [0, -10], [0, -14], [0, 6], [10, 0], [8, 0], [0, -2], [6, 0], [8, 0], [10, 0], [0, 18], [0, 0], [0, 12], [0, 4], [0, 10], [20, 0], [0, 12], [-10, 0], [0, -12], [0, -6], [0, 6], [0, -4], [-6, 0], [0, 8], [0, -10], [14, 0], [0, 20], [0, -10], [0, -10], [0, 2], [18, 0], [22, 0], [0, -30], [0, -14], [-30, 0], [22, 0], [-22, 0], [0, -18], [-4, 0], [0, 2], [0, 0], [0, -20], [0, -6], [0, 8], [0, -10], [-30, 0], [0, 32], [12, 0], [-24, 0], [-16, 0], [-34, 0], [-2, 0], [-12, 0], [0, -36], [6, 0], [0, -14], [10, 0], [6, 0], [-2, 0], [0, -26], [24, 0], [-26, 0], [0, -24], [-12, 0], [34, 0], [0, 16], [18, 0], [0, -4], [18, 0], [0, 0], [-4, 0], [-20, 0], [0, 6], [0, 0], [0, -42], [0, 38], [4, 0], [-6, 0], [0, 22], [0, 4], [0, -12], [-30, 0], [0, 18], [0, -2], [0, -12], [0, -30], [-32, 0], [0, 26], [-30, 0], [-34, 0], [6, 0], [4, 0], [12, 0], [0, 2], [0, 24], [8, 0], [0, -24], [0, 28], [-8, 0], [0, 32], [34, 0], [0, 0], [0, -40], [-22, 0], [0, 14], [0, 0], [0, 0], [44, 0], [-52, 0], [8, 0], [0, 24], [0, -46], [0, 0], [-50, 0], [0, -6], [40, 0], [46, 0], [0, -30], [-16, 0], [-6, 0], [0, 4], [0, 12], [-4, 0], [0, -16], [44, 0], [8, 0], [24, 0], [40, 0], [42, 0], [24, 0], [0, -10], [0, -32], [44, 0], [-48, 0], [0, 0], [0, -14], [0, 54], [38, 0], [-12, 0], [-2, 0], [0, -28], [0, 28], [0, 38], [28, 0], [0, 8], [0, -42], [-10, 0], [0, 18], [0, 24], [36, 0], [0, 26], [-10, 0], [0, 16], [0, -34], [0, 26], [22, 0], [0, 32], [0, -34], [28, 0], [-46, 0], [0, -50], [56, 0], [-24, 0], [14, 0], [46, 0], [-48, 0], [0, -44], [0, 4], [14, 0], [0, -20], [60, 0], [-62, 0], [44, 0], [0, 0], [0, -28], [0, 38], [0, -66], [0, -36], [-46, 0], [22, 0], [0, -2], [0, -50], [0, 20], [0, -42], [-2, 0], [0, 36], [50, 0], [0, 0], [0, 24], [0, -22], [32, 0], [18, 0], [0, -32], [-58, 0], [0, -64], [20, 0], [0, -2], [34, 0], [0, 62], [6, 0], [0, -30], [0, -52], [18, 0], [0, 46], [36, 0], [-72, 0], [0, -8], [-20, 0], [-58, 0], [0, -4], [-16, 0], [38, 0], [0, -12], [0, 32], [0, 22], [0, -12], [12, 0], [0, -20], [0, 24], [0, 20], [0, -64], [-34, 0], [68, 0], [-36, 0], [22, 0], [0, 36], [76, 0], [-16, 0], [78, 0], [8, 0], [32, 0], [58, 0], [0, -66], [-64, 0], [0, 22], [0, -52], [0, 6], [0, 62], [40, 0], [0, 8], [0, -2], [0, -18], [-60, 0], [-8, 0], [0, -68], [16, 0], [44, 0], [0, 24], [0, 6], [-60, 0], [-46, 0], [76, 0], [0, 58], [-26, 0], [0, -8], [0, 70], [0, 16], [0, 68], [0, 48], [0, 64], [-32, 0], [32, 0], [0, -64], [0, 50], [0, -64], [62, 0], [0, -40], [0, -30], [0, 4], [58, 0], [0, -70], [30, 0], [0, -82], [0, 6], [0, 56], [18, 0], [0, 28], [0, 56], [26, 0], [0, 48], [-88, 0]], 'char_orbit_index': 6, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 18014742140421818, 'hecke_ring_character_values': [[575, [1, 0]], [493, [1, 0]], [211, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '1722.2.f.e', 'level': 1722, 'maxp': 1999, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 6888, 'analytic_conductor': 13.750239228064482, 'char_conductor': 41, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': 1, 'char_values': [1722, 2, [575, 493, 211], [2, 2, 1]], 'conrey_index': 1639, 'cusp_dim': 328, 'dim': 44, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 17], 'hecke_orbit_code': 343630939834, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 8, 10, 10], 'label': '1722.2.f', 'level': 1722, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 41], 'level_radical': 1722, 'mf_dim': 344, 'mf_new_dim': 44, 'num_forms': 10, 'prim_orbit_index': 2, 'relative_dim': 44, 'sturm_bound': 672, 'trace_bound': 23, 'trace_display': [4, 0, -8, 0], 'traces': [44, 4, 0, 44, -8, 0, 0, 4, -44, -8, 0, 0, 0, 0, 0, 44, 0, -4, 0, -8, -4, 0, 0, 0, 20, 0, 0, 0, 0, 0, 24, 4, -24, 0, 0, -44, 0, 0, 0, -8, 20, 4, 40, 0, 8, 0, 0, 0, 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0, 0, 64, -152, 0, 104, -8, 128, 64, 32, 0, 8, 184, 0, 0, -240, 528, 32, 0, 0, 0, 0, 0, 224, 0, 0, 0, 152, 48, 0, -576, 0, 0, 0, 0, 0, 0, 0, -56, -152, -336, 0, 0, 484, -56, 0, -256, 48, -128, 200, -192, 0, -208, -16, 0, 0, 0, -116, -176, 0, 0, 0, 0, 0, -112, 0, -56, 0, -120, -72, 0, 56, 0, 56, 0, 0, 0, 0, 0, 272, -216, 8, 0, 0, 128, -96, 0, -288, 0, -20, -176, -144, 0, -240, -584, 0, 0, -208, 232, 120, 0, 0, 0, 0, 0, 24, 0, 368, 0, 32, -48, 0, 192, 0, -688, 0, 0, 0, 0, 0, -360, -48], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 795436
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 6, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '1722.2.f.e', 'source_level': 1722, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '1722.2.f.e', 'target_level': 1722, 'twist_class_label': '1722.2.f.e', 'twist_class_level': 1722, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 795437
{'conductor': 41, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '1722.2.f.e', 'source_level': 1722, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '1722.2.f.e', 'target_level': 1722, 'twist_class_label': '1722.2.f.e', 'twist_class_level': 1722, 'twisting_char_label': '41.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2155075
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 18014742140421818, 'p': 2}
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id: 2155076
{'charpoly_factorization': [[[1, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 3}
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id: 2155077
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 18014742140421818, 'p': 5}
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id: 2155078
{'charpoly_factorization': [[[1, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 7}
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id: 2155079
{'charpoly_factorization': [[[16, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 11}
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id: 2155080
{'charpoly_factorization': [[[4, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 13}
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id: 2155081
{'charpoly_factorization': [[[4, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 17}
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id: 2155082
{'charpoly_factorization': [[[64, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 19}
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id: 2155083
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014742140421818, 'p': 23}
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id: 2155084
{'charpoly_factorization': [[[16, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 29}
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id: 2155085
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 18014742140421818, 'p': 31}
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id: 2155086
{'charpoly_factorization': [[[-6, 1], 2]], 'hecke_orbit_code': 18014742140421818, 'p': 37}
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id: 2155087
{'charpoly_factorization': [[[41, 8, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 41}
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id: 2155088
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 18014742140421818, 'p': 43}
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id: 2155089
{'charpoly_factorization': [[[16, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 47}
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id: 2155090
{'charpoly_factorization': [[[64, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 53}
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id: 2155091
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 18014742140421818, 'p': 59}
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id: 2155092
{'charpoly_factorization': [[[8, 1], 2]], 'hecke_orbit_code': 18014742140421818, 'p': 61}
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id: 2155093
{'charpoly_factorization': [[[4, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 67}
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id: 2155094
{'charpoly_factorization': [[[36, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 71}
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id: 2155095
{'charpoly_factorization': [[[-10, 1], 2]], 'hecke_orbit_code': 18014742140421818, 'p': 73}
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id: 2155096
{'charpoly_factorization': [[[16, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 79}
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id: 2155097
{'charpoly_factorization': [[[10, 1], 2]], 'hecke_orbit_code': 18014742140421818, 'p': 83}
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id: 2155098
{'charpoly_factorization': [[[100, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 89}
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id: 2155099
{'charpoly_factorization': [[[196, 0, 1], 1]], 'hecke_orbit_code': 18014742140421818, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 6, 'hecke_orbit': 5, 'label': '1722.2.f.e', 'level': 1722, 'portrait': 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'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 158822000
{'hecke_orbit_code': 18014742140421818, 'n': 1, 'trace_an': 2}
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id: 158822001
{'hecke_orbit_code': 18014742140421818, 'n': 2, 'trace_an': -2}
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id: 158822002
{'hecke_orbit_code': 18014742140421818, 'n': 3, 'trace_an': 0}
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id: 158822003
{'hecke_orbit_code': 18014742140421818, 'n': 4, 'trace_an': 2}
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id: 158822004
{'hecke_orbit_code': 18014742140421818, 'n': 5, 'trace_an': 4}
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id: 158822005
{'hecke_orbit_code': 18014742140421818, 'n': 6, 'trace_an': 0}
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id: 158822006
{'hecke_orbit_code': 18014742140421818, 'n': 7, 'trace_an': 0}
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id: 158822007
{'hecke_orbit_code': 18014742140421818, 'n': 8, 'trace_an': -2}
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id: 158822008
{'hecke_orbit_code': 18014742140421818, 'n': 9, 'trace_an': -2}
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id: 158822009
{'hecke_orbit_code': 18014742140421818, 'n': 10, 'trace_an': -4}
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id: 158822010
{'hecke_orbit_code': 18014742140421818, 'n': 11, 'trace_an': 0}
-
id: 158822011
{'hecke_orbit_code': 18014742140421818, 'n': 12, 'trace_an': 0}
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id: 158822012
{'hecke_orbit_code': 18014742140421818, 'n': 13, 'trace_an': 0}
-
id: 158822013
{'hecke_orbit_code': 18014742140421818, 'n': 14, 'trace_an': 0}
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id: 158822014
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id: 158822015
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id: 158822016
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id: 158822017
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id: 158822018
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id: 158822019
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id: 158822020
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id: 158822021
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id: 158822024
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id: 158822030
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id: 158822031
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id: 158822084
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id: 158822098
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id: 158822099
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id: 158822100
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id: 158822101
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id: 158822102
{'hecke_orbit_code': 18014742140421818, 'n': 103, 'trace_an': 20}
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id: 158822103
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id: 158822104
{'hecke_orbit_code': 18014742140421818, 'n': 105, 'trace_an': 4}
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id: 158822105
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id: 158822106
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id: 158822107
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id: 158822108
{'hecke_orbit_code': 18014742140421818, 'n': 109, 'trace_an': 0}
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id: 158822109
{'hecke_orbit_code': 18014742140421818, 'n': 110, 'trace_an': 0}
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id: 158822110
{'hecke_orbit_code': 18014742140421818, 'n': 111, 'trace_an': 0}
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id: 158822111
{'hecke_orbit_code': 18014742140421818, 'n': 112, 'trace_an': 0}
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id: 158822112
{'hecke_orbit_code': 18014742140421818, 'n': 113, 'trace_an': 12}
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id: 158822113
{'hecke_orbit_code': 18014742140421818, 'n': 114, 'trace_an': -16}
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id: 158822114
{'hecke_orbit_code': 18014742140421818, 'n': 115, 'trace_an': 0}
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id: 158822115
{'hecke_orbit_code': 18014742140421818, 'n': 116, 'trace_an': 0}
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id: 158822116
{'hecke_orbit_code': 18014742140421818, 'n': 117, 'trace_an': 0}
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id: 158822117
{'hecke_orbit_code': 18014742140421818, 'n': 118, 'trace_an': 12}
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id: 158822118
{'hecke_orbit_code': 18014742140421818, 'n': 119, 'trace_an': 4}
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id: 158822119
{'hecke_orbit_code': 18014742140421818, 'n': 120, 'trace_an': 0}
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id: 158822120
{'hecke_orbit_code': 18014742140421818, 'n': 121, 'trace_an': -10}
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id: 158822121
{'hecke_orbit_code': 18014742140421818, 'n': 122, 'trace_an': 16}
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id: 158822122
{'hecke_orbit_code': 18014742140421818, 'n': 123, 'trace_an': 10}
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id: 158822123
{'hecke_orbit_code': 18014742140421818, 'n': 124, 'trace_an': 4}
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id: 158822124
{'hecke_orbit_code': 18014742140421818, 'n': 125, 'trace_an': -24}
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id: 158822125
{'hecke_orbit_code': 18014742140421818, 'n': 126, 'trace_an': 0}
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id: 158822126
{'hecke_orbit_code': 18014742140421818, 'n': 127, 'trace_an': 16}
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id: 158822127
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id: 158822128
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id: 158822129
{'hecke_orbit_code': 18014742140421818, 'n': 130, 'trace_an': 0}
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id: 158822130
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id: 158822131
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id: 158822132
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id: 158822133
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id: 158822134
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id: 158822135
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id: 158822136
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id: 158822137
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id: 158822138
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id: 158822139
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id: 158822140
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id: 158822141
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id: 158822142
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id: 158822143
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id: 158822144
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id: 158822145
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id: 158822153
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id: 158822154
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id: 158822155
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id: 158822971
{'hecke_orbit_code': 18014742140421818, 'n': 972, 'trace_an': 0}
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id: 158822972
{'hecke_orbit_code': 18014742140421818, 'n': 973, 'trace_an': 0}
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id: 158822973
{'hecke_orbit_code': 18014742140421818, 'n': 974, 'trace_an': 8}
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id: 158822974
{'hecke_orbit_code': 18014742140421818, 'n': 975, 'trace_an': 4}
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id: 158822975
{'hecke_orbit_code': 18014742140421818, 'n': 976, 'trace_an': -16}
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id: 158822976
{'hecke_orbit_code': 18014742140421818, 'n': 977, 'trace_an': 0}
-
id: 158822977
{'hecke_orbit_code': 18014742140421818, 'n': 978, 'trace_an': 0}
-
id: 158822978
{'hecke_orbit_code': 18014742140421818, 'n': 979, 'trace_an': 80}
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id: 158822979
{'hecke_orbit_code': 18014742140421818, 'n': 980, 'trace_an': -4}
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id: 158822980
{'hecke_orbit_code': 18014742140421818, 'n': 981, 'trace_an': 0}
-
id: 158822981
{'hecke_orbit_code': 18014742140421818, 'n': 982, 'trace_an': 40}
-
id: 158822982
{'hecke_orbit_code': 18014742140421818, 'n': 983, 'trace_an': 56}
-
id: 158822983
{'hecke_orbit_code': 18014742140421818, 'n': 984, 'trace_an': -10}
-
id: 158822984
{'hecke_orbit_code': 18014742140421818, 'n': 985, 'trace_an': -24}
-
id: 158822985
{'hecke_orbit_code': 18014742140421818, 'n': 986, 'trace_an': -16}
-
id: 158822986
{'hecke_orbit_code': 18014742140421818, 'n': 987, 'trace_an': 0}
-
id: 158822987
{'hecke_orbit_code': 18014742140421818, 'n': 988, 'trace_an': 32}
-
id: 158822988
{'hecke_orbit_code': 18014742140421818, 'n': 989, 'trace_an': 0}
-
id: 158822989
{'hecke_orbit_code': 18014742140421818, 'n': 990, 'trace_an': 0}
-
id: 158822990
{'hecke_orbit_code': 18014742140421818, 'n': 991, 'trace_an': 0}
-
id: 158822991
{'hecke_orbit_code': 18014742140421818, 'n': 992, 'trace_an': -4}
-
id: 158822992
{'hecke_orbit_code': 18014742140421818, 'n': 993, 'trace_an': -20}
-
id: 158822993
{'hecke_orbit_code': 18014742140421818, 'n': 994, 'trace_an': 12}
-
id: 158822994
{'hecke_orbit_code': 18014742140421818, 'n': 995, 'trace_an': 0}
-
id: 158822995
{'hecke_orbit_code': 18014742140421818, 'n': 996, 'trace_an': 0}
-
id: 158822996
{'hecke_orbit_code': 18014742140421818, 'n': 997, 'trace_an': 0}
-
id: 158822997
{'hecke_orbit_code': 18014742140421818, 'n': 998, 'trace_an': 0}
-
id: 158822998
{'hecke_orbit_code': 18014742140421818, 'n': 999, 'trace_an': 0}
-
id: 158822999
{'hecke_orbit_code': 18014742140421818, 'n': 1000, 'trace_an': 24}