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{'Nk2': 9800, 'analytic_conductor': 50.47351194405957, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 172, 'field_disc_factorization': [[2, 2], [43, 1]], 'field_poly': [-43, 0, 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': 1, 'hecke_cutters': [[3, [-2752, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799049883746, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '98.10.a.d', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '98.10.a.d', 'nf_label': '2.2.172.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{4}q^{2}+\\beta q^{3}+2^{8}q^{4}+35\\beta q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.10.a', 'trace_display': [-32, 0, 0, 0], 'trace_hash': 1391031679012988162, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.878', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.445', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '140.289', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [2, -32, 0, 512, 0, 0, 0, -8192, -33862, 0, 18760, 0, 0, 0, 192640, 131072, 0, 541792, 0, 0, 0, -300160, -1957872, 0, 2836150, 0, 0, 0, -8634428, -3082240, 0, -2097152, 0, 0, 0, -8668672, 5428788, 0, 18785152, 0, 0, 0, -69511384, 4802560, 0, 31325952, 0, 0, 0, -45378400, 10270464, 0, 136135852, 0, 0, 0, 59041408, 138150848, 0, 49315840, 0, 0, 0, 33554432, 657480320, 0, 485888840, 0, 0, 0, -188584928, 138698752, 0, -86860608, 0, 0, 0, -300562432, 1355250320, 0, 464982290, 0, 0, 0, 359466240, 1112182144, 0, -76840960, 0, 0, 0, -501215232, 836685056, 0, 2066449280, 0, 0, 0, -317625560, 726054400, 0, -164327424, 0, 0, 0, -2178173632, -2097099880, 0, 4075152356, 0, 0, 0, -941997436, -944662528, 0, -2210413568, 0, 0, 0, -789053440, -4539926582, 0, 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mf_hecke_cc • Show schema
Hide schema
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-
mf_newspaces • Show schema
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{'ALdims': [7, 8, 9, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [21, 23, 21, 22], 'Nk2': 9800, 'analytic_conductor': 50.47351194405957, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 118, 'dim': 31, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772258, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 4, 6], 'label': '98.10.a', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 134, 'mf_new_dim': 31, 'num_forms': 12, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 31, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [16, 6, 756, 0], 'traces': [31, 16, 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mf_twists_cc • Show schema
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id: 42983759
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883746, 'source_is_minimal': True, 'source_label': '98.10.a.d.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799049883746, 'target_is_minimal': True, 'target_label': '98.10.a.d.1.2', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 42983760
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883746, 'source_is_minimal': True, 'source_label': '98.10.a.d.1.2', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028934625689698, 'target_is_minimal': False, 'target_label': '98.10.c.i.67.1', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 10}
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id: 42983761
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883746, 'source_is_minimal': True, 'source_label': '98.10.a.d.1.2', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028934625689698, 'target_is_minimal': False, 'target_label': '98.10.c.i.79.2', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 42983762
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883746, 'source_is_minimal': True, 'source_label': '98.10.a.d.1.2', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028934625689698, 'target_is_minimal': False, 'target_label': '98.10.c.i.79.1', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 10}
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id: 42983763
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883746, 'source_is_minimal': True, 'source_label': '98.10.a.d.1.2', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028934625689698, 'target_is_minimal': False, 'target_label': '98.10.c.i.67.2', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 10}
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id: 42983764
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883746, 'source_is_minimal': True, 'source_label': '98.10.a.d.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799049883746, 'target_is_minimal': True, 'target_label': '98.10.a.d.1.1', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 290625
{'charpoly_factorization': [[[16, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 2}
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id: 290626
{'charpoly_factorization': [[[-2752, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 3}
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id: 290627
{'charpoly_factorization': [[[-3371200, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 5}
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id: 290628
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 7}
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id: 290629
{'charpoly_factorization': [[[-9380, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 11}
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id: 290630
{'charpoly_factorization': [[[-32056861888, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 13}
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id: 290631
{'charpoly_factorization': [[[-9582342912, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 17}
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id: 290632
{'charpoly_factorization': [[[-316668591808, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 19}
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id: 290633
{'charpoly_factorization': [[[978936, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 23}
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id: 290634
{'charpoly_factorization': [[[4317214, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 29}
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id: 290635
{'charpoly_factorization': [[[-63593921051392, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 31}
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id: 290636
{'charpoly_factorization': [[[-2714394, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 37}
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id: 290637
{'charpoly_factorization': [[[-81042600137472, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 41}
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id: 290638
{'charpoly_factorization': [[[34755692, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 43}
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id: 290639
{'charpoly_factorization': [[[-1778945682443008, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 47}
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id: 290640
{'charpoly_factorization': [[[-68067926, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 53}
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id: 290641
{'charpoly_factorization': [[[-1171814084087488, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 59}
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id: 290642
{'charpoly_factorization': [[[-27500428572453568, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 61}
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id: 290643
{'charpoly_factorization': [[[-242944420, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 67}
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id: 290644
{'charpoly_factorization': [[[94292464, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 71}
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id: 290645
{'charpoly_factorization': [[[-17778073806241792, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 73}
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id: 290646
{'charpoly_factorization': [[[-677625160, 1], 2]], 'hecke_orbit_code': 13510799049883746, 'p': 79}
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id: 290647
{'charpoly_factorization': [[[-194757571606226112, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 83}
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id: 290648
{'charpoly_factorization': [[[-308333212058828800, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 89}
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id: 290649
{'charpoly_factorization': [[[-1610223105011680000, 0, 1], 1]], 'hecke_orbit_code': 13510799049883746, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '98.10.a.d', 'level': 98, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
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id: 35461561
{'hecke_orbit_code': 13510799049883746, 'n': 1, 'trace_an': 2}
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id: 35461562
{'hecke_orbit_code': 13510799049883746, 'n': 2, 'trace_an': -32}
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id: 35461563
{'hecke_orbit_code': 13510799049883746, 'n': 3, 'trace_an': 0}
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id: 35461564
{'hecke_orbit_code': 13510799049883746, 'n': 4, 'trace_an': 512}
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id: 35461565
{'hecke_orbit_code': 13510799049883746, 'n': 5, 'trace_an': 0}
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id: 35461566
{'hecke_orbit_code': 13510799049883746, 'n': 6, 'trace_an': 0}
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id: 35461567
{'hecke_orbit_code': 13510799049883746, 'n': 7, 'trace_an': 0}
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id: 35461568
{'hecke_orbit_code': 13510799049883746, 'n': 8, 'trace_an': -8192}
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id: 35461569
{'hecke_orbit_code': 13510799049883746, 'n': 9, 'trace_an': -33862}
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id: 35461570
{'hecke_orbit_code': 13510799049883746, 'n': 10, 'trace_an': 0}
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id: 35461571
{'hecke_orbit_code': 13510799049883746, 'n': 11, 'trace_an': 18760}
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id: 35461572
{'hecke_orbit_code': 13510799049883746, 'n': 12, 'trace_an': 0}
-
id: 35461573
{'hecke_orbit_code': 13510799049883746, 'n': 13, 'trace_an': 0}
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id: 35461574
{'hecke_orbit_code': 13510799049883746, 'n': 14, 'trace_an': 0}
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id: 35461575
{'hecke_orbit_code': 13510799049883746, 'n': 15, 'trace_an': 192640}
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id: 35461576
{'hecke_orbit_code': 13510799049883746, 'n': 16, 'trace_an': 131072}
-
id: 35461577
{'hecke_orbit_code': 13510799049883746, 'n': 17, 'trace_an': 0}
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