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mf_newforms • Show schema
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{'Nk2': 2772, 'analytic_conductor': 5.53363286007473, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [693, 3, [155, 199, 442], [3, 1, 3]], 'cm_discs': [], 'conrey_indexes': [100, 298], 'dim': 4, 'field_disc': 576, 'field_disc_factorization': [[2, 6], [3, 2]], 'field_poly': [4, 0, 2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [1, -2, 5, 2, 1]], [5, [4, 2, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518547926221493, 'hecke_ring_generator_nbound': 4, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 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mf_hecke_cc • Show schema
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'level': 693, 'weight': 2}
-
mf_newspaces • Show schema
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{'Nk2': 2772, 'analytic_conductor': 5.53363286007473, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [693, 3, [155, 199, 442], [3, 1, 3]], 'conrey_indexes': [100, 298], 'cusp_dim': 176, 'dim': 68, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 549789369013, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 4, 6, 6, 8, 10, 12, 12], 'label': '693.2.i', 'level': 693, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 11], 'level_radical': 231, 'mf_dim': 208, 'mf_new_dim': 68, 'num_forms': 12, 'prim_orbit_index': 3, 'relative_dim': 34, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [0, 0, 4, 6], 'traces': [68, 0, 0, -36, 4, 0, 6, -12, 0, 6, 0, 0, 8, 4, 0, -36, -6, 0, -10, -8, 0, 0, 4, 0, -42, 14, 0, -64, 24, 0, 6, 32, 0, 48, -42, 0, 0, -4, 0, 24, 24, 0, -52, 4, 0, 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250, -494, 0, -690, -8, 0, -20, 78, 0, -1180], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 45272599
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 298, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518547926221493, 'source_is_minimal': False, 'source_label': '693.2.i.f.298.1', 'source_level': 693, 'target_conrey_index': 298, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518547926221493, 'target_is_minimal': False, 'target_label': '693.2.i.f.298.1', 'target_level': 693, 'twist_class_label': '231.2.i.d.67.2', 'twist_class_level': 231, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 45272600
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 298, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518547926221493, 'source_is_minimal': False, 'source_label': '693.2.i.f.298.1', 'source_level': 693, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511348671480039, 'target_is_minimal': True, 'target_label': '231.2.i.d.67.2', 'target_level': 231, 'twist_class_label': '231.2.i.d.67.2', 'twist_class_level': 231, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 45272601
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 298, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518547926221493, 'source_is_minimal': False, 'source_label': '693.2.i.f.298.1', 'source_level': 693, 'target_conrey_index': 100, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518547926221493, 'target_is_minimal': False, 'target_label': '693.2.i.f.100.1', 'target_level': 693, 'twist_class_label': '231.2.i.d.67.2', 'twist_class_level': 231, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 45272602
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 298, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518547926221493, 'source_is_minimal': False, 'source_label': '693.2.i.f.298.1', 'source_level': 693, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 130604389227303667, 'target_is_minimal': False, 'target_label': '4851.2.a.bd.1.2', 'target_level': 4851, 'twist_class_label': '231.2.i.d.67.2', 'twist_class_level': 231, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 45272603
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 298, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518547926221493, 'source_is_minimal': False, 'source_label': '693.2.i.f.298.1', 'source_level': 693, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 135107988854674163, 'target_is_minimal': False, 'target_label': '4851.2.a.be.1.2', 'target_level': 4851, 'twist_class_label': '231.2.i.d.67.2', 'twist_class_level': 231, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 45272604
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 298, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518547926221493, 'source_is_minimal': False, 'source_label': '693.2.i.f.298.1', 'source_level': 693, 'target_conrey_index': 100, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511348671480039, 'target_is_minimal': True, 'target_label': '231.2.i.d.100.2', 'target_level': 231, 'twist_class_label': '231.2.i.d.67.2', 'twist_class_level': 231, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 45272605
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 298, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518547926221493, 'source_is_minimal': False, 'source_label': '693.2.i.f.298.1', 'source_level': 693, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795189372497, 'target_is_minimal': False, 'target_label': '1617.2.a.n.1.1', 'target_level': 1617, 'twist_class_label': '231.2.i.d.67.2', 'twist_class_level': 231, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 45272606
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 298, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518547926221493, 'source_is_minimal': False, 'source_label': '693.2.i.f.298.1', 'source_level': 693, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043195562002001, 'target_is_minimal': False, 'target_label': '1617.2.a.m.1.1', 'target_level': 1617, 'twist_class_label': '231.2.i.d.67.2', 'twist_class_level': 231, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1214375
{'charpoly_factorization': [[[1, -2, 5, 2, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 2}
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id: 1214376
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 22518547926221493, 'p': 3}
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id: 1214377
{'charpoly_factorization': [[[4, 2, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 5}
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id: 1214378
{'charpoly_factorization': [[[7, -2, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 7}
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id: 1214379
{'charpoly_factorization': [[[1, -1, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 11}
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id: 1214380
{'charpoly_factorization': [[[-4, -4, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 13}
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id: 1214381
{'charpoly_factorization': [[[49, 42, 29, 6, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 17}
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id: 1214382
{'charpoly_factorization': [[[81, -54, 45, 6, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 19}
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id: 1214383
{'charpoly_factorization': [[[49, 7, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 23}
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id: 1214384
{'charpoly_factorization': [[[-17, -2, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 29}
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id: 1214385
{'charpoly_factorization': [[[1024, 0, 32, 0, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 31}
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id: 1214386
{'charpoly_factorization': [[[5041, 142, 75, -2, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 37}
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id: 1214387
{'charpoly_factorization': [[[8, -8, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 41}
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id: 1214388
{'charpoly_factorization': [[[31, 14, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 43}
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id: 1214389
{'charpoly_factorization': [[[1681, -574, 155, -14, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 47}
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id: 1214390
{'charpoly_factorization': [[[8464, 1840, 308, 20, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 53}
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id: 1214391
{'charpoly_factorization': [[[529, -138, 59, 6, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 59}
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id: 1214392
{'charpoly_factorization': [[[16, -4, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 61}
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id: 1214393
{'charpoly_factorization': [[[784, -336, 116, -12, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 67}
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id: 1214394
{'charpoly_factorization': [[[41, -14, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 71}
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id: 1214395
{'charpoly_factorization': [[[16, 48, 140, 12, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 73}
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id: 1214396
{'charpoly_factorization': [[[15376, -496, 140, 4, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 79}
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id: 1214397
{'charpoly_factorization': [[[-8, 0, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 83}
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id: 1214398
{'charpoly_factorization': [[[40000, 0, 200, 0, 1], 1]], 'hecke_orbit_code': 22518547926221493, 'p': 89}
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id: 1214399
{'charpoly_factorization': [[[-63, 6, 1], 2]], 'hecke_orbit_code': 22518547926221493, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 9, 'hecke_orbit': 6, 'label': '693.2.i.f', 'level': 693, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 172866000
{'hecke_orbit_code': 22518547926221493, 'n': 1, 'trace_an': 4}
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id: 172866001
{'hecke_orbit_code': 22518547926221493, 'n': 2, 'trace_an': -2}
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id: 172866002
{'hecke_orbit_code': 22518547926221493, 'n': 3, 'trace_an': 0}
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id: 172866003
{'hecke_orbit_code': 22518547926221493, 'n': 4, 'trace_an': -2}
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id: 172866004
{'hecke_orbit_code': 22518547926221493, 'n': 5, 'trace_an': -4}
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id: 172866005
{'hecke_orbit_code': 22518547926221493, 'n': 6, 'trace_an': 0}
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id: 172866006
{'hecke_orbit_code': 22518547926221493, 'n': 7, 'trace_an': 4}
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id: 172866007
{'hecke_orbit_code': 22518547926221493, 'n': 8, 'trace_an': 12}
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id: 172866008
{'hecke_orbit_code': 22518547926221493, 'n': 9, 'trace_an': 0}
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id: 172866009
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id: 172866989
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id: 172866990
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id: 172866991
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id: 172866992
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id: 172866993
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id: 172866995
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id: 172866996
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id: 172866997
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id: 172866998
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id: 172866999
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