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{'Nk2': 10780, 'analytic_conductor': 21.519683344735064, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -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': [2695, 1, [2157, 1816, 981], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 148, 'field_disc_factorization': [[2, 2], [37, 1]], 'field_poly': [1, -3, -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, -1, 3, 1]], [3, [2, 2, -4, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197425150599, 'hecke_ring_generator_nbound': 2, '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': '2695.2.a.h', 'level': 2695, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7, 11], 'level_radical': 385, 'minimal_twist': '385.2.a.e', 'nf_label': '3.3.148.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta _{2})q^{2}+(1+\\beta _{1})q^{3}+(2-\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2695.2.a', 'trace_display': [-3, 4, 3, 0], 'trace_hash': 527638928166544420, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.039', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.905', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.236', 'prec': 17}, {'__RealLiteral__': 0, 'data': '24.145', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.631', 'prec': 17}, {'__RealLiteral__': 0, 'data': '309.319', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, 'traces': [3, -3, 4, 5, 3, -2, 0, -9, 3, -3, 3, -2, 8, 0, 4, 5, 14, -5, -2, 5, 0, -3, -6, 8, 3, -10, 10, 0, 2, -2, 4, -11, 4, -16, 0, -11, 8, 30, 4, -9, 10, 0, -2, 5, 3, -8, 26, -24, 0, -3, 12, 22, 4, -34, 3, 0, -8, 18, 8, -2, 8, -20, 0, 33, 8, -2, -6, 32, -30, 0, -20, 45, 6, 10, 4, -26, 0, 6, -8, 5, 23, -22, -10, 0, 14, 28, 20, -9, 16, -5, 0, 26, 26, -28, -2, 18, 0, 0, 3, 5, -2, 2, 12, -44, 0, -22, -20, 22, -6, -3, 46, 0, 14, 40, -6, -34, -10, -28, 0, 8, 3, -12, -2, 2, 3, 0, -16, -25, 10, -10, 16, -2, 0, -28, 10, -62, 20, 34, -16, 0, 28, 32, 8, -63, 2, 20, 0, -40, 6, -2, -20, -10, -4, 0, 4, -12, -16, 38, -30, -11, 0, -53, -22, 44, 4, 62, 30, 0, -11, -16, -46, -42, -10, -16, 0, 5, 18, -4, 20, -11, 20, 0, 22, -48, 8, -60, 14, 52, 0, 30, -12, 22, 8, -32, 4, 0, -16, -5, -6, -9, 2, 2, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [7, -1], [11, -1]], 22, 5], [[[5, -1], [7, 1], [11, 1]], 18, 2], [[[5, 1], [7, -1], [11, -1]], 13, 4], [[[5, -1], [7, 1], [11, -1]], 14, 2], [[[5, 1], [7, 1], [11, -1]], 20, 2], [[[5, 1], [7, 1], [11, 1]], 16, 2], [[[5, -1], [7, -1], [11, 1]], 16, 4], [[[5, 1], [7, -1], [11, 1]], 19, 5]], 'ALdims': [16, 20, 19, 13, 18, 14, 16, 22], 'Nk2': 10780, 'analytic_conductor': 21.519683344735064, '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': [2695, 1, [2157, 1816, 981], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 321, 'dim': 138, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 33557127, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 3, 4, 4, 4, 5, 5, 5, 5, 6, 6, 8, 8, 10, 10, 10, 10, 10, 10], 'label': '2695.2.a', 'level': 2695, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 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mf_twists_nf • Show schema
Hide schema
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id: 985757
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '2695.2.a.h', 'source_level': 2695, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '385.2.a.e', 'target_level': 385, 'twist_class_label': '385.2.a.e', 'twist_class_level': 385, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 985758
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '2695.2.a.h', 'source_level': 2695, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '1925.2.a.w', 'target_level': 1925, 'twist_class_label': '385.2.a.e', 'twist_class_level': 385, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 985759
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '2695.2.a.h', 'source_level': 2695, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '1925.2.b.m', 'target_level': 1925, 'twist_class_label': '385.2.a.e', 'twist_class_level': 385, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 985760
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '2695.2.a.h', 'source_level': 2695, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '2695.2.a.h', 'target_level': 2695, 'twist_class_label': '385.2.a.e', 'twist_class_level': 385, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 985761
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '2695.2.a.h', 'source_level': 2695, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 35, 'target_is_minimal': False, 'target_label': '3465.2.a.bi', 'target_level': 3465, 'twist_class_label': '385.2.a.e', 'twist_class_level': 385, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 985762
{'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '2695.2.a.h', 'source_level': 2695, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '4235.2.a.p', 'target_level': 4235, 'twist_class_label': '385.2.a.e', 'twist_class_level': 385, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 985763
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '2695.2.a.h', 'source_level': 2695, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 41, 'target_is_minimal': False, 'target_label': '6160.2.a.bo', 'target_level': 6160, 'twist_class_label': '385.2.a.e', 'twist_class_level': 385, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 2800350
{'charpoly_factorization': [[[-5, -1, 3, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 2}
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id: 2800351
{'charpoly_factorization': [[[2, 2, -4, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 3}
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id: 2800352
{'charpoly_factorization': [[[-1, 1], 3]], 'hecke_orbit_code': 31525197425150599, 'p': 5}
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id: 2800353
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 31525197425150599, 'p': 7}
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id: 2800354
{'charpoly_factorization': [[[-1, 1], 3]], 'hecke_orbit_code': 31525197425150599, 'p': 11}
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id: 2800355
{'charpoly_factorization': [[[-10, 18, -8, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 13}
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id: 2800356
{'charpoly_factorization': [[[-86, 62, -14, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 17}
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id: 2800357
{'charpoly_factorization': [[[-200, -60, 2, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 19}
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id: 2800358
{'charpoly_factorization': [[[-148, -28, 6, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 23}
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id: 2800359
{'charpoly_factorization': [[[104, -36, -2, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 29}
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id: 2800360
{'charpoly_factorization': [[[-50, -60, -4, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 31}
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id: 2800361
{'charpoly_factorization': [[[436, -76, -8, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 37}
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id: 2800362
{'charpoly_factorization': [[[-2, 12, -10, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 41}
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id: 2800363
{'charpoly_factorization': [[[-20, -44, 2, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 43}
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id: 2800364
{'charpoly_factorization': [[[-622, 222, -26, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 47}
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id: 2800365
{'charpoly_factorization': [[[-68, -92, -4, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 53}
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id: 2800366
{'charpoly_factorization': [[[130, -16, -8, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 59}
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id: 2800367
{'charpoly_factorization': [[[-2, 8, -8, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 61}
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id: 2800368
{'charpoly_factorization': [[[76, -88, 6, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 67}
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id: 2800369
{'charpoly_factorization': [[[160, 112, 20, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 71}
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id: 2800370
{'charpoly_factorization': [[[46, -58, -6, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 73}
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id: 2800371
{'charpoly_factorization': [[[-244, -112, 8, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 79}
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id: 2800372
{'charpoly_factorization': [[[-488, -148, 10, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 83}
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id: 2800373
{'charpoly_factorization': [[[-32, 64, -16, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 89}
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id: 2800374
{'charpoly_factorization': [[[128, -64, 0, 1], 1]], 'hecke_orbit_code': 31525197425150599, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '2695.2.a.h', 'level': 2695, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 186404000
{'hecke_orbit_code': 31525197425150599, 'n': 1, 'trace_an': 3}
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id: 186404001
{'hecke_orbit_code': 31525197425150599, 'n': 2, 'trace_an': -3}
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id: 186404002
{'hecke_orbit_code': 31525197425150599, 'n': 3, 'trace_an': 4}
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id: 186404003
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id: 186404990
{'hecke_orbit_code': 31525197425150599, 'n': 991, 'trace_an': -52}
-
id: 186404991
{'hecke_orbit_code': 31525197425150599, 'n': 992, 'trace_an': 20}
-
id: 186404992
{'hecke_orbit_code': 31525197425150599, 'n': 993, 'trace_an': -16}
-
id: 186404993
{'hecke_orbit_code': 31525197425150599, 'n': 994, 'trace_an': 0}
-
id: 186404994
{'hecke_orbit_code': 31525197425150599, 'n': 995, 'trace_an': -6}
-
id: 186404995
{'hecke_orbit_code': 31525197425150599, 'n': 996, 'trace_an': 32}
-
id: 186404996
{'hecke_orbit_code': 31525197425150599, 'n': 997, 'trace_an': -26}
-
id: 186404997
{'hecke_orbit_code': 31525197425150599, 'n': 998, 'trace_an': 44}
-
id: 186404998
{'hecke_orbit_code': 31525197425150599, 'n': 999, 'trace_an': 96}
-
id: 186404999
{'hecke_orbit_code': 31525197425150599, 'n': 1000, 'trace_an': -9}