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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 3, 3], [[[2, -1], [3, 1], [7, -1]], 2, 2], [[[2, -1], [3, 1], [7, 1]], 1, 1]], 'ALdims': [0, 0, 0, 0, 1, 2, 0, 3], 'Nk2': 2352, 'analytic_conductor': 4.695203638851287, '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': [588, 1, [295, 197, 493], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 89, 'dim': 6, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 13], 'hecke_orbit_code': 33555020, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1], 'label': '588.2.a', 'level': 588, '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': 136, 'mf_new_dim': 6, 'num_forms': 6, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 224, 'trace_bound': 13, 'trace_display': [0, 0, -4, 0], 'traces': [6, 0, 0, 0, -4, 0, 0, 0, 6, 0, 4, 0, 4, 0, 4, 0, 4, 0, 8, 0, 0, 0, 0, 0, 2, 0, 0, 0, -8, 0, -8, 0, 8, 0, 0, 0, 14, 0, 6, 0, -12, 0, 22, 0, -4, 0, -24, 0, 0, 0, 0, 0, -32, 0, -8, 0, 18, 0, 8, 0, 4, 0, 0, 0, -28, 0, 10, 0, 8, 0, -20, 0, 12, 0, 16, 0, 0, 0, 10, 0, 6, 0, 16, 0, -24, 0, -8, 0, -12, 0, 0, 0, 10, 0, 20, 0, 12, 0, 4, 0, -4, 0, 8, 0, 0, 0, -16, 0, 10, 0, 0, 0, -52, 0, -8, 0, 4, 0, 0, 0, -10, 0, -12, 0, -24, 0, 6, 0, 0, 0, -16, 0, 0, 0, 4, 0, -8, 0, 0, 0, 4, 0, 24, 0, 8, 0, 0, 0, -32, 0, -32, 0, 4, 0, 4, 0, -28, 0, 0, 0, 0, 0, 8, 0, 8, 0, 8, 0, 12, 0, 8, 0, -4, 0, 0, 0, -8, 0, 12, 0, 4, 0, -20, 0, -8, 0, 8, 0, 0, 0, 12, 0, -18, 0, -24, 0, -24, 0, 32, 0, -16, 0, 0, 0, -48, 0, 0, 0, -16, 0, -24, 0, 8, 0, 16, 0, 0, 0, 22, 0, -72, 0, -16, 0, 2, 0, -24, 0, -12, 0, 0, 0, 76, 0, 56, 0, 16, 0, 84, 0, -4, 0, 0, 0, 0, 0, -42, 0, 12, 0, 24, 0, 48, 0, -16, 0, 36, 0, 0, 0, -8, 0, 88, 0, 24, 0, -16, 0, -4, 0, -8, 0, 0, 0, 44, 0, 10, 0, -8, 0, 24, 0, -24, 0, -16, 0, 0, 0, 114, 0, -20, 0, 12, 0, -64, 0, 8, 0, 24, 0, 0, 0, -68, 0, 16, 0, -24, 0, -6, 0, 8, 0, -36, 0, 0, 0, -24, 0, -64, 0, 24, 0, 96, 0, 76, 0, -16, 0, 0, 0, 18, 0, 14, 0, 32, 0, 42, 0, 16, 0, 48, 0, 0, 0, 0, 0, 0, 0, -12, 0, 6, 0, -12, 0, -56, 0, 0, 0, 8, 0, 48, 0, -32, 0, 52, 0, -16, 0, -12, 0, 0, 0, -50, 0, -72, 0, -24, 0, -22, 0, 16, 0, 16, 0, 0, 0, 22, 0, 36, 0, 8, 0, -12, 0, -48, 0, 4, 0, 0, 0, 24, 0, -34, 0, -4, 0, 12, 0, -52, 0, -8, 0, 0, 0, 24, 0, 26, 0, 24, 0, -46, 0, -24, 0, 44, 0, 0, 0, -4, 0, -28, 0, -52, 0, -16, 0, -16, 0, 16, 0, 0, 0, 24, 0, -56, 0, 0, 0, -12, 0, 72, 0, -16, 0, 0, 0, -30, 0, 0, 0, -52, 0, -54, 0, 0, 0, 8, 0, 0, 0, -36, 0, 76, 0, 24, 0, -32, 0, 40, 0, 8, 0, 0, 0, -32, 0, 10, 0, 0, 0, -120, 0, -8, 0, -8, 0, 0, 0, -154, 0, 20, 0, 48, 0, -16, 0, 32, 0, 12, 0, 0, 0, 18, 0, -124, 0, 48, 0, -64, 0, -12, 0, 32, 0, 0, 0, 96, 0, 102, 0, 8, 0, 36, 0, -72, 0, -24, 0, 0, 0, 10, 0, -2, 0, 8, 0, 40, 0, 4, 0, 16, 0, 0, 0, 12, 0, 36, 0, -16, 0, 0, 0, -8, 0, -40, 0, 0, 0, 60, 0, -106, 0, -24, 0, 48, 0, 60, 0, 0, 0, 0, 0, -16, 0, -28, 0, -8, 0, 26, 0, -16, 0, -60, 0, 0, 0, -32, 0, 72, 0, 44, 0, 10, 0, 28, 0, -32, 0, 0, 0, -148, 0, 36, 0, 0, 0, 68, 0, 0, 0, 8, 0, 0, 0, -10, 0, 68, 0, 8, 0, 32, 0, 0, 0, -48, 0, 0, 0, -20, 0, -160, 0, -40, 0, 76, 0, 24, 0, 16, 0, 0, 0, -92, 0, -24, 0, 12, 0, -88, 0, -60, 0, 24, 0, 0, 0, 144, 0, -32, 0, -72, 0, -114, 0, 16, 0, 12, 0, 0, 0, 68, 0, 104, 0, 8, 0, 30, 0, -24, 0, 32, 0, 0, 0, 84, 0, 24, 0, 8, 0, -160, 0, 16, 0, 48, 0, 0, 0, 28, 0, 10, 0, 48, 0, -56, 0, -24, 0, 0, 0, 0, 0, 4, 0, -40, 0, -24, 0, 6, 0, -16, 0, 52, 0, 0, 0, -44, 0, 94, 0, 32, 0, -36, 0, 24, 0, 16, 0, 0, 0, -34, 0, -32, 0, 32, 0, 52, 0, -32, 0, 4, 0, 0, 0, -24, 0, 56, 0, 12, 0, -4, 0, -4, 0, 40, 0, 0, 0, -156, 0, -88, 0, -8, 0, -16, 0, 16, 0, 24, 0, 0, 0, 44, 0, -16, 0, -36, 0, 144, 0, -12, 0, -56, 0, 0, 0, 52, 0, -12, 0, -48, 0, 0, 0, 64, 0, -32, 0, 0, 0, 28, 0, -32, 0, -8, 0, 60, 0, 36, 0, 0, 0, 0, 0, 88, 0, 10, 0, -56, 0, 98, 0, 8, 0, -92, 0, 0, 0, 10, 0, -96, 0, -28, 0, 20, 0, 36, 0, -40, 0, 0, 0, 108, 0, -8, 0, 16, 0, 52, 0, -64, 0, 12, 0, 0, 0, 20, 0, 0, 0, -60, 0, 58, 0, -32, 0, -24, 0, 0, 0, 4, 0, 20, 0, 72, 0, 96, 0, -48, 0, -24, 0, 0, 0, -44, 0, 106, 0, -4, 0, 32, 0, -64, 0, 24, 0, 0, 0, 26, 0, 94, 0, 72, 0, 2, 0, 8, 0, -60, 0, 0, 0, 20, 0, -48, 0, -4, 0, 98, 0, -4, 0, 72, 0, 0, 0, -92, 0, 26, 0, 48, 0, 48, 0, 72, 0, 32, 0, 0, 0, -72, 0, -16, 0, 40, 0, -62, 0, 16, 0, -48, 0, 0, 0, 58, 0, 76, 0, 72, 0, 10, 0, 96, 0, 88, 0, 0, 0, 144, 0, 102, 0, -48, 0, -128, 0, -28, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 251998
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '588.2.a', 'level': 588, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '196.2.a', 'sub_level': 196, 'sub_mult': 2, 'weight': 2}
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id: 252000
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '588.2.a', 'level': 588, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '294.2.a', 'sub_level': 294, 'sub_mult': 2, 'weight': 2}
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id: 251996
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '588.2.a', 'level': 588, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 8, 'weight': 2}
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id: 251999
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '588.2.a', 'level': 588, '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: 252001
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '588.2.a', 'level': 588, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 4, 'weight': 2}
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id: 252002
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '588.2.a', 'level': 588, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 6, 'weight': 2}
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id: 252004
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '588.2.a', 'level': 588, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '84.2.a', 'sub_level': 84, 'sub_mult': 2, 'weight': 2}
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id: 252005
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '588.2.a', 'level': 588, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '98.2.a', 'sub_level': 98, 'sub_mult': 4, 'weight': 2}
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id: 251997
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '588.2.a', 'level': 588, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '147.2.a', 'sub_level': 147, 'sub_mult': 3, 'weight': 2}
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id: 252003
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '588.2.a', 'level': 588, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '588.2.a', 'sub_level': 588, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '588.2.a', 'level': 588, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 569000
{'hecke_orbit_code': 33555020, 'n': 1, 'trace_an': 6}
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id: 569001
{'hecke_orbit_code': 33555020, 'n': 2, 'trace_an': 0}
-
id: 569002
{'hecke_orbit_code': 33555020, 'n': 3, 'trace_an': 0}
-
id: 569003
{'hecke_orbit_code': 33555020, 'n': 4, 'trace_an': 0}
-
id: 569004
{'hecke_orbit_code': 33555020, 'n': 5, 'trace_an': -4}
-
id: 569005
{'hecke_orbit_code': 33555020, 'n': 6, 'trace_an': 0}
-
id: 569006
{'hecke_orbit_code': 33555020, 'n': 7, 'trace_an': 0}
-
id: 569007
{'hecke_orbit_code': 33555020, 'n': 8, 'trace_an': 0}
-
id: 569008
{'hecke_orbit_code': 33555020, 'n': 9, 'trace_an': 6}
-
id: 569009
{'hecke_orbit_code': 33555020, 'n': 10, 'trace_an': 0}
-
id: 569010
{'hecke_orbit_code': 33555020, 'n': 11, 'trace_an': 4}
-
id: 569011
{'hecke_orbit_code': 33555020, 'n': 12, 'trace_an': 0}
-
id: 569012
{'hecke_orbit_code': 33555020, 'n': 13, 'trace_an': 4}
-
id: 569013
{'hecke_orbit_code': 33555020, 'n': 14, 'trace_an': 0}
-
id: 569014
{'hecke_orbit_code': 33555020, 'n': 15, 'trace_an': 4}
-
id: 569015
{'hecke_orbit_code': 33555020, 'n': 16, 'trace_an': 0}
-
id: 569016
{'hecke_orbit_code': 33555020, 'n': 17, 'trace_an': 4}
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id: 569017
{'hecke_orbit_code': 33555020, 'n': 18, 'trace_an': 0}
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id: 569018
{'hecke_orbit_code': 33555020, 'n': 19, 'trace_an': 8}
-
id: 569019
{'hecke_orbit_code': 33555020, 'n': 20, 'trace_an': 0}
-
id: 569020
{'hecke_orbit_code': 33555020, 'n': 21, 'trace_an': 0}
-
id: 569021
{'hecke_orbit_code': 33555020, 'n': 22, 'trace_an': 0}
-
id: 569022
{'hecke_orbit_code': 33555020, 'n': 23, 'trace_an': 0}
-
id: 569023
{'hecke_orbit_code': 33555020, 'n': 24, 'trace_an': 0}
-
id: 569024
{'hecke_orbit_code': 33555020, 'n': 25, 'trace_an': 2}
-
id: 569025
{'hecke_orbit_code': 33555020, 'n': 26, 'trace_an': 0}
-
id: 569026
{'hecke_orbit_code': 33555020, 'n': 27, 'trace_an': 0}
-
id: 569027
{'hecke_orbit_code': 33555020, 'n': 28, 'trace_an': 0}
-
id: 569028
{'hecke_orbit_code': 33555020, 'n': 29, 'trace_an': -8}
-
id: 569029
{'hecke_orbit_code': 33555020, 'n': 30, 'trace_an': 0}
-
id: 569030
{'hecke_orbit_code': 33555020, 'n': 31, 'trace_an': -8}
-
id: 569031
{'hecke_orbit_code': 33555020, 'n': 32, 'trace_an': 0}
-
id: 569032
{'hecke_orbit_code': 33555020, 'n': 33, 'trace_an': 8}
-
id: 569033
{'hecke_orbit_code': 33555020, 'n': 34, 'trace_an': 0}
-
id: 569034
{'hecke_orbit_code': 33555020, 'n': 35, 'trace_an': 0}
-
id: 569035
{'hecke_orbit_code': 33555020, 'n': 36, 'trace_an': 0}
-
id: 569036
{'hecke_orbit_code': 33555020, 'n': 37, 'trace_an': 14}
-
id: 569037
{'hecke_orbit_code': 33555020, 'n': 38, 'trace_an': 0}
-
id: 569038
{'hecke_orbit_code': 33555020, 'n': 39, 'trace_an': 6}
-
id: 569039
{'hecke_orbit_code': 33555020, 'n': 40, 'trace_an': 0}
-
id: 569040
{'hecke_orbit_code': 33555020, 'n': 41, 'trace_an': -12}
-
id: 569041
{'hecke_orbit_code': 33555020, 'n': 42, 'trace_an': 0}
-
id: 569042
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