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mf_newspaces • Show schema
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{'Nk2': 624, 'analytic_conductor': 1.245666271531974, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [156, 2, [79, 53, 145], [2, 2, 1]], 'conrey_index': 25, 'cusp_dim': 22, 'dim': 4, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 68753031324, 'hecke_orbit_dims': [2, 2], 'label': '156.2.b', 'level': 156, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 13], 'level_radical': 78, 'mf_dim': 34, 'mf_new_dim': 4, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 4, 'sturm_bound': 56, 'trace_bound': 3, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 4, 0, 0, 0, 8, 0, 0, 0, 0, 0, -16, 0, -12, 0, 0, 0, -8, 0, 0, 0, 0, 0, -16, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, -16, 0, 24, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, -16, 0, 0, 0, -16, 0, 0, 0, 0, 0, 16, 0, 48, 0, -16, 0, 4, 0, 0, 0, 0, 0, 16, 0, 0, 0, 16, 0, 0, 0, 48, 0, 0, 0, 0, 0, -8, 0, -16, 0, -16, 0, 16, 0, 0, 0, 0, 0, -56, 0, 0, 0, 4, 0, 0, 0, -52, 0, 0, 0, 0, 0, 48, 0, -32, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -32, 0, 0, 0, 0, 0, 8, 0, 80, 0, -24, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, -12, 0, 0, 0, 24, 0, 0, 0, 0, 0, -48, 0, -24, 0, -16, 0, -32, 0, 0, 0, 0, 0, -48, 0, 0, 0, 32, 0, 0, 0, -16, 0, 0, 0, 0, 0, 32, 0, -16, 0, 48, 0, 32, 0, 0, 0, 0, 0, 64, 0, 0, 0, -24, 0, 0, 0, -12, 0, 0, 0, 0, 0, 48, 0, 72, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 64, 0, 0, 0, 0, 0, -24, 0, -64, 0, -8, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 0, 16, 0, 0, 0, 24, 0, 0, 0, 0, 0, -32, 0, -48, 0, 16, 0, 12, 0, 0, 0, 0, 0, 32, 0, 0, 0, -48, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 16, 0, -8, 0, -16, 0, 0, 0, 0, 0, 64, 0, 0, 0, 20, 0, 0, 0, 48, 0, 0, 0, 0, 0, -112, 0, -8, 0, 16, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, -96, 0, 0, 0, 0, 0, -20, 0, -48, 0, 64, 0, -112, 0, 0, 0, 0, 0, 8, 0, 0, 0, 24, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 24, 0, 32, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 96, 0, 0, 0, 0, 0, 16, 0, -32, 0, -32, 0, 80, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 112, 0, -4, 0, 16, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -16, 0, 0, 0, 0, 0, -16, 0, 96, 0, -32, 0, -32, 0, 0, 0, 0, 0, 24, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, -80, 0, 0, 0, -48, 0, 0, 0, 0, 0, 96, 0, 0, 0, 32, 0, 0, 0, 32, 0, 0, 0, 0, 0, -96, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 64, 0, 32, 0, 0, 0, 24, 0, 0, 0, 0, 0, -32, 0, 0, 0, -64, 0, 0, 0, -80, 0, 0, 0, 0, 0, 104, 0, 96, 0, -48, 0, -16, 0, 0, 0, 0, 0, -112, 0, 0, 0, -16, 0, 0, 0, -96, 0, 0, 0, 0, 0, 32, 0, 16, 0, 0, 0, -8, 0, 0, 0, 0, 0, -48, 0, 0, 0, -48, 0, 0, 0, -16, 0, 0, 0, 0, 0, -16, 0, -48, 0, -60, 0, -48, 0, 0, 0, 0, 0, 16, 0, 0, 0, -68, 0, 0, 0, -24, 0, 0, 0, 0, 0, -64, 0, 0, 0, 64, 0, -40, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 88, 0, 16, 0, -72, 0, 96, 0, 0, 0, 0, 0, 32, 0, 0, 0, 24, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, 48, 0, 0, 0, 0, 0, -16, 0, 0, 0, 96, 0, 0, 0, 16, 0, 0, 0, 0, 0, 88, 0, 48, 0, 4, 0, 128, 0, 0, 0, 0, 0, -48, 0, 0, 0, -48, 0, 0, 0, 160, 0, 0, 0, 0, 0, -16, 0, 16, 0, -112, 0, -72, 0, 0, 0, 0, 0, -32, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, -48, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 128, 0, 16, 0, 8, 0, 0, 0, 0, 0, 176, 0, 0, 0, 16, 0, 0, 0, -80, 0, 0, 0, 0, 0, -40, 0, 64, 0, 120, 0, -192, 0, 0, 0, 0, 0, -36, 0, 0, 0, 96, 0, 0, 0, 48, 0, 0, 0, 0, 0, 48, 0, -56, 0, 160, 0, 16, 0, 0, 0, 0, 0, -64, 0, 0, 0, -80, 0, 0, 0, -96, 0, 0, 0, 0, 0, 72, 0, -64, 0, -16, 0, -48, 0, 0, 0, 0, 0, 48, 0, 0, 0, -48, 0, 0, 0, 48, 0, 0, 0, 0, 0, -32, 0, -8, 0, -48, 0, 192, 0, 0, 0, 0, 0, -112, 0, 0, 0, -48, 0, 0, 0, -16, 0, 0, 0, 0, 0, -80, 0, -192, 0, -56, 0, -48, 0, 0, 0, 0, 0, -16, 0, 0, 0, 32, 0, 0, 0, -120, 0, 0, 0, 0, 0, -80, 0, -100, 0, 16, 0, -64, 0, 0, 0, 0, 0, 96, 0, 0, 0, -8, 0, 0, 0, 192, 0, 0, 0, 0, 0, -224, 0, 48, 0, 128, 0, -48, 0, 0, 0, 0, 0, 88, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 140857
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 25, 'conrey_indexes': [25], 'label': '156.2.b', 'level': 156, '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': 4, 'weight': 2}
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id: 140858
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 25, 'conrey_indexes': [25], 'label': '156.2.b', 'level': 156, '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': 3, 'weight': 2}
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id: 140859
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 25, 'conrey_indexes': [25], 'label': '156.2.b', 'level': 156, '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': 2, 'weight': 2}
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id: 140856
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 25, 'conrey_indexes': [25], 'label': '156.2.b', 'level': 156, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 4, 'sub_label': '156.2.b', 'sub_level': 156, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '156.2.b', 'level': 156, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17202000
{'hecke_orbit_code': 68753031324, 'n': 1, 'trace_an': 4}
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id: 17202001
{'hecke_orbit_code': 68753031324, 'n': 2, 'trace_an': 0}
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id: 17202002
{'hecke_orbit_code': 68753031324, 'n': 3, 'trace_an': 0}
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id: 17202003
{'hecke_orbit_code': 68753031324, 'n': 4, 'trace_an': 0}
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id: 17202004
{'hecke_orbit_code': 68753031324, 'n': 5, 'trace_an': 0}
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id: 17202005
{'hecke_orbit_code': 68753031324, 'n': 6, 'trace_an': 0}
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id: 17202006
{'hecke_orbit_code': 68753031324, 'n': 7, 'trace_an': 0}
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id: 17202007
{'hecke_orbit_code': 68753031324, 'n': 8, 'trace_an': 0}
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id: 17202008
{'hecke_orbit_code': 68753031324, 'n': 9, 'trace_an': 4}
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id: 17202009
{'hecke_orbit_code': 68753031324, 'n': 10, 'trace_an': 0}
-
id: 17202010
{'hecke_orbit_code': 68753031324, 'n': 11, 'trace_an': 0}
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id: 17202011
{'hecke_orbit_code': 68753031324, 'n': 12, 'trace_an': 0}
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id: 17202012
{'hecke_orbit_code': 68753031324, 'n': 13, 'trace_an': 4}
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id: 17202013
{'hecke_orbit_code': 68753031324, 'n': 14, 'trace_an': 0}
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id: 17202014
{'hecke_orbit_code': 68753031324, 'n': 15, 'trace_an': 0}
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id: 17202015
{'hecke_orbit_code': 68753031324, 'n': 16, 'trace_an': 0}
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id: 17202016
{'hecke_orbit_code': 68753031324, 'n': 17, 'trace_an': 8}
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id: 17202017
{'hecke_orbit_code': 68753031324, 'n': 18, 'trace_an': 0}
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id: 17202018
{'hecke_orbit_code': 68753031324, 'n': 19, 'trace_an': 0}
-
id: 17202019
{'hecke_orbit_code': 68753031324, 'n': 20, 'trace_an': 0}
-
id: 17202020
{'hecke_orbit_code': 68753031324, 'n': 21, 'trace_an': 0}
-
id: 17202021
{'hecke_orbit_code': 68753031324, 'n': 22, 'trace_an': 0}
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id: 17202022
{'hecke_orbit_code': 68753031324, 'n': 23, 'trace_an': -16}
-
id: 17202023
{'hecke_orbit_code': 68753031324, 'n': 24, 'trace_an': 0}
-
id: 17202024
{'hecke_orbit_code': 68753031324, 'n': 25, 'trace_an': -12}
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id: 17202025
{'hecke_orbit_code': 68753031324, 'n': 26, 'trace_an': 0}
-
id: 17202026
{'hecke_orbit_code': 68753031324, 'n': 27, 'trace_an': 0}
-
id: 17202027
{'hecke_orbit_code': 68753031324, 'n': 28, 'trace_an': 0}
-
id: 17202028
{'hecke_orbit_code': 68753031324, 'n': 29, 'trace_an': -8}
-
id: 17202029
{'hecke_orbit_code': 68753031324, 'n': 30, 'trace_an': 0}
-
id: 17202030
{'hecke_orbit_code': 68753031324, 'n': 31, 'trace_an': 0}
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id: 17202031
{'hecke_orbit_code': 68753031324, 'n': 32, 'trace_an': 0}
-
id: 17202032
{'hecke_orbit_code': 68753031324, 'n': 33, 'trace_an': 0}
-
id: 17202033
{'hecke_orbit_code': 68753031324, 'n': 34, 'trace_an': 0}
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id: 17202034
{'hecke_orbit_code': 68753031324, 'n': 35, 'trace_an': -16}
-
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