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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [7, 1], [11, 1]], 1, 1], [[[2, 1], [3, 1], [7, -1], [11, -1]], 1, 1], [[[2, 1], [3, -1], [7, -1], [11, -1]], 2, 1], [[[2, -1], [3, -1], [7, 1], [11, -1]], 1, 1], [[[2, -1], [3, -1], [7, -1], [11, 1]], 1, 1], [[[2, -1], [3, 1], [7, -1], [11, 1]], 1, 1], [[[2, 1], [3, 1], [7, 1], [11, 1]], 1, 1], [[[2, 1], [3, 1], [7, 1], [11, -1]], 1, 1]], 'Nk2': 1848, 'analytic_conductor': 3.6890885733831538, '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': [462, 1, [155, 199, 211], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 89, 'dim': 9, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 13], 'hecke_orbit_code': 33554894, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2], 'label': '462.2.a', 'level': 462, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 104, 'mf_new_dim': 9, 'num_forms': 8, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [-3, 1, -2, 1], 'traces': [9, -3, 1, 9, -2, 1, 1, -3, 9, -2, 1, 1, 6, 1, 6, 9, -6, -3, 4, -2, 1, -3, -16, 1, 7, -18, 1, 1, -26, 6, 24, -3, 1, -6, -10, 9, 6, -4, 14, -2, -14, -3, 4, 1, -2, 0, 8, 1, 9, 3, 10, 6, -2, 1, 6, 1, 20, -2, -4, 6, -10, 0, 1, 9, 20, 1, 20, -6, 8, -2, -16, -3, -14, -18, -1, 4, 1, -2, -48, -2, 9, 18, -12, 1, 12, 4, -2, -3, -38, -2, -2, -16, -8, 0, -24, 1, -14, -3, 1, 7, -18, -6, -32, -18, 6, -10, -4, 1, 38, 6, 22, 1, 2, -12, 0, -26, 6, -20, -14, 6, 9, 30, -14, 24, -36, 1, 0, -3, -4, 20, -12, 1, -4, 4, 6, -6, -22, 8, -36, -10, 0, -16, 6, 9, 20, 18, 1, 6, -2, -33, -24, -4, -6, -7, -16, 14, 38, 16, -10, -2, -8, -3, 20, -14, -2, -20, 40, -3, -17, 12, 4, 4, 22, -2, 31, 1, -20, -30, 4, -2, -18, -2, 14, 0, 84, 8, 2, 8, 1, 40, -8, 1, 2, -38, -28, 9, 46, -3, -32, 3, 20, 38, -18, 10, -68, 56, -16, 6, -20, -2, 28, -2, -8, -36, 56, 1, -8, -18, 26, 6, 60, -10, 8, 1, 7, 26, 36, 20, 14, 64, 1, -2, -14, -18, -16, -4, 0, 10, -32, 6, -38, -3, 1, -10, -2, -30, 24, 0, -20, -36, 44, 1, 16, 32, -68, 9, 98, -4, -10, 20, -26, -4, 72, 1, 84, 4, 10, 20, 38, 6, 16, -6, 6, 34, 15, 8, -34, 68, 24, -2, 98, -16, 12, -16, -24, -2, 26, -3, -5, 20, -14, -14, -18, 1, -88, -18, 1, -26, 32, -1, -20, 40, -42, 4, -44, -6, -76, 1, 0, -16, 64, -2, -102, -42, -10, -48, 38, -10, 6, -2, -4, -8, 8, 9, -70, 36, -50, 18, 0, -2, -36, -12, 6, -40, -56, 1, 34, 27, -30, 12, 0, -4, 1, 4, -96, 30, -36, -2, -10, -17, 14, -3, 34, -4, 32, -38, 10, -12, 40, -2, 21, 46, 1, -2, -52, -34, -120, -16, -14, -44, -10, -8, 30, 2, 12, 0, 68, -3, 44, -24, -16, 40, -24, 1, -2, -22, 4, -14, -66, -28, 128, -3, -20, -26, 80, 1, -58, 56, 4, 7, 50, -12, -48, -18, -2, -2, 6, -6, 50, -68, 26, -32, 28, 0, -24, -18, -4, 20, -76, 6, -42, 28, 8, -10, -42, 24, 14, -4, -18, -72, -16, 1, 66, 16, -28, 38, 0, -22, -56, 6, 9, -4, 28, 22, 60, 48, 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-2, 4, -76, 32, -92, 22, 1, 28, -40, -2, 100, -50, 106, 31, 6, -2, -40, 1, -16, -22, 54, -20, 22, 96, -48, -30, 32, 2, -28, 4, -16, -56, 40, -2, 0, -119, 82, -18, -102, 1, 0, -2, 9, 76, 40, 14, 214, -48, 6, 0, 36, 18, -84, 84, 72, 6, 40, 8, 20, -10, -12, 2, 12, 12, 48, 8, 60, -12, 80, 1, 54, -4, -8, 40, -46, 48, -18, -8, 12, 16, 72, 1, 26, 6, -30, 2, -66, 4, 56, -38, 6, 134, -120, -28, 0, -64, -2, 9, 116, 12, 100, 46, -8, 16, -46, -3, -124, -74, 4, -32, -26, 4, 32, 3, -38, -54, -6, 20, -16, -32, -66, 38, -94, -2, 76, -18, 16, -2, 56, 10, -144, -94, -2, -68, -98, -70, 168, 56, 31, -4, -36, -16, 38, 104, -10, 6, -6, 28, -16, -20, -8, 52, -128, -2, 31, 110, -38, 28, -110, 0, 1, -2, 44, -42, -32, -8, -50, 14, -24, -36, -30, -2, 92, 56, 2, -112, -24, 1, 4, -22, -77, -8, 0, -28, -40, -18, -14, 32, 12, 26, -42, -8, 38, 6, -62, -3, 4, 60, -56, -20, 104, -10, 32, -4, 1, 8, 0, 54, 168, 1, -80, 42, -144, 7, 28, -38, -28, 26, -28, 56, -52, 36, -18, 36, -8, 20, -20, -94, 36, 14, 20, -6, 8, 64, 20, 46, 96, 1, -70, -64, -32, -2, -30, 80, 4, -14, 24, -92, -20, -18, -94, -44, -6, -16, -74, -10, 64, -4, 6, 4, 132, 0, 44, -12, 30, 10, 82, -10, -176, -32, -34, 48, -54, 6, -71, -44, -4, -38, 60, 0, -104, -3, 88, -36, -116, 1, 52, -24, 50, -10, 2, 36, -6, -2, 38, -116, -80, -30, -28, -36, 16, 24, -96, 6, -112, 0, -4, -8, -32, -20, -34, 4, 22, -36], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 220222
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '462.2.a', 'level': 462, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 8, 'weight': 2}
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id: 220223
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '462.2.a', 'level': 462, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 4, 'weight': 2}
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id: 220225
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '462.2.a', 'level': 462, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 4, 'weight': 2}
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id: 220227
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '462.2.a', 'level': 462, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '33.2.a', 'sub_level': 33, 'sub_mult': 4, 'weight': 2}
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id: 220228
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '462.2.a', 'level': 462, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 2, 'weight': 2}
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id: 220230
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '462.2.a', 'level': 462, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '66.2.a', 'sub_level': 66, 'sub_mult': 2, 'weight': 2}
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id: 220231
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '462.2.a', 'level': 462, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 4, 'weight': 2}
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id: 220224
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '462.2.a', 'level': 462, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '154.2.a', 'sub_level': 154, 'sub_mult': 2, 'weight': 2}
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id: 220226
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '462.2.a', 'level': 462, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '231.2.a', 'sub_level': 231, 'sub_mult': 2, 'weight': 2}
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id: 220229
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '462.2.a', 'level': 462, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '462.2.a', 'sub_level': 462, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '462.2.a', 'level': 462, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 443000
{'hecke_orbit_code': 33554894, 'n': 1, 'trace_an': 9}
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id: 443001
{'hecke_orbit_code': 33554894, 'n': 2, 'trace_an': -3}
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id: 443002
{'hecke_orbit_code': 33554894, 'n': 3, 'trace_an': 1}
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id: 443003
{'hecke_orbit_code': 33554894, 'n': 4, 'trace_an': 9}
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id: 443004
{'hecke_orbit_code': 33554894, 'n': 5, 'trace_an': -2}
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id: 443005
{'hecke_orbit_code': 33554894, 'n': 6, 'trace_an': 1}
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id: 443006
{'hecke_orbit_code': 33554894, 'n': 7, 'trace_an': 1}
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id: 443007
{'hecke_orbit_code': 33554894, 'n': 8, 'trace_an': -3}
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id: 443008
{'hecke_orbit_code': 33554894, 'n': 9, 'trace_an': 9}
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id: 443009
{'hecke_orbit_code': 33554894, 'n': 10, 'trace_an': -2}
-
id: 443010
{'hecke_orbit_code': 33554894, 'n': 11, 'trace_an': 1}
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id: 443011
{'hecke_orbit_code': 33554894, 'n': 12, 'trace_an': 1}
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id: 443012
{'hecke_orbit_code': 33554894, 'n': 13, 'trace_an': 6}
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id: 443013
{'hecke_orbit_code': 33554894, 'n': 14, 'trace_an': 1}
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id: 443014
{'hecke_orbit_code': 33554894, 'n': 15, 'trace_an': 6}
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id: 443015
{'hecke_orbit_code': 33554894, 'n': 16, 'trace_an': 9}
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id: 443016
{'hecke_orbit_code': 33554894, 'n': 17, 'trace_an': -6}
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id: 443017
{'hecke_orbit_code': 33554894, 'n': 18, 'trace_an': -3}
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id: 443018
{'hecke_orbit_code': 33554894, 'n': 19, 'trace_an': 4}
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id: 443019
{'hecke_orbit_code': 33554894, 'n': 20, 'trace_an': -2}
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id: 443020
{'hecke_orbit_code': 33554894, 'n': 21, 'trace_an': 1}
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id: 443021
{'hecke_orbit_code': 33554894, 'n': 22, 'trace_an': -3}
-
id: 443022
{'hecke_orbit_code': 33554894, 'n': 23, 'trace_an': -16}
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id: 443023
{'hecke_orbit_code': 33554894, 'n': 24, 'trace_an': 1}
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id: 443024
{'hecke_orbit_code': 33554894, 'n': 25, 'trace_an': 7}
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id: 443025
{'hecke_orbit_code': 33554894, 'n': 26, 'trace_an': -18}
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id: 443026
{'hecke_orbit_code': 33554894, 'n': 27, 'trace_an': 1}
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id: 443999
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