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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [7, -1]], 13, 8], [[[5, -1], [7, 1]], 17, 7], [[[5, 1], [7, -1]], 15, 9], [[[5, 1], [7, 1]], 13, 5]], 'ALdims': [13, 15, 17, 13], 'Nk2': 4900, 'analytic_conductor': 9.781674247606848, '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': [1225, 1, [1177, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 117, 'dim': 58, 'eis_dim': 47, 'eis_new_dim': 15, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 33555657, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4], 'label': '1225.2.a', 'level': 1225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 164, 'mf_new_dim': 73, 'num_forms': 29, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 58, 'sturm_bound': 280, 'trace_bound': 3, 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0, -16, -496, -288, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 402179
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.2.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '35.2.a', 'sub_level': 35, 'sub_mult': 4, 'weight': 2}
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id: 402180
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.2.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 3, 'weight': 2}
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id: 402177
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.2.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '175.2.a', 'sub_level': 175, 'sub_mult': 2, 'weight': 2}
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id: 402178
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.2.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '245.2.a', 'sub_level': 245, 'sub_mult': 2, 'weight': 2}
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id: 402176
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.2.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 58, 'sub_label': '1225.2.a', 'sub_level': 1225, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1225.2.a', 'level': 1225, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1206000
{'hecke_orbit_code': 33555657, 'n': 1, 'trace_an': 58}
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id: 1206001
{'hecke_orbit_code': 33555657, 'n': 2, 'trace_an': 0}
-
id: 1206002
{'hecke_orbit_code': 33555657, 'n': 3, 'trace_an': 0}
-
id: 1206003
{'hecke_orbit_code': 33555657, 'n': 4, 'trace_an': 54}
-
id: 1206004
{'hecke_orbit_code': 33555657, 'n': 5, 'trace_an': 0}
-
id: 1206005
{'hecke_orbit_code': 33555657, 'n': 6, 'trace_an': -4}
-
id: 1206006
{'hecke_orbit_code': 33555657, 'n': 7, 'trace_an': 0}
-
id: 1206007
{'hecke_orbit_code': 33555657, 'n': 8, 'trace_an': 0}
-
id: 1206008
{'hecke_orbit_code': 33555657, 'n': 9, 'trace_an': 38}
-
id: 1206009
{'hecke_orbit_code': 33555657, 'n': 10, 'trace_an': 0}
-
id: 1206010
{'hecke_orbit_code': 33555657, 'n': 11, 'trace_an': 0}
-
id: 1206011
{'hecke_orbit_code': 33555657, 'n': 12, 'trace_an': 4}
-
id: 1206012
{'hecke_orbit_code': 33555657, 'n': 13, 'trace_an': 10}
-
id: 1206013
{'hecke_orbit_code': 33555657, 'n': 14, 'trace_an': 0}
-
id: 1206014
{'hecke_orbit_code': 33555657, 'n': 15, 'trace_an': 0}
-
id: 1206015
{'hecke_orbit_code': 33555657, 'n': 16, 'trace_an': 54}
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id: 1206016
{'hecke_orbit_code': 33555657, 'n': 17, 'trace_an': -2}
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id: 1206017
{'hecke_orbit_code': 33555657, 'n': 18, 'trace_an': 20}
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id: 1206018
{'hecke_orbit_code': 33555657, 'n': 19, 'trace_an': 4}
-
id: 1206019
{'hecke_orbit_code': 33555657, 'n': 20, 'trace_an': 0}
-
id: 1206020
{'hecke_orbit_code': 33555657, 'n': 21, 'trace_an': 0}
-
id: 1206021
{'hecke_orbit_code': 33555657, 'n': 22, 'trace_an': 16}
-
id: 1206022
{'hecke_orbit_code': 33555657, 'n': 23, 'trace_an': -12}
-
id: 1206023
{'hecke_orbit_code': 33555657, 'n': 24, 'trace_an': 24}
-
id: 1206024
{'hecke_orbit_code': 33555657, 'n': 25, 'trace_an': 0}
-
id: 1206025
{'hecke_orbit_code': 33555657, 'n': 26, 'trace_an': 2}
-
id: 1206026
{'hecke_orbit_code': 33555657, 'n': 27, 'trace_an': -12}
-
id: 1206027
{'hecke_orbit_code': 33555657, 'n': 28, 'trace_an': 0}
-
id: 1206028
{'hecke_orbit_code': 33555657, 'n': 29, 'trace_an': -8}
-
id: 1206029
{'hecke_orbit_code': 33555657, 'n': 30, 'trace_an': 0}
-
id: 1206030
{'hecke_orbit_code': 33555657, 'n': 31, 'trace_an': 12}
-
id: 1206031
{'hecke_orbit_code': 33555657, 'n': 32, 'trace_an': 0}
-
id: 1206032
{'hecke_orbit_code': 33555657, 'n': 33, 'trace_an': -12}
-
id: 1206033
{'hecke_orbit_code': 33555657, 'n': 34, 'trace_an': 2}
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id: 1206941
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id: 1206942
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id: 1206943
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id: 1206945
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id: 1206951
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id: 1206952
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id: 1206993
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id: 1206994
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id: 1206996
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id: 1206997
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id: 1206998
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id: 1206999
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