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{'Nk2': 38808, 'analytic_conductor': 77.47086004104622, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [7, -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': [9702, 1, [4313, 199, 5293], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': 0, 'hecke_cutters': [[5, [0, 1]], [13, [2, 1]], [17, [0, 1]], [19, [2, 1]], [23, [0, 1]], [29, [-6, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795189380582, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '9702.2.a.n', 'level': 9702, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '462.2.a.f', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{4}-q^{8}+q^{11}-2q^{13}+q^{16}+\\cdots', 'related_objects': ['EllipticCurve/Q/9702/n'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9702.2.a', 'trace_display': [-1, 0, 0, 0], 'trace_hash': 884186097866168428, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.981', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.009', 'prec': 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mf_hecke_cc • Show schema
Hide schema
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'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 14, 'hecke_orbit_code': 58546795189380582, 'label': '9702.2.a.n.1.1', 'level': 9702, 'weight': 2}
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [11, -1]], 11, 10], [[[2, 1], [3, -1], [7, 1], [11, 1]], 13, 4], [[[2, -1], [3, 1], [7, 1], [11, 1]], 9, 6], [[[2, 1], [3, 1], [7, -1], [11, -1]], 8, 6], [[[2, -1], [3, -1], [7, 1], [11, 1]], 11, 6], [[[2, -1], [3, 1], [7, -1], [11, -1]], 11, 7], [[[2, 1], [3, -1], [7, -1], [11, -1]], 13, 9], [[[2, -1], [3, -1], [7, 1], [11, -1]], 15, 8], [[[2, -1], [3, -1], [7, -1], [11, 1]], 14, 10], [[[2, 1], [3, -1], [7, 1], [11, -1]], 13, 7], [[[2, -1], [3, 1], [7, -1], [11, 1]], 8, 6], [[[2, 1], [3, 1], [7, 1], [11, 1]], 5, 3], [[[2, 1], [3, 1], [7, -1], [11, 1]], 11, 7], [[[2, -1], [3, 1], [7, 1], [11, -1]], 5, 3], [[[2, 1], [3, 1], [7, 1], [11, -1]], 9, 6], [[[2, 1], [3, -1], [7, -1], [11, 1]], 13, 9]], 'ALdims': [5, 9, 11, 8, 13, 13, 13, 13, 9, 5, 8, 11, 11, 15, 14, 11], 'Nk2': 38808, 'analytic_conductor': 77.47086004104622, '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': [9702, 1, [4313, 199, 5293], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1953, 'dim': 169, 'eis_dim': 127, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 13, 17, 19, 23, 29], 'hecke_orbit_code': 33564134, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '9702.2.a', 'level': 9702, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 2080, 'mf_new_dim': 169, 'num_forms': 107, 'plus_dim': 74, 'prim_orbit_index': 1, 'relative_dim': 169, 'sturm_bound': 4032, 'trace_bound': 31, 'trace_display': [-1, 0, -2, 0], 'traces': [169, -1, 0, 169, -2, 0, 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mf_twists_cc • Show schema
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id: 47690275
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546795189380582, 'source_is_minimal': False, 'source_label': '9702.2.a.n.1.1', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795189380582, 'target_is_minimal': False, 'target_label': '9702.2.a.n.1.1', 'target_level': 9702, 'twist_class_label': '462.2.a.f.1.1', 'twist_class_level': 462, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 47690276
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546795189380582, 'source_is_minimal': False, 'source_label': '9702.2.a.n.1.1', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594071485602, 'target_is_minimal': False, 'target_label': '3234.2.a.q.1.1', 'target_level': 3234, 'twist_class_label': '462.2.a.f.1.1', 'twist_class_level': 462, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 47690277
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546795189380582, 'source_is_minimal': False, 'source_label': '9702.2.a.n.1.1', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199288296810, 'target_is_minimal': False, 'target_label': '1386.2.a.c.1.1', 'target_level': 1386, 'twist_class_label': '462.2.a.f.1.1', 'twist_class_level': 462, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
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id: 47690278
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546795189380582, 'source_is_minimal': False, 'source_label': '9702.2.a.n.1.1', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998170407374, 'target_is_minimal': True, 'target_label': '462.2.a.f.1.1', 'target_level': 462, 'twist_class_label': '462.2.a.f.1.1', 'twist_class_level': 462, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 2}
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id: 47690279
{'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546795189380582, 'source_is_minimal': False, 'source_label': '9702.2.a.n.1.1', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797052522096, 'target_is_minimal': False, 'target_label': '3696.2.a.i.1.1', 'target_level': 3696, 'twist_class_label': '462.2.a.f.1.1', 'twist_class_level': 462, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 2}
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id: 47690280
{'conductor': 231, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546795189380582, 'source_is_minimal': False, 'source_label': '9702.2.a.n.1.1', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539595934634970, 'target_is_minimal': False, 'target_label': '5082.2.a.l.1.1', 'target_level': 5082, 'twist_class_label': '462.2.a.f.1.1', 'twist_class_level': 462, 'twisting_char_label': '231.230', 'twisting_conrey_index': 230, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 5100325
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 2}
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id: 5100326
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 3}
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id: 5100327
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 5}
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id: 5100328
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 7}
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id: 5100329
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 11}
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id: 5100330
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 13}
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id: 5100331
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 17}
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id: 5100332
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 19}
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id: 5100333
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 23}
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id: 5100334
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 29}
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id: 5100335
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 31}
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id: 5100336
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 37}
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id: 5100337
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 41}
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id: 5100338
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 43}
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id: 5100339
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 47}
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id: 5100340
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 53}
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id: 5100341
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 59}
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id: 5100342
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 61}
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id: 5100343
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 67}
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id: 5100344
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 71}
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id: 5100345
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 73}
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id: 5100346
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 79}
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id: 5100347
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 83}
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id: 5100348
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 89}
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id: 5100349
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 58546795189380582, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 14, 'label': '9702.2.a.n', 'level': 9702, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 228692000
{'hecke_orbit_code': 58546795189380582, 'n': 1, 'trace_an': 1}
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id: 228692001
{'hecke_orbit_code': 58546795189380582, 'n': 2, 'trace_an': -1}
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id: 228692002
{'hecke_orbit_code': 58546795189380582, 'n': 3, 'trace_an': 0}
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id: 228692003
{'hecke_orbit_code': 58546795189380582, 'n': 4, 'trace_an': 1}
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id: 228692004
{'hecke_orbit_code': 58546795189380582, 'n': 5, 'trace_an': 0}
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id: 228692005
{'hecke_orbit_code': 58546795189380582, 'n': 6, 'trace_an': 0}
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id: 228692006
{'hecke_orbit_code': 58546795189380582, 'n': 7, 'trace_an': 0}
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id: 228692007
{'hecke_orbit_code': 58546795189380582, 'n': 8, 'trace_an': -1}
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id: 228692008
{'hecke_orbit_code': 58546795189380582, 'n': 9, 'trace_an': 0}
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id: 228692009
{'hecke_orbit_code': 58546795189380582, 'n': 10, 'trace_an': 0}
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id: 228692010
{'hecke_orbit_code': 58546795189380582, 'n': 11, 'trace_an': 1}
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id: 228692011
{'hecke_orbit_code': 58546795189380582, 'n': 12, 'trace_an': 0}
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id: 228692012
{'hecke_orbit_code': 58546795189380582, 'n': 13, 'trace_an': -2}
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id: 228692013
{'hecke_orbit_code': 58546795189380582, 'n': 14, 'trace_an': 0}
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id: 228692014
{'hecke_orbit_code': 58546795189380582, 'n': 15, 'trace_an': 0}
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id: 228692015
{'hecke_orbit_code': 58546795189380582, 'n': 16, 'trace_an': 1}
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id: 228692016
{'hecke_orbit_code': 58546795189380582, 'n': 17, 'trace_an': 0}
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id: 228692017
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