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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [19, -1]], 1, 1], [[[2, -1], [3, 1], [7, -1], [19, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [19, -1]], 2, 1], [[[2, -1], [3, -1], [7, 1], [19, -1]], 2, 2], [[[2, -1], [3, -1], [7, 1], [19, 1]], 2, 1], [[[2, -1], [3, 1], [7, 1], [19, -1]], 3, 2], [[[2, -1], [3, 1], [7, 1], [19, 1]], 1, 1], [[[2, -1], [3, -1], [7, -1], [19, 1]], 3, 1]], 'ALdims': [0, 0, 0, 0, 0, 0, 0, 0, 1, 3, 2, 2, 2, 2, 3, 1], 'Nk2': 6384, 'analytic_conductor': 12.74412416259635, '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': [1596, 1, [799, 533, 913, 1009], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 309, 'dim': 16, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13], 'hecke_orbit_code': 33556028, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 3], 'label': '1596.2.a', 'level': 1596, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'mf_dim': 332, 'mf_new_dim': 16, 'num_forms': 10, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 16, 'sturm_bound': 640, 'trace_bound': 11, 'trace_display': [0, 0, -8, 0], 'traces': [16, 0, 0, 0, -8, 0, 0, 0, 16, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -24, 0, 0, 0, 8, 0, 0, 0, 0, 0, -16, 0, -8, 0, 0, 0, -8, 0, -8, 0, 16, 0, 0, 0, 8, 0, -16, 0, -4, 0, -16, 0, 0, 0, 0, 0, 0, 0, -8, 0, 8, 0, 24, 0, 16, 0, 16, 0, 0, 0, 8, 0, 16, 0, 0, 0, -16, 0, 16, 0, -40, 0, -8, 0, 0, 0, 0, 0, 0, 0, 8, 0, -16, 0, 32, 0, 0, 0, -56, 0, 0, 0, -16, 0, 24, 0, -16, 0, 0, 0, 8, 0, -16, 0, -24, 0, -72, 0, 8, 0, 0, 0, -16, 0, -4, 0, 0, 0, -32, 0, -32, 0, 24, 0, 16, 0, 64, 0, 0, 0, 16, 0, -8, 0, 0, 0, 0, 0, -48, 0, 8, 0, 16, 0, 64, 0, 32, 0, -16, 0, 16, 0, 0, 0, -8, 0, 16, 0, 0, 0, -40, 0, 16, 0, 32, 0, -64, 0, 0, 0, 0, 0, 40, 0, 16, 0, 24, 0, 48, 0, 64, 0, 8, 0, 0, 0, 64, 0, 8, 0, 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mf_subspaces • Show schema
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id: 486473
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, '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: 486475
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 12, 'weight': 2}
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id: 486476
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, '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: 486479
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '38.2.a', 'sub_level': 38, 'sub_mult': 8, 'weight': 2}
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id: 486481
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, '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: 486483
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '57.2.a', 'sub_level': 57, 'sub_mult': 6, 'weight': 2}
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id: 486484
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '76.2.a', 'sub_level': 76, 'sub_mult': 4, 'weight': 2}
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id: 486486
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, '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: 486471
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '114.2.a', 'sub_level': 114, 'sub_mult': 4, 'weight': 2}
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id: 486472
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '133.2.a', 'sub_level': 133, 'sub_mult': 6, 'weight': 2}
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id: 486477
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '228.2.a', 'sub_level': 228, 'sub_mult': 2, 'weight': 2}
-
id: 486478
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '266.2.a', 'sub_level': 266, 'sub_mult': 4, 'weight': 2}
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id: 486480
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 19, 'sub_label': '399.2.a', 'sub_level': 399, 'sub_mult': 3, 'weight': 2}
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id: 486482
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '532.2.a', 'sub_level': 532, 'sub_mult': 2, 'weight': 2}
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id: 486485
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 17, 'sub_label': '798.2.a', 'sub_level': 798, 'sub_mult': 2, 'weight': 2}
-
id: 486474
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1596.2.a', 'level': 1596, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '1596.2.a', 'sub_level': 1596, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1596.2.a', 'level': 1596, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1577000
{'hecke_orbit_code': 33556028, 'n': 1, 'trace_an': 16}
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id: 1577001
{'hecke_orbit_code': 33556028, 'n': 2, 'trace_an': 0}
-
id: 1577002
{'hecke_orbit_code': 33556028, 'n': 3, 'trace_an': 0}
-
id: 1577003
{'hecke_orbit_code': 33556028, 'n': 4, 'trace_an': 0}
-
id: 1577004
{'hecke_orbit_code': 33556028, 'n': 5, 'trace_an': -8}
-
id: 1577005
{'hecke_orbit_code': 33556028, 'n': 6, 'trace_an': 0}
-
id: 1577006
{'hecke_orbit_code': 33556028, 'n': 7, 'trace_an': 0}
-
id: 1577007
{'hecke_orbit_code': 33556028, 'n': 8, 'trace_an': 0}
-
id: 1577008
{'hecke_orbit_code': 33556028, 'n': 9, 'trace_an': 16}
-
id: 1577009
{'hecke_orbit_code': 33556028, 'n': 10, 'trace_an': 0}
-
id: 1577010
{'hecke_orbit_code': 33556028, 'n': 11, 'trace_an': 8}
-
id: 1577011
{'hecke_orbit_code': 33556028, 'n': 12, 'trace_an': 0}
-
id: 1577012
{'hecke_orbit_code': 33556028, 'n': 13, 'trace_an': 0}
-
id: 1577013
{'hecke_orbit_code': 33556028, 'n': 14, 'trace_an': 0}
-
id: 1577014
{'hecke_orbit_code': 33556028, 'n': 15, 'trace_an': 0}
-
id: 1577015
{'hecke_orbit_code': 33556028, 'n': 16, 'trace_an': 0}
-
id: 1577016
{'hecke_orbit_code': 33556028, 'n': 17, 'trace_an': 0}
-
id: 1577017
{'hecke_orbit_code': 33556028, 'n': 18, 'trace_an': 0}
-
id: 1577018
{'hecke_orbit_code': 33556028, 'n': 19, 'trace_an': 0}
-
id: 1577019
{'hecke_orbit_code': 33556028, 'n': 20, 'trace_an': 0}
-
id: 1577020
{'hecke_orbit_code': 33556028, 'n': 21, 'trace_an': 0}
-
id: 1577021
{'hecke_orbit_code': 33556028, 'n': 22, 'trace_an': 0}
-
id: 1577022
{'hecke_orbit_code': 33556028, 'n': 23, 'trace_an': 8}
-
id: 1577023
{'hecke_orbit_code': 33556028, 'n': 24, 'trace_an': 0}
-
id: 1577024
{'hecke_orbit_code': 33556028, 'n': 25, 'trace_an': 0}
-
id: 1577025
{'hecke_orbit_code': 33556028, 'n': 26, 'trace_an': 0}
-
id: 1577026
{'hecke_orbit_code': 33556028, 'n': 27, 'trace_an': 0}
-
id: 1577027
{'hecke_orbit_code': 33556028, 'n': 28, 'trace_an': 0}
-
id: 1577028
{'hecke_orbit_code': 33556028, 'n': 29, 'trace_an': -24}
-
id: 1577029
{'hecke_orbit_code': 33556028, 'n': 30, 'trace_an': 0}
-
id: 1577030
{'hecke_orbit_code': 33556028, 'n': 31, 'trace_an': 0}
-
id: 1577031
{'hecke_orbit_code': 33556028, 'n': 32, 'trace_an': 0}
-
id: 1577032
{'hecke_orbit_code': 33556028, 'n': 33, 'trace_an': 8}
-
id: 1577033
{'hecke_orbit_code': 33556028, 'n': 34, 'trace_an': 0}
-
id: 1577034
{'hecke_orbit_code': 33556028, 'n': 35, 'trace_an': 0}
-
id: 1577035
{'hecke_orbit_code': 33556028, 'n': 36, 'trace_an': 0}
-
id: 1577036
{'hecke_orbit_code': 33556028, 'n': 37, 'trace_an': 0}
-
id: 1577037
{'hecke_orbit_code': 33556028, 'n': 38, 'trace_an': 0}
-
id: 1577038
{'hecke_orbit_code': 33556028, 'n': 39, 'trace_an': -16}
-
id: 1577039
{'hecke_orbit_code': 33556028, 'n': 40, 'trace_an': 0}
-
id: 1577040
{'hecke_orbit_code': 33556028, 'n': 41, 'trace_an': -8}
-
id: 1577041
{'hecke_orbit_code': 33556028, 'n': 42, 'trace_an': 0}
-
id: 1577042
{'hecke_orbit_code': 33556028, 'n': 43, 'trace_an': 0}
-
id: 1577043
{'hecke_orbit_code': 33556028, 'n': 44, 'trace_an': 0}
-
id: 1577044
{'hecke_orbit_code': 33556028, 'n': 45, 'trace_an': -8}
-
id: 1577045
{'hecke_orbit_code': 33556028, 'n': 46, 'trace_an': 0}
-
id: 1577046
{'hecke_orbit_code': 33556028, 'n': 47, 'trace_an': -8}
-
id: 1577047
{'hecke_orbit_code': 33556028, 'n': 48, 'trace_an': 0}
-
id: 1577048
{'hecke_orbit_code': 33556028, 'n': 49, 'trace_an': 16}
-
id: 1577049
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id: 1577999
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