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mf_newspaces • Show schema
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{'Nk2': 6552, 'analytic_conductor': 13.079495851085728, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [1638, 2, [911, 703, 379], [2, 2, 1]], 'conrey_index': 883, 'cusp_dim': 320, 'dim': 36, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 17], 'hecke_orbit_code': 137472509542, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 4, 6, 6, 6], 'label': '1638.2.c', 'level': 1638, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'mf_dim': 352, 'mf_new_dim': 36, 'num_forms': 11, 'prim_orbit_index': 2, 'relative_dim': 36, 'sturm_bound': 672, 'trace_bound': 14, 'trace_display': [0, 0, 0, 0], 'traces': [36, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, 0, 4, -4, 0, 36, -8, 0, 0, 0, 0, 4, -4, 0, -20, 0, 0, 0, -40, 0, 0, 0, 0, 0, -8, 0, 0, 32, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, -36, 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0, 0, 0, 0, 440, 0, 0, 24, 0, 240, 0, 0, -40, 0, 0, 0, 0, 0, 56, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 494847
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '26.2.b', 'sub_level': 26, 'sub_mult': 6, 'weight': 2}
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id: 494849
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '39.2.b', 'sub_level': 39, 'sub_mult': 8, 'weight': 2}
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id: 494851
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '78.2.b', 'sub_level': 78, 'sub_mult': 4, 'weight': 2}
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id: 494853
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 64, 'sub_conrey_indexes': [64], 'sub_dim': 6, 'sub_label': '91.2.c', 'sub_level': 91, 'sub_mult': 6, 'weight': 2}
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id: 494843
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 64, 'sub_conrey_indexes': [64], 'sub_dim': 6, 'sub_label': '117.2.b', 'sub_level': 117, 'sub_mult': 4, 'weight': 2}
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id: 494845
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 155, 'sub_conrey_indexes': [155], 'sub_dim': 8, 'sub_label': '182.2.d', 'sub_level': 182, 'sub_mult': 3, 'weight': 2}
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id: 494846
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 181, 'sub_conrey_indexes': [181], 'sub_dim': 4, 'sub_label': '234.2.b', 'sub_level': 234, 'sub_mult': 2, 'weight': 2}
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id: 494848
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 64, 'sub_conrey_indexes': [64], 'sub_dim': 16, 'sub_label': '273.2.c', 'sub_level': 273, 'sub_mult': 4, 'weight': 2}
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id: 494850
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 337, 'sub_conrey_indexes': [337], 'sub_dim': 12, 'sub_label': '546.2.c', 'sub_level': 546, 'sub_mult': 2, 'weight': 2}
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id: 494852
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 64, 'sub_conrey_indexes': [64], 'sub_dim': 34, 'sub_label': '819.2.c', 'sub_level': 819, 'sub_mult': 2, 'weight': 2}
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id: 494844
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 883, 'conrey_indexes': [883], 'label': '1638.2.c', 'level': 1638, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 883, 'sub_conrey_indexes': [883], 'sub_dim': 36, 'sub_label': '1638.2.c', 'sub_level': 1638, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '1638.2.c', 'level': 1638, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 27603000
{'hecke_orbit_code': 137472509542, 'n': 1, 'trace_an': 36}
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id: 27603001
{'hecke_orbit_code': 137472509542, 'n': 2, 'trace_an': 0}
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id: 27603002
{'hecke_orbit_code': 137472509542, 'n': 3, 'trace_an': 0}
-
id: 27603003
{'hecke_orbit_code': 137472509542, 'n': 4, 'trace_an': -36}
-
id: 27603004
{'hecke_orbit_code': 137472509542, 'n': 5, 'trace_an': 0}
-
id: 27603005
{'hecke_orbit_code': 137472509542, 'n': 6, 'trace_an': 0}
-
id: 27603006
{'hecke_orbit_code': 137472509542, 'n': 7, 'trace_an': 0}
-
id: 27603007
{'hecke_orbit_code': 137472509542, 'n': 8, 'trace_an': 0}
-
id: 27603008
{'hecke_orbit_code': 137472509542, 'n': 9, 'trace_an': 0}
-
id: 27603009
{'hecke_orbit_code': 137472509542, 'n': 10, 'trace_an': 0}
-
id: 27603010
{'hecke_orbit_code': 137472509542, 'n': 11, 'trace_an': 0}
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id: 27603011
{'hecke_orbit_code': 137472509542, 'n': 12, 'trace_an': 0}
-
id: 27603012
{'hecke_orbit_code': 137472509542, 'n': 13, 'trace_an': 4}
-
id: 27603013
{'hecke_orbit_code': 137472509542, 'n': 14, 'trace_an': -4}
-
id: 27603014
{'hecke_orbit_code': 137472509542, 'n': 15, 'trace_an': 0}
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id: 27603015
{'hecke_orbit_code': 137472509542, 'n': 16, 'trace_an': 36}
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id: 27603016
{'hecke_orbit_code': 137472509542, 'n': 17, 'trace_an': -8}
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id: 27603017
{'hecke_orbit_code': 137472509542, 'n': 18, 'trace_an': 0}
-
id: 27603018
{'hecke_orbit_code': 137472509542, 'n': 19, 'trace_an': 0}
-
id: 27603019
{'hecke_orbit_code': 137472509542, 'n': 20, 'trace_an': 0}
-
id: 27603020
{'hecke_orbit_code': 137472509542, 'n': 21, 'trace_an': 0}
-
id: 27603021
{'hecke_orbit_code': 137472509542, 'n': 22, 'trace_an': 4}
-
id: 27603022
{'hecke_orbit_code': 137472509542, 'n': 23, 'trace_an': -4}
-
id: 27603023
{'hecke_orbit_code': 137472509542, 'n': 24, 'trace_an': 0}
-
id: 27603024
{'hecke_orbit_code': 137472509542, 'n': 25, 'trace_an': -20}
-
id: 27603025
{'hecke_orbit_code': 137472509542, 'n': 26, 'trace_an': 0}
-
id: 27603026
{'hecke_orbit_code': 137472509542, 'n': 27, 'trace_an': 0}
-
id: 27603027
{'hecke_orbit_code': 137472509542, 'n': 28, 'trace_an': 0}
-
id: 27603028
{'hecke_orbit_code': 137472509542, 'n': 29, 'trace_an': -40}
-
id: 27603029
{'hecke_orbit_code': 137472509542, 'n': 30, 'trace_an': 0}
-
id: 27603030
{'hecke_orbit_code': 137472509542, 'n': 31, 'trace_an': 0}
-
id: 27603031
{'hecke_orbit_code': 137472509542, 'n': 32, 'trace_an': 0}
-
id: 27603032
{'hecke_orbit_code': 137472509542, 'n': 33, 'trace_an': 0}
-
id: 27603033
{'hecke_orbit_code': 137472509542, 'n': 34, 'trace_an': 0}
-
id: 27603034
{'hecke_orbit_code': 137472509542, 'n': 35, 'trace_an': -8}
-
id: 27603035
{'hecke_orbit_code': 137472509542, 'n': 36, 'trace_an': 0}
-
id: 27603036
{'hecke_orbit_code': 137472509542, 'n': 37, 'trace_an': 0}
-
id: 27603037
{'hecke_orbit_code': 137472509542, 'n': 38, 'trace_an': 32}
-
id: 27603038
{'hecke_orbit_code': 137472509542, 'n': 39, 'trace_an': 0}
-
id: 27603039
{'hecke_orbit_code': 137472509542, 'n': 40, 'trace_an': 0}
-
id: 27603040
{'hecke_orbit_code': 137472509542, 'n': 41, 'trace_an': 0}
-
id: 27603041
{'hecke_orbit_code': 137472509542, 'n': 42, 'trace_an': 0}
-
id: 27603042
{'hecke_orbit_code': 137472509542, 'n': 43, 'trace_an': -24}
-
id: 27603043
{'hecke_orbit_code': 137472509542, 'n': 44, 'trace_an': 0}
-
id: 27603044
{'hecke_orbit_code': 137472509542, 'n': 45, 'trace_an': 0}
-
id: 27603045
{'hecke_orbit_code': 137472509542, 'n': 46, 'trace_an': 0}
-
id: 27603046
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