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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1]], 21, 6], [[[3, 1], [5, 1]], 20, 8], [[[3, 1], [5, -1]], 19, 6], [[[3, -1], [5, 1]], 16, 9]], 'ALdims': [20, 19, 16, 21], 'Nk2': 10800, 'analytic_conductor': 39.82628925387491, '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': [675, 1, [326, 352], [1, 1]], 'conrey_index': 1, 'cusp_dim': 252, 'dim': 76, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67109539, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6], 'label': '675.4.a', 'level': 675, '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': 288, 'mf_new_dim': 76, 'num_forms': 29, 'plus_dim': 41, 'prim_orbit_index': 1, 'relative_dim': 76, 'sturm_bound': 360, 'trace_bound': 7, 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mf_subspaces • Show schema
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id: 273581
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '675.4.a', 'level': 675, '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': 8, 'weight': 4}
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id: 273582
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '675.4.a', 'level': 675, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 6, 'weight': 4}
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id: 273574
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '675.4.a', 'level': 675, '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': 6, 'weight': 4}
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id: 273576
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '675.4.a', 'level': 675, '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': 4, 'weight': 4}
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id: 273577
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '675.4.a', 'level': 675, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '27.4.a', 'sub_level': 27, 'sub_mult': 3, 'weight': 4}
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id: 273578
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '675.4.a', 'level': 675, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '45.4.a', 'sub_level': 45, 'sub_mult': 4, 'weight': 4}
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id: 273580
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '675.4.a', 'level': 675, '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': 3, 'weight': 4}
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id: 273573
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '675.4.a', 'level': 675, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '135.4.a', 'sub_level': 135, 'sub_mult': 2, 'weight': 4}
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id: 273575
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '675.4.a', 'level': 675, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 22, 'sub_label': '225.4.a', 'sub_level': 225, 'sub_mult': 2, 'weight': 4}
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id: 273579
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '675.4.a', 'level': 675, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 76, 'sub_label': '675.4.a', 'sub_level': 675, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '675.4.a', 'level': 675, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 10652000
{'hecke_orbit_code': 67109539, 'n': 1, 'trace_an': 76}
-
id: 10652001
{'hecke_orbit_code': 67109539, 'n': 2, 'trace_an': 0}
-
id: 10652002
{'hecke_orbit_code': 67109539, 'n': 3, 'trace_an': 0}
-
id: 10652003
{'hecke_orbit_code': 67109539, 'n': 4, 'trace_an': 298}
-
id: 10652004
{'hecke_orbit_code': 67109539, 'n': 5, 'trace_an': 0}
-
id: 10652005
{'hecke_orbit_code': 67109539, 'n': 6, 'trace_an': 0}
-
id: 10652006
{'hecke_orbit_code': 67109539, 'n': 7, 'trace_an': -40}
-
id: 10652007
{'hecke_orbit_code': 67109539, 'n': 8, 'trace_an': 0}
-
id: 10652008
{'hecke_orbit_code': 67109539, 'n': 9, 'trace_an': 0}
-
id: 10652009
{'hecke_orbit_code': 67109539, 'n': 10, 'trace_an': 0}
-
id: 10652010
{'hecke_orbit_code': 67109539, 'n': 11, 'trace_an': 0}
-
id: 10652011
{'hecke_orbit_code': 67109539, 'n': 12, 'trace_an': 0}
-
id: 10652012
{'hecke_orbit_code': 67109539, 'n': 13, 'trace_an': 2}
-
id: 10652013
{'hecke_orbit_code': 67109539, 'n': 14, 'trace_an': 0}
-
id: 10652014
{'hecke_orbit_code': 67109539, 'n': 15, 'trace_an': 0}
-
id: 10652015
{'hecke_orbit_code': 67109539, 'n': 16, 'trace_an': 1030}
-
id: 10652016
{'hecke_orbit_code': 67109539, 'n': 17, 'trace_an': 0}
-
id: 10652017
{'hecke_orbit_code': 67109539, 'n': 18, 'trace_an': 0}
-
id: 10652018
{'hecke_orbit_code': 67109539, 'n': 19, 'trace_an': 98}
-
id: 10652019
{'hecke_orbit_code': 67109539, 'n': 20, 'trace_an': 0}
-
id: 10652020
{'hecke_orbit_code': 67109539, 'n': 21, 'trace_an': 0}
-
id: 10652021
{'hecke_orbit_code': 67109539, 'n': 22, 'trace_an': 294}
-
id: 10652022
{'hecke_orbit_code': 67109539, 'n': 23, 'trace_an': 0}
-
id: 10652023
{'hecke_orbit_code': 67109539, 'n': 24, 'trace_an': 0}
-
id: 10652024
{'hecke_orbit_code': 67109539, 'n': 25, 'trace_an': 0}
-
id: 10652025
{'hecke_orbit_code': 67109539, 'n': 26, 'trace_an': 0}
-
id: 10652026
{'hecke_orbit_code': 67109539, 'n': 27, 'trace_an': 0}
-
id: 10652027
{'hecke_orbit_code': 67109539, 'n': 28, 'trace_an': -406}
-
id: 10652028
{'hecke_orbit_code': 67109539, 'n': 29, 'trace_an': 0}
-
id: 10652029
{'hecke_orbit_code': 67109539, 'n': 30, 'trace_an': 0}
-
id: 10652030
{'hecke_orbit_code': 67109539, 'n': 31, 'trace_an': -46}
-
id: 10652031
{'hecke_orbit_code': 67109539, 'n': 32, 'trace_an': 0}
-
id: 10652032
{'hecke_orbit_code': 67109539, 'n': 33, 'trace_an': 0}
-
id: 10652033
{'hecke_orbit_code': 67109539, 'n': 34, 'trace_an': 60}
-
id: 10652034
{'hecke_orbit_code': 67109539, 'n': 35, 'trace_an': 0}
-
id: 10652035
{'hecke_orbit_code': 67109539, 'n': 36, 'trace_an': 0}
-
id: 10652036
{'hecke_orbit_code': 67109539, 'n': 37, 'trace_an': 1106}
-
id: 10652037
{'hecke_orbit_code': 67109539, 'n': 38, 'trace_an': 0}
-
id: 10652038
{'hecke_orbit_code': 67109539, 'n': 39, 'trace_an': 0}
-
id: 10652039
{'hecke_orbit_code': 67109539, 'n': 40, 'trace_an': 0}
-
id: 10652040
{'hecke_orbit_code': 67109539, 'n': 41, 'trace_an': 0}
-
id: 10652041
{'hecke_orbit_code': 67109539, 'n': 42, 'trace_an': 0}
-
id: 10652042
{'hecke_orbit_code': 67109539, 'n': 43, 'trace_an': 980}
-
id: 10652043
{'hecke_orbit_code': 67109539, 'n': 44, 'trace_an': 0}
-
id: 10652044
{'hecke_orbit_code': 67109539, 'n': 45, 'trace_an': 0}
-
id: 10652045
{'hecke_orbit_code': 67109539, 'n': 46, 'trace_an': 1956}
-
id: 10652046
{'hecke_orbit_code': 67109539, 'n': 47, 'trace_an': 0}
-
id: 10652047
{'hecke_orbit_code': 67109539, 'n': 48, 'trace_an': 0}
-
id: 10652048
{'hecke_orbit_code': 67109539, 'n': 49, 'trace_an': 4500}
-
id: 10652049
{'hecke_orbit_code': 67109539, 'n': 50, 'trace_an': 0}
-
id: 10652050
{'hecke_orbit_code': 67109539, 'n': 51, 'trace_an': 0}
-
id: 10652051
{'hecke_orbit_code': 67109539, 'n': 52, 'trace_an': 152}
-
id: 10652052
{'hecke_orbit_code': 67109539, 'n': 53, 'trace_an': 0}
-
id: 10652053
{'hecke_orbit_code': 67109539, 'n': 54, 'trace_an': 0}
-
id: 10652054
{'hecke_orbit_code': 67109539, 'n': 55, 'trace_an': 0}
-
id: 10652055
{'hecke_orbit_code': 67109539, 'n': 56, 'trace_an': 0}
-
id: 10652056
{'hecke_orbit_code': 67109539, 'n': 57, 'trace_an': 0}
-
id: 10652057
{'hecke_orbit_code': 67109539, 'n': 58, 'trace_an': 1260}
-
id: 10652058
{'hecke_orbit_code': 67109539, 'n': 59, 'trace_an': 0}
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