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mf_newspaces • Show schema
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{'Nk2': 512, 'analytic_conductor': 1.022085145872389, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [128, 4, [127, 5], [4, 3]], 'conrey_index': 33, 'cusp_dim': 16, 'dim': 4, 'eis_dim': 32, 'eis_new_dim': 8, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 274911461504, 'hecke_orbit_dims': [2, 2], 'label': '128.2.e', 'level': 128, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 48, 'mf_new_dim': 12, 'num_forms': 2, 'prim_orbit_index': 5, 'relative_dim': 2, 'sturm_bound': 32, 'trace_bound': 3, 'trace_display': [0, 0, 4, 0], 'traces': [4, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, -8, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, -8, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 12, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 8, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 20, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, -8, 0, 0, 0, -44, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, -24, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, -40, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, -24, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 0, 48, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 24, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 56, 0, 0, 0, 68, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 12, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, -88, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, -16, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, -52, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, 72, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, 56, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 72, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, -24, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, -16, 0, 0, 0, 52, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, -72, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 24, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 56, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 120, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, -44, 0, 0, 0, -64, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, -24, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, -80, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -92, 0, 0, 0, -96, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, -52, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, -24, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, 0, 16, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 72, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 136, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 48, 0, 0, 0, 100, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 4, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, -72, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, -76, 0, 0, 0, 16, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 56, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 40, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -124, 0, 0, 0, 64, 0, 0, 0, -108, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 84, 0, 0, 0, -40, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, -168, 0, 0, 0, -92, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, -200, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, -120, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, 0, -16, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 120, 0, 0, 0, -44, 0, 0, 0, 0, 0, 0, 0, -92, 0, 0, 0, -24, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, -44, 0, 0, 0, 120, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, 8, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 48, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 44, 0, 0, 0, -8, 0, 0, 0, 88, 0, 0, 0, 0, 0, 0, 0, -36, 0, 0, 0, 120, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 116, 0, 0, 0, 64, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 132, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, -8, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, -8, 0, 0, 0, 148, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 133409
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 33, 'conrey_indexes': [33, 97], 'label': '128.2.e', 'level': 128, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 13], 'sub_dim': 2, 'sub_label': '16.2.e', 'sub_level': 16, 'sub_mult': 4, 'weight': 2}
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id: 133410
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 33, 'conrey_indexes': [33, 97], 'label': '128.2.e', 'level': 128, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 49], 'sub_dim': 2, 'sub_label': '64.2.e', 'sub_level': 64, 'sub_mult': 2, 'weight': 2}
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id: 133408
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 33, 'conrey_indexes': [33, 97], 'label': '128.2.e', 'level': 128, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 33, 'sub_conrey_indexes': [33, 97], 'sub_dim': 4, 'sub_label': '128.2.e', 'sub_level': 128, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '128.2.e', 'level': 128, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45259000
{'hecke_orbit_code': 274911461504, 'n': 1, 'trace_an': 4}
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id: 45259001
{'hecke_orbit_code': 274911461504, 'n': 2, 'trace_an': 0}
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id: 45259002
{'hecke_orbit_code': 274911461504, 'n': 3, 'trace_an': 0}
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id: 45259003
{'hecke_orbit_code': 274911461504, 'n': 4, 'trace_an': 0}
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id: 45259004
{'hecke_orbit_code': 274911461504, 'n': 5, 'trace_an': 4}
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id: 45259005
{'hecke_orbit_code': 274911461504, 'n': 6, 'trace_an': 0}
-
id: 45259006
{'hecke_orbit_code': 274911461504, 'n': 7, 'trace_an': 0}
-
id: 45259007
{'hecke_orbit_code': 274911461504, 'n': 8, 'trace_an': 0}
-
id: 45259008
{'hecke_orbit_code': 274911461504, 'n': 9, 'trace_an': 0}
-
id: 45259009
{'hecke_orbit_code': 274911461504, 'n': 10, 'trace_an': 0}
-
id: 45259010
{'hecke_orbit_code': 274911461504, 'n': 11, 'trace_an': 0}
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id: 45259011
{'hecke_orbit_code': 274911461504, 'n': 12, 'trace_an': 0}
-
id: 45259012
{'hecke_orbit_code': 274911461504, 'n': 13, 'trace_an': 4}
-
id: 45259013
{'hecke_orbit_code': 274911461504, 'n': 14, 'trace_an': 0}
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id: 45259014
{'hecke_orbit_code': 274911461504, 'n': 15, 'trace_an': 0}
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id: 45259015
{'hecke_orbit_code': 274911461504, 'n': 16, 'trace_an': 0}
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id: 45259016
{'hecke_orbit_code': 274911461504, 'n': 17, 'trace_an': -8}
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id: 45259017
{'hecke_orbit_code': 274911461504, 'n': 18, 'trace_an': 0}
-
id: 45259018
{'hecke_orbit_code': 274911461504, 'n': 19, 'trace_an': 0}
-
id: 45259019
{'hecke_orbit_code': 274911461504, 'n': 20, 'trace_an': 0}
-
id: 45259020
{'hecke_orbit_code': 274911461504, 'n': 21, 'trace_an': -8}
-
id: 45259021
{'hecke_orbit_code': 274911461504, 'n': 22, 'trace_an': 0}
-
id: 45259022
{'hecke_orbit_code': 274911461504, 'n': 23, 'trace_an': 0}
-
id: 45259023
{'hecke_orbit_code': 274911461504, 'n': 24, 'trace_an': 0}
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id: 45259024
{'hecke_orbit_code': 274911461504, 'n': 25, 'trace_an': 0}
-
id: 45259025
{'hecke_orbit_code': 274911461504, 'n': 26, 'trace_an': 0}
-
id: 45259026
{'hecke_orbit_code': 274911461504, 'n': 27, 'trace_an': 0}
-
id: 45259027
{'hecke_orbit_code': 274911461504, 'n': 28, 'trace_an': 0}
-
id: 45259028
{'hecke_orbit_code': 274911461504, 'n': 29, 'trace_an': -12}
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id: 45259029
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