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{'Nk2': 39200, 'analytic_conductor': 144.5546795140645, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1], [7, 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': [2450, 1, [1177, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 9148483522104672256, 'field_disc_factorization': [[2, 14], [7, 2], [3375721, 2]], 'field_poly': [676, 0, -4646, 0, 4997, 0, -146, 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': 1, 'hecke_cutters': [[3, [4900, 0, -18662, 0, 5573, 0, -146, 0, 1]], [11, [-636127, 118654, -4150, -18, 1]], [19, [76252888644100, 0, -999855668868, 0, 420361613, 0, -39264, 0, 1]], [23, [-47065480, 2970884, -36231, -82, 1]]], 'hecke_orbit': 79, 'hecke_orbit_code': 351280771002010002, 'hecke_ring_generator_nbound': 17, 'hecke_ring_index': 11858, 'hecke_ring_index_factorization': [[2, 1], [7, 2], [11, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '2450.4.a.da', 'level': 2450, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '2450.4.a.cz', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-\\beta _{3}q^{3}+4q^{4}-2\\beta _{3}q^{6}+8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2450.4.a', 'trace_display': [16, 0, 0, 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mf_newspaces • Show schema
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{'ALdims': [25, 22, 24, 27, 19, 26, 28, 24], 'Nk2': 39200, 'analytic_conductor': 144.5546795140645, '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': [2450, 1, [1177, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1212, 'dim': 195, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11, 19, 23], 'hecke_orbit_code': 67111314, '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, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8, 10, 10], 'label': '2450.4.a', 'level': 2450, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 1308, 'mf_new_dim': 195, 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mf_twists_cc • Show schema
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id: 49151872
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 351280771002010002, 'source_is_minimal': True, 'source_label': '2450.4.a.da.1.1', 'source_level': 2450, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 351280771002010002, 'target_is_minimal': True, 'target_label': '2450.4.a.da.1.1', 'target_level': 2450, 'twist_class_label': '2450.4.a.cz.1.1', 'twist_class_level': 2450, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 49151873
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 351280771002010002, 'source_is_minimal': True, 'source_label': '2450.4.a.da.1.1', 'source_level': 2450, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 346777171374639506, 'target_is_minimal': True, 'target_label': '2450.4.a.cz.1.8', 'target_level': 2450, 'twist_class_label': '2450.4.a.cz.1.1', 'twist_class_level': 2450, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 49151874
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 351280771002010002, 'source_is_minimal': True, 'source_label': '2450.4.a.da.1.1', 'source_level': 2450, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 351280771002010002, 'target_is_minimal': True, 'target_label': '2450.4.a.da.1.8', 'target_level': 2450, 'twist_class_label': '2450.4.a.cz.1.1', 'twist_class_level': 2450, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
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id: 49151875
{'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 351280771002010002, 'source_is_minimal': True, 'source_label': '2450.4.a.da.1.1', 'source_level': 2450, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 346777171374639506, 'target_is_minimal': True, 'target_label': '2450.4.a.cz.1.1', 'target_level': 2450, 'twist_class_label': '2450.4.a.cz.1.1', 'twist_class_level': 2450, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 2665850
{'charpoly_factorization': [[[-2, 1], 8]], 'hecke_orbit_code': 351280771002010002, 'p': 2}
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id: 2665851
{'charpoly_factorization': [[[4900, 0, -18662, 0, 5573, 0, -146, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 3}
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id: 2665852
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 351280771002010002, 'p': 5}
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id: 2665853
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 351280771002010002, 'p': 7}
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id: 2665854
{'charpoly_factorization': [[[-636127, 118654, -4150, -18, 1], 2]], 'hecke_orbit_code': 351280771002010002, 'p': 11}
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id: 2665855
{'charpoly_factorization': [[[639936001600, 0, -11065963552, 0, 38476148, 0, -12598, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 13}
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id: 2665856
{'charpoly_factorization': [[[13735444050496, 0, -104507548824, 0, 154654697, 0, -26004, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 17}
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id: 2665857
{'charpoly_factorization': [[[76252888644100, 0, -999855668868, 0, 420361613, 0, -39264, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 19}
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id: 2665858
{'charpoly_factorization': [[[-47065480, 2970884, -36231, -82, 1], 2]], 'hecke_orbit_code': 351280771002010002, 'p': 23}
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id: 2665859
{'charpoly_factorization': [[[759399292, 5999560, -49429, -196, 1], 2]], 'hecke_orbit_code': 351280771002010002, 'p': 29}
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id: 2665860
{'charpoly_factorization': [[[6572448251229966336, 0, -712495207468800, 0, 21626553412, 0, -251350, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 31}
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id: 2665861
{'charpoly_factorization': [[[576478760, -1135284, -58313, -16, 1], 2]], 'hecke_orbit_code': 351280771002010002, 'p': 37}
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id: 2665862
{'charpoly_factorization': [[[5080458631353951076, 0, -587467258033502, 0, 22288830677, 0, -305402, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 41}
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id: 2665863
{'charpoly_factorization': [[[-4344960292, 47868896, -88809, -376, 1], 2]], 'hecke_orbit_code': 351280771002010002, 'p': 43}
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id: 2665864
{'charpoly_factorization': [[[995673888957160000, 0, -260199947689472, 0, 20534537108, 0, -459668, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 47}
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id: 2665865
{'charpoly_factorization': [[[1090048, 967744, -16180, -350, 1], 2]], 'hecke_orbit_code': 351280771002010002, 'p': 53}
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id: 2665866
{'charpoly_factorization': [[[397469373176546066704, 0, -21243219357645544, 0, 297963416720, 0, -1016314, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 59}
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id: 2665867
{'charpoly_factorization': [[[27337255332856974400, 0, -5445845474224288, 0, 143453875028, 0, -777262, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 61}
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id: 2665868
{'charpoly_factorization': [[[-18141327911, 172360376, -129130, -776, 1], 2]], 'hecke_orbit_code': 351280771002010002, 'p': 67}
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id: 2665869
{'charpoly_factorization': [[[-233105755124, 1080075524, -550209, -1324, 1], 2]], 'hecke_orbit_code': 351280771002010002, 'p': 71}
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id: 2665870
{'charpoly_factorization': [[[8534749196745821370244, 0, -363062316546980078, 0, 1503279594005, 0, -2135498, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 73}
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id: 2665871
{'charpoly_factorization': [[[177724623860, -373397832, -691115, 958, 1], 2]], 'hecke_orbit_code': 351280771002010002, 'p': 79}
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id: 2665872
{'charpoly_factorization': [[[175718205078062121030724, 0, -1224808683134602118, 0, 2972618692709, 0, -2938130, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 83}
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id: 2665873
{'charpoly_factorization': [[[14371722338445684620100, 0, -245436125456805822, 0, 1080212258101, 0, -1795722, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 89}
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id: 2665874
{'charpoly_factorization': [[[165942829551913931664, 0, -165638215185492168, 0, 5670081042784, 0, -4733810, 0, 1], 1]], 'hecke_orbit_code': 351280771002010002, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 79, 'label': '2450.4.a.da', 'level': 2450, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 280856000
{'hecke_orbit_code': 351280771002010002, 'n': 1, 'trace_an': 8}
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id: 280856001
{'hecke_orbit_code': 351280771002010002, 'n': 2, 'trace_an': 16}
-
id: 280856002
{'hecke_orbit_code': 351280771002010002, 'n': 3, 'trace_an': 0}
-
id: 280856003
{'hecke_orbit_code': 351280771002010002, 'n': 4, 'trace_an': 32}
-
id: 280856004
{'hecke_orbit_code': 351280771002010002, 'n': 5, 'trace_an': 0}
-
id: 280856005
{'hecke_orbit_code': 351280771002010002, 'n': 6, 'trace_an': 0}
-
id: 280856006
{'hecke_orbit_code': 351280771002010002, 'n': 7, 'trace_an': 0}
-
id: 280856007
{'hecke_orbit_code': 351280771002010002, 'n': 8, 'trace_an': 64}
-
id: 280856008
{'hecke_orbit_code': 351280771002010002, 'n': 9, 'trace_an': 76}
-
id: 280856009
{'hecke_orbit_code': 351280771002010002, 'n': 10, 'trace_an': 0}
-
id: 280856010
{'hecke_orbit_code': 351280771002010002, 'n': 11, 'trace_an': 36}
-
id: 280856011
{'hecke_orbit_code': 351280771002010002, 'n': 12, 'trace_an': 0}
-
id: 280856012
{'hecke_orbit_code': 351280771002010002, 'n': 13, 'trace_an': 0}
-
id: 280856013
{'hecke_orbit_code': 351280771002010002, 'n': 14, 'trace_an': 0}
-
id: 280856014
{'hecke_orbit_code': 351280771002010002, 'n': 15, 'trace_an': 0}
-
id: 280856015
{'hecke_orbit_code': 351280771002010002, 'n': 16, 'trace_an': 128}
-
id: 280856016
{'hecke_orbit_code': 351280771002010002, 'n': 17, 'trace_an': 0}
-
id: 280856017
{'hecke_orbit_code': 351280771002010002, 'n': 18, 'trace_an': 152}
-
id: 280856018
{'hecke_orbit_code': 351280771002010002, 'n': 19, 'trace_an': 0}
-
id: 280856019
{'hecke_orbit_code': 351280771002010002, 'n': 20, 'trace_an': 0}
-
id: 280856020
{'hecke_orbit_code': 351280771002010002, 'n': 21, 'trace_an': 0}
-
id: 280856021
{'hecke_orbit_code': 351280771002010002, 'n': 22, 'trace_an': 72}
-
id: 280856022
{'hecke_orbit_code': 351280771002010002, 'n': 23, 'trace_an': 164}
-
id: 280856023
{'hecke_orbit_code': 351280771002010002, 'n': 24, 'trace_an': 0}
-
id: 280856024
{'hecke_orbit_code': 351280771002010002, 'n': 25, 'trace_an': 0}
-
id: 280856025
{'hecke_orbit_code': 351280771002010002, 'n': 26, 'trace_an': 0}
-
id: 280856026
{'hecke_orbit_code': 351280771002010002, 'n': 27, 'trace_an': 0}
-
id: 280856027
{'hecke_orbit_code': 351280771002010002, 'n': 28, 'trace_an': 0}
-
id: 280856028
{'hecke_orbit_code': 351280771002010002, 'n': 29, 'trace_an': 392}
-
id: 280856029
{'hecke_orbit_code': 351280771002010002, 'n': 30, 'trace_an': 0}
-
id: 280856030
{'hecke_orbit_code': 351280771002010002, 'n': 31, 'trace_an': 0}
-
id: 280856031
{'hecke_orbit_code': 351280771002010002, 'n': 32, 'trace_an': 256}
-
id: 280856032
{'hecke_orbit_code': 351280771002010002, 'n': 33, 'trace_an': 0}
-
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