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mf_newforms • Show schema
{'Nk2': 7220, 'analytic_conductor': 14.41299756484111, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [19, 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': [1805, 1, [362, 1446], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 7537, 'field_disc_factorization': [[7537, 1]], 'field_poly': [3, 4, -5, -1, 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': [[2, [6, 1, -6, -1, 1]], [3, [2, 5, -2, -3, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394816743181, 'hecke_ring_generator_nbound': 2, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1805.2.a.o', 'level': 1805, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 19], 'level_radical': 95, 'minimal_twist': '95.2.e.c', 'nf_label': '4.4.7537.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{2}q^{2}+(1-\\beta _{1})q^{3}+(1-\\beta _{2}+\\beta _{3})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1805.2.a', 'trace_display': [1, 3, 4, -4], 'trace_hash': 653070537207434048, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.071', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.787', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'ALdims': [23, 33, 33, 24], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [9, 10, 10, 10], 'ALdims_old': [13, 17, 12, 16], 'Nk2': 7220, 'analytic_conductor': 14.41299756484111, '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': [1805, 1, [362, 1446], [1, 1]], 'conrey_index': 1, 'cusp_dim': 171, 'dim': 113, 'eis_dim': 39, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 33556237, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 9, 9, 9, 9, 16], 'label': '1805.2.a', 'level': 1805, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 19], 'level_radical': 95, 'mf_dim': 210, 'mf_new_dim': 113, 'num_forms': 23, 'plus_dim': 47, 'prim_orbit_index': 1, 'relative_dim': 113, 'sturm_bound': 380, 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mf_twists_cc • Show schema
-
id: 47772857
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 63050394816743181, 'target_is_minimal': False, 'target_label': '1805.2.a.o.1.3', 'target_level': 1805, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2} -
id: 47772858
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 144115188109419329, 'target_is_minimal': False, 'target_label': '9025.2.a.bg.1.2', 'target_level': 9025, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2} -
id: 47772859
{'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 11, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007474166202463, 'target_is_minimal': True, 'target_label': '95.2.e.c.11.2', 'target_level': 95, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '19.7', 'twisting_conrey_index': 7, 'weight': 2} -
id: 47772860
{'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 26, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007474166202463, 'target_is_minimal': True, 'target_label': '95.2.e.c.26.2', 'target_level': 95, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '19.11', 'twisting_conrey_index': 11, 'weight': 2} -
id: 47772861
{'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028797052520205, 'target_is_minimal': False, 'target_label': '1805.2.a.i.1.2', 'target_level': 1805, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 2} -
id: 47772862
{'conductor': 57, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 406, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 31525884619916119, 'target_is_minimal': False, 'target_label': '855.2.k.h.406.3', 'target_level': 855, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '57.11', 'twisting_conrey_index': 11, 'weight': 2} -
id: 47772863
{'conductor': 57, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 676, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 31525884619916119, 'target_is_minimal': False, 'target_label': '855.2.k.h.676.3', 'target_level': 855, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '57.26', 'twisting_conrey_index': 26, 'weight': 2} -
id: 47772864
{'conductor': 76, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 961, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 63051494328370672, 'target_is_minimal': False, 'target_label': '1520.2.q.o.961.2', 'target_level': 1520, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '76.7', 'twisting_conrey_index': 7, 'weight': 2} -
id: 47772865
{'conductor': 76, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 881, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 63051494328370672, 'target_is_minimal': False, 'target_label': '1520.2.q.o.881.2', 'target_level': 1520, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '76.11', 'twisting_conrey_index': 11, 'weight': 2} -
id: 47772866
{'conductor': 95, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 49, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007817763586523, 'target_is_minimal': False, 'target_label': '475.2.j.c.49.4', 'target_level': 475, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '95.7', 'twisting_conrey_index': 7, 'weight': 2} -
id: 47772867
{'conductor': 95, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 26, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014673420943835, 'target_is_minimal': False, 'target_label': '475.2.e.e.26.3', 'target_level': 475, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '95.49', 'twisting_conrey_index': 49, 'weight': 2} -
id: 47772868
{'conductor': 95, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 201, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014673420943835, 'target_is_minimal': False, 'target_label': '475.2.e.e.201.3', 'target_level': 475, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '95.64', 'twisting_conrey_index': 64, 'weight': 2} -
id: 47772869
{'conductor': 95, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 349, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007817763586523, 'target_is_minimal': False, 'target_label': '475.2.j.c.349.4', 'target_level': 475, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '95.68', 'twisting_conrey_index': 68, 'weight': 2} -
id: 47772870
{'conductor': 95, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 49, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007817763586523, 'target_is_minimal': False, 'target_label': '475.2.j.c.49.5', 'target_level': 475, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '95.83', 'twisting_conrey_index': 83, 'weight': 2} -
id: 47772871
{'conductor': 95, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 349, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007817763586523, 'target_is_minimal': False, 'target_label': '475.2.j.c.349.5', 'target_level': 475, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '95.87', 'twisting_conrey_index': 87, 'weight': 2} -
id: 47772872
{'conductor': 95, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 63050394816743181, 'source_is_minimal': False, 'source_label': '1805.2.a.o.1.3', 'source_level': 1805, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 184647584755753793, 'target_is_minimal': False, 'target_label': '9025.2.a.bp.1.3', 'target_level': 9025, 'twist_class_label': '95.2.e.c.11.2', 'twist_class_level': 95, 'twisting_char_label': '95.94', 'twisting_conrey_index': 94, 'weight': 2}
-
id: 47772857
-
mf_hecke_charpolys • Show schema
-
id: 2222425
{'charpoly_factorization': [[[6, 1, -6, -1, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 2} -
id: 2222426
{'charpoly_factorization': [[[2, 5, -2, -3, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 3} -
id: 2222427
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 63050394816743181, 'p': 5} -
id: 2222428
{'charpoly_factorization': [[[-8, -15, -1, 4, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 7} -
id: 2222429
{'charpoly_factorization': [[[3, -19, -25, 2, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 11} -
id: 2222430
{'charpoly_factorization': [[[-16, 23, 7, -7, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 13} -
id: 2222431
{'charpoly_factorization': [[[108, 17, -30, 1, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 17} -
id: 2222432
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 63050394816743181, 'p': 19} -
id: 2222433
{'charpoly_factorization': [[[6, -7, -17, -2, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 23} -
id: 2222434
{'charpoly_factorization': [[[-141, 194, -63, 1, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 29} -
id: 2222435
{'charpoly_factorization': [[[1063, -5, -67, 0, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 31} -
id: 2222436
{'charpoly_factorization': [[[-118, -123, -31, 2, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 37} -
id: 2222437
{'charpoly_factorization': [[[-2238, -971, -87, 8, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 41} -
id: 2222438
{'charpoly_factorization': [[[794, 197, -98, -1, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 43} -
id: 2222439
{'charpoly_factorization': [[[-2316, -929, -55, 12, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 47} -
id: 2222440
{'charpoly_factorization': [[[-54, -227, -86, 5, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 53} -
id: 2222441
{'charpoly_factorization': [[[1875, -500, -125, 5, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 59} -
id: 2222442
{'charpoly_factorization': [[[3049, 88, -130, 0, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 61} -
id: 2222443
{'charpoly_factorization': [[[64, -24, -36, -4, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 67} -
id: 2222444
{'charpoly_factorization': [[[-243, 95, 91, -20, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 71} -
id: 2222445
{'charpoly_factorization': [[[-1726, -219, 95, 20, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 73} -
id: 2222446
{'charpoly_factorization': [[[-184, 20, 72, -17, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 79} -
id: 2222447
{'charpoly_factorization': [[[366, 55, -62, -1, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 83} -
id: 2222448
{'charpoly_factorization': [[[-3816, 1388, -90, -11, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 89} -
id: 2222449
{'charpoly_factorization': [[[7442, -805, -266, -1, 1], 1]], 'hecke_orbit_code': 63050394816743181, 'p': 97}
-
id: 2222425
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 15, 'label': '1805.2.a.o', 'level': 1805, 'portrait': 'data:image/png;base64,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', 'weight': 2} -
mf_hecke_traces • Show schema
-
id: 59404219
{'hecke_orbit_code': 63050394816743181, 'n': 1, 'trace_an': 4} -
id: 59404220
{'hecke_orbit_code': 63050394816743181, 'n': 2, 'trace_an': 1} -
id: 59404221
{'hecke_orbit_code': 63050394816743181, 'n': 3, 'trace_an': 3} -
id: 59404222
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-
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Embedded newform data - 1805.2.a.o.1.3