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{'Nk2': 11368, 'analytic_conductor': 22.693484254447885, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, 1], [29, 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': [2842, 1, [1277, 785], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 1019601, 'field_disc_factorization': [[3, 3], [11, 1], [3433, 1]], 'field_poly': [7, 24, -1, -10, 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': [[3, [-7, 6, 19, -7, -3, 1]], [5, [9, -47, 35, 6, -7, 1]]], 'hecke_orbit': 26, 'hecke_orbit_code': 112589990717819674, 'hecke_ring_generator_nbound': 5, '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': '2842.2.a.z', 'level': 2842, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 29], 'level_radical': 406, 'minimal_twist': '406.2.e.a', 'nf_label': '5.5.1019601.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+(1+\\beta _{3})q^{3}+q^{4}+(1+\\beta _{1}-\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2842.2.a', 'trace_display': [5, 3, 7, 0], 'trace_hash': 2053212805984162228, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.036', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.663', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.764', 'prec': 17}, {'__RealLiteral__': 0, 'data': '58.865', 'prec': 20}, {'__RealLiteral__': 0, 'data': '14.011', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1094.623', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, 'traces': [5, 5, 3, 5, 7, 3, 0, 5, 8, 7, 0, 3, 10, 0, -10, 5, 8, 8, 2, 7, 0, 0, 1, 3, 12, 10, 15, 0, -5, -10, 11, 5, 9, 8, 0, 8, -8, 2, 18, 7, 23, 0, -3, 0, 4, 1, 16, 3, 0, 12, 7, 10, 7, 15, 6, 0, -34, -5, -9, -10, 15, 11, 0, 5, 5, 9, -4, 8, 14, 0, -22, 8, 0, -8, -34, 2, 0, 18, -13, 7, 17, 23, 28, 0, -7, -3, -3, 0, 17, 4, 0, 1, 17, 16, -9, 3, 42, 0, -42, 12, 16, 7, -23, 10, 0, 7, -8, 15, 16, 6, 6, 0, -18, -34, -29, -5, 7, -9, 0, -10, 11, 15, 7, 11, 42, 0, -14, 5, -5, 5, -39, 9, 0, -4, 8, 8, 30, 14, -9, 0, -40, -22, 24, 8, -7, 0, 0, -8, -3, -34, 19, 2, 29, 0, 0, 18, 23, -13, -7, 7, 0, 17, -28, 23, 63, 28, 34, 0, -21, -7, -40, -3, 33, -3, 0, 0, -57, 17, -13, 4, 18, 0, -29, 1, -10, 17, -30, 16, 0, -9, 1, 3, 1, 42, 31, 0, 6, -42, 31, 12, 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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [7, -1], [29, -1]], 16, 4], [[[2, 1], [7, -1], [29, 1]], 10, 5], [[[2, -1], [7, 1], [29, -1]], 7, 2], [[[2, 1], [7, -1], [29, -1]], 13, 4], [[[2, 1], [7, 1], [29, -1]], 11, 3], [[[2, -1], [7, -1], [29, 1]], 10, 4], [[[2, 1], [7, 1], [29, 1]], 15, 3], [[[2, -1], [7, 1], [29, 1]], 15, 4]], 'ALdims': [15, 11, 10, 13, 15, 7, 10, 16], 'Nk2': 11368, 'analytic_conductor': 22.693484254447885, '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': [2842, 1, [1277, 785], [1, 1]], 'conrey_index': 1, 'cusp_dim': 405, 'dim': 97, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 33557274, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6], 'label': '2842.2.a', 'level': 2842, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_cc • Show schema
Hide schema
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id: 48564600
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990717819674, 'source_is_minimal': False, 'source_label': '2842.2.a.z.1.1', 'source_level': 2842, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112589990717819674, 'target_is_minimal': False, 'target_label': '2842.2.a.z.1.1', 'target_level': 2842, 'twist_class_label': '406.2.e.a.233.5', 'twist_class_level': 406, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48564601
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990717819674, 'source_is_minimal': False, 'source_label': '2842.2.a.z.1.1', 'source_level': 2842, 'target_conrey_index': 291, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 274911461782, 'target_is_minimal': True, 'target_label': '406.2.e.a.291.5', 'target_level': 406, 'twist_class_label': '406.2.e.a.233.5', 'twist_class_level': 406, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 48564602
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990717819674, 'source_is_minimal': False, 'source_label': '2842.2.a.z.1.1', 'source_level': 2842, 'target_conrey_index': 233, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 274911461782, 'target_is_minimal': True, 'target_label': '406.2.e.a.233.5', 'target_level': 406, 'twist_class_label': '406.2.e.a.233.5', 'twist_class_level': 406, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 48564603
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990717819674, 'source_is_minimal': False, 'source_label': '2842.2.a.z.1.1', 'source_level': 2842, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 103582791463078682, 'target_is_minimal': False, 'target_label': '2842.2.a.x.1.5', 'target_level': 2842, 'twist_class_label': '406.2.e.a.233.5', 'twist_class_level': 406, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
-
id: 2876000
{'charpoly_factorization': [[[-1, 1], 5]], 'hecke_orbit_code': 112589990717819674, 'p': 2}
-
id: 2876001
{'charpoly_factorization': [[[-7, 6, 19, -7, -3, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 3}
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id: 2876002
{'charpoly_factorization': [[[9, -47, 35, 6, -7, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 5}
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id: 2876003
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 112589990717819674, 'p': 7}
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id: 2876004
{'charpoly_factorization': [[[9, -12, -54, -33, 0, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 11}
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id: 2876005
{'charpoly_factorization': [[[103, -118, 7, 28, -10, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 13}
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id: 2876006
{'charpoly_factorization': [[[3, -20, 22, 9, -8, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 17}
-
id: 2876007
{'charpoly_factorization': [[[-1623, 738, 138, -63, -2, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 19}
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id: 2876008
{'charpoly_factorization': [[[33, -44, -97, -39, -1, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 23}
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id: 2876009
{'charpoly_factorization': [[[1, 1], 5]], 'hecke_orbit_code': 112589990717819674, 'p': 29}
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id: 2876010
{'charpoly_factorization': [[[387, 693, 291, -24, -11, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 31}
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id: 2876011
{'charpoly_factorization': [[[349, -262, -422, -47, 8, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 37}
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id: 2876012
{'charpoly_factorization': [[[7113, -3857, 295, 132, -23, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 41}
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id: 2876013
{'charpoly_factorization': [[[16843, 5622, -379, -163, 3, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 43}
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id: 2876014
{'charpoly_factorization': [[[63, -1202, 584, 9, -16, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 47}
-
id: 2876015
{'charpoly_factorization': [[[183, 160, -49, -57, -7, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 53}
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id: 2876016
{'charpoly_factorization': [[[657, 762, -291, -39, 9, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 59}
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id: 2876017
{'charpoly_factorization': [[[-5327, -183, 638, -10, -15, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 61}
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id: 2876018
{'charpoly_factorization': [[[11481, 4362, -705, -174, 4, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 67}
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id: 2876019
{'charpoly_factorization': [[[18189, -2372, -1142, 51, 22, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 71}
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id: 2876020
{'charpoly_factorization': [[[-341, 8646, -226, -247, 0, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 73}
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id: 2876021
{'charpoly_factorization': [[[1563, 66, -381, -33, 13, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 79}
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id: 2876022
{'charpoly_factorization': [[[25851, -9179, 323, 213, -28, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 83}
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id: 2876023
{'charpoly_factorization': [[[-162771, 5743, 3736, -195, -17, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 89}
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id: 2876024
{'charpoly_factorization': [[[15007, -3108, -1810, 539, -42, 1], 1]], 'hecke_orbit_code': 112589990717819674, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 26, 'label': '2842.2.a.z', 'level': 2842, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 258707000
{'hecke_orbit_code': 112589990717819674, 'n': 1, 'trace_an': 5}
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id: 258707001
{'hecke_orbit_code': 112589990717819674, 'n': 2, 'trace_an': 5}
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id: 258707002
{'hecke_orbit_code': 112589990717819674, 'n': 3, 'trace_an': 3}
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id: 258707003
{'hecke_orbit_code': 112589990717819674, 'n': 4, 'trace_an': 5}
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id: 258707004
{'hecke_orbit_code': 112589990717819674, 'n': 5, 'trace_an': 7}
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id: 258707005
{'hecke_orbit_code': 112589990717819674, 'n': 6, 'trace_an': 3}
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id: 258707006
{'hecke_orbit_code': 112589990717819674, 'n': 7, 'trace_an': 0}
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id: 258707007
{'hecke_orbit_code': 112589990717819674, 'n': 8, 'trace_an': 5}
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id: 258707008
{'hecke_orbit_code': 112589990717819674, 'n': 9, 'trace_an': 8}
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id: 258707009
{'hecke_orbit_code': 112589990717819674, 'n': 10, 'trace_an': 7}
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id: 258707010
{'hecke_orbit_code': 112589990717819674, 'n': 11, 'trace_an': 0}
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id: 258707011
{'hecke_orbit_code': 112589990717819674, 'n': 12, 'trace_an': 3}
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id: 258707012
{'hecke_orbit_code': 112589990717819674, 'n': 13, 'trace_an': 10}
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id: 258707013
{'hecke_orbit_code': 112589990717819674, 'n': 14, 'trace_an': 0}
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id: 258707014
{'hecke_orbit_code': 112589990717819674, 'n': 15, 'trace_an': -10}
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id: 258707015
{'hecke_orbit_code': 112589990717819674, 'n': 16, 'trace_an': 5}
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id: 258707016
{'hecke_orbit_code': 112589990717819674, 'n': 17, 'trace_an': 8}
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id: 258707017
{'hecke_orbit_code': 112589990717819674, 'n': 18, 'trace_an': 8}
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id: 258707018
{'hecke_orbit_code': 112589990717819674, 'n': 19, 'trace_an': 2}
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id: 258707019
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