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{'Nk2': 4968, 'analytic_conductor': 22.13296713419133, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [23, -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': [138, 1, [47, 97], [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, [10, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404426, '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': '138.6.a.c', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'minimal_twist': '138.6.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}-9q^{3}+2^{4}q^{4}-10q^{5}-6^{2}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '138.6.a', 'trace_display': [4, -9, -10, -8], 'trace_hash': 1879239751795224548, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.066', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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[-382644362], [-206007408], [240796292], [-750012374], [-240231402], [-86725636], [-109342374], [-226050876], [713390088]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199355404426, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '138.6.a.c', 'level': 138, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [23, 1]], 1, 1], [[[2, -1], [3, -1], [23, -1]], 4, 1], [[[2, 1], [3, -1], [23, 1]], 3, 1], [[[2, 1], [3, 1], [23, 1]], 3, 1], [[[2, 1], [3, -1], [23, -1]], 2, 1], [[[2, -1], [3, 1], [23, -1]], 1, 1], [[[2, -1], [3, 1], [23, 1]], 2, 1], [[[2, 1], [3, 1], [23, -1]], 2, 2]], 'ALdims': [3, 2, 3, 2, 2, 1, 1, 4], 'Nk2': 4968, 'analytic_conductor': 22.13296713419133, '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': [138, 1, [47, 97], [1, 1]], 'conrey_index': 1, 'cusp_dim': 116, 'dim': 18, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 100663434, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 3, 3, 4], 'label': '138.6.a', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 124, 'mf_new_dim': 18, 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mf_twists_nf • Show schema
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id: 117207
{'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': '138.6.a.c', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '138.6.a.c', 'target_level': 138, 'twist_class_label': '138.6.a.c', 'twist_class_level': 138, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 117208
{'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': '138.6.a.c', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '414.6.a.a', 'target_level': 414, 'twist_class_label': '138.6.a.c', 'twist_class_level': 138, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 117209
{'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': '138.6.a.c', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1104.6.a.d', 'target_level': 1104, 'twist_class_label': '138.6.a.c', 'twist_class_level': 138, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 375350
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 2}
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id: 375351
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 3}
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id: 375352
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 5}
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id: 375353
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 7}
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id: 375354
{'charpoly_factorization': [[[300, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 11}
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id: 375355
{'charpoly_factorization': [[[-142, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 13}
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id: 375356
{'charpoly_factorization': [[[1110, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 17}
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id: 375357
{'charpoly_factorization': [[[1548, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 19}
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id: 375358
{'charpoly_factorization': [[[-529, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 23}
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id: 375359
{'charpoly_factorization': [[[8106, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 29}
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id: 375360
{'charpoly_factorization': [[[-1736, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 31}
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id: 375361
{'charpoly_factorization': [[[-3030, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 37}
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id: 375362
{'charpoly_factorization': [[[14086, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 41}
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id: 375363
{'charpoly_factorization': [[[12228, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 43}
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id: 375364
{'charpoly_factorization': [[[-80, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 47}
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id: 375365
{'charpoly_factorization': [[[-23782, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 53}
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id: 375366
{'charpoly_factorization': [[[-19092, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 59}
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id: 375367
{'charpoly_factorization': [[[-34030, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 61}
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id: 375368
{'charpoly_factorization': [[[-10884, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 67}
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id: 375369
{'charpoly_factorization': [[[13560, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 71}
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id: 375370
{'charpoly_factorization': [[[20278, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 73}
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id: 375371
{'charpoly_factorization': [[[-16320, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 79}
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id: 375372
{'charpoly_factorization': [[[10100, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 83}
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id: 375373
{'charpoly_factorization': [[[-17682, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 89}
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id: 375374
{'charpoly_factorization': [[[-48690, 1], 1]], 'hecke_orbit_code': 9007199355404426, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '138.6.a.c', 'level': 138, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 111852000
{'hecke_orbit_code': 9007199355404426, 'n': 1, 'trace_an': 1}
-
id: 111852001
{'hecke_orbit_code': 9007199355404426, 'n': 2, 'trace_an': 4}
-
id: 111852002
{'hecke_orbit_code': 9007199355404426, 'n': 3, 'trace_an': -9}
-
id: 111852003
{'hecke_orbit_code': 9007199355404426, 'n': 4, 'trace_an': 16}
-
id: 111852004
{'hecke_orbit_code': 9007199355404426, 'n': 5, 'trace_an': -10}
-
id: 111852005
{'hecke_orbit_code': 9007199355404426, 'n': 6, 'trace_an': -36}
-
id: 111852006
{'hecke_orbit_code': 9007199355404426, 'n': 7, 'trace_an': -8}
-
id: 111852007
{'hecke_orbit_code': 9007199355404426, 'n': 8, 'trace_an': 64}
-
id: 111852008
{'hecke_orbit_code': 9007199355404426, 'n': 9, 'trace_an': 81}
-
id: 111852009
{'hecke_orbit_code': 9007199355404426, 'n': 10, 'trace_an': -40}
-
id: 111852010
{'hecke_orbit_code': 9007199355404426, 'n': 11, 'trace_an': -300}
-
id: 111852011
{'hecke_orbit_code': 9007199355404426, 'n': 12, 'trace_an': -144}
-
id: 111852012
{'hecke_orbit_code': 9007199355404426, 'n': 13, 'trace_an': 142}
-
id: 111852013
{'hecke_orbit_code': 9007199355404426, 'n': 14, 'trace_an': -32}
-
id: 111852014
{'hecke_orbit_code': 9007199355404426, 'n': 15, 'trace_an': 90}
-
id: 111852015
{'hecke_orbit_code': 9007199355404426, 'n': 16, 'trace_an': 256}
-
id: 111852016
{'hecke_orbit_code': 9007199355404426, 'n': 17, 'trace_an': -1110}
-
id: 111852017
{'hecke_orbit_code': 9007199355404426, 'n': 18, 'trace_an': 324}
-
id: 111852018
{'hecke_orbit_code': 9007199355404426, 'n': 19, 'trace_an': -1548}
-
id: 111852019
{'hecke_orbit_code': 9007199355404426, 'n': 20, 'trace_an': -160}
-
id: 111852020
{'hecke_orbit_code': 9007199355404426, 'n': 21, 'trace_an': 72}
-
id: 111852021
{'hecke_orbit_code': 9007199355404426, 'n': 22, 'trace_an': -1200}
-
id: 111852022
{'hecke_orbit_code': 9007199355404426, 'n': 23, 'trace_an': 529}
-
id: 111852023
{'hecke_orbit_code': 9007199355404426, 'n': 24, 'trace_an': -576}
-
id: 111852024
{'hecke_orbit_code': 9007199355404426, 'n': 25, 'trace_an': -3025}
-
id: 111852025
{'hecke_orbit_code': 9007199355404426, 'n': 26, 'trace_an': 568}
-
id: 111852026
{'hecke_orbit_code': 9007199355404426, 'n': 27, 'trace_an': -729}
-
id: 111852027
{'hecke_orbit_code': 9007199355404426, 'n': 28, 'trace_an': -128}
-
id: 111852028
{'hecke_orbit_code': 9007199355404426, 'n': 29, 'trace_an': -8106}
-
id: 111852029
{'hecke_orbit_code': 9007199355404426, 'n': 30, 'trace_an': 360}
-
id: 111852030
{'hecke_orbit_code': 9007199355404426, 'n': 31, 'trace_an': 1736}
-
id: 111852031
{'hecke_orbit_code': 9007199355404426, 'n': 32, 'trace_an': 1024}
-
id: 111852032
{'hecke_orbit_code': 9007199355404426, 'n': 33, 'trace_an': 2700}
-
id: 111852033
{'hecke_orbit_code': 9007199355404426, 'n': 34, 'trace_an': -4440}
-
id: 111852034
{'hecke_orbit_code': 9007199355404426, 'n': 35, 'trace_an': 80}
-
id: 111852035
{'hecke_orbit_code': 9007199355404426, 'n': 36, 'trace_an': 1296}
-
id: 111852036
{'hecke_orbit_code': 9007199355404426, 'n': 37, 'trace_an': 3030}
-
id: 111852037
{'hecke_orbit_code': 9007199355404426, 'n': 38, 'trace_an': -6192}
-
id: 111852038
{'hecke_orbit_code': 9007199355404426, 'n': 39, 'trace_an': -1278}
-
id: 111852039
{'hecke_orbit_code': 9007199355404426, 'n': 40, 'trace_an': -640}
-
id: 111852040
{'hecke_orbit_code': 9007199355404426, 'n': 41, 'trace_an': -14086}
-
id: 111852041
{'hecke_orbit_code': 9007199355404426, 'n': 42, 'trace_an': 288}
-
id: 111852042
{'hecke_orbit_code': 9007199355404426, 'n': 43, 'trace_an': -12228}
-
id: 111852043
{'hecke_orbit_code': 9007199355404426, 'n': 44, 'trace_an': -4800}
-
id: 111852044
{'hecke_orbit_code': 9007199355404426, 'n': 45, 'trace_an': -810}
-
id: 111852045
{'hecke_orbit_code': 9007199355404426, 'n': 46, 'trace_an': 2116}
-
id: 111852046
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id: 111852986
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id: 111852989
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id: 111852990
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id: 111852991
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id: 111852992
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id: 111852993
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id: 111852994
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id: 111852995
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id: 111852996
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id: 111852997
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id: 111852998
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id: 111852999
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