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mf_newforms • Show schema
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{'Nk2': 7695, 'analytic_conductor': 38.70096795580709, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 95, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [95, 2, [77, 21], [1, 1]], 'cm_discs': [-95], 'conrey_index': 94, 'conrey_indexes': [94], 'dim': 2, 'field_disc': 380, 'field_disc_factorization': [[2, 2], [5, 1], [19, 1]], 'field_poly': [-95, 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, [-855, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511005191536735, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 95, 4, -1, 2, -95], [1, 1, 5, 2, 1, 2, 0], [1, 1, 19, 2, -1, 2, 0]], 'is_cm': True, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 7695, 'analytic_conductor': 38.70096795580709, 'char_conductor': 95, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [95, 2, [77, 21], [1, 1]], 'conrey_index': 94, 'cusp_dim': 78, 'dim': 78, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206309425247, 'hecke_orbit_dims': [1, 1, 2, 2, 4, 68], 'label': '95.9.d', 'level': 95, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 19], 'level_radical': 95, 'mf_dim': 82, 'mf_new_dim': 82, 'num_forms': 6, 'prim_orbit_index': 4, 'relative_dim': 78, 'sturm_bound': 90, 'trace_bound': 4, 'trace_display': [0, 0, -281, 0], 'traces': [78, 0, 0, 9248, -281, 1240, 0, 0, 161834, 0, 18794, 0, 0, 0, 0, 950616, 0, 0, -138530, -1037028, 0, 0, 0, -1242592, 268663, -706352, 0, 0, 0, -5353776, 0, 0, 0, 0, 2336445, 17239328, 0, 0, -7907144, 0, 0, 0, 0, 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mf_twists_cc • Show schema
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id: 43161798
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 94, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511005191536735, 'source_is_minimal': True, 'source_label': '95.9.d.d.94.1', 'source_level': 95, 'target_conrey_index': 94, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005191536735, 'target_is_minimal': True, 'target_label': '95.9.d.d.94.1', 'target_level': 95, 'twist_class_label': '95.9.d.d.94.1', 'twist_class_level': 95, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
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id: 43161799
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 94, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511005191536735, 'source_is_minimal': True, 'source_label': '95.9.d.d.94.1', 'source_level': 95, 'target_conrey_index': 94, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005191536735, 'target_is_minimal': True, 'target_label': '95.9.d.d.94.2', 'target_level': 95, 'twist_class_label': '95.9.d.d.94.1', 'twist_class_level': 95, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 9}
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id: 43161800
{'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 94, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511005191536735, 'source_is_minimal': True, 'source_label': '95.9.d.d.94.1', 'source_level': 95, 'target_conrey_index': 94, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005191536735, 'target_is_minimal': True, 'target_label': '95.9.d.d.94.2', 'target_level': 95, 'twist_class_label': '95.9.d.d.94.1', 'twist_class_level': 95, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 9}
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id: 43161801
{'conductor': 95, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 94, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511005191536735, 'source_is_minimal': True, 'source_label': '95.9.d.d.94.1', 'source_level': 95, 'target_conrey_index': 94, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005191536735, 'target_is_minimal': True, 'target_label': '95.9.d.d.94.1', 'target_level': 95, 'twist_class_label': '95.9.d.d.94.1', 'twist_class_level': 95, 'twisting_char_label': '95.94', 'twisting_conrey_index': 94, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 283650
{'charpoly_factorization': [[[-855, 0, 1], 1]], 'hecke_orbit_code': 13511005191536735, 'p': 2}
-
id: 283651
{'charpoly_factorization': [[[-6080, 0, 1], 1]], 'hecke_orbit_code': 13511005191536735, 'p': 3}
-
id: 283652
{'charpoly_factorization': [[[-625, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 5}
-
id: 283653
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 7}
-
id: 283654
{'charpoly_factorization': [[[-25438, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 11}
-
id: 283655
{'charpoly_factorization': [[[-493848000, 0, 1], 1]], 'hecke_orbit_code': 13511005191536735, 'p': 13}
-
id: 283656
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 17}
-
id: 283657
{'charpoly_factorization': [[[-130321, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 19}
-
id: 283658
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 23}
-
id: 283659
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 29}
-
id: 283660
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 31}
-
id: 283661
{'charpoly_factorization': [[[-3569819474880, 0, 1], 1]], 'hecke_orbit_code': 13511005191536735, 'p': 37}
-
id: 283662
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 41}
-
id: 283663
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 43}
-
id: 283664
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 47}
-
id: 283665
{'charpoly_factorization': [[[-19383467843520, 0, 1], 1]], 'hecke_orbit_code': 13511005191536735, 'p': 53}
-
id: 283666
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 59}
-
id: 283667
{'charpoly_factorization': [[[23259362, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 61}
-
id: 283668
{'charpoly_factorization': [[[-1612950029023680, 0, 1], 1]], 'hecke_orbit_code': 13511005191536735, 'p': 67}
-
id: 283669
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 71}
-
id: 283670
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 73}
-
id: 283671
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 79}
-
id: 283672
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 83}
-
id: 283673
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005191536735, 'p': 89}
-
id: 283674
{'charpoly_factorization': [[[-27680086574953920, 0, 1], 1]], 'hecke_orbit_code': 13511005191536735, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 4, 'label': '95.9.d.d', 'level': 95, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 140970000
{'hecke_orbit_code': 13511005191536735, 'n': 1, 'trace_an': 2}
-
id: 140970001
{'hecke_orbit_code': 13511005191536735, 'n': 2, 'trace_an': 0}
-
id: 140970002
{'hecke_orbit_code': 13511005191536735, 'n': 3, 'trace_an': 0}
-
id: 140970003
{'hecke_orbit_code': 13511005191536735, 'n': 4, 'trace_an': 1198}
-
id: 140970004
{'hecke_orbit_code': 13511005191536735, 'n': 5, 'trace_an': 1250}
-
id: 140970005
{'hecke_orbit_code': 13511005191536735, 'n': 6, 'trace_an': -4560}
-
id: 140970006
{'hecke_orbit_code': 13511005191536735, 'n': 7, 'trace_an': 0}
-
id: 140970007
{'hecke_orbit_code': 13511005191536735, 'n': 8, 'trace_an': 0}
-
id: 140970008
{'hecke_orbit_code': 13511005191536735, 'n': 9, 'trace_an': -962}
-
id: 140970009
{'hecke_orbit_code': 13511005191536735, 'n': 10, 'trace_an': 0}
-
id: 140970010
{'hecke_orbit_code': 13511005191536735, 'n': 11, 'trace_an': 50876}
-
id: 140970011
{'hecke_orbit_code': 13511005191536735, 'n': 12, 'trace_an': 0}
-
id: 140970012
{'hecke_orbit_code': 13511005191536735, 'n': 13, 'trace_an': 0}
-
id: 140970013
{'hecke_orbit_code': 13511005191536735, 'n': 14, 'trace_an': 0}
-
id: 140970014
{'hecke_orbit_code': 13511005191536735, 'n': 15, 'trace_an': 0}
-
id: 140970015
{'hecke_orbit_code': 13511005191536735, 'n': 16, 'trace_an': 279842}
-
id: 140970016
{'hecke_orbit_code': 13511005191536735, 'n': 17, 'trace_an': 0}
-
id: 140970017
{'hecke_orbit_code': 13511005191536735, 'n': 18, 'trace_an': 0}
-
id: 140970018
{'hecke_orbit_code': 13511005191536735, 'n': 19, 'trace_an': 260642}
-
id: 140970019
{'hecke_orbit_code': 13511005191536735, 'n': 20, 'trace_an': 748750}
-
id: 140970020
{'hecke_orbit_code': 13511005191536735, 'n': 21, 'trace_an': 0}
-
id: 140970021
{'hecke_orbit_code': 13511005191536735, 'n': 22, 'trace_an': 0}
-
id: 140970022
{'hecke_orbit_code': 13511005191536735, 'n': 23, 'trace_an': 0}
-
id: 140970023
{'hecke_orbit_code': 13511005191536735, 'n': 24, 'trace_an': -1564080}
-
id: 140970024
{'hecke_orbit_code': 13511005191536735, 'n': 25, 'trace_an': 781250}
-
id: 140970025
{'hecke_orbit_code': 13511005191536735, 'n': 26, 'trace_an': -1299600}
-
id: 140970026
{'hecke_orbit_code': 13511005191536735, 'n': 27, 'trace_an': 0}
-
id: 140970027
{'hecke_orbit_code': 13511005191536735, 'n': 28, 'trace_an': 0}
-
id: 140970028
{'hecke_orbit_code': 13511005191536735, 'n': 29, 'trace_an': 0}
-
id: 140970029
{'hecke_orbit_code': 13511005191536735, 'n': 30, 'trace_an': -2850000}
-
id: 140970030
{'hecke_orbit_code': 13511005191536735, 'n': 31, 'trace_an': 0}
-
id: 140970031
{'hecke_orbit_code': 13511005191536735, 'n': 32, 'trace_an': 0}
-
id: 140970032
{'hecke_orbit_code': 13511005191536735, 'n': 33, 'trace_an': 0}
-
id: 140970033
{'hecke_orbit_code': 13511005191536735, 'n': 34, 'trace_an': 0}
-
id: 140970034
{'hecke_orbit_code': 13511005191536735, 'n': 35, 'trace_an': 0}
-
id: 140970035
{'hecke_orbit_code': 13511005191536735, 'n': 36, 'trace_an': -576238}
-
id: 140970036
{'hecke_orbit_code': 13511005191536735, 'n': 37, 'trace_an': 0}
-
id: 140970037
{'hecke_orbit_code': 13511005191536735, 'n': 38, 'trace_an': 0}
-
id: 140970038
{'hecke_orbit_code': 13511005191536735, 'n': 39, 'trace_an': 3465600}
-
id: 140970039
{'hecke_orbit_code': 13511005191536735, 'n': 40, 'trace_an': 0}
-
id: 140970040
{'hecke_orbit_code': 13511005191536735, 'n': 41, 'trace_an': 0}
-
id: 140970041
{'hecke_orbit_code': 13511005191536735, 'n': 42, 'trace_an': 0}
-
id: 140970042
{'hecke_orbit_code': 13511005191536735, 'n': 43, 'trace_an': 0}
-
id: 140970043
{'hecke_orbit_code': 13511005191536735, 'n': 44, 'trace_an': 30474724}
-
id: 140970044
{'hecke_orbit_code': 13511005191536735, 'n': 45, 'trace_an': -601250}
-
id: 140970045
{'hecke_orbit_code': 13511005191536735, 'n': 46, 'trace_an': 0}
-
id: 140970046
{'hecke_orbit_code': 13511005191536735, 'n': 47, 'trace_an': 0}
-
id: 140970047
{'hecke_orbit_code': 13511005191536735, 'n': 48, 'trace_an': 0}
-
id: 140970048
{'hecke_orbit_code': 13511005191536735, 'n': 49, 'trace_an': 11529602}
-
id: 140970049
{'hecke_orbit_code': 13511005191536735, 'n': 50, 'trace_an': 0}
-
id: 140970050
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