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mf_newspaces • Show schema
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{'Nk2': 1700, 'analytic_conductor': 3.3936420859044163, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [425, 2, [52, 326], [1, 2]], 'conrey_index': 324, 'cusp_dim': 40, 'dim': 24, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 68753031593, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 10], 'label': '425.2.b', 'level': 425, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 17], 'level_radical': 85, 'mf_dim': 52, 'mf_new_dim': 24, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 24, 'sturm_bound': 90, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [24, 0, 0, -24, 0, -4, 0, 0, -20, 0, 0, 0, 0, -4, 0, 40, 0, 0, 0, 0, -28, 0, 0, 16, 0, -20, 0, 0, 4, 0, 36, 0, 0, -4, 0, 4, 0, 0, -56, 0, -4, 0, 0, 24, 0, 28, 0, 0, -4, 0, 8, 0, 0, 80, 0, -8, 0, 0, -8, 0, -16, 0, 0, -104, 0, -96, 0, 0, 0, 0, 56, 0, 0, 68, 0, 32, 0, 0, -68, 0, 24, 0, 0, 140, 0, -64, 0, 0, 56, 0, 0, 0, 0, 64, 0, -156, 0, 0, -12, 0, -60, 0, 0, 164, 0, -92, 0, 0, 20, 0, 8, 0, 0, 4, 0, 12, 0, 0, -20, 0, 16, 0, 0, -136, 0, 16, 0, 0, 44, 0, -12, 0, 0, -56, 0, -12, 0, 0, -16, 0, 112, 0, 0, -132, 0, -36, 0, 0, -44, 0, 80, 0, 0, 24, 0, 28, 0, 0, 16, 0, -48, 0, 0, -60, 0, 72, 0, 0, 76, 0, 24, 0, 0, 40, 0, 40, 0, 0, -16, 0, -12, 0, 0, -20, 0, 76, 0, 0, 20, 0, 24, 0, 0, -120, 0, 60, 0, 0, -152, 0, -32, 0, 0, -20, 0, 80, 0, 0, 8, 0, 20, 0, 0, 32, 0, -68, 0, 0, 88, 0, 8, 0, 0, 28, 0, -48, 0, 0, 12, 0, -24, 0, 0, -136, 0, 0, 0, 0, 24, 0, 16, 0, 0, 88, 0, 248, 0, 0, 16, 0, -32, 0, 0, 64, 0, 104, 0, 0, -16, 0, -224, 0, 0, 112, 0, 164, 0, 0, -16, 0, -32, 0, 0, 60, 0, 64, 0, 0, -112, 0, -92, 0, 0, -340, 0, -40, 0, 0, -24, 0, -32, 0, 0, -232, 0, -108, 0, 0, 20, 0, -12, 0, 0, 32, 0, -36, 0, 0, 16, 0, 96, 0, 0, -76, 0, 208, 0, 0, -128, 0, -20, 0, 0, 176, 0, -160, 0, 0, 216, 0, 104, 0, 0, -140, 0, -84, 0, 0, 128, 0, -8, 0, 0, 248, 0, -116, 0, 0, -28, 0, 52, 0, 0, -308, 0, -80, 0, 0, 112, 0, -56, 0, 0, 52, 0, 16, 0, 0, 224, 0, -20, 0, 0, -20, 0, -8, 0, 0, -140, 0, -100, 0, 0, 456, 0, 84, 0, 0, 144, 0, 48, 0, 0, -8, 0, 100, 0, 0, -40, 0, -108, 0, 0, 20, 0, -112, 0, 0, 44, 0, -24, 0, 0, 28, 0, -308, 0, 0, -80, 0, -36, 0, 0, 172, 0, -172, 0, 0, 224, 0, 52, 0, 0, 180, 0, -20, 0, 0, 0, 0, -196, 0, 0, -248, 0, 280, 0, 0, -92, 0, -56, 0, 0, 0, 0, -284, 0, 0, -8, 0, -200, 0, 0, -180, 0, 196, 0, 0, 8, 0, 152, 0, 0, -28, 0, -8, 0, 0, 184, 0, 4, 0, 0, -120, 0, 68, 0, 0, -108, 0, -40, 0, 0, -64, 0, -44, 0, 0, 28, 0, -24, 0, 0, -16, 0, 248, 0, 0, -12, 0, 176, 0, 0, 124, 0, 356, 0, 0, -48, 0, 16, 0, 0, -16, 0, -24, 0, 0, 64, 0, -80, 0, 0, 76, 0, 296, 0, 0, 20, 0, 12, 0, 0, 20, 0, -84, 0, 0, -64, 0, -32, 0, 0, -52, 0, -180, 0, 0, -120, 0, -8, 0, 0, -64, 0, -132, 0, 0, -16, 0, -12, 0, 0, 40, 0, 172, 0, 0, 8, 0, 168, 0, 0, -196, 0, 144, 0, 0, -44, 0, -56, 0, 0, 88, 0, -108, 0, 0, -136, 0, 8, 0, 0, -384, 0, 60, 0, 0, -100, 0, -8, 0, 0, -112, 0, -240, 0, 0, 216, 0, 64, 0, 0, -280, 0, 220, 0, 0, -12, 0, 8, 0, 0, 12, 0, 284, 0, 0, -196, 0, -140, 0, 0, 160, 0, -80, 0, 0, -96, 0, -76, 0, 0, 120, 0, -172, 0, 0, 224, 0, 116, 0, 0, 16, 0, -216, 0, 0, 32, 0, -208, 0, 0, 112, 0, 140, 0, 0, -208, 0, 300, 0, 0, -240, 0, -72, 0, 0, 156, 0, 104, 0, 0, 348, 0, 120, 0, 0, 160, 0, 120, 0, 0, -336, 0, -220, 0, 0, 0, 0, 364, 0, 0, -24, 0, 152, 0, 0, -104, 0, -176, 0, 0, 260, 0, 216, 0, 0, -176, 0, 24, 0, 0, -224, 0, -236, 0, 0, 0, 0, 236, 0, 0, -204, 0, 148, 0, 0, -164, 0, 384, 0, 0, 372, 0, 20, 0, 0, 164, 0, -212, 0, 0, 120, 0, -392, 0, 0, 52, 0, -188, 0, 0, -128, 0, 256, 0, 0, -96, 0, -64, 0, 0, 156, 0, 4, 0, 0, -152, 0, -56, 0, 0, 136, 0, 40, 0, 0, 8, 0, 40, 0, 0, 176, 0, 116, 0, 0, 136, 0, 72, 0, 0, 296, 0, 144, 0, 0, -64, 0, 48, 0, 0, -352, 0, -508, 0, 0, -28, 0, 96, 0, 0, -84, 0, -576, 0, 0, -368, 0, -144, 0, 0, -24, 0, -96, 0, 0, -40, 0, 64, 0, 0, 32, 0, 172, 0, 0, 8, 0, -68, 0, 0, 400, 0, 240, 0, 0, -88, 0, -120, 0, 0, 272, 0, -440, 0, 0, -120, 0, 180, 0, 0, 40, 0, -176, 0, 0, 4, 0, -380, 0, 0, -300, 0, 344, 0, 0, 72, 0, 8, 0, 0, 568, 0, 48, 0, 0, 96, 0, 0, 0, 0, -132, 0, -684, 0, 0, -24, 0, 280, 0, 0, 120, 0, -128, 0, 0, -108, 0, -112, 0, 0, 184, 0, -48, 0, 0, 120, 0, 180, 0, 0, 536, 0, -480, 0, 0, 20, 0, 8, 0, 0, 312, 0, 80, 0, 0, 104, 0, 244, 0, 0, 528, 0, -420, 0, 0, 28, 0, -184, 0, 0, 388, 0, -192, 0, 0, -224, 0, -232, 0, 0, -400, 0, 4, 0, 0, 16, 0, 320, 0, 0, 60, 0, -184, 0, 0, 352, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 210693
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 324, 'conrey_indexes': [324], 'label': '425.2.b', 'level': 425, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 69, 'sub_conrey_indexes': [69], 'sub_dim': 8, 'sub_label': '85.2.b', 'sub_level': 85, 'sub_mult': 2, 'weight': 2}
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id: 210692
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 324, 'conrey_indexes': [324], 'label': '425.2.b', 'level': 425, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 324, 'sub_conrey_indexes': [324], 'sub_dim': 24, 'sub_label': '425.2.b', 'sub_level': 425, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '425.2.b', 'level': 425, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17320000
{'hecke_orbit_code': 68753031593, 'n': 1, 'trace_an': 24}
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id: 17320001
{'hecke_orbit_code': 68753031593, 'n': 2, 'trace_an': 0}
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id: 17320002
{'hecke_orbit_code': 68753031593, 'n': 3, 'trace_an': 0}
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id: 17320003
{'hecke_orbit_code': 68753031593, 'n': 4, 'trace_an': -24}
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id: 17320004
{'hecke_orbit_code': 68753031593, 'n': 5, 'trace_an': 0}
-
id: 17320005
{'hecke_orbit_code': 68753031593, 'n': 6, 'trace_an': -4}
-
id: 17320006
{'hecke_orbit_code': 68753031593, 'n': 7, 'trace_an': 0}
-
id: 17320007
{'hecke_orbit_code': 68753031593, 'n': 8, 'trace_an': 0}
-
id: 17320008
{'hecke_orbit_code': 68753031593, 'n': 9, 'trace_an': -20}
-
id: 17320009
{'hecke_orbit_code': 68753031593, 'n': 10, 'trace_an': 0}
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id: 17320010
{'hecke_orbit_code': 68753031593, 'n': 11, 'trace_an': 0}
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id: 17320011
{'hecke_orbit_code': 68753031593, 'n': 12, 'trace_an': 0}
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id: 17320012
{'hecke_orbit_code': 68753031593, 'n': 13, 'trace_an': 0}
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id: 17320013
{'hecke_orbit_code': 68753031593, 'n': 14, 'trace_an': -4}
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id: 17320014
{'hecke_orbit_code': 68753031593, 'n': 15, 'trace_an': 0}
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id: 17320015
{'hecke_orbit_code': 68753031593, 'n': 16, 'trace_an': 40}
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id: 17320016
{'hecke_orbit_code': 68753031593, 'n': 17, 'trace_an': 0}
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id: 17320017
{'hecke_orbit_code': 68753031593, 'n': 18, 'trace_an': 0}
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id: 17320018
{'hecke_orbit_code': 68753031593, 'n': 19, 'trace_an': 0}
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id: 17320019
{'hecke_orbit_code': 68753031593, 'n': 20, 'trace_an': 0}
-
id: 17320020
{'hecke_orbit_code': 68753031593, 'n': 21, 'trace_an': -28}
-
id: 17320021
{'hecke_orbit_code': 68753031593, 'n': 22, 'trace_an': 0}
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id: 17320022
{'hecke_orbit_code': 68753031593, 'n': 23, 'trace_an': 0}
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id: 17320023
{'hecke_orbit_code': 68753031593, 'n': 24, 'trace_an': 16}
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id: 17320024
{'hecke_orbit_code': 68753031593, 'n': 25, 'trace_an': 0}
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id: 17320025
{'hecke_orbit_code': 68753031593, 'n': 26, 'trace_an': -20}
-
id: 17320026
{'hecke_orbit_code': 68753031593, 'n': 27, 'trace_an': 0}
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id: 17320027
{'hecke_orbit_code': 68753031593, 'n': 28, 'trace_an': 0}
-
id: 17320028
{'hecke_orbit_code': 68753031593, 'n': 29, 'trace_an': 4}
-
id: 17320029
{'hecke_orbit_code': 68753031593, 'n': 30, 'trace_an': 0}
-
id: 17320030
{'hecke_orbit_code': 68753031593, 'n': 31, 'trace_an': 36}
-
id: 17320031
{'hecke_orbit_code': 68753031593, 'n': 32, 'trace_an': 0}
-
id: 17320032
{'hecke_orbit_code': 68753031593, 'n': 33, 'trace_an': 0}
-
id: 17320033
{'hecke_orbit_code': 68753031593, 'n': 34, 'trace_an': -4}
-
id: 17320034
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