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{'Nk2': 5472, 'analytic_conductor': 20.17865322196329, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [19, -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': [342, 1, [191, 325], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 73, 'field_disc_factorization': [[73, 1]], 'field_poly': [-18, -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': [[5, [-144, -9, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197458702678, 'hecke_ring_generator_nbound': 7, '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': '342.4.a.h', 'level': 342, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'minimal_twist': '38.4.a.c', 'nf_label': '2.2.73.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}+(3+3\\beta )q^{5}+(-7-4\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '342.4.a', 'trace_display': [-4, 0, 9, -18], 'trace_hash': 299683494280784023, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.955', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.682', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [19, -1]], 2, 2], [[[2, -1], [3, 1], [19, -1]], 3, 1], [[[2, -1], [3, 1], [19, 1]], 2, 1], [[[2, 1], [3, 1], [19, 1]], 2, 1], [[[2, 1], [3, -1], [19, -1]], 4, 2], [[[2, -1], [3, -1], [19, 1]], 4, 3], [[[2, 1], [3, 1], [19, -1]], 3, 1], [[[2, 1], [3, -1], [19, 1]], 3, 2]], 'ALdims': [2, 3, 3, 4, 2, 3, 4, 2], 'Nk2': 5472, 'analytic_conductor': 20.17865322196329, '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': [342, 1, [191, 325], [1, 1]], 'conrey_index': 1, 'cusp_dim': 172, 'dim': 23, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109206, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3], 'label': '342.4.a', 'level': 342, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'mf_dim': 188, 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mf_twists_nf • Show schema
Hide schema
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id: 262983
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '342.4.a.h', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '38.4.a.c', 'target_level': 38, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 262984
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '342.4.a.h', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '304.4.a.c', 'target_level': 304, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 262985
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '342.4.a.h', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '342.4.a.h', 'target_level': 342, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 262986
{'conductor': 57, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '342.4.a.h', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '722.4.a.f', 'target_level': 722, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '57.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 262987
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '342.4.a.h', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '950.4.a.e', 'target_level': 950, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 262988
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '342.4.a.h', 'source_level': 342, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '950.4.b.i', 'target_level': 950, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 262989
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '342.4.a.h', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1216.4.a.g', 'target_level': 1216, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 262990
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '342.4.a.h', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '1216.4.a.p', 'target_level': 1216, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 262991
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '342.4.a.h', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '1862.4.a.e', 'target_level': 1862, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 743575
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 31525197458702678, 'p': 2}
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id: 743576
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 31525197458702678, 'p': 3}
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id: 743577
{'charpoly_factorization': [[[-144, -9, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 5}
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id: 743578
{'charpoly_factorization': [[[-211, 18, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 7}
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id: 743579
{'charpoly_factorization': [[[54, -17, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 11}
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id: 743580
{'charpoly_factorization': [[[-3012, -17, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 13}
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id: 743581
{'charpoly_factorization': [[[1527, -80, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 17}
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id: 743582
{'charpoly_factorization': [[[-19, 1], 2]], 'hecke_orbit_code': 31525197458702678, 'p': 19}
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id: 743583
{'charpoly_factorization': [[[-1752, 73, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 23}
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id: 743584
{'charpoly_factorization': [[[-8046, 3, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 29}
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id: 743585
{'charpoly_factorization': [[[-24096, -212, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 31}
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id: 743586
{'charpoly_factorization': [[[-5092, -192, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 37}
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id: 743587
{'charpoly_factorization': [[[-1200, -50, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 41}
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id: 743588
{'charpoly_factorization': [[[113688, -677, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 43}
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id: 743589
{'charpoly_factorization': [[[-54168, -389, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 47}
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id: 743590
{'charpoly_factorization': [[[366216, -1219, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 53}
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id: 743591
{'charpoly_factorization': [[[9186, -287, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 59}
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id: 743592
{'charpoly_factorization': [[[-200366, -313, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 61}
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id: 743593
{'charpoly_factorization': [[[265728, -1223, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 67}
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id: 743594
{'charpoly_factorization': [[[-235572, 200, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 71}
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id: 743595
{'charpoly_factorization': [[[-582151, -378, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 73}
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id: 743596
{'charpoly_factorization': [[[394232, -1350, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 79}
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id: 743597
{'charpoly_factorization': [[[-574632, -670, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 83}
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id: 743598
{'charpoly_factorization': [[[-631104, -236, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 89}
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id: 743599
{'charpoly_factorization': [[[228736, -1294, 1], 1]], 'hecke_orbit_code': 31525197458702678, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '342.4.a.h', 'level': 342, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 190600000
{'hecke_orbit_code': 31525197458702678, 'n': 1, 'trace_an': 2}
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id: 190600001
{'hecke_orbit_code': 31525197458702678, 'n': 2, 'trace_an': -4}
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id: 190600002
{'hecke_orbit_code': 31525197458702678, 'n': 3, 'trace_an': 0}
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id: 190600003
{'hecke_orbit_code': 31525197458702678, 'n': 4, 'trace_an': 8}
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id: 190600004
{'hecke_orbit_code': 31525197458702678, 'n': 5, 'trace_an': 9}
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id: 190600005
{'hecke_orbit_code': 31525197458702678, 'n': 6, 'trace_an': 0}
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id: 190600006
{'hecke_orbit_code': 31525197458702678, 'n': 7, 'trace_an': -18}
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id: 190600007
{'hecke_orbit_code': 31525197458702678, 'n': 8, 'trace_an': -16}
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id: 190600008
{'hecke_orbit_code': 31525197458702678, 'n': 9, 'trace_an': 0}
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id: 190600009
{'hecke_orbit_code': 31525197458702678, 'n': 10, 'trace_an': -18}
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id: 190600010
{'hecke_orbit_code': 31525197458702678, 'n': 11, 'trace_an': 17}
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id: 190600011
{'hecke_orbit_code': 31525197458702678, 'n': 12, 'trace_an': 0}
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id: 190600012
{'hecke_orbit_code': 31525197458702678, 'n': 13, 'trace_an': 17}
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id: 190600013
{'hecke_orbit_code': 31525197458702678, 'n': 14, 'trace_an': 36}
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id: 190600014
{'hecke_orbit_code': 31525197458702678, 'n': 15, 'trace_an': 0}
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id: 190600015
{'hecke_orbit_code': 31525197458702678, 'n': 16, 'trace_an': 32}
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id: 190600016
{'hecke_orbit_code': 31525197458702678, 'n': 17, 'trace_an': 80}
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id: 190600017
{'hecke_orbit_code': 31525197458702678, 'n': 18, 'trace_an': 0}
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id: 190600018
{'hecke_orbit_code': 31525197458702678, 'n': 19, 'trace_an': 38}
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id: 190600019
{'hecke_orbit_code': 31525197458702678, 'n': 20, 'trace_an': 36}
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id: 190600020
{'hecke_orbit_code': 31525197458702678, 'n': 21, 'trace_an': 0}
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id: 190600021
{'hecke_orbit_code': 31525197458702678, 'n': 22, 'trace_an': -34}
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id: 190600022
{'hecke_orbit_code': 31525197458702678, 'n': 23, 'trace_an': -73}
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id: 190600023
{'hecke_orbit_code': 31525197458702678, 'n': 24, 'trace_an': 0}
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id: 190600024
{'hecke_orbit_code': 31525197458702678, 'n': 25, 'trace_an': 119}
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id: 190600025
{'hecke_orbit_code': 31525197458702678, 'n': 26, 'trace_an': -34}
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id: 190600026
{'hecke_orbit_code': 31525197458702678, 'n': 27, 'trace_an': 0}
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id: 190600027
{'hecke_orbit_code': 31525197458702678, 'n': 28, 'trace_an': -72}
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id: 190600028
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