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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1]], 4, 2], [[[3, 1], [5, 1]], 3, 2], [[[3, 1], [5, -1]], 2, 1], [[[3, -1], [5, 1]], 1, 1]], 'ALdims': [3, 2, 1, 4], 'Nk2': 1200, 'analytic_conductor': 4.425143250430546, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 24, 'dim': 10, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67108939, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2], 'label': '75.4.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, 'mf_dim': 36, 'mf_new_dim': 10, 'num_forms': 6, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 40, 'trace_bound': 2, 'trace_display': [-4, 0, 0, 4], 'traces': [10, -4, 0, 60, 0, 0, 4, 36, 90, 0, 0, 24, -96, 60, 0, 260, 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4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 119275
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.4.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 4, 'weight': 4}
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id: 119272
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.4.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '15.4.a', 'sub_level': 15, 'sub_mult': 2, 'weight': 4}
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id: 119273
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.4.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '25.4.a', 'sub_level': 25, 'sub_mult': 2, 'weight': 4}
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id: 119274
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.4.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '75.4.a', 'sub_level': 75, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '75.4.a', 'level': 75, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 10052000
{'hecke_orbit_code': 67108939, 'n': 1, 'trace_an': 10}
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id: 10052001
{'hecke_orbit_code': 67108939, 'n': 2, 'trace_an': -4}
-
id: 10052002
{'hecke_orbit_code': 67108939, 'n': 3, 'trace_an': 0}
-
id: 10052003
{'hecke_orbit_code': 67108939, 'n': 4, 'trace_an': 60}
-
id: 10052004
{'hecke_orbit_code': 67108939, 'n': 5, 'trace_an': 0}
-
id: 10052005
{'hecke_orbit_code': 67108939, 'n': 6, 'trace_an': 0}
-
id: 10052006
{'hecke_orbit_code': 67108939, 'n': 7, 'trace_an': 4}
-
id: 10052007
{'hecke_orbit_code': 67108939, 'n': 8, 'trace_an': 36}
-
id: 10052008
{'hecke_orbit_code': 67108939, 'n': 9, 'trace_an': 90}
-
id: 10052009
{'hecke_orbit_code': 67108939, 'n': 10, 'trace_an': 0}
-
id: 10052010
{'hecke_orbit_code': 67108939, 'n': 11, 'trace_an': 0}
-
id: 10052011
{'hecke_orbit_code': 67108939, 'n': 12, 'trace_an': 24}
-
id: 10052012
{'hecke_orbit_code': 67108939, 'n': 13, 'trace_an': -96}
-
id: 10052013
{'hecke_orbit_code': 67108939, 'n': 14, 'trace_an': 60}
-
id: 10052014
{'hecke_orbit_code': 67108939, 'n': 15, 'trace_an': 0}
-
id: 10052015
{'hecke_orbit_code': 67108939, 'n': 16, 'trace_an': 260}
-
id: 10052016
{'hecke_orbit_code': 67108939, 'n': 17, 'trace_an': -40}
-
id: 10052017
{'hecke_orbit_code': 67108939, 'n': 18, 'trace_an': -36}
-
id: 10052018
{'hecke_orbit_code': 67108939, 'n': 19, 'trace_an': -20}
-
id: 10052019
{'hecke_orbit_code': 67108939, 'n': 20, 'trace_an': 0}
-
id: 10052020
{'hecke_orbit_code': 67108939, 'n': 21, 'trace_an': 60}
-
id: 10052021
{'hecke_orbit_code': 67108939, 'n': 22, 'trace_an': 20}
-
id: 10052022
{'hecke_orbit_code': 67108939, 'n': 23, 'trace_an': 288}
-
id: 10052023
{'hecke_orbit_code': 67108939, 'n': 24, 'trace_an': -180}
-
id: 10052024
{'hecke_orbit_code': 67108939, 'n': 25, 'trace_an': 0}
-
id: 10052025
{'hecke_orbit_code': 67108939, 'n': 26, 'trace_an': -1020}
-
id: 10052026
{'hecke_orbit_code': 67108939, 'n': 27, 'trace_an': 0}
-
id: 10052027
{'hecke_orbit_code': 67108939, 'n': 28, 'trace_an': -188}
-
id: 10052028
{'hecke_orbit_code': 67108939, 'n': 29, 'trace_an': -300}
-
id: 10052029
{'hecke_orbit_code': 67108939, 'n': 30, 'trace_an': 0}
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id: 10052030
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