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mf_newforms • Show schema
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{'Nk2': 6075, 'analytic_conductor': 30.553395754584542, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 75, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 10, 'char_parity': -1, 'char_values': [75, 10, [26, 52], [5, 8]], 'cm_discs': [], 'conrey_index': 11, 'conrey_indexes': [11, 41, 56, 71], 'dim': 312, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 618626285643, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 25, 4, 1, 5, 0], [1, 1, 75, 10, -1, 10, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '75.9.j.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.9.j.a', 'prim_orbit_index': 10, 'related_objects': [], 'relative_dim': 78, 'rm_discs': [], 'sato_tate_group': '8.2.3.c10', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.9.j', 'trace_display': [0, -73, 0, -176], 'traces': [312, 0, -73, 9722, 0, -515, -176, 0, 7907, -1340, 0, -41153, -47466, 0, -183555, -1375138, 0, -124530, -215676, 0, -322116, 506210, 0, -885600, -2285000, 0, 1668122, 795754, 0, 511395, 137814, 0, 185030, -3354230, 0, -1217933, 8147494, 0, 6148789, 12667680, 0, -20632975, 6373244, 0, 42801695, -5724210, 0, 45688462, 215489176, 0, 4033340, 50335444, 0, -11570780, 1252690, 0, 127383454, 910270, 0, 42215760, -25290306, 0, -103896031, 154389042, 0, -29877340, -47397296, 0, 41856605, -258904800, 0, -239805005, -140624106, 0, -35216050, -212861216, 0, 88431575, -106524466, 0, -142401613, -440177940, 0, -80599906, 255505030, 0, -214355530, -142625130, 0, -76416350, -49394062, 0, -843269096, 501646740, 0, -115465550, 129442874, 0, 136982720, -425444560, 0, 1043357870, -837809186, 0, 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label 75.9.j.a does not appear in mf_hecke_nf
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mf_newspaces • Show schema
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{'Nk2': 6075, 'analytic_conductor': 30.553395754584542, 'char_conductor': 75, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 10, 'char_parity': -1, 'char_values': [75, 10, [26, 52], [5, 8]], 'conrey_index': 11, 'cusp_dim': 312, 'dim': 312, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_orbit_code': 618626285643, 'hecke_orbit_dims': [312], 'label': '75.9.j', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 328, 'mf_new_dim': 328, 'num_forms': 1, 'prim_orbit_index': 10, 'relative_dim': 78, 'sturm_bound': 90, 'trace_bound': 0, 'trace_display': [0, -73, 0, -176], 'traces': [312, 0, -73, 9722, 0, -515, -176, 0, 7907, -1340, 0, -41153, -47466, 0, -183555, -1375138, 0, -124530, -215676, 0, -322116, 506210, 0, -885600, -2285000, 0, 1668122, 795754, 0, 511395, 137814, 0, 185030, -3354230, 0, -1217933, 8147494, 0, 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mf_twists_nf • Show schema
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id: 65045
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 10, 'source_dim': 312, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '75.9.j.a', 'source_level': 75, 'target_char_orbit': 10, 'target_dim': 312, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.9.j.a', 'target_level': 75, 'twist_class_label': '75.9.j.a', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 65046
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 10, 'source_dim': 312, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '75.9.j.a', 'source_level': 75, 'target_char_orbit': 10, 'target_dim': 312, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.9.j.a', 'target_level': 75, 'twist_class_label': '75.9.j.a', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 65047
{'conductor': 25, 'degree': 4, 'multiplicity': 1, 'order': 5, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 10, 'source_dim': 312, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '75.9.j.a', 'source_level': 75, 'target_char_orbit': 10, 'target_dim': 312, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.9.j.a', 'target_level': 75, 'twist_class_label': '75.9.j.a', 'twist_class_level': 75, 'twisting_char_label': '25.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 65048
{'conductor': 75, 'degree': 4, 'multiplicity': 1, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 10, 'source_dim': 312, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '75.9.j.a', 'source_level': 75, 'target_char_orbit': 10, 'target_dim': 312, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.9.j.a', 'target_level': 75, 'twist_class_label': '75.9.j.a', 'twist_class_level': 75, 'twisting_char_label': '75.j', 'twisting_char_orbit': 10, 'weight': 9}
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hecke_orbit_code 618626285643 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 10, 'hecke_orbit': 1, 'label': '75.9.j.a', 'level': 75, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 40461000
{'hecke_orbit_code': 618626285643, 'n': 1, 'trace_an': 312}
-
id: 40461001
{'hecke_orbit_code': 618626285643, 'n': 2, 'trace_an': 0}
-
id: 40461002
{'hecke_orbit_code': 618626285643, 'n': 3, 'trace_an': -73}
-
id: 40461003
{'hecke_orbit_code': 618626285643, 'n': 4, 'trace_an': 9722}
-
id: 40461004
{'hecke_orbit_code': 618626285643, 'n': 5, 'trace_an': 0}
-
id: 40461005
{'hecke_orbit_code': 618626285643, 'n': 6, 'trace_an': -515}
-
id: 40461006
{'hecke_orbit_code': 618626285643, 'n': 7, 'trace_an': -176}
-
id: 40461007
{'hecke_orbit_code': 618626285643, 'n': 8, 'trace_an': 0}
-
id: 40461008
{'hecke_orbit_code': 618626285643, 'n': 9, 'trace_an': 7907}
-
id: 40461009
{'hecke_orbit_code': 618626285643, 'n': 10, 'trace_an': -1340}
-
id: 40461010
{'hecke_orbit_code': 618626285643, 'n': 11, 'trace_an': 0}
-
id: 40461011
{'hecke_orbit_code': 618626285643, 'n': 12, 'trace_an': -41153}
-
id: 40461012
{'hecke_orbit_code': 618626285643, 'n': 13, 'trace_an': -47466}
-
id: 40461013
{'hecke_orbit_code': 618626285643, 'n': 14, 'trace_an': 0}
-
id: 40461014
{'hecke_orbit_code': 618626285643, 'n': 15, 'trace_an': -183555}
-
id: 40461015
{'hecke_orbit_code': 618626285643, 'n': 16, 'trace_an': -1375138}
-
id: 40461016
{'hecke_orbit_code': 618626285643, 'n': 17, 'trace_an': 0}
-
id: 40461017
{'hecke_orbit_code': 618626285643, 'n': 18, 'trace_an': -124530}
-
id: 40461018
{'hecke_orbit_code': 618626285643, 'n': 19, 'trace_an': -215676}
-
id: 40461019
{'hecke_orbit_code': 618626285643, 'n': 20, 'trace_an': 0}
-
id: 40461020
{'hecke_orbit_code': 618626285643, 'n': 21, 'trace_an': -322116}
-
id: 40461021
{'hecke_orbit_code': 618626285643, 'n': 22, 'trace_an': 506210}
-
id: 40461022
{'hecke_orbit_code': 618626285643, 'n': 23, 'trace_an': 0}
-
id: 40461023
{'hecke_orbit_code': 618626285643, 'n': 24, 'trace_an': -885600}
-
id: 40461024
{'hecke_orbit_code': 618626285643, 'n': 25, 'trace_an': -2285000}
-
id: 40461025
{'hecke_orbit_code': 618626285643, 'n': 26, 'trace_an': 0}
-
id: 40461026
{'hecke_orbit_code': 618626285643, 'n': 27, 'trace_an': 1668122}
-
id: 40461027
{'hecke_orbit_code': 618626285643, 'n': 28, 'trace_an': 795754}
-
id: 40461028
{'hecke_orbit_code': 618626285643, 'n': 29, 'trace_an': 0}
-
id: 40461029
{'hecke_orbit_code': 618626285643, 'n': 30, 'trace_an': 511395}
-
id: 40461030
{'hecke_orbit_code': 618626285643, 'n': 31, 'trace_an': 137814}
-
id: 40461031
{'hecke_orbit_code': 618626285643, 'n': 32, 'trace_an': 0}
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