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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [7, -1]], 9, 6], [[[2, 1], [7, -1]], 12, 9], [[[2, 1], [7, 1]], 8, 4], [[[2, -1], [7, 1]], 12, 5]], 'ALdims': [8, 12, 12, 9], 'Nk2': 6272, 'analytic_conductor': 12.520543036936765, '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': [1568, 1, [1471, 197, 1473], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 193, 'dim': 41, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 11], 'hecke_orbit_code': 33556000, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4], 'label': '1568.2.a', 'level': 1568, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 256, 'mf_new_dim': 41, 'num_forms': 24, 'plus_dim': 17, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 448, 'trace_bound': 25, 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mf_subspaces • Show schema
Hide schema
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id: 480643
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 10, 'weight': 2}
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id: 480647
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 3, 'weight': 2}
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id: 480649
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, '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': 6, 'weight': 2}
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id: 480650
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '56.2.a', 'sub_level': 56, 'sub_mult': 6, 'weight': 2}
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id: 480652
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '98.2.a', 'sub_level': 98, 'sub_mult': 5, 'weight': 2}
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id: 480642
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '112.2.a', 'sub_level': 112, 'sub_mult': 4, 'weight': 2}
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id: 480645
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '196.2.a', 'sub_level': 196, 'sub_mult': 4, 'weight': 2}
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id: 480646
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '224.2.a', 'sub_level': 224, 'sub_mult': 2, 'weight': 2}
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id: 480648
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '392.2.a', 'sub_level': 392, 'sub_mult': 3, 'weight': 2}
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id: 480651
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '784.2.a', 'sub_level': 784, 'sub_mult': 2, 'weight': 2}
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id: 480644
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1568.2.a', 'level': 1568, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 41, 'sub_label': '1568.2.a', 'sub_level': 1568, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1568.2.a', 'level': 1568, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1549000
{'hecke_orbit_code': 33556000, 'n': 1, 'trace_an': 41}
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id: 1549001
{'hecke_orbit_code': 33556000, 'n': 2, 'trace_an': 0}
-
id: 1549002
{'hecke_orbit_code': 33556000, 'n': 3, 'trace_an': 0}
-
id: 1549003
{'hecke_orbit_code': 33556000, 'n': 4, 'trace_an': 0}
-
id: 1549004
{'hecke_orbit_code': 33556000, 'n': 5, 'trace_an': -2}
-
id: 1549005
{'hecke_orbit_code': 33556000, 'n': 6, 'trace_an': 0}
-
id: 1549006
{'hecke_orbit_code': 33556000, 'n': 7, 'trace_an': 0}
-
id: 1549007
{'hecke_orbit_code': 33556000, 'n': 8, 'trace_an': 0}
-
id: 1549008
{'hecke_orbit_code': 33556000, 'n': 9, 'trace_an': 37}
-
id: 1549009
{'hecke_orbit_code': 33556000, 'n': 10, 'trace_an': 0}
-
id: 1549010
{'hecke_orbit_code': 33556000, 'n': 11, 'trace_an': 0}
-
id: 1549011
{'hecke_orbit_code': 33556000, 'n': 12, 'trace_an': 0}
-
id: 1549012
{'hecke_orbit_code': 33556000, 'n': 13, 'trace_an': -10}
-
id: 1549013
{'hecke_orbit_code': 33556000, 'n': 14, 'trace_an': 0}
-
id: 1549014
{'hecke_orbit_code': 33556000, 'n': 15, 'trace_an': 0}
-
id: 1549015
{'hecke_orbit_code': 33556000, 'n': 16, 'trace_an': 0}
-
id: 1549016
{'hecke_orbit_code': 33556000, 'n': 17, 'trace_an': 2}
-
id: 1549017
{'hecke_orbit_code': 33556000, 'n': 18, 'trace_an': 0}
-
id: 1549018
{'hecke_orbit_code': 33556000, 'n': 19, 'trace_an': 0}
-
id: 1549019
{'hecke_orbit_code': 33556000, 'n': 20, 'trace_an': 0}
-
id: 1549020
{'hecke_orbit_code': 33556000, 'n': 21, 'trace_an': 0}
-
id: 1549021
{'hecke_orbit_code': 33556000, 'n': 22, 'trace_an': 0}
-
id: 1549022
{'hecke_orbit_code': 33556000, 'n': 23, 'trace_an': 0}
-
id: 1549023
{'hecke_orbit_code': 33556000, 'n': 24, 'trace_an': 0}
-
id: 1549024
{'hecke_orbit_code': 33556000, 'n': 25, 'trace_an': 55}
-
id: 1549025
{'hecke_orbit_code': 33556000, 'n': 26, 'trace_an': 0}
-
id: 1549026
{'hecke_orbit_code': 33556000, 'n': 27, 'trace_an': 0}
-
id: 1549027
{'hecke_orbit_code': 33556000, 'n': 28, 'trace_an': 0}
-
id: 1549028
{'hecke_orbit_code': 33556000, 'n': 29, 'trace_an': 6}
-
id: 1549029
{'hecke_orbit_code': 33556000, 'n': 30, 'trace_an': 0}
-
id: 1549030
{'hecke_orbit_code': 33556000, 'n': 31, 'trace_an': 0}
-
id: 1549031
{'hecke_orbit_code': 33556000, 'n': 32, 'trace_an': 0}
-
id: 1549032
{'hecke_orbit_code': 33556000, 'n': 33, 'trace_an': 16}
-
id: 1549033
{'hecke_orbit_code': 33556000, 'n': 34, 'trace_an': 0}
-
id: 1549034
{'hecke_orbit_code': 33556000, 'n': 35, 'trace_an': 0}
-
id: 1549035
{'hecke_orbit_code': 33556000, 'n': 36, 'trace_an': 0}
-
id: 1549036
{'hecke_orbit_code': 33556000, 'n': 37, 'trace_an': -18}
-
id: 1549037
{'hecke_orbit_code': 33556000, 'n': 38, 'trace_an': 0}
-
id: 1549038
{'hecke_orbit_code': 33556000, 'n': 39, 'trace_an': 0}
-
id: 1549039
{'hecke_orbit_code': 33556000, 'n': 40, 'trace_an': 0}
-
id: 1549040
{'hecke_orbit_code': 33556000, 'n': 41, 'trace_an': 26}
-
id: 1549041
{'hecke_orbit_code': 33556000, 'n': 42, 'trace_an': 0}
-
id: 1549042
{'hecke_orbit_code': 33556000, 'n': 43, 'trace_an': 0}
-
id: 1549043
{'hecke_orbit_code': 33556000, 'n': 44, 'trace_an': 0}
-
id: 1549044
{'hecke_orbit_code': 33556000, 'n': 45, 'trace_an': 22}
-
id: 1549045
{'hecke_orbit_code': 33556000, 'n': 46, 'trace_an': 0}
-
id: 1549046
{'hecke_orbit_code': 33556000, 'n': 47, 'trace_an': 0}
-
id: 1549047
{'hecke_orbit_code': 33556000, 'n': 48, 'trace_an': 0}
-
id: 1549048
{'hecke_orbit_code': 33556000, 'n': 49, 'trace_an': 0}
-
id: 1549049
{'hecke_orbit_code': 33556000, 'n': 50, 'trace_an': 0}
-
id: 1549050
{'hecke_orbit_code': 33556000, 'n': 51, 'trace_an': 0}
-
id: 1549051
{'hecke_orbit_code': 33556000, 'n': 52, 'trace_an': 0}
-
id: 1549052
{'hecke_orbit_code': 33556000, 'n': 53, 'trace_an': 30}
-
id: 1549053
{'hecke_orbit_code': 33556000, 'n': 54, 'trace_an': 0}
-
id: 1549054
{'hecke_orbit_code': 33556000, 'n': 55, 'trace_an': 0}
-
id: 1549055
{'hecke_orbit_code': 33556000, 'n': 56, 'trace_an': 0}
-
id: 1549056
{'hecke_orbit_code': 33556000, 'n': 57, 'trace_an': 16}
-
id: 1549057
{'hecke_orbit_code': 33556000, 'n': 58, 'trace_an': 0}
-
id: 1549058
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id: 1549961
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id: 1549962
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id: 1549970
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id: 1549971
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id: 1549972
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id: 1549973
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id: 1549974
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id: 1549976
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id: 1549978
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id: 1549979
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id: 1549980
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id: 1549981
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id: 1549982
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id: 1549984
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id: 1549985
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id: 1549988
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id: 1549989
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id: 1549990
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id: 1549991
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id: 1549992
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id: 1549994
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id: 1549995
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id: 1549997
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id: 1549998
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id: 1549999
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