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{'Nk2': 23232, 'analytic_conductor': 134.14912525778982, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [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, [23245050, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 369098800, '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': False, 'label': '48.22.a.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.22.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{10}q^{3}-23245050q^{5}+1322977768q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.22.a', 'trace_display': [0, -59049, -23245050, 1322977768], 'trace_hash': 1635823231981007693, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 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mf_hecke_nf • Show schema
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'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 369098800, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '48.22.a.a', 'level': 48, 'maxp': 2999, 'weight': 22}
-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, -1], [3, -1]], 5, 4], [[[2, 1], [3, -1]], 6, 2], [[[2, -1], [3, 1]], 5, 4], [[[2, 1], [3, 1]], 5, 2]], 'ALdims': [5, 6, 5, 5], 'Nk2': 23232, 'analytic_conductor': 134.14912525778982, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 162, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3], 'label': '48.22.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 174, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 176, 'trace_bound': 5, 'trace_display': [0, 59049, 20783558, 3921376], 'traces': [21, 0, 59049, 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mf_twists_nf • Show schema
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id: 39469
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '48.22.a.a', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '6.22.a.c', 'target_level': 6, 'twist_class_label': '6.22.a.c', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 39470
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '48.22.a.a', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '18.22.a.c', 'target_level': 18, 'twist_class_label': '6.22.a.c', 'twist_class_level': 6, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 39471
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '48.22.a.a', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '48.22.a.a', 'target_level': 48, 'twist_class_label': '6.22.a.c', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
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mf_hecke_charpolys • Show schema
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id: 161500
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 2}
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id: 161501
{'charpoly_factorization': [[[59049, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 3}
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id: 161502
{'charpoly_factorization': [[[23245050, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 5}
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id: 161503
{'charpoly_factorization': [[[-1322977768, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 7}
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id: 161504
{'charpoly_factorization': [[[-109174443828, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 11}
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id: 161505
{'charpoly_factorization': [[[-468325115966, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 13}
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id: 161506
{'charpoly_factorization': [[[-2654798072562, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 17}
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id: 161507
{'charpoly_factorization': [[[-43712786306860, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 19}
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id: 161508
{'charpoly_factorization': [[[-216861233964744, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 23}
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id: 161509
{'charpoly_factorization': [[[-2535247265345310, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 29}
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id: 161510
{'charpoly_factorization': [[[5132915444930672, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 31}
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id: 161511
{'charpoly_factorization': [[[8126962096433578, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 37}
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id: 161512
{'charpoly_factorization': [[[28546174551317718, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 41}
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id: 161513
{'charpoly_factorization': [[[60426656396902316, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 43}
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id: 161514
{'charpoly_factorization': [[[-316578527337771888, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 47}
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id: 161515
{'charpoly_factorization': [[[-237962956198086486, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 53}
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id: 161516
{'charpoly_factorization': [[[-1932323017293179940, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 59}
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id: 161517
{'charpoly_factorization': [[[5540333075504971378, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 61}
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id: 161518
{'charpoly_factorization': [[[19977690098489923172, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 67}
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id: 161519
{'charpoly_factorization': [[[-43257338948428460568, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 71}
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id: 161520
{'charpoly_factorization': [[[-1683404149334166506, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 73}
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id: 161521
{'charpoly_factorization': [[[159081535530354452960, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 79}
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id: 161522
{'charpoly_factorization': [[[-265853420659068579564, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 83}
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id: 161523
{'charpoly_factorization': [[[17496064778396968710, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 89}
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id: 161524
{'charpoly_factorization': [[[361656712539028124638, 1], 1]], 'hecke_orbit_code': 369098800, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '48.22.a.a', 'level': 48, 'portrait': 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', 'weight': 22}
-
mf_hecke_traces • Show schema
Hide schema
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id: 15513000
{'hecke_orbit_code': 369098800, 'n': 1, 'trace_an': 1}
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id: 15513001
{'hecke_orbit_code': 369098800, 'n': 2, 'trace_an': 0}
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id: 15513002
{'hecke_orbit_code': 369098800, 'n': 3, 'trace_an': -59049}
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id: 15513003
{'hecke_orbit_code': 369098800, 'n': 4, 'trace_an': 0}
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id: 15513004
{'hecke_orbit_code': 369098800, 'n': 5, 'trace_an': -23245050}
-
id: 15513005
{'hecke_orbit_code': 369098800, 'n': 6, 'trace_an': 0}
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id: 15513006
{'hecke_orbit_code': 369098800, 'n': 7, 'trace_an': 1322977768}
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id: 15513007
{'hecke_orbit_code': 369098800, 'n': 8, 'trace_an': 0}
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id: 15513008
{'hecke_orbit_code': 369098800, 'n': 9, 'trace_an': 3486784401}
-
id: 15513009
{'hecke_orbit_code': 369098800, 'n': 10, 'trace_an': 0}
-
id: 15513010
{'hecke_orbit_code': 369098800, 'n': 11, 'trace_an': 109174443828}
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id: 15513011
{'hecke_orbit_code': 369098800, 'n': 12, 'trace_an': 0}
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id: 15513012
{'hecke_orbit_code': 369098800, 'n': 13, 'trace_an': 468325115966}
-
id: 15513013
{'hecke_orbit_code': 369098800, 'n': 14, 'trace_an': 0}
-
id: 15513014
{'hecke_orbit_code': 369098800, 'n': 15, 'trace_an': 1372596957450}
-
id: 15513015
{'hecke_orbit_code': 369098800, 'n': 16, 'trace_an': 0}
-
id: 15513016
{'hecke_orbit_code': 369098800, 'n': 17, 'trace_an': 2654798072562}
-
id: 15513017
{'hecke_orbit_code': 369098800, 'n': 18, 'trace_an': 0}
-
id: 15513018
{'hecke_orbit_code': 369098800, 'n': 19, 'trace_an': 43712786306860}
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