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{'Nk2': 4320, 'analytic_conductor': 23.050295416787666, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, -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': [30, 1, [11, 7], [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': [[7, [-56672, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199456067614, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '30.12.a.c', 'level': 30, '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': True, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '30.12.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{5}q^{2}+3^{5}q^{3}+2^{10}q^{4}+5^{5}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '30.12.a', 'trace_display': [-32, 243, 3125, 56672], 'trace_hash': 1158132684208112109, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.044', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.087', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.994', 'prec': 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-
mf_hecke_nf • Show schema
Hide schema
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-
mf_newspaces • Show schema
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{'ALdims': [1, 1, 0, 1, 1, 1, 1, 0], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [8, 6, 7, 7, 7, 6, 7, 8], 'Nk2': 4320, 'analytic_conductor': 23.050295416787666, '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': [30, 1, [11, 7], [1, 1]], 'conrey_index': 1, 'cusp_dim': 62, 'dim': 6, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 201326622, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1], 'label': '30.12.a', 'level': 30, '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': True, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 70, 'mf_new_dim': 6, 'num_forms': 6, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 72, 'trace_bound': 5, 'trace_display': [0, -486, 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mf_twists_nf • Show schema
Hide schema
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id: 24291
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '30.12.a.c', 'source_level': 30, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '30.12.a.c', 'target_level': 30, 'twist_class_label': '30.12.a.c', 'twist_class_level': 30, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 24292
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '30.12.a.c', 'source_level': 30, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '90.12.a.i', 'target_level': 90, 'twist_class_label': '30.12.a.c', 'twist_class_level': 30, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 24293
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '30.12.a.c', 'source_level': 30, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '150.12.a.e', 'target_level': 150, 'twist_class_label': '30.12.a.c', 'twist_class_level': 30, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 24294
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '30.12.a.c', 'source_level': 30, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '150.12.c.d', 'target_level': 150, 'twist_class_label': '30.12.a.c', 'twist_class_level': 30, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 24295
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '30.12.a.c', 'source_level': 30, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '240.12.a.b', 'target_level': 240, 'twist_class_label': '30.12.a.c', 'twist_class_level': 30, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 110825
{'charpoly_factorization': [[[32, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 2}
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id: 110826
{'charpoly_factorization': [[[-243, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 3}
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id: 110827
{'charpoly_factorization': [[[-3125, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 5}
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id: 110828
{'charpoly_factorization': [[[-56672, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 7}
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id: 110829
{'charpoly_factorization': [[[-200100, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 11}
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id: 110830
{'charpoly_factorization': [[[-6686, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 13}
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id: 110831
{'charpoly_factorization': [[[8416758, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 17}
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id: 110832
{'charpoly_factorization': [[[832396, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 19}
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id: 110833
{'charpoly_factorization': [[[-33264000, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 23}
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id: 110834
{'charpoly_factorization': [[[-134920806, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 29}
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id: 110835
{'charpoly_factorization': [[[-238950008, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 31}
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id: 110836
{'charpoly_factorization': [[[-473431814, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 37}
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id: 110837
{'charpoly_factorization': [[[1183674006, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 41}
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id: 110838
{'charpoly_factorization': [[[-375190628, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 43}
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id: 110839
{'charpoly_factorization': [[[-1557840600, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 47}
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id: 110840
{'charpoly_factorization': [[[1695249858, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 53}
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id: 110841
{'charpoly_factorization': [[[2239457100, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 59}
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id: 110842
{'charpoly_factorization': [[[-6910588790, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 61}
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id: 110843
{'charpoly_factorization': [[[-7738201772, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 67}
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id: 110844
{'charpoly_factorization': [[[24442024200, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 71}
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id: 110845
{'charpoly_factorization': [[[14914113814, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 73}
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id: 110846
{'charpoly_factorization': [[[-27081567992, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 79}
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id: 110847
{'charpoly_factorization': [[[-27364114716, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 83}
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id: 110848
{'charpoly_factorization': [[[-11710977882, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 89}
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id: 110849
{'charpoly_factorization': [[[-93415768514, 1], 1]], 'hecke_orbit_code': 9007199456067614, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '30.12.a.c', 'level': 30, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 29259241
{'hecke_orbit_code': 9007199456067614, 'n': 1, 'trace_an': 1}
-
id: 29259242
{'hecke_orbit_code': 9007199456067614, 'n': 2, 'trace_an': -32}
-
id: 29259243
{'hecke_orbit_code': 9007199456067614, 'n': 3, 'trace_an': 243}
-
id: 29259244
{'hecke_orbit_code': 9007199456067614, 'n': 4, 'trace_an': 1024}
-
id: 29259245
{'hecke_orbit_code': 9007199456067614, 'n': 5, 'trace_an': 3125}
-
id: 29259246
{'hecke_orbit_code': 9007199456067614, 'n': 6, 'trace_an': -7776}
-
id: 29259247
{'hecke_orbit_code': 9007199456067614, 'n': 7, 'trace_an': 56672}
-
id: 29259248
{'hecke_orbit_code': 9007199456067614, 'n': 8, 'trace_an': -32768}
-
id: 29259249
{'hecke_orbit_code': 9007199456067614, 'n': 9, 'trace_an': 59049}
-
id: 29259250
{'hecke_orbit_code': 9007199456067614, 'n': 10, 'trace_an': -100000}
-
id: 29259251
{'hecke_orbit_code': 9007199456067614, 'n': 11, 'trace_an': 200100}
-
id: 29259252
{'hecke_orbit_code': 9007199456067614, 'n': 12, 'trace_an': 248832}
-
id: 29259253
{'hecke_orbit_code': 9007199456067614, 'n': 13, 'trace_an': 6686}
-
id: 29259254
{'hecke_orbit_code': 9007199456067614, 'n': 14, 'trace_an': -1813504}
-
id: 29259255
{'hecke_orbit_code': 9007199456067614, 'n': 15, 'trace_an': 759375}
-
id: 29259256
{'hecke_orbit_code': 9007199456067614, 'n': 16, 'trace_an': 1048576}
-
id: 29259257
{'hecke_orbit_code': 9007199456067614, 'n': 17, 'trace_an': -8416758}
-
id: 29259258
{'hecke_orbit_code': 9007199456067614, 'n': 18, 'trace_an': -1889568}
-
id: 29259259
{'hecke_orbit_code': 9007199456067614, 'n': 19, 'trace_an': -832396}
-
id: 29259260
{'hecke_orbit_code': 9007199456067614, 'n': 20, 'trace_an': 3200000}
-
id: 29259261
{'hecke_orbit_code': 9007199456067614, 'n': 21, 'trace_an': 13771296}
-
id: 29259262
{'hecke_orbit_code': 9007199456067614, 'n': 22, 'trace_an': -6403200}
-
id: 29259263
{'hecke_orbit_code': 9007199456067614, 'n': 23, 'trace_an': 33264000}
-
id: 29259264
{'hecke_orbit_code': 9007199456067614, 'n': 24, 'trace_an': -7962624}
-
id: 29259265
{'hecke_orbit_code': 9007199456067614, 'n': 25, 'trace_an': 9765625}
-
id: 29259266
{'hecke_orbit_code': 9007199456067614, 'n': 26, 'trace_an': -213952}
-
id: 29259267
{'hecke_orbit_code': 9007199456067614, 'n': 27, 'trace_an': 14348907}
-
id: 29259268
{'hecke_orbit_code': 9007199456067614, 'n': 28, 'trace_an': 58032128}
-
id: 29259269
{'hecke_orbit_code': 9007199456067614, 'n': 29, 'trace_an': 134920806}
-
id: 29259270
{'hecke_orbit_code': 9007199456067614, 'n': 30, 'trace_an': -24300000}
-
id: 29259271
{'hecke_orbit_code': 9007199456067614, 'n': 31, 'trace_an': 238950008}
-
id: 29259272
{'hecke_orbit_code': 9007199456067614, 'n': 32, 'trace_an': -33554432}
-
id: 29259273
{'hecke_orbit_code': 9007199456067614, 'n': 33, 'trace_an': 48624300}
-
id: 29259274
{'hecke_orbit_code': 9007199456067614, 'n': 34, 'trace_an': 269336256}
-
id: 29259275
{'hecke_orbit_code': 9007199456067614, 'n': 35, 'trace_an': 177100000}
-
id: 29259276
{'hecke_orbit_code': 9007199456067614, 'n': 36, 'trace_an': 60466176}
-
id: 29259277
{'hecke_orbit_code': 9007199456067614, 'n': 37, 'trace_an': 473431814}
-
id: 29259278
{'hecke_orbit_code': 9007199456067614, 'n': 38, 'trace_an': 26636672}
-
id: 29259279
{'hecke_orbit_code': 9007199456067614, 'n': 39, 'trace_an': 1624698}
-
id: 29259280
{'hecke_orbit_code': 9007199456067614, 'n': 40, 'trace_an': -102400000}
-
id: 29259281
{'hecke_orbit_code': 9007199456067614, 'n': 41, 'trace_an': -1183674006}
-
id: 29259282
{'hecke_orbit_code': 9007199456067614, 'n': 42, 'trace_an': -440681472}
-
id: 29259283
{'hecke_orbit_code': 9007199456067614, 'n': 43, 'trace_an': 375190628}
-
id: 29259284
{'hecke_orbit_code': 9007199456067614, 'n': 44, 'trace_an': 204902400}
-
id: 29259285
{'hecke_orbit_code': 9007199456067614, 'n': 45, 'trace_an': 184528125}
-
id: 29259286
{'hecke_orbit_code': 9007199456067614, 'n': 46, 'trace_an': -1064448000}
-
id: 29259287
{'hecke_orbit_code': 9007199456067614, 'n': 47, 'trace_an': 1557840600}
-
id: 29259288
{'hecke_orbit_code': 9007199456067614, 'n': 48, 'trace_an': 254803968}
-
id: 29259289
{'hecke_orbit_code': 9007199456067614, 'n': 49, 'trace_an': 1234388841}
-
id: 29259290
{'hecke_orbit_code': 9007199456067614, 'n': 50, 'trace_an': -312500000}
-
id: 29259291
{'hecke_orbit_code': 9007199456067614, 'n': 51, 'trace_an': -2045272194}
-
id: 29259292
{'hecke_orbit_code': 9007199456067614, 'n': 52, 'trace_an': 6846464}
-
id: 29259293
{'hecke_orbit_code': 9007199456067614, 'n': 53, 'trace_an': -1695249858}
-
id: 29259294
{'hecke_orbit_code': 9007199456067614, 'n': 54, 'trace_an': -459165024}
-
id: 29259295
{'hecke_orbit_code': 9007199456067614, 'n': 55, 'trace_an': 625312500}
-
id: 29259296
{'hecke_orbit_code': 9007199456067614, 'n': 56, 'trace_an': -1857028096}
-
id: 29259297
{'hecke_orbit_code': 9007199456067614, 'n': 57, 'trace_an': -202272228}
-
id: 29259298
{'hecke_orbit_code': 9007199456067614, 'n': 58, 'trace_an': -4317465792}
-
id: 29259299
{'hecke_orbit_code': 9007199456067614, 'n': 59, 'trace_an': -2239457100}
-
id: 29259300
{'hecke_orbit_code': 9007199456067614, 'n': 60, 'trace_an': 777600000}
-
id: 29259301
{'hecke_orbit_code': 9007199456067614, 'n': 61, 'trace_an': 6910588790}
-
id: 29259302
{'hecke_orbit_code': 9007199456067614, 'n': 62, 'trace_an': -7646400256}
-
id: 29259303
{'hecke_orbit_code': 9007199456067614, 'n': 63, 'trace_an': 3346424928}
-
id: 29259304
{'hecke_orbit_code': 9007199456067614, 'n': 64, 'trace_an': 1073741824}
-
id: 29259305
{'hecke_orbit_code': 9007199456067614, 'n': 65, 'trace_an': 20893750}
-
id: 29259306
{'hecke_orbit_code': 9007199456067614, 'n': 66, 'trace_an': -1555977600}
-
id: 29259307
{'hecke_orbit_code': 9007199456067614, 'n': 67, 'trace_an': 7738201772}
-
id: 29259308
{'hecke_orbit_code': 9007199456067614, 'n': 68, 'trace_an': -8618760192}
-
id: 29259309
{'hecke_orbit_code': 9007199456067614, 'n': 69, 'trace_an': 8083152000}
-
id: 29259310
{'hecke_orbit_code': 9007199456067614, 'n': 70, 'trace_an': -5667200000}
-
id: 29259311
{'hecke_orbit_code': 9007199456067614, 'n': 71, 'trace_an': -24442024200}
-
id: 29259312
{'hecke_orbit_code': 9007199456067614, 'n': 72, 'trace_an': -1934917632}
-
id: 29259313
{'hecke_orbit_code': 9007199456067614, 'n': 73, 'trace_an': -14914113814}
-
id: 29259314
{'hecke_orbit_code': 9007199456067614, 'n': 74, 'trace_an': -15149818048}
-
id: 29259315
{'hecke_orbit_code': 9007199456067614, 'n': 75, 'trace_an': 2373046875}
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