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mf_newforms • Show schema
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{'Nk2': 35000, 'analytic_conductor': 180.2625426573556, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [350, 2, [127, 101], [1, 2]], 'cm_discs': [], 'conrey_index': 99, 'conrey_indexes': [99], 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [36, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737234096478, 'hecke_ring_generator_nbound': 7, '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, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 35000, 'analytic_conductor': 180.2625426573556, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [350, 2, [127, 101], [1, 2]], 'conrey_index': 99, 'cusp_dim': 528, 'dim': 80, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137606725982, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 6, 6, 8, 8, 10, 10], 'label': '350.10.c', 'level': 350, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 552, 'mf_new_dim': 80, 'num_forms': 16, 'prim_orbit_index': 2, 'relative_dim': 80, 'sturm_bound': 600, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [80, 0, 0, -20480, 0, 0, 0, 0, -582540, 0, -120212, 0, 0, 153664, 0, 5242880, 0, 0, 1799136, 0, -701092, 0, 0, 0, 0, -3609792, 0, 0, 6747240, 0, 11538720, 0, 0, -565184, 0, 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mf_twists_cc • Show schema
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id: 34825456
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737234096478, 'target_is_minimal': False, 'target_label': '350.10.c.b.99.1', 'target_level': 350, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 34825457
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199422513502, 'target_is_minimal': False, 'target_label': '350.10.a.c.1.1', 'target_level': 350, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
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id: 34825458
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772174, 'target_is_minimal': True, 'target_label': '14.10.a.a.1.1', 'target_level': 14, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 34825459
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737234096478, 'target_is_minimal': False, 'target_label': '350.10.c.b.99.2', 'target_level': 350, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
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id: 34825460
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254270, 'target_is_minimal': False, 'target_label': '126.10.a.e.1.1', 'target_level': 126, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 10}
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id: 34825461
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142768, 'target_is_minimal': False, 'target_label': '112.10.a.b.1.1', 'target_level': 112, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 34825462
{'conductor': 35, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014536116207714, 'target_is_minimal': False, 'target_label': '98.10.c.e.79.1', 'target_level': 98, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 34825463
{'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772258, 'target_is_minimal': False, 'target_label': '98.10.a.a.1.1', 'target_level': 98, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 10}
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id: 34825464
{'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135743578210, 'target_is_minimal': False, 'target_label': '98.10.c.f.79.1', 'target_level': 98, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.18', 'twisting_conrey_index': 18, 'weight': 10}
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id: 34825465
{'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135743578210, 'target_is_minimal': False, 'target_label': '98.10.c.f.67.1', 'target_level': 98, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.23', 'twisting_conrey_index': 23, 'weight': 10}
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id: 34825466
{'conductor': 35, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737234096478, 'source_is_minimal': False, 'source_label': '350.10.c.b.99.1', 'source_level': 350, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014536116207714, 'target_is_minimal': False, 'target_label': '98.10.c.e.67.1', 'target_level': 98, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.33', 'twisting_conrey_index': 33, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 757700
{'charpoly_factorization': [[[256, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 2}
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id: 757701
{'charpoly_factorization': [[[36, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 3}
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id: 757702
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 5}
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id: 757703
{'charpoly_factorization': [[[5764801, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 7}
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id: 757704
{'charpoly_factorization': [[[54152, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 11}
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id: 757705
{'charpoly_factorization': [[[12807901584, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 13}
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id: 757706
{'charpoly_factorization': [[[39212644, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 17}
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id: 757707
{'charpoly_factorization': [[[257078, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 19}
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id: 757708
{'charpoly_factorization': [[[70756000000, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 23}
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id: 757709
{'charpoly_factorization': [[[1574714, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 29}
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id: 757710
{'charpoly_factorization': [[[4637484, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 31}
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id: 757711
{'charpoly_factorization': [[[142712602352644, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 37}
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id: 757712
{'charpoly_factorization': [[[-21909126, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 41}
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id: 757713
{'charpoly_factorization': [[[757382984030464, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 43}
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id: 757714
{'charpoly_factorization': [[[2801355823642896, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 47}
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id: 757715
{'charpoly_factorization': [[[263128043173284, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 53}
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id: 757716
{'charpoly_factorization': [[[-140509618, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 59}
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id: 757717
{'charpoly_factorization': [[[202963560, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 61}
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id: 757718
{'charpoly_factorization': [[[23634318628023184, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 67}
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id: 757719
{'charpoly_factorization': [[[-279655936, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 71}
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id: 757720
{'charpoly_factorization': [[[163234447161208900, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 73}
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id: 757721
{'charpoly_factorization': [[[-130689816, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 79}
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id: 757722
{'charpoly_factorization': [[[176512589719752196, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 83}
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id: 757723
{'charpoly_factorization': [[[-469542390, 1], 2]], 'hecke_orbit_code': 4503737234096478, 'p': 89}
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id: 757724
{'charpoly_factorization': [[[761259199052856100, 0, 1], 1]], 'hecke_orbit_code': 4503737234096478, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '350.10.c.b', 'level': 350, 'portrait': 'data:image/png;base64,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', 'weight': 10}
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mf_hecke_traces • Show schema
Hide schema
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id: 82548000
{'hecke_orbit_code': 4503737234096478, 'n': 1, 'trace_an': 2}
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id: 82548001
{'hecke_orbit_code': 4503737234096478, 'n': 2, 'trace_an': 0}
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id: 82548002
{'hecke_orbit_code': 4503737234096478, 'n': 3, 'trace_an': 0}
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id: 82548003
{'hecke_orbit_code': 4503737234096478, 'n': 4, 'trace_an': -512}
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id: 82548004
{'hecke_orbit_code': 4503737234096478, 'n': 5, 'trace_an': 0}
-
id: 82548005
{'hecke_orbit_code': 4503737234096478, 'n': 6, 'trace_an': 192}
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id: 82548006
{'hecke_orbit_code': 4503737234096478, 'n': 7, 'trace_an': 0}
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id: 82548007
{'hecke_orbit_code': 4503737234096478, 'n': 8, 'trace_an': 0}
-
id: 82548008
{'hecke_orbit_code': 4503737234096478, 'n': 9, 'trace_an': 39294}
-
id: 82548009
{'hecke_orbit_code': 4503737234096478, 'n': 10, 'trace_an': 0}
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id: 82548010
{'hecke_orbit_code': 4503737234096478, 'n': 11, 'trace_an': -108304}
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id: 82548011
{'hecke_orbit_code': 4503737234096478, 'n': 12, 'trace_an': 0}
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id: 82548012
{'hecke_orbit_code': 4503737234096478, 'n': 13, 'trace_an': 0}
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id: 82548013
{'hecke_orbit_code': 4503737234096478, 'n': 14, 'trace_an': -76832}
-
id: 82548014
{'hecke_orbit_code': 4503737234096478, 'n': 15, 'trace_an': 0}
-
id: 82548015
{'hecke_orbit_code': 4503737234096478, 'n': 16, 'trace_an': 131072}
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id: 82548016
{'hecke_orbit_code': 4503737234096478, 'n': 17, 'trace_an': 0}
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id: 82548017
{'hecke_orbit_code': 4503737234096478, 'n': 18, 'trace_an': 0}
-
id: 82548018
{'hecke_orbit_code': 4503737234096478, 'n': 19, 'trace_an': -514156}
-
id: 82548019
{'hecke_orbit_code': 4503737234096478, 'n': 20, 'trace_an': 0}
-
id: 82548020
{'hecke_orbit_code': 4503737234096478, 'n': 21, 'trace_an': 28812}
-
id: 82548021
{'hecke_orbit_code': 4503737234096478, 'n': 22, 'trace_an': 0}
-
id: 82548022
{'hecke_orbit_code': 4503737234096478, 'n': 23, 'trace_an': 0}
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id: 82548023
{'hecke_orbit_code': 4503737234096478, 'n': 24, 'trace_an': -49152}
-
id: 82548024
{'hecke_orbit_code': 4503737234096478, 'n': 25, 'trace_an': 0}
-
id: 82548025
{'hecke_orbit_code': 4503737234096478, 'n': 26, 'trace_an': 3621504}
-
id: 82548026
{'hecke_orbit_code': 4503737234096478, 'n': 27, 'trace_an': 0}
-
id: 82548027
{'hecke_orbit_code': 4503737234096478, 'n': 28, 'trace_an': 0}
-
id: 82548028
{'hecke_orbit_code': 4503737234096478, 'n': 29, 'trace_an': -3149428}
-
id: 82548029
{'hecke_orbit_code': 4503737234096478, 'n': 30, 'trace_an': 0}
-
id: 82548030
{'hecke_orbit_code': 4503737234096478, 'n': 31, 'trace_an': -9274968}
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id: 82548998
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id: 82548999
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