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{'Nk2': 27720, 'analytic_conductor': 55.33632860074731, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [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': [6930, 1, [1541, 1387, 2971, 2521], [1, 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': [[13, [-2, 1]], [17, [-2, 1]], [19, [8, 1]], [23, [-8, 1]], [29, [-6, 1]], [31, [0, 1]]], 'hecke_orbit': 23, 'hecke_orbit_code': 99079191835712274, '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': '6930.2.a.w', 'level': 6930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7, 11], 'level_radical': 2310, 'minimal_twist': '2310.2.a.k', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}-q^{5}-q^{7}+q^{8}-q^{10}+\\cdots', 'related_objects': ['EllipticCurve/Q/6930/w'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6930.2.a', 'trace_display': [1, 0, -1, -1], 'trace_hash': 1137381665480760486, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.230', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.021', 'prec': 17}, 'traces': [1, 1, 0, 1, -1, 0, -1, 1, 0, -1, 1, 0, 2, -1, 0, 1, 2, 0, -8, -1, 0, 1, 8, 0, 1, 2, 0, -1, 6, 0, 0, 1, 0, 2, 1, 0, -6, -8, 0, -1, 2, 0, 4, 1, 0, 8, -12, 0, 1, 1, 0, 2, 14, 0, -1, -1, 0, 6, -4, 0, -10, 0, 0, 1, -2, 0, 8, 2, 0, 1, 0, 0, -10, -6, 0, -8, -1, 0, 4, -1, 0, 2, 4, 0, -2, 4, 0, 1, 14, 0, -2, 8, 0, -12, 8, 0, 14, 1, 0, 1, 10, 0, 12, 2, 0, 14, -12, 0, 2, -1, 0, -1, 6, 0, -8, 6, 0, -4, -2, 0, 1, -10, 0, 0, -1, 0, 8, 1, 0, -2, 8, 0, 8, 8, 0, 2, -2, 0, 16, 1, 0, 0, 2, 0, -6, -10, 0, -6, 6, 0, -12, -8, 0, -1, 0, 0, 6, 4, 0, -1, -8, 0, -8, 2, 0, 4, 0, 0, -9, -2, 0, 4, 22, 0, -1, 1, 0, 14, 20, 0, 22, -2, 0, 8, 6, 0, 2, -12, 0, 8, -24, 0, 22, 14, 0, 1, 6, 0, 16, 1, 0, 10, -6, 0, -2, 12, 0, 2, -8, 0, -28, 14, 0, -12, -4, 0, 0, 2, 0, -1, 4, 0, -4, 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'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 23, 'hecke_orbit_code': 99079191835712274, 'label': '6930.2.a.w.1.1', 'level': 6930, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, 1], [5, 1], [7, -1], [11, 1]], 1, 1], [[[2, -1], [3, -1], [5, -1], [7, -1], [11, -1]], 6, 5], [[[2, -1], [3, 1], [5, -1], [7, -1], [11, -1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [7, 1], [11, 1]], 3, 2], [[[2, -1], [3, 1], [5, 1], [7, 1], [11, -1]], 1, 1], [[[2, 1], [3, -1], [5, 1], [7, 1], [11, -1]], 2, 2], [[[2, 1], [3, -1], [5, -1], [7, -1], [11, 1]], 4, 2], [[[2, 1], [3, -1], [5, 1], [7, 1], [11, 1]], 5, 2], [[[2, -1], [3, -1], [5, 1], [7, -1], [11, -1]], 3, 3], [[[2, 1], [3, 1], [5, -1], [7, -1], [11, 1]], 3, 2], [[[2, -1], [3, 1], [5, 1], [7, -1], [11, 1]], 3, 1], [[[2, 1], [3, 1], [5, -1], [7, 1], [11, -1]], 3, 2], [[[2, 1], [3, 1], [5, -1], [7, 1], [11, 1]], 1, 1], [[[2, 1], [3, -1], [5, -1], [7, 1], [11, 1]], 4, 3], [[[2, 1], [3, 1], [5, 1], [7, -1], [11, -1]], 3, 2], [[[2, 1], [3, -1], [5, 1], [7, -1], [11, 1]], 3, 1], [[[2, -1], [3, 1], [5, -1], [7, -1], [11, 1]], 3, 2], [[[2, -1], [3, -1], [5, 1], [7, 1], [11, 1]], 3, 2], [[[2, 1], [3, -1], [5, -1], [7, 1], [11, -1]], 4, 3], [[[2, 1], [3, -1], [5, -1], [7, -1], [11, -1]], 3, 3], [[[2, 1], [3, 1], [5, -1], [7, -1], [11, -1]], 3, 1], [[[2, -1], [3, -1], [5, -1], [7, -1], [11, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [7, 1], [11, 1]], 3, 1], [[[2, -1], [3, -1], [5, 1], [7, 1], [11, -1]], 5, 4], [[[2, -1], [3, -1], [5, 1], [7, -1], [11, 1]], 4, 2], [[[2, -1], [3, -1], [5, -1], [7, 1], [11, 1]], 5, 3], [[[2, 1], [3, 1], [5, 1], [7, 1], [11, -1]], 3, 1], [[[2, 1], [3, 1], [5, 1], [7, 1], [11, 1]], 3, 1], [[[2, -1], [3, -1], [5, -1], [7, 1], [11, -1]], 2, 2], [[[2, 1], [3, -1], [5, 1], [7, -1], [11, -1]], 5, 4], [[[2, -1], [3, 1], [5, 1], [7, -1], [11, -1]], 3, 2], [[[2, -1], [3, 1], [5, -1], [7, 1], [11, -1]], 3, 1]], 'ALdims': [3, 3, 1, 3, 1, 3, 3, 3, 5, 2, 3, 5, 4, 4, 4, 3, 3, 1, 3, 3, 3, 3, 3, 1, 3, 5, 4, 3, 5, 2, 2, 6], 'Nk2': 27720, 'analytic_conductor': 55.33632860074731, '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': [6930, 1, [1541, 1387, 2971, 2521], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1697, 'dim': 100, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [13, 17, 19, 23, 29, 31], 'hecke_orbit_code': 33561362, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3], 'label': '6930.2.a', 'level': 6930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7, 11], 'level_radical': 2310, 'mf_dim': 1760, 'mf_new_dim': 100, 'num_forms': 65, 'plus_dim': 42, 'prim_orbit_index': 1, 'relative_dim': 100, 'sturm_bound': 3456, 'trace_bound': 23, 'trace_display': [0, 0, 0, 0], 'traces': [100, 0, 0, 100, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 100, -16, 0, -16, 0, 0, -4, -24, 0, 100, -8, 0, 0, -16, 0, -8, 0, 0, 0, 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-168, 512, 0, 32, 0, 0, 336, -32, 0, 0, -192, 0, -144, -160, 0, -192, 0, 0, -64, -72, 0, 96], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 48443970
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 99079191835712274, 'source_is_minimal': False, 'source_label': '6930.2.a.w.1.1', 'source_level': 6930, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 99079191835712274, 'target_is_minimal': False, 'target_label': '6930.2.a.w.1.1', 'target_level': 6930, 'twist_class_label': '2310.2.a.k.1.1', 'twist_class_level': 2310, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48443971
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 99079191835712274, 'source_is_minimal': False, 'source_label': '6930.2.a.w.1.1', 'source_level': 6930, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996307261702, 'target_is_minimal': True, 'target_label': '2310.2.a.k.1.1', 'target_level': 2310, 'twist_class_label': '2310.2.a.k.1.1', 'twist_class_level': 2310, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4328250
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 2}
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id: 4328251
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 3}
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id: 4328252
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 5}
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id: 4328253
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 7}
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id: 4328254
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 11}
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id: 4328255
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 13}
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id: 4328256
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 17}
-
id: 4328257
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 19}
-
id: 4328258
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 23}
-
id: 4328259
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 29}
-
id: 4328260
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 31}
-
id: 4328261
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 37}
-
id: 4328262
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 41}
-
id: 4328263
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 43}
-
id: 4328264
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 47}
-
id: 4328265
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 53}
-
id: 4328266
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 59}
-
id: 4328267
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 61}
-
id: 4328268
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 67}
-
id: 4328269
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 71}
-
id: 4328270
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 73}
-
id: 4328271
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 79}
-
id: 4328272
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 83}
-
id: 4328273
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 89}
-
id: 4328274
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 99079191835712274, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 23, 'label': '6930.2.a.w', 'level': 6930, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 254120000
{'hecke_orbit_code': 99079191835712274, 'n': 1, 'trace_an': 1}
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id: 254120001
{'hecke_orbit_code': 99079191835712274, 'n': 2, 'trace_an': 1}
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id: 254120002
{'hecke_orbit_code': 99079191835712274, 'n': 3, 'trace_an': 0}
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id: 254120003
{'hecke_orbit_code': 99079191835712274, 'n': 4, 'trace_an': 1}
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id: 254120004
{'hecke_orbit_code': 99079191835712274, 'n': 5, 'trace_an': -1}
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id: 254120005
{'hecke_orbit_code': 99079191835712274, 'n': 6, 'trace_an': 0}
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id: 254120006
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{'hecke_orbit_code': 99079191835712274, 'n': 998, 'trace_an': 4}
-
id: 254120998
{'hecke_orbit_code': 99079191835712274, 'n': 999, 'trace_an': 0}
-
id: 254120999
{'hecke_orbit_code': 99079191835712274, 'n': 1000, 'trace_an': -1}