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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1], [11, -1]], 45, 19], [[[3, 1], [7, -1], [11, -1]], 20, 7], [[[3, -1], [7, 1], [11, 1]], 41, 10], [[[3, 1], [7, -1], [11, 1]], 34, 3], [[[3, -1], [7, 1], [11, -1]], 40, 20], [[[3, -1], [7, -1], [11, 1]], 37, 11], [[[3, 1], [7, 1], [11, -1]], 30, 8], [[[3, 1], [7, 1], [11, 1]], 26, 3]], 'ALdims': [26, 30, 34, 20, 41, 40, 37, 45], 'Nk2': 30492, 'analytic_conductor': 60.86996146082204, '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': [7623, 1, [848, 4357, 4600], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1009, 'dim': 273, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 33562055, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8, 8, 8, 10, 10, 12, 12, 16, 16], 'label': '7623.2.a', 'level': 7623, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 11], 'level_radical': 231, 'mf_dim': 1104, 'mf_new_dim': 273, 'num_forms': 81, 'plus_dim': 123, 'prim_orbit_index': 1, 'relative_dim': 273, 'sturm_bound': 2112, 'trace_bound': 13, 'trace_display': [1, 0, 6, -1], 'traces': [273, 1, 0, 269, 6, 0, -1, -3, 0, 6, 0, 0, 6, -3, 0, 269, 14, 0, -8, -6, 0, 0, -12, 0, 287, 2, 0, -3, 22, 0, -8, -35, 0, 2, 6, 0, 6, -24, 0, 6, 22, 0, 12, 0, 0, 20, -12, 0, 273, -65, 0, 50, 10, 0, 0, -15, 0, 34, -8, 0, 18, 4, 0, 309, 20, 0, 4, 30, 0, 18, 0, 0, -2, 22, 0, 36, 0, 0, -36, 22, 0, 38, 12, 0, 16, 12, 0, 0, 26, 0, -6, -20, 0, -36, -20, 0, -14, 1, 0, 247, -10, 0, -20, 10, 0, -14, -16, 0, -6, 0, 0, -23, 6, 0, -68, 86, 0, -32, -2, 0, 0, 106, 0, -56, 204, 0, 12, -27, 0, 132, 16, 0, 20, 44, 0, 6, 106, 0, 32, 22, 0, -20, 0, 0, 16, 86, 0, -34, 22, 0, 36, -68, 0, 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mf_subspaces • Show schema
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id: 1385612
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '99.2.a', 'sub_level': 99, 'sub_mult': 4, 'weight': 2}
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id: 1385600
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 12, 'weight': 2}
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id: 1385602
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 6, 'weight': 2}
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id: 1385605
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '33.2.a', 'sub_level': 33, 'sub_mult': 8, 'weight': 2}
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id: 1385607
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '63.2.a', 'sub_level': 63, 'sub_mult': 3, 'weight': 2}
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id: 1385610
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 6, 'weight': 2}
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id: 1385601
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '121.2.a', 'sub_level': 121, 'sub_mult': 6, 'weight': 2}
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id: 1385603
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '231.2.a', 'sub_level': 231, 'sub_mult': 4, 'weight': 2}
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id: 1385606
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 19, 'sub_label': '363.2.a', 'sub_level': 363, 'sub_mult': 4, 'weight': 2}
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id: 1385608
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '693.2.a', 'sub_level': 693, 'sub_mult': 2, 'weight': 2}
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id: 1385611
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 55, 'sub_label': '847.2.a', 'sub_level': 847, 'sub_mult': 3, 'weight': 2}
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id: 1385599
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 41, 'sub_label': '1089.2.a', 'sub_level': 1089, 'sub_mult': 2, 'weight': 2}
-
id: 1385604
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 108, 'sub_label': '2541.2.a', 'sub_level': 2541, 'sub_mult': 2, 'weight': 2}
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id: 1385609
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '7623.2.a', 'level': 7623, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 273, 'sub_label': '7623.2.a', 'sub_level': 7623, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '7623.2.a', 'level': 7623, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 7604000
{'hecke_orbit_code': 33562055, 'n': 1, 'trace_an': 273}
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id: 7604001
{'hecke_orbit_code': 33562055, 'n': 2, 'trace_an': 1}
-
id: 7604002
{'hecke_orbit_code': 33562055, 'n': 3, 'trace_an': 0}
-
id: 7604003
{'hecke_orbit_code': 33562055, 'n': 4, 'trace_an': 269}
-
id: 7604004
{'hecke_orbit_code': 33562055, 'n': 5, 'trace_an': 6}
-
id: 7604005
{'hecke_orbit_code': 33562055, 'n': 6, 'trace_an': 0}
-
id: 7604006
{'hecke_orbit_code': 33562055, 'n': 7, 'trace_an': -1}
-
id: 7604007
{'hecke_orbit_code': 33562055, 'n': 8, 'trace_an': -3}
-
id: 7604008
{'hecke_orbit_code': 33562055, 'n': 9, 'trace_an': 0}
-
id: 7604009
{'hecke_orbit_code': 33562055, 'n': 10, 'trace_an': 6}
-
id: 7604010
{'hecke_orbit_code': 33562055, 'n': 11, 'trace_an': 0}
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id: 7604011
{'hecke_orbit_code': 33562055, 'n': 12, 'trace_an': 0}
-
id: 7604012
{'hecke_orbit_code': 33562055, 'n': 13, 'trace_an': 6}
-
id: 7604013
{'hecke_orbit_code': 33562055, 'n': 14, 'trace_an': -3}
-
id: 7604014
{'hecke_orbit_code': 33562055, 'n': 15, 'trace_an': 0}
-
id: 7604015
{'hecke_orbit_code': 33562055, 'n': 16, 'trace_an': 269}
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id: 7604016
{'hecke_orbit_code': 33562055, 'n': 17, 'trace_an': 14}
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id: 7604017
{'hecke_orbit_code': 33562055, 'n': 18, 'trace_an': 0}
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id: 7604018
{'hecke_orbit_code': 33562055, 'n': 19, 'trace_an': -8}
-
id: 7604019
{'hecke_orbit_code': 33562055, 'n': 20, 'trace_an': -6}
-
id: 7604020
{'hecke_orbit_code': 33562055, 'n': 21, 'trace_an': 0}
-
id: 7604021
{'hecke_orbit_code': 33562055, 'n': 22, 'trace_an': 0}
-
id: 7604022
{'hecke_orbit_code': 33562055, 'n': 23, 'trace_an': -12}
-
id: 7604023
{'hecke_orbit_code': 33562055, 'n': 24, 'trace_an': 0}
-
id: 7604024
{'hecke_orbit_code': 33562055, 'n': 25, 'trace_an': 287}
-
id: 7604025
{'hecke_orbit_code': 33562055, 'n': 26, 'trace_an': 2}
-
id: 7604026
{'hecke_orbit_code': 33562055, 'n': 27, 'trace_an': 0}
-
id: 7604027
{'hecke_orbit_code': 33562055, 'n': 28, 'trace_an': -3}
-
id: 7604028
{'hecke_orbit_code': 33562055, 'n': 29, 'trace_an': 22}
-
id: 7604029
{'hecke_orbit_code': 33562055, 'n': 30, 'trace_an': 0}
-
id: 7604030
{'hecke_orbit_code': 33562055, 'n': 31, 'trace_an': -8}
-
id: 7604031
{'hecke_orbit_code': 33562055, 'n': 32, 'trace_an': -35}
-
id: 7604032
{'hecke_orbit_code': 33562055, 'n': 33, 'trace_an': 0}
-
id: 7604033
{'hecke_orbit_code': 33562055, 'n': 34, 'trace_an': 2}
-
id: 7604034
{'hecke_orbit_code': 33562055, 'n': 35, 'trace_an': 6}
-
id: 7604035
{'hecke_orbit_code': 33562055, 'n': 36, 'trace_an': 0}
-
id: 7604036
{'hecke_orbit_code': 33562055, 'n': 37, 'trace_an': 6}
-
id: 7604037
{'hecke_orbit_code': 33562055, 'n': 38, 'trace_an': -24}
-
id: 7604038
{'hecke_orbit_code': 33562055, 'n': 39, 'trace_an': 0}
-
id: 7604039
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