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{'Nk2': 7452, 'analytic_conductor': 33.19945070128699, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [23, 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': [207, 1, [47, 28], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 29, 'field_disc_factorization': [[29, 1]], 'field_poly': [-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, [-116, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663503, 'hecke_ring_generator_nbound': 5, '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': False, 'label': '207.6.a.a', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'minimal_twist': '69.6.a.a', 'nf_label': '2.2.29.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2\\beta q^{2}+84q^{4}+(-47-\\beta )q^{5}+(-59+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '207.6.a', 'trace_display': [0, 0, -94, -118], 'trace_hash': 261781477499665550, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.874', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.061', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.395', 'prec': 17}, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [23, 1]], 15, 4], [[[3, -1], [23, -1]], 12, 3], [[[3, 1], [23, -1]], 10, 1], [[[3, 1], [23, 1]], 10, 1]], 'ALdims': [10, 10, 15, 12], 'Nk2': 7452, 'analytic_conductor': 33.19945070128699, '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': [207, 1, [47, 28], [1, 1]], 'conrey_index': 1, 'cusp_dim': 116, 'dim': 47, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663503, 'hecke_orbit_dims': [2, 3, 3, 4, 4, 5, 6, 10, 10], 'label': '207.6.a', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'mf_dim': 124, 'mf_new_dim': 47, 'num_forms': 9, 'plus_dim': 22, 'prim_orbit_index': 1, 'relative_dim': 47, 'sturm_bound': 144, 'trace_bound': 4, 'trace_display': [-8, 0, -16, 98], 'traces': [47, -8, 0, 800, -16, 0, 98, 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mf_twists_cc • Show schema
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id: 384443
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 100663503, 'source_is_minimal': False, 'source_label': '207.6.a.a.1.2', 'source_level': 207, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 100663503, 'target_is_minimal': False, 'target_label': '207.6.a.a.1.2', 'target_level': 207, 'twist_class_label': '69.6.a.a.1.1', 'twist_class_level': 69, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 384444
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 100663503, 'source_is_minimal': False, 'source_label': '207.6.a.a.1.2', 'source_level': 207, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663365, 'target_is_minimal': True, 'target_label': '69.6.a.a.1.1', 'target_level': 69, 'twist_class_label': '69.6.a.a.1.1', 'twist_class_level': 69, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 384445
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 100663503, 'source_is_minimal': False, 'source_label': '207.6.a.a.1.2', 'source_level': 207, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257872, 'target_is_minimal': False, 'target_label': '1104.6.a.h.1.1', 'target_level': 1104, 'twist_class_label': '69.6.a.a.1.1', 'twist_class_level': 69, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 510450
{'charpoly_factorization': [[[-116, 0, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 2}
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id: 510451
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 100663503, 'p': 3}
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id: 510452
{'charpoly_factorization': [[[2180, 94, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 5}
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id: 510453
{'charpoly_factorization': [[[-28, 118, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 7}
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id: 510454
{'charpoly_factorization': [[[-312656, 320, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 11}
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id: 510455
{'charpoly_factorization': [[[-138068, 288, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 13}
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id: 510456
{'charpoly_factorization': [[[814124, -1810, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 17}
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id: 510457
{'charpoly_factorization': [[[-2671684, -730, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 19}
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id: 510458
{'charpoly_factorization': [[[529, 1], 2]], 'hecke_orbit_code': 100663503, 'p': 23}
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id: 510459
{'charpoly_factorization': [[[14790892, 8208, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 29}
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id: 510460
{'charpoly_factorization': [[[-65688688, -1772, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 31}
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id: 510461
{'charpoly_factorization': [[[132310492, 23112, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 37}
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id: 510462
{'charpoly_factorization': [[[-46982572, 5516, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 41}
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id: 510463
{'charpoly_factorization': [[[-179637860, -10322, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 43}
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id: 510464
{'charpoly_factorization': [[[422732560, 42952, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 47}
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id: 510465
{'charpoly_factorization': [[[-392901044, -25350, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 53}
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id: 510466
{'charpoly_factorization': [[[76641728, 18344, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 59}
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id: 510467
{'charpoly_factorization': [[[-105150020, -37224, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 61}
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id: 510468
{'charpoly_factorization': [[[-601513940, 7482, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 67}
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id: 510469
{'charpoly_factorization': [[[3896171200, 126848, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 71}
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id: 510470
{'charpoly_factorization': [[[4595673524, -137660, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 73}
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id: 510471
{'charpoly_factorization': [[[906450660, -62286, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 79}
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id: 510472
{'charpoly_factorization': [[[-1861324304, 83120, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 83}
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id: 510473
{'charpoly_factorization': [[[1061277044, 69770, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 89}
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id: 510474
{'charpoly_factorization': [[[4172745500, 170104, 1], 1]], 'hecke_orbit_code': 100663503, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '207.6.a.a', 'level': 207, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 12681000
{'hecke_orbit_code': 100663503, 'n': 1, 'trace_an': 2}
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id: 12681001
{'hecke_orbit_code': 100663503, 'n': 2, 'trace_an': 0}
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id: 12681002
{'hecke_orbit_code': 100663503, 'n': 3, 'trace_an': 0}
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id: 12681003
{'hecke_orbit_code': 100663503, 'n': 4, 'trace_an': 168}
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id: 12681004
{'hecke_orbit_code': 100663503, 'n': 5, 'trace_an': -94}
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id: 12681005
{'hecke_orbit_code': 100663503, 'n': 6, 'trace_an': 0}
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id: 12681006
{'hecke_orbit_code': 100663503, 'n': 7, 'trace_an': -118}
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id: 12681007
{'hecke_orbit_code': 100663503, 'n': 8, 'trace_an': 0}
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id: 12681008
{'hecke_orbit_code': 100663503, 'n': 9, 'trace_an': 0}
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id: 12681009
{'hecke_orbit_code': 100663503, 'n': 10, 'trace_an': 116}
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id: 12681010
{'hecke_orbit_code': 100663503, 'n': 11, 'trace_an': -320}
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id: 12681011
{'hecke_orbit_code': 100663503, 'n': 12, 'trace_an': 0}
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id: 12681012
{'hecke_orbit_code': 100663503, 'n': 13, 'trace_an': -288}
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id: 12681013
{'hecke_orbit_code': 100663503, 'n': 14, 'trace_an': 1276}
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id: 12681014
{'hecke_orbit_code': 100663503, 'n': 15, 'trace_an': 0}
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id: 12681015
{'hecke_orbit_code': 100663503, 'n': 16, 'trace_an': 6688}
-
id: 12681016
{'hecke_orbit_code': 100663503, 'n': 17, 'trace_an': 1810}
-
id: 12681017
{'hecke_orbit_code': 100663503, 'n': 18, 'trace_an': 0}
-
id: 12681018
{'hecke_orbit_code': 100663503, 'n': 19, 'trace_an': 730}
-
id: 12681019
{'hecke_orbit_code': 100663503, 'n': 20, 'trace_an': -7896}
-
id: 12681020
{'hecke_orbit_code': 100663503, 'n': 21, 'trace_an': 0}
-
id: 12681021
{'hecke_orbit_code': 100663503, 'n': 22, 'trace_an': 12528}
-
id: 12681022
{'hecke_orbit_code': 100663503, 'n': 23, 'trace_an': -1058}
-
id: 12681023
{'hecke_orbit_code': 100663503, 'n': 24, 'trace_an': 0}
-
id: 12681024
{'hecke_orbit_code': 100663503, 'n': 25, 'trace_an': -1774}
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id: 12681025
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