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{'Nk2': 29040, 'analytic_conductor': 107.08846666041921, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1], [11, -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': [1815, 1, [1211, 727, 1696], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 41, 'field_disc_factorization': [[41, 1]], 'field_poly': [-10, -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, [-10, -1, 1]], [7, [-92, -1, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394850297623, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1815.4.a.o', 'level': 1815, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '1815.4.a.i', 'nf_label': '2.2.41.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}+3q^{3}+(2+\\beta )q^{4}+5q^{5}+3\\beta q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1815.4.a', 'trace_display': [1, 6, 10, 1], 'trace_hash': 1758009537524441649, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.967', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.077', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.739', 'prec': 17}, 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mf_hecke_cc • Show schema
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'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 3.7015621187164243, 'hecke_orbit': 15, 'hecke_orbit_code': 63050394850297623, 'label': '1815.4.a.o.1.2', 'level': 1815, 'weight': 4}
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{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 23, 7], [[[3, 1], [5, -1], [11, -1]], 32, 5], [[[3, 1], [5, -1], [11, 1]], 22, 3], [[[3, -1], [5, 1], [11, -1]], 28, 6], [[[3, 1], [5, 1], [11, 1]], 28, 3], [[[3, -1], [5, -1], [11, 1]], 32, 4], [[[3, -1], [5, 1], [11, 1]], 26, 5], [[[3, 1], [5, 1], [11, -1]], 27, 8]], 'ALdims': [28, 27, 22, 32, 26, 28, 32, 23], 'Nk2': 29040, 'analytic_conductor': 107.08846666041921, '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': [1815, 1, [1211, 727, 1696], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 768, 'dim': 218, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67110679, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 6, 6, 6, 7, 7, 8, 10, 12, 12, 12, 12, 12, 12, 12, 12, 12], 'label': '1815.4.a', 'level': 1815, 'level_is_prime': False, 'level_is_prime_power': 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mf_twists_cc • Show schema
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id: 47836591
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 63050394850297623, 'source_is_minimal': True, 'source_label': '1815.4.a.o.1.2', 'source_level': 1815, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 63050394850297623, 'target_is_minimal': True, 'target_label': '1815.4.a.o.1.2', 'target_level': 1815, 'twist_class_label': '1815.4.a.i.1.1', 'twist_class_level': 1815, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 47836592
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 63050394850297623, 'source_is_minimal': True, 'source_label': '1815.4.a.o.1.2', 'source_level': 1815, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797086074647, 'target_is_minimal': True, 'target_label': '1815.4.a.i.1.1', 'target_level': 1815, 'twist_class_label': '1815.4.a.i.1.1', 'twist_class_level': 1815, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 2226925
{'charpoly_factorization': [[[-10, -1, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 2}
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id: 2226926
{'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 63050394850297623, 'p': 3}
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id: 2226927
{'charpoly_factorization': [[[-5, 1], 2]], 'hecke_orbit_code': 63050394850297623, 'p': 5}
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id: 2226928
{'charpoly_factorization': [[[-92, -1, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 7}
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id: 2226929
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 63050394850297623, 'p': 11}
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id: 2226930
{'charpoly_factorization': [[[542, -47, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 13}
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id: 2226931
{'charpoly_factorization': [[[2237, 98, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 17}
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id: 2226932
{'charpoly_factorization': [[[576, 75, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 19}
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id: 2226933
{'charpoly_factorization': [[[-9038, 57, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 23}
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id: 2226934
{'charpoly_factorization': [[[3530, 127, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 29}
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id: 2226935
{'charpoly_factorization': [[[3852, 183, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 31}
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id: 2226936
{'charpoly_factorization': [[[-50860, 229, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 37}
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id: 2226937
{'charpoly_factorization': [[[-288, -18, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 41}
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id: 2226938
{'charpoly_factorization': [[[-21240, -186, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 43}
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id: 2226939
{'charpoly_factorization': [[[51250, 615, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 47}
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id: 2226940
{'charpoly_factorization': [[[214822, 927, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 53}
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id: 2226941
{'charpoly_factorization': [[[-281404, 380, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 59}
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id: 2226942
{'charpoly_factorization': [[[35978, -509, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 61}
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id: 2226943
{'charpoly_factorization': [[[93136, 1138, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 67}
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id: 2226944
{'charpoly_factorization': [[[-141524, 273, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 71}
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id: 2226945
{'charpoly_factorization': [[[37904, -440, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 73}
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id: 2226946
{'charpoly_factorization': [[[187882, -973, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 79}
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id: 2226947
{'charpoly_factorization': [[[-279000, -15, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 83}
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id: 2226948
{'charpoly_factorization': [[[382592, 1288, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 89}
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id: 2226949
{'charpoly_factorization': [[[-26272, 76, 1], 1]], 'hecke_orbit_code': 63050394850297623, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 15, 'label': '1815.4.a.o', 'level': 1815, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 233082000
{'hecke_orbit_code': 63050394850297623, 'n': 1, 'trace_an': 2}
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id: 233082001
{'hecke_orbit_code': 63050394850297623, 'n': 2, 'trace_an': 1}
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id: 233082002
{'hecke_orbit_code': 63050394850297623, 'n': 3, 'trace_an': 6}
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id: 233082003
{'hecke_orbit_code': 63050394850297623, 'n': 4, 'trace_an': 5}
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id: 233082004
{'hecke_orbit_code': 63050394850297623, 'n': 5, 'trace_an': 10}
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id: 233082005
{'hecke_orbit_code': 63050394850297623, 'n': 6, 'trace_an': 3}
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id: 233082006
{'hecke_orbit_code': 63050394850297623, 'n': 7, 'trace_an': 1}
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id: 233082007
{'hecke_orbit_code': 63050394850297623, 'n': 8, 'trace_an': 15}
-
id: 233082008
{'hecke_orbit_code': 63050394850297623, 'n': 9, 'trace_an': 18}
-
id: 233082009
{'hecke_orbit_code': 63050394850297623, 'n': 10, 'trace_an': 5}
-
id: 233082010
{'hecke_orbit_code': 63050394850297623, 'n': 11, 'trace_an': 0}
-
id: 233082011
{'hecke_orbit_code': 63050394850297623, 'n': 12, 'trace_an': 15}
-
id: 233082012
{'hecke_orbit_code': 63050394850297623, 'n': 13, 'trace_an': 47}
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id: 233082013
{'hecke_orbit_code': 63050394850297623, 'n': 14, 'trace_an': -61}
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id: 233082014
{'hecke_orbit_code': 63050394850297623, 'n': 15, 'trace_an': 30}
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id: 233082015
{'hecke_orbit_code': 63050394850297623, 'n': 16, 'trace_an': -135}
-
id: 233082016
{'hecke_orbit_code': 63050394850297623, 'n': 17, 'trace_an': -98}
-
id: 233082017
{'hecke_orbit_code': 63050394850297623, 'n': 18, 'trace_an': 9}
-
id: 233082018
{'hecke_orbit_code': 63050394850297623, 'n': 19, 'trace_an': -75}
-
id: 233082019
{'hecke_orbit_code': 63050394850297623, 'n': 20, 'trace_an': 25}
-
id: 233082020
{'hecke_orbit_code': 63050394850297623, 'n': 21, 'trace_an': 3}
-
id: 233082021
{'hecke_orbit_code': 63050394850297623, 'n': 22, 'trace_an': 0}
-
id: 233082022
{'hecke_orbit_code': 63050394850297623, 'n': 23, 'trace_an': -57}
-
id: 233082023
{'hecke_orbit_code': 63050394850297623, 'n': 24, 'trace_an': 45}
-
id: 233082024
{'hecke_orbit_code': 63050394850297623, 'n': 25, 'trace_an': 50}
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id: 233082025
{'hecke_orbit_code': 63050394850297623, 'n': 26, 'trace_an': 3}
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id: 233082026
{'hecke_orbit_code': 63050394850297623, 'n': 27, 'trace_an': 54}
-
id: 233082027
{'hecke_orbit_code': 63050394850297623, 'n': 28, 'trace_an': -59}
-
id: 233082028
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