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mf_newforms • Show schema
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{'Nk2': 2640, 'analytic_conductor': 9.735315150947201, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -1], [11, 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': [165, 1, [56, 67, 46], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 788, 'field_disc_factorization': [[2, 2], [197, 1]], 'field_poly': [-3, -7, -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': [[2, [5, -9, -1, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203961509, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 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': '165.4.a.f', 'level': 165, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '165.4.a.f', 'nf_label': '3.3.788.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{2}q^{2}-3q^{3}+(-2-\\beta _{1})q^{4}+5q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '165.4.a', 'trace_display': [1, -9, 15, -16], 'trace_hash': 48800517769680760, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.917', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.702', 'prec': 20}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0], [0, 0, 1], [-3, 0, 0], [-2, -1, 0], [5, 0, 0], [0, 0, -3], [-3, 5, -2], [1, -1, -7], [9, 0, 0], [0, 0, 5], [-11, 0, 0], [6, 3, 0], [-11, -11, -20], [-17, 7, -18], [-15, 0, 0], [-25, 14, 4], [-19, -9, 14], [0, 0, 9], [-88, -10, -26], [-10, -5, 0], [9, -15, 6], [0, 0, -11], [-54, -14, 36], [-3, 3, 21], [25, 0, 0], [-109, 9, 22], [-27, 0, 0], [-91, -15, -22], [-88, 44, 18], [0, 0, -15], [-134, 22, 32], [2, 18, -11], [33, 0, 0], [93, -23, 8], [-15, 25, -10], [-18, -9, 0], [198, -32, -56], [-146, 16, -58], [33, 33, 60], [5, -5, -35], [-272, -44, 110], [51, -21, 54], [13, 85, -22], [22, 11, 0], [45, 0, 0], [230, -50, -12], [38, -38, 112], [75, -42, -12], [185, -4, 172], [0, 0, 25], [57, 27, -42], [211, 75, 24], [-24, -38, -60], [0, 0, -27], [-55, 0, 0], [19, -49, 98], [264, 30, 78], [64, 26, -220], [-174, -106, -196], [30, 15, 0], [-168, -22, -100], [170, -10, -200], [-27, 45, -18], [116, -83, -84], [-55, -55, -100], [0, 0, 33], [242, 58, 272], [223, 41, 50], [162, 42, 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1], 'hecke_ring_inverse_denominators': [1, 2, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 1, 0], [5, 1, 1]], 'hecke_ring_numerators': [[1, 0, 0], [-1, 2, 0], [-4, -2, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '165.4.a.f', 'level': 165, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, 1], [5, -1], [11, -1]], 3, 1], [[[3, 1], [5, -1], [11, 1]], 3, 1], [[[3, -1], [5, 1], [11, -1]], 4, 2], [[[3, 1], [5, 1], [11, 1]], 1, 1], [[[3, -1], [5, -1], [11, 1]], 4, 1], [[[3, -1], [5, 1], [11, 1]], 2, 1], [[[3, 1], [5, 1], [11, -1]], 3, 1]], 'ALdims': [1, 3, 3, 3, 2, 4, 4, 0], 'Nk2': 2640, 'analytic_conductor': 9.735315150947201, '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': [165, 1, [56, 67, 46], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 68, 'dim': 20, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67109029, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 3, 3, 4], 'label': '165.4.a', 'level': 165, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 76, 'mf_new_dim': 20, 'num_forms': 8, 'plus_dim': 12, 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mf_twists_nf • Show schema
Hide schema
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id: 139086
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '165.4.a.f', 'source_level': 165, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '165.4.a.f', 'target_level': 165, 'twist_class_label': '165.4.a.f', 'twist_class_level': 165, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 139087
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '165.4.a.f', 'source_level': 165, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '495.4.a.g', 'target_level': 495, 'twist_class_label': '165.4.a.f', 'twist_class_level': 165, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 139088
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '165.4.a.f', 'source_level': 165, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '825.4.a.n', 'target_level': 825, 'twist_class_label': '165.4.a.f', 'twist_class_level': 165, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 139089
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '165.4.a.f', 'source_level': 165, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '825.4.c.o', 'target_level': 825, 'twist_class_label': '165.4.a.f', 'twist_class_level': 165, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 139090
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '165.4.a.f', 'source_level': 165, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '1815.4.a.p', 'target_level': 1815, 'twist_class_label': '165.4.a.f', 'twist_class_level': 165, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 139091
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '165.4.a.f', 'source_level': 165, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '2475.4.a.w', 'target_level': 2475, 'twist_class_label': '165.4.a.f', 'twist_class_level': 165, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 430475
{'charpoly_factorization': [[[5, -9, -1, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 2}
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id: 430476
{'charpoly_factorization': [[[3, 1], 3]], 'hecke_orbit_code': 22517998203961509, 'p': 3}
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id: 430477
{'charpoly_factorization': [[[-5, 1], 3]], 'hecke_orbit_code': 22517998203961509, 'p': 5}
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id: 430478
{'charpoly_factorization': [[[-5808, -752, 16, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 7}
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id: 430479
{'charpoly_factorization': [[[11, 1], 3]], 'hecke_orbit_code': 22517998203961509, 'p': 11}
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id: 430480
{'charpoly_factorization': [[[-137416, -5228, 42, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 13}
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id: 430481
{'charpoly_factorization': [[[-179064, -4660, 34, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 17}
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id: 430482
{'charpoly_factorization': [[[-97056, 18624, 280, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 19}
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id: 430483
{'charpoly_factorization': [[[-1916288, -17024, 112, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 23}
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id: 430484
{'charpoly_factorization': [[[-9251496, -26500, 290, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 29}
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id: 430485
{'charpoly_factorization': [[[-316800, 32160, 392, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 31}
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id: 430486
{'charpoly_factorization': [[[1039624, 60940, -570, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 37}
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id: 430487
{'charpoly_factorization': [[[-68561784, -55908, 662, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 41}
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id: 430488
{'charpoly_factorization': [[[-20491056, -227376, 68, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 43}
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id: 430489
{'charpoly_factorization': [[[-14121600, -164576, -264, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 47}
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id: 430490
{'charpoly_factorization': [[[-2403992, -57812, 94, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 53}
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id: 430491
{'charpoly_factorization': [[[-162128320, -424784, 612, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 59}
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id: 430492
{'charpoly_factorization': [[[-21355000, 20044, 582, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 61}
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id: 430493
{'charpoly_factorization': [[[394498240, -389488, -940, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 67}
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id: 430494
{'charpoly_factorization': [[[40198784, 671200, 1616, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 71}
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id: 430495
{'charpoly_factorization': [[[-12046264, 168868, -738, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 73}
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id: 430496
{'charpoly_factorization': [[[26871328, -185872, -124, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 79}
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id: 430497
{'charpoly_factorization': [[[-15656400, 293160, 1232, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 83}
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id: 430498
{'charpoly_factorization': [[[831946232, -1004532, -838, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 89}
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id: 430499
{'charpoly_factorization': [[[-924170696, -2296340, 90, 1], 1]], 'hecke_orbit_code': 22517998203961509, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '165.4.a.f', 'level': 165, 'portrait': 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'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 168291000
{'hecke_orbit_code': 22517998203961509, 'n': 1, 'trace_an': 3}
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id: 168291001
{'hecke_orbit_code': 22517998203961509, 'n': 2, 'trace_an': 1}
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id: 168291002
{'hecke_orbit_code': 22517998203961509, 'n': 3, 'trace_an': -9}
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id: 168291003
{'hecke_orbit_code': 22517998203961509, 'n': 4, 'trace_an': -5}
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id: 168291004
{'hecke_orbit_code': 22517998203961509, 'n': 5, 'trace_an': 15}
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id: 168291005
{'hecke_orbit_code': 22517998203961509, 'n': 6, 'trace_an': -3}
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id: 168291006
{'hecke_orbit_code': 22517998203961509, 'n': 7, 'trace_an': -16}
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id: 168291007
{'hecke_orbit_code': 22517998203961509, 'n': 8, 'trace_an': -3}
-
id: 168291008
{'hecke_orbit_code': 22517998203961509, 'n': 9, 'trace_an': 27}
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id: 168291009
{'hecke_orbit_code': 22517998203961509, 'n': 10, 'trace_an': 5}
-
id: 168291010
{'hecke_orbit_code': 22517998203961509, 'n': 11, 'trace_an': -33}
-
id: 168291011
{'hecke_orbit_code': 22517998203961509, 'n': 12, 'trace_an': 15}
-
id: 168291012
{'hecke_orbit_code': 22517998203961509, 'n': 13, 'trace_an': -42}
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id: 168291013
{'hecke_orbit_code': 22517998203961509, 'n': 14, 'trace_an': -76}
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id: 168291014
{'hecke_orbit_code': 22517998203961509, 'n': 15, 'trace_an': -45}
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id: 168291015
{'hecke_orbit_code': 22517998203961509, 'n': 16, 'trace_an': -85}
-
id: 168291016
{'hecke_orbit_code': 22517998203961509, 'n': 17, 'trace_an': -34}
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id: 168291017
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{'hecke_orbit_code': 22517998203961509, 'n': 976, 'trace_an': 874}
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id: 168291976
{'hecke_orbit_code': 22517998203961509, 'n': 977, 'trace_an': -37890}
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id: 168291977
{'hecke_orbit_code': 22517998203961509, 'n': 978, 'trace_an': 17748}
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id: 168291978
{'hecke_orbit_code': 22517998203961509, 'n': 979, 'trace_an': -9218}
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id: 168291979
{'hecke_orbit_code': 22517998203961509, 'n': 980, 'trace_an': 815}
-
id: 168291980
{'hecke_orbit_code': 22517998203961509, 'n': 981, 'trace_an': -3222}
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id: 168291981
{'hecke_orbit_code': 22517998203961509, 'n': 982, 'trace_an': -33068}
-
id: 168291982
{'hecke_orbit_code': 22517998203961509, 'n': 983, 'trace_an': -44888}
-
id: 168291983
{'hecke_orbit_code': 22517998203961509, 'n': 984, 'trace_an': 37350}
-
id: 168291984
{'hecke_orbit_code': 22517998203961509, 'n': 985, 'trace_an': 21210}
-
id: 168291985
{'hecke_orbit_code': 22517998203961509, 'n': 986, 'trace_an': -86236}
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id: 168291986
{'hecke_orbit_code': 22517998203961509, 'n': 987, 'trace_an': 62928}
-
id: 168291987
{'hecke_orbit_code': 22517998203961509, 'n': 988, 'trace_an': -95368}
-
id: 168291988
{'hecke_orbit_code': 22517998203961509, 'n': 989, 'trace_an': -104512}
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id: 168291989
{'hecke_orbit_code': 22517998203961509, 'n': 990, 'trace_an': -495}
-
id: 168291990
{'hecke_orbit_code': 22517998203961509, 'n': 991, 'trace_an': -55576}
-
id: 168291991
{'hecke_orbit_code': 22517998203961509, 'n': 992, 'trace_an': 17440}
-
id: 168291992
{'hecke_orbit_code': 22517998203961509, 'n': 993, 'trace_an': -46260}
-
id: 168291993
{'hecke_orbit_code': 22517998203961509, 'n': 994, 'trace_an': 43472}
-
id: 168291994
{'hecke_orbit_code': 22517998203961509, 'n': 995, 'trace_an': 880}
-
id: 168291995
{'hecke_orbit_code': 22517998203961509, 'n': 996, 'trace_an': -1968}
-
id: 168291996
{'hecke_orbit_code': 22517998203961509, 'n': 997, 'trace_an': -47682}
-
id: 168291997
{'hecke_orbit_code': 22517998203961509, 'n': 998, 'trace_an': -76140}
-
id: 168291998
{'hecke_orbit_code': 22517998203961509, 'n': 999, 'trace_an': -15390}
-
id: 168291999
{'hecke_orbit_code': 22517998203961509, 'n': 1000, 'trace_an': -375}