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{'Nk2': 18816, 'analytic_conductor': 91.8411974923318, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 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': [294, 1, [197, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 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, [165, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588518, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '294.8.a.b', 'level': 294, '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, 3, 7], 'level_radical': 42, 'minimal_twist': '42.8.e.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}-3^{3}q^{3}+2^{6}q^{4}-165q^{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': '294.8.a', 'trace_display': [-8, -27, -165, 0], 'trace_hash': 788808250626293730, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.990', 'prec': 17}, 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mf_hecke_nf • Show schema
Hide schema
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mf_newspaces • Show schema
Hide schema
{'ALdims': [7, 5, 6, 6, 6, 7, 7, 5], 'Nk2': 18816, 'analytic_conductor': 91.8411974923318, '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': [294, 1, [197, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 376, 'dim': 49, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134218022, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4], 'label': '294.8.a', 'level': 294, '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, 3, 7], 'level_radical': 42, 'mf_dim': 408, 'mf_new_dim': 49, 'num_forms': 27, 'plus_dim': 27, 'prim_orbit_index': 1, 'relative_dim': 49, 'sturm_bound': 448, 'trace_bound': 5, 'trace_display': [8, -27, -106, 0], 'traces': [49, 8, -27, 3136, -106, -216, 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mf_twists_nf • Show schema
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id: 228883
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '294.8.a.b', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '42.8.e.a', 'target_level': 42, 'twist_class_label': '42.8.e.a', 'twist_class_level': 42, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 228884
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '294.8.a.b', 'source_level': 294, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '126.8.g.b', 'target_level': 126, 'twist_class_label': '42.8.e.a', 'twist_class_level': 42, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 8}
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id: 228885
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '294.8.a.b', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '294.8.a.b', 'target_level': 294, 'twist_class_label': '42.8.e.a', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 228886
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '294.8.a.b', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '294.8.a.i', 'target_level': 294, 'twist_class_label': '42.8.e.a', 'twist_class_level': 42, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 228887
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '294.8.a.b', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '294.8.e.p', 'target_level': 294, 'twist_class_label': '42.8.e.a', 'twist_class_level': 42, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 660025
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 2}
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id: 660026
{'charpoly_factorization': [[[27, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 3}
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id: 660027
{'charpoly_factorization': [[[165, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 5}
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id: 660028
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 7}
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id: 660029
{'charpoly_factorization': [[[2055, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 11}
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id: 660030
{'charpoly_factorization': [[[2720, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 13}
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id: 660031
{'charpoly_factorization': [[[-15708, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 17}
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id: 660032
{'charpoly_factorization': [[[6752, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 19}
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id: 660033
{'charpoly_factorization': [[[-30828, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 23}
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id: 660034
{'charpoly_factorization': [[[118305, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 29}
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id: 660035
{'charpoly_factorization': [[[-147517, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 31}
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id: 660036
{'charpoly_factorization': [[[-311732, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 37}
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id: 660037
{'charpoly_factorization': [[[-491400, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 41}
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id: 660038
{'charpoly_factorization': [[[577174, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 43}
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id: 660039
{'charpoly_factorization': [[[-854862, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 47}
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id: 660040
{'charpoly_factorization': [[[-1166883, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 53}
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id: 660041
{'charpoly_factorization': [[[-167079, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 59}
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id: 660042
{'charpoly_factorization': [[[1027274, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 61}
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id: 660043
{'charpoly_factorization': [[[3268114, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 67}
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id: 660044
{'charpoly_factorization': [[[-3046842, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 71}
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id: 660045
{'charpoly_factorization': [[[-3209110, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 73}
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id: 660046
{'charpoly_factorization': [[[-7127987, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 79}
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id: 660047
{'charpoly_factorization': [[[4365909, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 83}
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id: 660048
{'charpoly_factorization': [[[-11996214, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 89}
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id: 660049
{'charpoly_factorization': [[[13343639, 1], 1]], 'hecke_orbit_code': 4503599761588518, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '294.8.a.b', 'level': 294, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 19597230
{'hecke_orbit_code': 4503599761588518, 'n': 1, 'trace_an': 1}
-
id: 19597231
{'hecke_orbit_code': 4503599761588518, 'n': 2, 'trace_an': -8}
-
id: 19597232
{'hecke_orbit_code': 4503599761588518, 'n': 3, 'trace_an': -27}
-
id: 19597233
{'hecke_orbit_code': 4503599761588518, 'n': 4, 'trace_an': 64}
-
id: 19597234
{'hecke_orbit_code': 4503599761588518, 'n': 5, 'trace_an': -165}
-
id: 19597235
{'hecke_orbit_code': 4503599761588518, 'n': 6, 'trace_an': 216}
-
id: 19597236
{'hecke_orbit_code': 4503599761588518, 'n': 7, 'trace_an': 0}
-
id: 19597237
{'hecke_orbit_code': 4503599761588518, 'n': 8, 'trace_an': -512}
-
id: 19597238
{'hecke_orbit_code': 4503599761588518, 'n': 9, 'trace_an': 729}
-
id: 19597239
{'hecke_orbit_code': 4503599761588518, 'n': 10, 'trace_an': 1320}
-
id: 19597240
{'hecke_orbit_code': 4503599761588518, 'n': 11, 'trace_an': -2055}
-
id: 19597241
{'hecke_orbit_code': 4503599761588518, 'n': 12, 'trace_an': -1728}
-
id: 19597242
{'hecke_orbit_code': 4503599761588518, 'n': 13, 'trace_an': -2720}
-
id: 19597243
{'hecke_orbit_code': 4503599761588518, 'n': 14, 'trace_an': 0}
-
id: 19597244
{'hecke_orbit_code': 4503599761588518, 'n': 15, 'trace_an': 4455}
-
id: 19597245
{'hecke_orbit_code': 4503599761588518, 'n': 16, 'trace_an': 4096}
-
id: 19597246
{'hecke_orbit_code': 4503599761588518, 'n': 17, 'trace_an': 15708}
-
id: 19597247
{'hecke_orbit_code': 4503599761588518, 'n': 18, 'trace_an': -5832}
-
id: 19597248
{'hecke_orbit_code': 4503599761588518, 'n': 19, 'trace_an': -6752}
-
id: 19597249
{'hecke_orbit_code': 4503599761588518, 'n': 20, 'trace_an': -10560}
-
id: 19597250
{'hecke_orbit_code': 4503599761588518, 'n': 21, 'trace_an': 0}
-
id: 19597251
{'hecke_orbit_code': 4503599761588518, 'n': 22, 'trace_an': 16440}
-
id: 19597252
{'hecke_orbit_code': 4503599761588518, 'n': 23, 'trace_an': 30828}
-
id: 19597253
{'hecke_orbit_code': 4503599761588518, 'n': 24, 'trace_an': 13824}
-
id: 19597254
{'hecke_orbit_code': 4503599761588518, 'n': 25, 'trace_an': -50900}
-
id: 19597255
{'hecke_orbit_code': 4503599761588518, 'n': 26, 'trace_an': 21760}
-
id: 19597256
{'hecke_orbit_code': 4503599761588518, 'n': 27, 'trace_an': -19683}
-
id: 19597257
{'hecke_orbit_code': 4503599761588518, 'n': 28, 'trace_an': 0}
-
id: 19597258
{'hecke_orbit_code': 4503599761588518, 'n': 29, 'trace_an': -118305}
-
id: 19597259
{'hecke_orbit_code': 4503599761588518, 'n': 30, 'trace_an': -35640}
-
id: 19597260
{'hecke_orbit_code': 4503599761588518, 'n': 31, 'trace_an': 147517}
-
id: 19597261
{'hecke_orbit_code': 4503599761588518, 'n': 32, 'trace_an': -32768}
-
id: 19597262
{'hecke_orbit_code': 4503599761588518, 'n': 33, 'trace_an': 55485}
-
id: 19597263
{'hecke_orbit_code': 4503599761588518, 'n': 34, 'trace_an': -125664}
-
id: 19597264
{'hecke_orbit_code': 4503599761588518, 'n': 35, 'trace_an': 0}
-
id: 19597265
{'hecke_orbit_code': 4503599761588518, 'n': 36, 'trace_an': 46656}
-
id: 19597266
{'hecke_orbit_code': 4503599761588518, 'n': 37, 'trace_an': 311732}
-
id: 19597267
{'hecke_orbit_code': 4503599761588518, 'n': 38, 'trace_an': 54016}
-
id: 19597268
{'hecke_orbit_code': 4503599761588518, 'n': 39, 'trace_an': 73440}
-
id: 19597269
{'hecke_orbit_code': 4503599761588518, 'n': 40, 'trace_an': 84480}
-
id: 19597270
{'hecke_orbit_code': 4503599761588518, 'n': 41, 'trace_an': 491400}
-
id: 19597271
{'hecke_orbit_code': 4503599761588518, 'n': 42, 'trace_an': 0}
-
id: 19597272
{'hecke_orbit_code': 4503599761588518, 'n': 43, 'trace_an': -577174}
-
id: 19597273
{'hecke_orbit_code': 4503599761588518, 'n': 44, 'trace_an': -131520}
-
id: 19597274
{'hecke_orbit_code': 4503599761588518, 'n': 45, 'trace_an': -120285}
-
id: 19597275
{'hecke_orbit_code': 4503599761588518, 'n': 46, 'trace_an': -246624}
-
id: 19597276
{'hecke_orbit_code': 4503599761588518, 'n': 47, 'trace_an': 854862}
-
id: 19597277
{'hecke_orbit_code': 4503599761588518, 'n': 48, 'trace_an': -110592}
-
id: 19597278
{'hecke_orbit_code': 4503599761588518, 'n': 49, 'trace_an': 0}
-
id: 19597279
{'hecke_orbit_code': 4503599761588518, 'n': 50, 'trace_an': 407200}
-
id: 19597280
{'hecke_orbit_code': 4503599761588518, 'n': 51, 'trace_an': -424116}
-
id: 19597281
{'hecke_orbit_code': 4503599761588518, 'n': 52, 'trace_an': -174080}
-
id: 19597282
{'hecke_orbit_code': 4503599761588518, 'n': 53, 'trace_an': 1166883}
-
id: 19597283
{'hecke_orbit_code': 4503599761588518, 'n': 54, 'trace_an': 157464}
-
id: 19597284
{'hecke_orbit_code': 4503599761588518, 'n': 55, 'trace_an': 339075}
-
id: 19597285
{'hecke_orbit_code': 4503599761588518, 'n': 56, 'trace_an': 0}
-
id: 19597286
{'hecke_orbit_code': 4503599761588518, 'n': 57, 'trace_an': 182304}
-
id: 19597287
{'hecke_orbit_code': 4503599761588518, 'n': 58, 'trace_an': 946440}
-
id: 19597288
{'hecke_orbit_code': 4503599761588518, 'n': 59, 'trace_an': 167079}
-
id: 19597289
{'hecke_orbit_code': 4503599761588518, 'n': 60, 'trace_an': 285120}
-
id: 19597290
{'hecke_orbit_code': 4503599761588518, 'n': 61, 'trace_an': -1027274}
-
id: 19597291
{'hecke_orbit_code': 4503599761588518, 'n': 62, 'trace_an': -1180136}
-
id: 19597292
{'hecke_orbit_code': 4503599761588518, 'n': 63, 'trace_an': 0}
-
id: 19597293
{'hecke_orbit_code': 4503599761588518, 'n': 64, 'trace_an': 262144}
-
id: 19597294
{'hecke_orbit_code': 4503599761588518, 'n': 65, 'trace_an': 448800}
-
id: 19597295
{'hecke_orbit_code': 4503599761588518, 'n': 66, 'trace_an': -443880}
-
id: 19597296
{'hecke_orbit_code': 4503599761588518, 'n': 67, 'trace_an': -3268114}
-
id: 19597297
{'hecke_orbit_code': 4503599761588518, 'n': 68, 'trace_an': 1005312}
-
id: 19597298
{'hecke_orbit_code': 4503599761588518, 'n': 69, 'trace_an': -832356}
-
id: 19597299
{'hecke_orbit_code': 4503599761588518, 'n': 70, 'trace_an': 0}
-
id: 19597300
{'hecke_orbit_code': 4503599761588518, 'n': 71, 'trace_an': 3046842}
-
id: 19597301
{'hecke_orbit_code': 4503599761588518, 'n': 72, 'trace_an': -373248}
-
id: 19597302
{'hecke_orbit_code': 4503599761588518, 'n': 73, 'trace_an': 3209110}
-
id: 19597303
{'hecke_orbit_code': 4503599761588518, 'n': 74, 'trace_an': -2493856}
-
id: 19597304
{'hecke_orbit_code': 4503599761588518, 'n': 75, 'trace_an': 1374300}
-
id: 19597305
{'hecke_orbit_code': 4503599761588518, 'n': 76, 'trace_an': -432128}
-
id: 19597306
{'hecke_orbit_code': 4503599761588518, 'n': 77, 'trace_an': 0}
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