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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [29, -1]], 45, 11], [[[2, 1], [29, -1]], 39, 9], [[[2, -1], [29, 1]], 39, 9], [[[2, 1], [29, 1]], 45, 9]], 'ALdims': [45, 39, 39, 45], 'Nk2': 29696, 'analytic_conductor': 109.50754497065458, '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': [1856, 1, [639, 581, 321], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 708, 'dim': 168, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 67110720, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 5, 5, 5, 5, 6, 6, 8, 9, 9, 10, 10, 12, 12, 12], 'label': '1856.4.a', 'level': 1856, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 29], 'level_radical': 58, 'mf_dim': 732, 'mf_new_dim': 168, 'num_forms': 38, 'plus_dim': 90, 'prim_orbit_index': 1, 'relative_dim': 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mf_subspaces • Show schema
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id: 537073
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 8, 'weight': 4}
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id: 537064
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 6, 'weight': 4}
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id: 537067
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '29.4.a', 'sub_level': 29, 'sub_mult': 7, 'weight': 4}
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id: 537068
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '32.4.a', 'sub_level': 32, 'sub_mult': 4, 'weight': 4}
-
id: 537070
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '58.4.a', 'sub_level': 58, 'sub_mult': 6, 'weight': 4}
-
id: 537071
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '64.4.a', 'sub_level': 64, 'sub_mult': 2, 'weight': 4}
-
id: 537063
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '116.4.a', 'sub_level': 116, 'sub_mult': 5, 'weight': 4}
-
id: 537066
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 21, 'sub_label': '232.4.a', 'sub_level': 232, 'sub_mult': 4, 'weight': 4}
-
id: 537069
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 42, 'sub_label': '464.4.a', 'sub_level': 464, 'sub_mult': 3, 'weight': 4}
-
id: 537072
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 84, 'sub_label': '928.4.a', 'sub_level': 928, 'sub_mult': 2, 'weight': 4}
-
id: 537065
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1856.4.a', 'level': 1856, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 168, 'sub_label': '1856.4.a', 'sub_level': 1856, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1856.4.a', 'level': 1856, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 11833000
{'hecke_orbit_code': 67110720, 'n': 1, 'trace_an': 168}
-
id: 11833001
{'hecke_orbit_code': 67110720, 'n': 2, 'trace_an': 0}
-
id: 11833002
{'hecke_orbit_code': 67110720, 'n': 3, 'trace_an': 0}
-
id: 11833003
{'hecke_orbit_code': 67110720, 'n': 4, 'trace_an': 0}
-
id: 11833004
{'hecke_orbit_code': 67110720, 'n': 5, 'trace_an': 0}
-
id: 11833005
{'hecke_orbit_code': 67110720, 'n': 6, 'trace_an': 0}
-
id: 11833006
{'hecke_orbit_code': 67110720, 'n': 7, 'trace_an': 0}
-
id: 11833007
{'hecke_orbit_code': 67110720, 'n': 8, 'trace_an': 0}
-
id: 11833008
{'hecke_orbit_code': 67110720, 'n': 9, 'trace_an': 1512}
-
id: 11833009
{'hecke_orbit_code': 67110720, 'n': 10, 'trace_an': 0}
-
id: 11833010
{'hecke_orbit_code': 67110720, 'n': 11, 'trace_an': 0}
-
id: 11833011
{'hecke_orbit_code': 67110720, 'n': 12, 'trace_an': 0}
-
id: 11833012
{'hecke_orbit_code': 67110720, 'n': 13, 'trace_an': -144}
-
id: 11833013
{'hecke_orbit_code': 67110720, 'n': 14, 'trace_an': 0}
-
id: 11833014
{'hecke_orbit_code': 67110720, 'n': 15, 'trace_an': 0}
-
id: 11833015
{'hecke_orbit_code': 67110720, 'n': 16, 'trace_an': 0}
-
id: 11833016
{'hecke_orbit_code': 67110720, 'n': 17, 'trace_an': 0}
-
id: 11833017
{'hecke_orbit_code': 67110720, 'n': 18, 'trace_an': 0}
-
id: 11833018
{'hecke_orbit_code': 67110720, 'n': 19, 'trace_an': 0}
-
id: 11833019
{'hecke_orbit_code': 67110720, 'n': 20, 'trace_an': 0}
-
id: 11833020
{'hecke_orbit_code': 67110720, 'n': 21, 'trace_an': 240}
-
id: 11833021
{'hecke_orbit_code': 67110720, 'n': 22, 'trace_an': 0}
-
id: 11833022
{'hecke_orbit_code': 67110720, 'n': 23, 'trace_an': 0}
-
id: 11833023
{'hecke_orbit_code': 67110720, 'n': 24, 'trace_an': 0}
-
id: 11833024
{'hecke_orbit_code': 67110720, 'n': 25, 'trace_an': 4200}
-
id: 11833025
{'hecke_orbit_code': 67110720, 'n': 26, 'trace_an': 0}
-
id: 11833026
{'hecke_orbit_code': 67110720, 'n': 27, 'trace_an': 0}
-
id: 11833027
{'hecke_orbit_code': 67110720, 'n': 28, 'trace_an': 0}
-
id: 11833028
{'hecke_orbit_code': 67110720, 'n': 29, 'trace_an': 0}
-
id: 11833029
{'hecke_orbit_code': 67110720, 'n': 30, 'trace_an': 0}
-
id: 11833030
{'hecke_orbit_code': 67110720, 'n': 31, 'trace_an': 0}
-
id: 11833031
{'hecke_orbit_code': 67110720, 'n': 32, 'trace_an': 0}
-
id: 11833032
{'hecke_orbit_code': 67110720, 'n': 33, 'trace_an': 464}
-
id: 11833033
{'hecke_orbit_code': 67110720, 'n': 34, 'trace_an': 0}
-
id: 11833034
{'hecke_orbit_code': 67110720, 'n': 35, 'trace_an': 0}
-
id: 11833035
{'hecke_orbit_code': 67110720, 'n': 36, 'trace_an': 0}
-
id: 11833036
{'hecke_orbit_code': 67110720, 'n': 37, 'trace_an': 1008}
-
id: 11833037
{'hecke_orbit_code': 67110720, 'n': 38, 'trace_an': 0}
-
id: 11833038
{'hecke_orbit_code': 67110720, 'n': 39, 'trace_an': 0}
-
id: 11833039
{'hecke_orbit_code': 67110720, 'n': 40, 'trace_an': 0}
-
id: 11833040
{'hecke_orbit_code': 67110720, 'n': 41, 'trace_an': 80}
-
id: 11833041
{'hecke_orbit_code': 67110720, 'n': 42, 'trace_an': 0}
-
id: 11833042
{'hecke_orbit_code': 67110720, 'n': 43, 'trace_an': 0}
-
id: 11833043
{'hecke_orbit_code': 67110720, 'n': 44, 'trace_an': 0}
-
id: 11833044
{'hecke_orbit_code': 67110720, 'n': 45, 'trace_an': -1968}
-
id: 11833045
{'hecke_orbit_code': 67110720, 'n': 46, 'trace_an': 0}
-
id: 11833046
{'hecke_orbit_code': 67110720, 'n': 47, 'trace_an': 0}
-
id: 11833047
{'hecke_orbit_code': 67110720, 'n': 48, 'trace_an': 0}
-
id: 11833048
{'hecke_orbit_code': 67110720, 'n': 49, 'trace_an': 8232}
-
id: 11833049
{'hecke_orbit_code': 67110720, 'n': 50, 'trace_an': 0}
-
id: 11833050
{'hecke_orbit_code': 67110720, 'n': 51, 'trace_an': 0}
-
id: 11833051
{'hecke_orbit_code': 67110720, 'n': 52, 'trace_an': 0}
-
id: 11833052
{'hecke_orbit_code': 67110720, 'n': 53, 'trace_an': -816}
-
id: 11833053
{'hecke_orbit_code': 67110720, 'n': 54, 'trace_an': 0}
-
id: 11833054
{'hecke_orbit_code': 67110720, 'n': 55, 'trace_an': 0}
-
id: 11833055
{'hecke_orbit_code': 67110720, 'n': 56, 'trace_an': 0}
-
id: 11833056
{'hecke_orbit_code': 67110720, 'n': 57, 'trace_an': -688}
-
id: 11833057
{'hecke_orbit_code': 67110720, 'n': 58, 'trace_an': 0}
-
id: 11833058
{'hecke_orbit_code': 67110720, 'n': 59, 'trace_an': 0}
-
id: 11833059
{'hecke_orbit_code': 67110720, 'n': 60, 'trace_an': 0}
-
id: 11833060
{'hecke_orbit_code': 67110720, 'n': 61, 'trace_an': 3984}
-
id: 11833061
{'hecke_orbit_code': 67110720, 'n': 62, 'trace_an': 0}
-
id: 11833062
{'hecke_orbit_code': 67110720, 'n': 63, 'trace_an': 0}
-
id: 11833063
{'hecke_orbit_code': 67110720, 'n': 64, 'trace_an': 0}
-
id: 11833064
{'hecke_orbit_code': 67110720, 'n': 65, 'trace_an': 0}
-
id: 11833065
{'hecke_orbit_code': 67110720, 'n': 66, 'trace_an': 0}
-
id: 11833066
{'hecke_orbit_code': 67110720, 'n': 67, 'trace_an': 0}
-
id: 11833067
{'hecke_orbit_code': 67110720, 'n': 68, 'trace_an': 0}
-
id: 11833068
{'hecke_orbit_code': 67110720, 'n': 69, 'trace_an': 2544}
-
id: 11833069
{'hecke_orbit_code': 67110720, 'n': 70, 'trace_an': 0}
-
id: 11833070
{'hecke_orbit_code': 67110720, 'n': 71, 'trace_an': 0}
-
id: 11833071
{'hecke_orbit_code': 67110720, 'n': 72, 'trace_an': 0}
-
id: 11833072
{'hecke_orbit_code': 67110720, 'n': 73, 'trace_an': 0}
-
id: 11833073
{'hecke_orbit_code': 67110720, 'n': 74, 'trace_an': 0}
-
id: 11833074
{'hecke_orbit_code': 67110720, 'n': 75, 'trace_an': 0}
-
id: 11833075
{'hecke_orbit_code': 67110720, 'n': 76, 'trace_an': 0}
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id: 11833076
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