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{'Nk2': 13376, 'analytic_conductor': 26.70197443591616, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [11, 1], [19, 1]], 'atkin_lehner_string': '+++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [3344, 1, [2927, 837, 2433, 705], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 4, 'field_disc': 13676, 'field_disc_factorization': [[2, 2], [13, 1], [263, 1]], 'field_poly': [1, 7, -6, -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': [[3, [1, 7, -6, -1, 1]], [5, [5, -9, -4, 3, 1]], [7, [2, 4, -3, -3, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793326226704, 'hecke_ring_generator_nbound': 3, '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': '3344.2.a.s', 'level': 3344, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11, 19], 'level_radical': 418, 'minimal_twist': '1672.2.a.f', 'nf_label': '4.4.13676.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{3}+(-1+\\beta _{3})q^{5}+(1-\\beta _{1})q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3344.2.a', 'trace_display': [0, 1, -3, 3], 'trace_hash': 1740478370679770895, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.780', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.476', 'prec': 17}, {'__RealLiteral__': 0, 'data': '43.643', 'prec': 20}, {'__RealLiteral__': 0, 'data': '24.411', 'prec': 20}, {'__RealLiteral__': 0, 'data': '810.508', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, 'traces': [4, 0, 1, 0, -3, 0, 3, 0, 1, 0, -4, 0, -5, 0, 1, 0, 0, 0, -4, 0, -12, 0, 8, 0, -3, 0, -8, 0, -1, 0, 7, 0, -1, 0, -4, 0, -16, 0, 8, 0, -7, 0, -5, 0, -7, 0, 4, 0, -13, 0, -4, 0, -18, 0, 3, 0, -1, 0, 0, 0, -6, 0, 6, 0, -24, 0, -1, 0, -20, 0, 1, 0, -6, 0, 1, 0, -3, 0, 4, 0, -16, 0, 25, 0, -4, 0, 9, 0, -14, 0, -13, 0, -4, 0, 3, 0, -36, 0, -1, 0, 12, 0, -11, 0, 17, 0, 4, 0, -12, 0, 14, 0, -36, 0, -18, 0, 6, 0, 4, 0, 4, 0, -36, 0, -6, 0, 12, 0, -3, 0, -1, 0, -3, 0, 19, 0, -7, 0, -33, 0, -6, 0, 5, 0, 11, 0, -34, 0, -8, 0, -12, 0, -34, 0, 14, 0, -25, 0, -8, 0, 28, 0, 6, 0, -1, 0, -6, 0, 19, 0, -1, 0, -43, 0, -4, 0, -18, 0, -7, 0, 18, 0, -8, 0, 20, 0, 0, 0, 5, 0, -6, 0, -15, 0, -31, 0, -10, 0, -42, 0, -42, 0, -10, 0, 4, 0, -4, 0, 4, 0, -24, 0, 43, 0, 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{'AL_dims': [[[[2, 1], [11, 1], [19, -1]], 15, 2], [[[2, -1], [11, -1], [19, -1]], 14, 4], [[[2, 1], [11, -1], [19, -1]], 7, 4], [[[2, 1], [11, -1], [19, 1]], 12, 3], [[[2, -1], [11, 1], [19, 1]], 14, 7], [[[2, 1], [11, 1], [19, 1]], 10, 2], [[[2, -1], [11, 1], [19, -1]], 9, 3], [[[2, -1], [11, -1], [19, 1]], 9, 3]], 'Nk2': 13376, 'analytic_conductor': 26.70197443591616, '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': [3344, 1, [2927, 837, 2433, 705], [1, 1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 469, 'dim': 90, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 33557776, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 4, 5, 5, 6, 6, 6, 6, 6, 7, 9], 'label': '3344.2.a', 'level': 3344, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11, 19], 'level_radical': 418, 'mf_dim': 492, 'mf_new_dim': 90, 'num_forms': 28, 'plus_dim': 35, 'prim_orbit_index': 1, 'relative_dim': 90, 'sturm_bound': 960, 'trace_bound': 7, 'trace_display': [0, 0, 4, 0], 'traces': [90, 0, 0, 0, 4, 0, 0, 0, 90, 0, -6, 0, 4, 0, -12, 0, -4, 0, 0, 0, 16, 0, 12, 0, 86, 0, 12, 0, 20, 0, 0, 0, 0, 0, 0, 0, 20, 0, 24, 0, -4, 0, 0, 0, 36, 0, 8, 0, 90, 0, 40, 0, 4, 0, 8, 0, 0, 0, 40, 0, 20, 0, 40, 0, -24, 0, 0, 0, 16, 0, 16, 0, -20, 0, -12, 0, 0, 0, 0, 0, 74, 0, 40, 0, 24, 0, 24, 0, -36, 0, 16, 0, -48, 0, 0, 0, -4, 0, -18, 0, -12, 0, -36, 0, 32, 0, 0, 0, 20, 0, 60, 0, 28, 0, 4, 0, -28, 0, 8, 0, 90, 0, 104, 0, 24, 0, 64, 0, 32, 0, -48, 0, 0, 0, 44, 0, -4, 0, 0, 0, -32, 0, 0, 0, -40, 0, 104, 0, 20, 0, -48, 0, 52, 0, 84, 0, 20, 0, 40, 0, 8, 0, 32, 0, 0, 0, 0, 0, 102, 0, 0, 0, -44, 0, 144, 0, 32, 0, -72, 0, 68, 0, 80, 0, 0, 0, -12, 0, -16, 0, 68, 0, 12, 0, 184, 0, -44, 0, -8, 0, -16, 0, 48, 0, 104, 0, 128, 0, 0, 0, 136, 0, -128, 0, 24, 0, 32, 0, 104, 0, 24, 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264, 0, -280, 0, 344, 0, -172, 0, -328, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 48178827
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 81064793326226704, 'source_is_minimal': False, 'source_label': '3344.2.a.s.1.4', 'source_level': 3344, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 81064793326226704, 'target_is_minimal': False, 'target_label': '3344.2.a.s.1.4', 'target_level': 3344, 'twist_class_label': '1672.2.a.f.1.1', 'twist_class_level': 1672, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48178828
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 81064793326226704, 'source_is_minimal': False, 'source_label': '3344.2.a.s.1.4', 'source_level': 3344, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998170408584, 'target_is_minimal': True, 'target_label': '1672.2.a.f.1.1', 'target_level': 1672, 'twist_class_label': '1672.2.a.f.1.1', 'twist_class_level': 1672, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3133450
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 81064793326226704, 'p': 2}
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id: 3133451
{'charpoly_factorization': [[[1, 7, -6, -1, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 3}
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id: 3133452
{'charpoly_factorization': [[[5, -9, -4, 3, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 5}
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id: 3133453
{'charpoly_factorization': [[[2, 4, -3, -3, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 7}
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id: 3133454
{'charpoly_factorization': [[[1, 1], 4]], 'hecke_orbit_code': 81064793326226704, 'p': 11}
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id: 3133455
{'charpoly_factorization': [[[-94, -104, -23, 5, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 13}
-
id: 3133456
{'charpoly_factorization': [[[200, 36, -38, 0, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 17}
-
id: 3133457
{'charpoly_factorization': [[[1, 1], 4]], 'hecke_orbit_code': 81064793326226704, 'p': 19}
-
id: 3133458
{'charpoly_factorization': [[[-316, 170, -7, -8, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 23}
-
id: 3133459
{'charpoly_factorization': [[[-22, -36, -15, 1, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 29}
-
id: 3133460
{'charpoly_factorization': [[[1, 1, -6, -7, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 31}
-
id: 3133461
{'charpoly_factorization': [[[64, 120, 73, 16, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 37}
-
id: 3133462
{'charpoly_factorization': [[[-512, -480, -65, 7, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 41}
-
id: 3133463
{'charpoly_factorization': [[[4, -8, -19, 5, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 43}
-
id: 3133464
{'charpoly_factorization': [[[2096, 208, -112, -4, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 47}
-
id: 3133465
{'charpoly_factorization': [[[-64, 96, 92, 18, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 53}
-
id: 3133466
{'charpoly_factorization': [[[-16, -48, -23, 0, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 59}
-
id: 3133467
{'charpoly_factorization': [[[4616, -352, -138, 6, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 61}
-
id: 3133468
{'charpoly_factorization': [[[11, -235, -80, 1, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 67}
-
id: 3133469
{'charpoly_factorization': [[[535, -93, -236, -1, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 71}
-
id: 3133470
{'charpoly_factorization': [[[-32, -128, -116, 6, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 73}
-
id: 3133471
{'charpoly_factorization': [[[-200, 268, -78, -4, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 79}
-
id: 3133472
{'charpoly_factorization': [[[-7390, 1204, 101, -25, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 83}
-
id: 3133473
{'charpoly_factorization': [[[628, -374, -15, 14, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 89}
-
id: 3133474
{'charpoly_factorization': [[[3728, 2296, 453, 36, 1], 1]], 'hecke_orbit_code': 81064793326226704, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 19, 'label': '3344.2.a.s', 'level': 3344, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 244090000
{'hecke_orbit_code': 81064793326226704, 'n': 1, 'trace_an': 4}
-
id: 244090001
{'hecke_orbit_code': 81064793326226704, 'n': 2, 'trace_an': 0}
-
id: 244090002
{'hecke_orbit_code': 81064793326226704, 'n': 3, 'trace_an': 1}
-
id: 244090003
{'hecke_orbit_code': 81064793326226704, 'n': 4, 'trace_an': 0}
-
id: 244090004
{'hecke_orbit_code': 81064793326226704, 'n': 5, 'trace_an': -3}
-
id: 244090005
{'hecke_orbit_code': 81064793326226704, 'n': 6, 'trace_an': 0}
-
id: 244090006
{'hecke_orbit_code': 81064793326226704, 'n': 7, 'trace_an': 3}
-
id: 244090007
{'hecke_orbit_code': 81064793326226704, 'n': 8, 'trace_an': 0}
-
id: 244090008
{'hecke_orbit_code': 81064793326226704, 'n': 9, 'trace_an': 1}
-
id: 244090009
{'hecke_orbit_code': 81064793326226704, 'n': 10, 'trace_an': 0}
-
id: 244090010
{'hecke_orbit_code': 81064793326226704, 'n': 11, 'trace_an': -4}
-
id: 244090011
{'hecke_orbit_code': 81064793326226704, 'n': 12, 'trace_an': 0}
-
id: 244090012
{'hecke_orbit_code': 81064793326226704, 'n': 13, 'trace_an': -5}
-
id: 244090013
{'hecke_orbit_code': 81064793326226704, 'n': 14, 'trace_an': 0}
-
id: 244090014
{'hecke_orbit_code': 81064793326226704, 'n': 15, 'trace_an': 1}
-
id: 244090015
{'hecke_orbit_code': 81064793326226704, 'n': 16, 'trace_an': 0}
-
id: 244090016
{'hecke_orbit_code': 81064793326226704, 'n': 17, 'trace_an': 0}
-
id: 244090017
{'hecke_orbit_code': 81064793326226704, 'n': 18, 'trace_an': 0}
-
id: 244090018
{'hecke_orbit_code': 81064793326226704, 'n': 19, 'trace_an': -4}
-
id: 244090019
{'hecke_orbit_code': 81064793326226704, 'n': 20, 'trace_an': 0}
-
id: 244090020
{'hecke_orbit_code': 81064793326226704, 'n': 21, 'trace_an': -12}
-
id: 244090021
{'hecke_orbit_code': 81064793326226704, 'n': 22, 'trace_an': 0}
-
id: 244090022
{'hecke_orbit_code': 81064793326226704, 'n': 23, 'trace_an': 8}
-
id: 244090023
{'hecke_orbit_code': 81064793326226704, 'n': 24, 'trace_an': 0}
-
id: 244090024
{'hecke_orbit_code': 81064793326226704, 'n': 25, 'trace_an': -3}
-
id: 244090025
{'hecke_orbit_code': 81064793326226704, 'n': 26, 'trace_an': 0}
-
id: 244090026
{'hecke_orbit_code': 81064793326226704, 'n': 27, 'trace_an': -8}
-
id: 244090027
{'hecke_orbit_code': 81064793326226704, 'n': 28, 'trace_an': 0}
-
id: 244090028
{'hecke_orbit_code': 81064793326226704, 'n': 29, 'trace_an': -1}
-
id: 244090029
{'hecke_orbit_code': 81064793326226704, 'n': 30, 'trace_an': 0}
-
id: 244090030
{'hecke_orbit_code': 81064793326226704, 'n': 31, 'trace_an': 7}
-
id: 244090031
{'hecke_orbit_code': 81064793326226704, 'n': 32, 'trace_an': 0}
-
id: 244090032
{'hecke_orbit_code': 81064793326226704, 'n': 33, 'trace_an': -1}
-
id: 244090033
{'hecke_orbit_code': 81064793326226704, 'n': 34, 'trace_an': 0}
-
id: 244090034
{'hecke_orbit_code': 81064793326226704, 'n': 35, 'trace_an': -4}
-
id: 244090035
{'hecke_orbit_code': 81064793326226704, 'n': 36, 'trace_an': 0}
-
id: 244090036
{'hecke_orbit_code': 81064793326226704, 'n': 37, 'trace_an': -16}
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