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{'Nk2': 29568, 'analytic_conductor': 144.32188177366424, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 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': [462, 1, [155, 199, 211], [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': [[5, [-182, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134218190, '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': True, 'label': '462.8.a.a', 'level': 462, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '462.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}-3^{3}q^{3}+2^{6}q^{4}+182q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '462.8.a', 'trace_display': [-8, -27, 182, 343], 'trace_hash': 986263744169980521, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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'level': 462, 'weight': 8}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [11, -1]], 6, 1], [[[2, 1], [3, -1], [7, 1], [11, 1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [11, 1]], 5, 1], [[[2, 1], [3, 1], [7, -1], [11, -1]], 4, 2], [[[2, -1], [3, -1], [7, 1], [11, 1]], 5, 1], [[[2, -1], [3, 1], [7, -1], [11, -1]], 5, 1], [[[2, 1], [3, -1], [7, -1], [11, -1]], 3, 1], [[[2, -1], [3, -1], [7, 1], [11, -1]], 4, 1], [[[2, -1], [3, -1], [7, -1], [11, 1]], 4, 1], [[[2, 1], [3, -1], [7, 1], [11, -1]], 5, 1], [[[2, -1], [3, 1], [7, -1], [11, 1]], 4, 1], [[[2, 1], [3, 1], [7, 1], [11, 1]], 4, 1], [[[2, 1], [3, 1], [7, -1], [11, 1]], 5, 1], [[[2, -1], [3, 1], [7, 1], [11, -1]], 5, 1], [[[2, 1], [3, 1], [7, 1], [11, -1]], 4, 1], [[[2, 1], [3, -1], [7, -1], [11, 1]], 5, 1]], 'ALdims': [4, 4, 5, 4, 4, 5, 5, 3, 5, 5, 4, 5, 5, 4, 4, 6], 'Nk2': 29568, 'analytic_conductor': 144.32188177366424, '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': [462, 1, [155, 199, 211], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 664, 'dim': 72, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134218190, 'hecke_orbit_dims': [1, 3, 3, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 6], 'label': '462.8.a', 'level': 462, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 680, 'mf_new_dim': 72, 'num_forms': 17, 'plus_dim': 38, 'prim_orbit_index': 1, 'relative_dim': 72, 'sturm_bound': 768, 'trace_bound': 11, 'trace_display': [32, 0, -440, 0], 'traces': [72, 32, 0, 4608, -440, 0, 0, 2048, 52488, -12480, 0, 0, 7176, 0, 0, 294912, -30888, 23328, -90704, -28160, 0, 42592, -19240, 0, 1196136, -429824, 0, 0, -893384, 0, -188488, 131072, 0, -551744, -235984, 3359232, 442656, 502848, 0, -798720, 699832, 296352, 1210680, 0, -320760, -2140864, 2193560, 0, 8470728, -186400, -1162728, 459264, -2995208, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134218190, 'source_is_minimal': True, 'source_label': '462.8.a.a.1.1', 'source_level': 462, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134218190, 'target_is_minimal': True, 'target_label': '462.8.a.a.1.1', 'target_level': 462, 'twist_class_label': '462.8.a.a.1.1', 'twist_class_level': 462, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 926225
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 2}
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id: 926226
{'charpoly_factorization': [[[27, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 3}
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id: 926227
{'charpoly_factorization': [[[-182, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 5}
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id: 926228
{'charpoly_factorization': [[[-343, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 7}
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id: 926229
{'charpoly_factorization': [[[-1331, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 11}
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id: 926230
{'charpoly_factorization': [[[-13758, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 13}
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id: 926231
{'charpoly_factorization': [[[-14738, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 17}
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id: 926232
{'charpoly_factorization': [[[-34516, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 19}
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id: 926233
{'charpoly_factorization': [[[-49816, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 23}
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id: 926234
{'charpoly_factorization': [[[-141174, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 29}
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id: 926235
{'charpoly_factorization': [[[86112, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 31}
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id: 926236
{'charpoly_factorization': [[[-535038, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 37}
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id: 926237
{'charpoly_factorization': [[[-708282, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 41}
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id: 926238
{'charpoly_factorization': [[[-162292, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 43}
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id: 926239
{'charpoly_factorization': [[[-397296, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 47}
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id: 926240
{'charpoly_factorization': [[[-224798, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 53}
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id: 926241
{'charpoly_factorization': [[[-694668, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 59}
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id: 926242
{'charpoly_factorization': [[[-50110, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 61}
-
id: 926243
{'charpoly_factorization': [[[3228404, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 67}
-
id: 926244
{'charpoly_factorization': [[[1871496, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 71}
-
id: 926245
{'charpoly_factorization': [[[937542, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 73}
-
id: 926246
{'charpoly_factorization': [[[-1266032, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 79}
-
id: 926247
{'charpoly_factorization': [[[2545004, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 83}
-
id: 926248
{'charpoly_factorization': [[[9909830, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 89}
-
id: 926249
{'charpoly_factorization': [[[14010830, 1], 1]], 'hecke_orbit_code': 134218190, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '462.8.a.a', 'level': 462, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 14045000
{'hecke_orbit_code': 134218190, 'n': 1, 'trace_an': 1}
-
id: 14045001
{'hecke_orbit_code': 134218190, 'n': 2, 'trace_an': -8}
-
id: 14045002
{'hecke_orbit_code': 134218190, 'n': 3, 'trace_an': -27}
-
id: 14045003
{'hecke_orbit_code': 134218190, 'n': 4, 'trace_an': 64}
-
id: 14045004
{'hecke_orbit_code': 134218190, 'n': 5, 'trace_an': 182}
-
id: 14045005
{'hecke_orbit_code': 134218190, 'n': 6, 'trace_an': 216}
-
id: 14045006
{'hecke_orbit_code': 134218190, 'n': 7, 'trace_an': 343}
-
id: 14045007
{'hecke_orbit_code': 134218190, 'n': 8, 'trace_an': -512}
-
id: 14045008
{'hecke_orbit_code': 134218190, 'n': 9, 'trace_an': 729}
-
id: 14045009
{'hecke_orbit_code': 134218190, 'n': 10, 'trace_an': -1456}
-
id: 14045010
{'hecke_orbit_code': 134218190, 'n': 11, 'trace_an': 1331}
-
id: 14045011
{'hecke_orbit_code': 134218190, 'n': 12, 'trace_an': -1728}
-
id: 14045012
{'hecke_orbit_code': 134218190, 'n': 13, 'trace_an': 13758}
-
id: 14045013
{'hecke_orbit_code': 134218190, 'n': 14, 'trace_an': -2744}
-
id: 14045014
{'hecke_orbit_code': 134218190, 'n': 15, 'trace_an': -4914}
-
id: 14045015
{'hecke_orbit_code': 134218190, 'n': 16, 'trace_an': 4096}
-
id: 14045016
{'hecke_orbit_code': 134218190, 'n': 17, 'trace_an': 14738}
-
id: 14045017
{'hecke_orbit_code': 134218190, 'n': 18, 'trace_an': -5832}
-
id: 14045018
{'hecke_orbit_code': 134218190, 'n': 19, 'trace_an': 34516}
-
id: 14045019
{'hecke_orbit_code': 134218190, 'n': 20, 'trace_an': 11648}
-
id: 14045020
{'hecke_orbit_code': 134218190, 'n': 21, 'trace_an': -9261}
-
id: 14045021
{'hecke_orbit_code': 134218190, 'n': 22, 'trace_an': -10648}
-
id: 14045022
{'hecke_orbit_code': 134218190, 'n': 23, 'trace_an': 49816}
-
id: 14045023
{'hecke_orbit_code': 134218190, 'n': 24, 'trace_an': 13824}
-
id: 14045024
{'hecke_orbit_code': 134218190, 'n': 25, 'trace_an': -45001}
-
id: 14045025
{'hecke_orbit_code': 134218190, 'n': 26, 'trace_an': -110064}
-
id: 14045026
{'hecke_orbit_code': 134218190, 'n': 27, 'trace_an': -19683}
-
id: 14045027
{'hecke_orbit_code': 134218190, 'n': 28, 'trace_an': 21952}
-
id: 14045028
{'hecke_orbit_code': 134218190, 'n': 29, 'trace_an': 141174}
-
id: 14045029
{'hecke_orbit_code': 134218190, 'n': 30, 'trace_an': 39312}
-
id: 14045030
{'hecke_orbit_code': 134218190, 'n': 31, 'trace_an': -86112}
-
id: 14045031
{'hecke_orbit_code': 134218190, 'n': 32, 'trace_an': -32768}
-
id: 14045032
{'hecke_orbit_code': 134218190, 'n': 33, 'trace_an': -35937}
-
id: 14045033
{'hecke_orbit_code': 134218190, 'n': 34, 'trace_an': -117904}
-
id: 14045034
{'hecke_orbit_code': 134218190, 'n': 35, 'trace_an': 62426}
-
id: 14045035
{'hecke_orbit_code': 134218190, 'n': 36, 'trace_an': 46656}
-
id: 14045036
{'hecke_orbit_code': 134218190, 'n': 37, 'trace_an': 535038}
-
id: 14045037
{'hecke_orbit_code': 134218190, 'n': 38, 'trace_an': -276128}
-
id: 14045038
{'hecke_orbit_code': 134218190, 'n': 39, 'trace_an': -371466}
-
id: 14045039
{'hecke_orbit_code': 134218190, 'n': 40, 'trace_an': -93184}
-
id: 14045040
{'hecke_orbit_code': 134218190, 'n': 41, 'trace_an': 708282}
-
id: 14045041
{'hecke_orbit_code': 134218190, 'n': 42, 'trace_an': 74088}
-
id: 14045042
{'hecke_orbit_code': 134218190, 'n': 43, 'trace_an': 162292}
-
id: 14045043
{'hecke_orbit_code': 134218190, 'n': 44, 'trace_an': 85184}
-
id: 14045044
{'hecke_orbit_code': 134218190, 'n': 45, 'trace_an': 132678}
-
id: 14045045
{'hecke_orbit_code': 134218190, 'n': 46, 'trace_an': -398528}
-
id: 14045046
{'hecke_orbit_code': 134218190, 'n': 47, 'trace_an': 397296}
-
id: 14045047
{'hecke_orbit_code': 134218190, 'n': 48, 'trace_an': -110592}
-
id: 14045048
{'hecke_orbit_code': 134218190, 'n': 49, 'trace_an': 117649}
-
id: 14045049
{'hecke_orbit_code': 134218190, 'n': 50, 'trace_an': 360008}
-
id: 14045050
{'hecke_orbit_code': 134218190, 'n': 51, 'trace_an': -397926}
-
id: 14045051
{'hecke_orbit_code': 134218190, 'n': 52, 'trace_an': 880512}
-
id: 14045052
{'hecke_orbit_code': 134218190, 'n': 53, 'trace_an': 224798}
-
id: 14045053
{'hecke_orbit_code': 134218190, 'n': 54, 'trace_an': 157464}
-
id: 14045054
{'hecke_orbit_code': 134218190, 'n': 55, 'trace_an': 242242}
-
id: 14045055
{'hecke_orbit_code': 134218190, 'n': 56, 'trace_an': -175616}
-
id: 14045056
{'hecke_orbit_code': 134218190, 'n': 57, 'trace_an': -931932}
-
id: 14045057
{'hecke_orbit_code': 134218190, 'n': 58, 'trace_an': -1129392}
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id: 14045948
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id: 14045950
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id: 14045951
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id: 14045954
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id: 14045999
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