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mf_newspaces • Show schema
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{'Nk2': 3024, 'analytic_conductor': 9.155336882505976, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 34, 'char_orbit_label': 'bh', 'char_order': 6, 'char_parity': -1, 'char_values': [336, 6, [127, 85, 113, 241], [6, 6, 6, 5]], 'conrey_index': 145, 'cusp_dim': 232, 'dim': 32, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 2267793064272, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 8, 8], 'label': '336.3.bh', 'level': 336, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 280, 'mf_new_dim': 32, 'num_forms': 8, 'prim_orbit_index': 4, 'relative_dim': 16, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [0, 0, 0, -8], 'traces': [32, 0, 0, 0, 0, 0, -8, 0, 48, 0, 16, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -16, 0, 88, 0, 0, 0, 32, 0, 24, 0, -72, 0, 240, 0, 48, 0, 24, 0, 0, 0, 128, 0, 0, 0, 288, 0, 48, 0, 0, 0, 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-1512, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 187854
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 145, 'conrey_indexes': [145, 241], 'label': '336.3.bh', 'level': 336, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 5], 'sub_dim': 4, 'sub_label': '14.3.d', 'sub_level': 14, 'sub_mult': 8, 'weight': 3}
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id: 187856
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 145, 'conrey_indexes': [145, 241], 'label': '336.3.bh', 'level': 336, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 10, 'sub_conrey_indexes': [10, 19], 'sub_dim': 6, 'sub_label': '21.3.f', 'sub_level': 21, 'sub_mult': 5, 'weight': 3}
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id: 187857
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 145, 'conrey_indexes': [145, 241], 'label': '336.3.bh', 'level': 336, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 17], 'sub_dim': 2, 'sub_label': '28.3.h', 'sub_level': 28, 'sub_mult': 6, 'weight': 3}
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id: 187859
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 145, 'conrey_indexes': [145, 241], 'label': '336.3.bh', 'level': 336, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19, 31], 'sub_dim': 4, 'sub_label': '42.3.g', 'sub_level': 42, 'sub_mult': 4, 'weight': 3}
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id: 187860
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 145, 'conrey_indexes': [145, 241], 'label': '336.3.bh', 'level': 336, 'sub_char_orbit_index': 15, 'sub_char_orbit_label': 'o', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 33], 'sub_dim': 8, 'sub_label': '56.3.o', 'sub_level': 56, 'sub_mult': 4, 'weight': 3}
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id: 187861
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 145, 'conrey_indexes': [145, 241], 'label': '336.3.bh', 'level': 336, 'sub_char_orbit_index': 13, 'sub_char_orbit_label': 'm', 'sub_conrey_index': 61, 'sub_conrey_indexes': [61, 73], 'sub_dim': 6, 'sub_label': '84.3.m', 'sub_level': 84, 'sub_mult': 3, 'weight': 3}
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id: 187853
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 145, 'conrey_indexes': [145, 241], 'label': '336.3.bh', 'level': 336, 'sub_char_orbit_index': 19, 'sub_char_orbit_label': 's', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 33], 'sub_dim': 14, 'sub_label': '112.3.s', 'sub_level': 112, 'sub_mult': 2, 'weight': 3}
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id: 187855
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 145, 'conrey_indexes': [145, 241], 'label': '336.3.bh', 'level': 336, 'sub_char_orbit_index': 26, 'sub_char_orbit_label': 'z', 'sub_conrey_index': 73, 'sub_conrey_indexes': [73, 145], 'sub_dim': 16, 'sub_label': '168.3.z', 'sub_level': 168, 'sub_mult': 2, 'weight': 3}
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id: 187858
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 145, 'conrey_indexes': [145, 241], 'label': '336.3.bh', 'level': 336, 'sub_char_orbit_index': 34, 'sub_char_orbit_label': 'bh', 'sub_conrey_index': 145, 'sub_conrey_indexes': [145, 241], 'sub_dim': 32, 'sub_label': '336.3.bh', 'sub_level': 336, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 34, 'label': '336.3.bh', 'level': 336, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 205833000
{'hecke_orbit_code': 2267793064272, 'n': 1, 'trace_an': 32}
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id: 205833001
{'hecke_orbit_code': 2267793064272, 'n': 2, 'trace_an': 0}
-
id: 205833002
{'hecke_orbit_code': 2267793064272, 'n': 3, 'trace_an': 0}
-
id: 205833003
{'hecke_orbit_code': 2267793064272, 'n': 4, 'trace_an': 0}
-
id: 205833004
{'hecke_orbit_code': 2267793064272, 'n': 5, 'trace_an': 0}
-
id: 205833005
{'hecke_orbit_code': 2267793064272, 'n': 6, 'trace_an': 0}
-
id: 205833006
{'hecke_orbit_code': 2267793064272, 'n': 7, 'trace_an': -8}
-
id: 205833007
{'hecke_orbit_code': 2267793064272, 'n': 8, 'trace_an': 0}
-
id: 205833008
{'hecke_orbit_code': 2267793064272, 'n': 9, 'trace_an': 48}
-
id: 205833009
{'hecke_orbit_code': 2267793064272, 'n': 10, 'trace_an': 0}
-
id: 205833010
{'hecke_orbit_code': 2267793064272, 'n': 11, 'trace_an': 16}
-
id: 205833011
{'hecke_orbit_code': 2267793064272, 'n': 12, 'trace_an': 0}
-
id: 205833012
{'hecke_orbit_code': 2267793064272, 'n': 13, 'trace_an': 0}
-
id: 205833013
{'hecke_orbit_code': 2267793064272, 'n': 14, 'trace_an': 0}
-
id: 205833014
{'hecke_orbit_code': 2267793064272, 'n': 15, 'trace_an': 0}
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id: 205833015
{'hecke_orbit_code': 2267793064272, 'n': 16, 'trace_an': 0}
-
id: 205833016
{'hecke_orbit_code': 2267793064272, 'n': 17, 'trace_an': 0}
-
id: 205833017
{'hecke_orbit_code': 2267793064272, 'n': 18, 'trace_an': 0}
-
id: 205833018
{'hecke_orbit_code': 2267793064272, 'n': 19, 'trace_an': -48}
-
id: 205833019
{'hecke_orbit_code': 2267793064272, 'n': 20, 'trace_an': 0}
-
id: 205833020
{'hecke_orbit_code': 2267793064272, 'n': 21, 'trace_an': 0}
-
id: 205833021
{'hecke_orbit_code': 2267793064272, 'n': 22, 'trace_an': 0}
-
id: 205833022
{'hecke_orbit_code': 2267793064272, 'n': 23, 'trace_an': -16}
-
id: 205833023
{'hecke_orbit_code': 2267793064272, 'n': 24, 'trace_an': 0}
-
id: 205833024
{'hecke_orbit_code': 2267793064272, 'n': 25, 'trace_an': 88}
-
id: 205833025
{'hecke_orbit_code': 2267793064272, 'n': 26, 'trace_an': 0}
-
id: 205833026
{'hecke_orbit_code': 2267793064272, 'n': 27, 'trace_an': 0}
-
id: 205833027
{'hecke_orbit_code': 2267793064272, 'n': 28, 'trace_an': 0}
-
id: 205833028
{'hecke_orbit_code': 2267793064272, 'n': 29, 'trace_an': 32}
-
id: 205833029
{'hecke_orbit_code': 2267793064272, 'n': 30, 'trace_an': 0}
-
id: 205833030
{'hecke_orbit_code': 2267793064272, 'n': 31, 'trace_an': 24}
-
id: 205833031
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