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mf_newspaces • Show schema
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{'Nk2': 2028, 'analytic_conductor': 4.0484153824789155, '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': [507, 2, [170, 340], [2, 1]], 'conrey_index': 337, 'cusp_dim': 46, 'dim': 26, 'eis_dim': 28, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 68753031675, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 6, 6], 'label': '507.2.b', 'level': 507, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 74, 'mf_new_dim': 26, 'num_forms': 7, 'prim_orbit_index': 2, 'relative_dim': 26, 'sturm_bound': 121, 'trace_bound': 10, 'trace_display': [0, 2, 0, 0], 'traces': [26, 0, 2, -26, 0, 0, 0, 0, 26, 4, 0, 2, 0, -16, 0, 34, 16, 0, 0, 0, 0, -20, 4, 0, -34, 0, 2, 0, -20, 4, 0, 0, 0, 0, -4, -26, 0, 16, 0, -12, 0, 12, 20, 0, 0, 0, 0, -18, -10, 0, -8, 0, -28, 0, -12, 0, 0, 0, 0, 0, -12, 4, 0, -6, 0, 8, 0, -36, 4, 0, 0, 0, 0, 12, 18, 0, 40, 0, 4, 0, 26, -4, 0, 0, 0, 0, 8, 12, 0, 4, 0, -28, 0, 0, 20, 0, 0, 0, 0, 14, 4, 0, 0, 0, -4, 0, -44, 2, 0, 0, 0, 0, 0, -8, 0, 40, 0, 16, 0, -12, -14, 0, 0, 0, 0, -16, -16, 0, -60, 0, 12, 0, 8, -12, 0, 0, 0, 0, 40, 48, 0, 56, 0, 34, 0, -40, -62, 0, 0, 0, 0, -44, 16, 0, 28, 0, 0, 0, 4, 60, 0, 0, 0, 0, -16, 20, 0, 28, 0, 124, 0, -68, -104, 0, 0, 0, 0, 108, 44, 0, 52, 0, 40, 0, 148, 28, 0, 0, 0, 0, -76, 18, 0, -184, 0, -58, 0, -20, -56, 0, 0, 0, 0, -4, -128, 0, 4, 0, -64, 0, 8, 88, 0, 0, 0, 0, 40, -76, 0, 84, 0, -44, 0, -36, -34, 0, 0, 0, 0, -84, -4, 0, -108, 0, -36, 0, 20, 140, 0, 0, 0, 0, 2, 76, 0, 44, 0, -92, 0, 100, 64, 0, 0, 0, 0, -86, 4, 0, -72, 0, -20, 0, 12, 40, 0, 0, 0, 0, 124, 4, 0, 36, 0, -156, 0, -32, 68, 0, 0, 0, 0, -24, -24, 0, 8, 0, 0, 0, -66, -88, 0, 0, 0, 0, -64, -228, 0, -232, 0, -46, 0, 304, 24, 0, 0, 0, 0, 200, -28, 0, 60, 0, 104, 0, -4, -256, 0, 0, 0, 0, 8, 80, 0, -26, 0, 284, 0, -116, 44, 0, 0, 0, 0, -4, 48, 0, 20, 0, -36, 0, -36, 16, 0, 0, 0, 0, -136, 16, 0, 68, 0, 288, 0, -64, 44, 0, 0, 0, 0, -12, 18, 0, 14, 0, 96, 0, 32, -232, 0, 0, 0, 0, -116, 188, 0, 120, 0, 12, 0, -128, 8, 0, 0, 0, 0, 236, 20, 0, 120, 0, -84, 0, -44, -88, 0, 0, 0, 0, 60, 178, 0, 76, 0, -84, 0, 136, 12, 0, 0, 0, 0, -96, 8, 0, 68, 0, -24, 0, -24, 52, 0, 0, 0, 0, 156, 24, 0, -184, 0, -124, 0, -18, -40, 0, 0, 0, 0, -32, 48, 0, -10, 0, 8, 0, -96, 104, 0, 0, 0, 0, -12, -252, 0, 28, 0, -60, 0, 48, -8, 0, 0, 0, 0, -72, 24, 0, 32, 0, 52, 0, 4, 160, 0, 0, 0, 0, -28, -268, 0, 60, 0, -76, 0, -114, 100, 0, 0, 0, 0, -164, 92, 0, -16, 0, -12, 0, -108, 56, 0, 0, 0, 0, -116, 0, 0, -220, 0, 60, 0, -52, -144, 0, 0, 0, 0, 192, 72, 0, -8, 0, -112, 0, 160, 96, 0, 0, 0, 0, 2, -8, 0, -24, 0, -28, 0, 144, -4, 0, 0, 0, 0, -100, -220, 0, 88, 0, -60, 0, -12, 136, 0, 0, 0, 0, -36, -72, 0, 4, 0, -248, 0, -84, 128, 0, 0, 0, 0, 164, -56, 0, -128, 0, 24, 0, -144, -6, 0, 0, 0, 0, -80, 108, 0, 152, 0, -52, 0, 182, 16, 0, 0, 0, 0, 8, 140, 0, 72, 0, -116, 0, -100, -112, 0, 0, 0, 0, 72, 160, 0, 24, 0, -36, 0, -196, 40, 0, 0, 0, 0, -204, 4, 0, 160, 0, -150, 0, -8, -36, 0, 0, 0, 0, -28, -176, 0, -292, 0, 88, 0, 80, 108, 0, 0, 0, 0, 80, 140, 0, 48, 0, 168, 0, 40, -312, 0, 0, 0, 0, -148, 72, 0, 160, 0, 144, 0, 12, 132, 0, 0, 0, 0, -120, 196, 0, 18, 0, 372, 0, 44, -264, 0, 0, 0, 0, 396, 164, 0, 180, 0, 284, 0, 292, 40, 0, 0, 0, 0, 4, 32, 0, -320, 0, 152, 0, -48, -48, 0, 0, 0, 0, 4, -312, 0, -16, 0, 132, 0, -128, 40, 0, 0, 0, 0, 96, -416, 0, 36, 0, 26, 0, -160, -156, 0, 0, 0, 0, -52, -4, 0, -280, 0, -252, 0, 288, -44, 0, 0, 0, 0, -80, 48, 0, 12, 0, -164, 0, 344, -116, 0, 0, 0, 0, 60, 276, 0, -120, 0, -34, 0, -280, 84, 0, 0, 0, 0, 260, 36, 0, 72, 0, -160, 0, 8, 226, 0, 0, 0, 0, -104, -116, 0, 12, 0, -132, 0, 80, -316, 0, 0, 0, 0, 176, -216, 0, -148, 0, -32, 0, 272, 4, 0, 0, 0, 0, 168, -192, 0, 304, 0, 240, 0, 12, -136, 0, 0, 0, 0, -28, 68, 0, -204, 0, 104, 0, -144, 308, 0, 0, 0, 0, -134, 56, 0, -156, 0, 0, 0, 108, 56, 0, 0, 0, 0, -176, 20, 0, 40, 0, 192, 0, -100, 104, 0, 0, 0, 0, -2, 48, 0, 100, 0, 248, 0, 116, -128, 0, 0, 0, 0, -340, 120, 0, 128, 0, -48, 0, -260, 80, 0, 0, 0, 0, 220, 20, 0, 68, 0, -36, 0, 14, -268, 0, 0, 0, 0, 220, 52, 0, 4, 0, -180, 0, 188, 80, 0, 0, 0, 0, -84, 356, 0, 148, 0, -92, 0, -280, 0, 0, 0, 0, 0, 248, 32, 0, -144, 0, -44, 0, 40, -40, 0, 0, 0, 0, -4, -44, 0, -112, 0, -220, 0, -260, -112, 0, 0, 0, 0, -276, -20, 0, 54, 0, -44, 0, 352, 88, 0, 0, 0, 0, -160, 2, 0, 388, 0, -8, 0, -108, 216, 0, 0, 0, 0, -84, -204, 0, 96, 0, -164, 0, 4, 384, 0, 0, 0, 0, -192, -176, 0, -176], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 231642
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '507.2.b', 'level': 507, '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': 2, 'weight': 2}
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id: 231641
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '507.2.b', 'level': 507, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 168, 'sub_conrey_indexes': [168], 'sub_dim': 8, 'sub_label': '169.2.b', 'sub_level': 169, 'sub_mult': 2, 'weight': 2}
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id: 231643
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '507.2.b', 'level': 507, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 337, 'sub_conrey_indexes': [337], 'sub_dim': 26, 'sub_label': '507.2.b', 'sub_level': 507, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '507.2.b', 'level': 507, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17353000
{'hecke_orbit_code': 68753031675, 'n': 1, 'trace_an': 26}
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id: 17353001
{'hecke_orbit_code': 68753031675, 'n': 2, 'trace_an': 0}
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id: 17353002
{'hecke_orbit_code': 68753031675, 'n': 3, 'trace_an': 2}
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id: 17353003
{'hecke_orbit_code': 68753031675, 'n': 4, 'trace_an': -26}
-
id: 17353004
{'hecke_orbit_code': 68753031675, 'n': 5, 'trace_an': 0}
-
id: 17353005
{'hecke_orbit_code': 68753031675, 'n': 6, 'trace_an': 0}
-
id: 17353006
{'hecke_orbit_code': 68753031675, 'n': 7, 'trace_an': 0}
-
id: 17353007
{'hecke_orbit_code': 68753031675, 'n': 8, 'trace_an': 0}
-
id: 17353008
{'hecke_orbit_code': 68753031675, 'n': 9, 'trace_an': 26}
-
id: 17353009
{'hecke_orbit_code': 68753031675, 'n': 10, 'trace_an': 4}
-
id: 17353010
{'hecke_orbit_code': 68753031675, 'n': 11, 'trace_an': 0}
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id: 17353011
{'hecke_orbit_code': 68753031675, 'n': 12, 'trace_an': 2}
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id: 17353012
{'hecke_orbit_code': 68753031675, 'n': 13, 'trace_an': 0}
-
id: 17353013
{'hecke_orbit_code': 68753031675, 'n': 14, 'trace_an': -16}
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id: 17353014
{'hecke_orbit_code': 68753031675, 'n': 15, 'trace_an': 0}
-
id: 17353015
{'hecke_orbit_code': 68753031675, 'n': 16, 'trace_an': 34}
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id: 17353016
{'hecke_orbit_code': 68753031675, 'n': 17, 'trace_an': 16}
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id: 17353017
{'hecke_orbit_code': 68753031675, 'n': 18, 'trace_an': 0}
-
id: 17353018
{'hecke_orbit_code': 68753031675, 'n': 19, 'trace_an': 0}
-
id: 17353019
{'hecke_orbit_code': 68753031675, 'n': 20, 'trace_an': 0}
-
id: 17353020
{'hecke_orbit_code': 68753031675, 'n': 21, 'trace_an': 0}
-
id: 17353021
{'hecke_orbit_code': 68753031675, 'n': 22, 'trace_an': -20}
-
id: 17353022
{'hecke_orbit_code': 68753031675, 'n': 23, 'trace_an': 4}
-
id: 17353023
{'hecke_orbit_code': 68753031675, 'n': 24, 'trace_an': 0}
-
id: 17353024
{'hecke_orbit_code': 68753031675, 'n': 25, 'trace_an': -34}
-
id: 17353025
{'hecke_orbit_code': 68753031675, 'n': 26, 'trace_an': 0}
-
id: 17353026
{'hecke_orbit_code': 68753031675, 'n': 27, 'trace_an': 2}
-
id: 17353027
{'hecke_orbit_code': 68753031675, 'n': 28, 'trace_an': 0}
-
id: 17353028
{'hecke_orbit_code': 68753031675, 'n': 29, 'trace_an': -20}
-
id: 17353029
{'hecke_orbit_code': 68753031675, 'n': 30, 'trace_an': 4}
-
id: 17353030
{'hecke_orbit_code': 68753031675, 'n': 31, 'trace_an': 0}
-
id: 17353031
{'hecke_orbit_code': 68753031675, 'n': 32, 'trace_an': 0}
-
id: 17353032
{'hecke_orbit_code': 68753031675, 'n': 33, 'trace_an': 0}
-
id: 17353033
{'hecke_orbit_code': 68753031675, 'n': 34, 'trace_an': 0}
-
id: 17353034
{'hecke_orbit_code': 68753031675, 'n': 35, 'trace_an': -4}
-
id: 17353035
{'hecke_orbit_code': 68753031675, 'n': 36, 'trace_an': -26}
-
id: 17353036
{'hecke_orbit_code': 68753031675, 'n': 37, 'trace_an': 0}
-
id: 17353037
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