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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 12, 3], [[[2, -1], [3, -1], [7, -1], [23, -1]], 4, 4], [[[2, 1], [3, 1], [7, -1], [23, -1]], 10, 8], [[[2, 1], [3, 1], [7, -1], [23, 1]], 7, 5], [[[2, -1], [3, -1], [7, -1], [23, 1]], 13, 6], [[[2, -1], [3, 1], [7, -1], [23, -1]], 12, 8], [[[2, 1], [3, -1], [7, -1], [23, -1]], 11, 7], [[[2, -1], [3, -1], [7, 1], [23, -1]], 14, 5], [[[2, 1], [3, -1], [7, 1], [23, -1]], 7, 4], [[[2, 1], [3, -1], [7, -1], [23, 1]], 8, 6], [[[2, -1], [3, 1], [7, -1], [23, 1]], 9, 4], [[[2, 1], [3, -1], [7, 1], [23, 1]], 11, 3], [[[2, -1], [3, 1], [7, 1], [23, -1]], 9, 3], [[[2, -1], [3, -1], [7, 1], [23, 1]], 6, 2], [[[2, 1], [3, 1], [7, 1], [23, -1]], 8, 3], [[[2, -1], [3, 1], [7, 1], [23, 1]], 9, 3]], 'ALdims': [12, 8, 7, 10, 11, 7, 8, 11, 9, 9, 9, 12, 6, 14, 13, 4], 'Nk2': 27048, 'analytic_conductor': 53.9948418467898, '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': [6762, 1, [2255, 3727, 3823], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1313, 'dim': 150, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13, 17], 'hecke_orbit_code': 33561194, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 8, 8], 'label': '6762.2.a', 'level': 6762, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 1376, 'mf_new_dim': 150, 'num_forms': 74, 'plus_dim': 65, 'prim_orbit_index': 1, 'relative_dim': 150, 'sturm_bound': 2688, 'trace_bound': 17, 'trace_display': [2, -2, 4, 0], 'traces': [150, 2, -2, 150, 4, -2, 0, 2, 150, 0, 0, -2, -4, 0, -4, 150, -4, 2, -12, 4, 0, -12, 0, -2, 146, 12, -2, 0, -4, 0, -16, 2, 4, 12, 0, 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mf_subspaces • Show schema
Hide schema
-
id: 1278404
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, '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': 8, 'weight': 2}
-
id: 1278392
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, '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}
-
id: 1278395
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, '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': 8, 'weight': 2}
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id: 1278397
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '23.2.a', 'sub_level': 23, 'sub_mult': 12, 'weight': 2}
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id: 1278401
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, '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: 1278402
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '46.2.a', 'sub_level': 46, 'sub_mult': 6, 'weight': 2}
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id: 1278406
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '69.2.a', 'sub_level': 69, 'sub_mult': 6, 'weight': 2}
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id: 1278408
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, '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: 1278391
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '138.2.a', 'sub_level': 138, 'sub_mult': 3, 'weight': 2}
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id: 1278393
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, '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': 4, 'weight': 2}
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id: 1278394
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '161.2.a', 'sub_level': 161, 'sub_mult': 8, 'weight': 2}
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id: 1278398
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, '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: 1278399
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '322.2.a', 'sub_level': 322, 'sub_mult': 4, 'weight': 2}
-
id: 1278403
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 23, 'sub_label': '483.2.a', 'sub_level': 483, 'sub_mult': 4, 'weight': 2}
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id: 1278407
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 21, 'sub_label': '966.2.a', 'sub_level': 966, 'sub_mult': 2, 'weight': 2}
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id: 1278390
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 75, 'sub_label': '1127.2.a', 'sub_level': 1127, 'sub_mult': 4, 'weight': 2}
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id: 1278396
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 76, 'sub_label': '2254.2.a', 'sub_level': 2254, 'sub_mult': 2, 'weight': 2}
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id: 1278400
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 150, 'sub_label': '3381.2.a', 'sub_level': 3381, 'sub_mult': 2, 'weight': 2}
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id: 1278405
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6762.2.a', 'level': 6762, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 150, 'sub_label': '6762.2.a', 'sub_level': 6762, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '6762.2.a', 'level': 6762, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 6743000
{'hecke_orbit_code': 33561194, 'n': 1, 'trace_an': 150}
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id: 6743001
{'hecke_orbit_code': 33561194, 'n': 2, 'trace_an': 2}
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id: 6743002
{'hecke_orbit_code': 33561194, 'n': 3, 'trace_an': -2}
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id: 6743003
{'hecke_orbit_code': 33561194, 'n': 4, 'trace_an': 150}
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id: 6743004
{'hecke_orbit_code': 33561194, 'n': 5, 'trace_an': 4}
-
id: 6743005
{'hecke_orbit_code': 33561194, 'n': 6, 'trace_an': -2}
-
id: 6743006
{'hecke_orbit_code': 33561194, 'n': 7, 'trace_an': 0}
-
id: 6743007
{'hecke_orbit_code': 33561194, 'n': 8, 'trace_an': 2}
-
id: 6743008
{'hecke_orbit_code': 33561194, 'n': 9, 'trace_an': 150}
-
id: 6743009
{'hecke_orbit_code': 33561194, 'n': 10, 'trace_an': 0}
-
id: 6743010
{'hecke_orbit_code': 33561194, 'n': 11, 'trace_an': 0}
-
id: 6743011
{'hecke_orbit_code': 33561194, 'n': 12, 'trace_an': -2}
-
id: 6743012
{'hecke_orbit_code': 33561194, 'n': 13, 'trace_an': -4}
-
id: 6743013
{'hecke_orbit_code': 33561194, 'n': 14, 'trace_an': 0}
-
id: 6743014
{'hecke_orbit_code': 33561194, 'n': 15, 'trace_an': -4}
-
id: 6743015
{'hecke_orbit_code': 33561194, 'n': 16, 'trace_an': 150}
-
id: 6743016
{'hecke_orbit_code': 33561194, 'n': 17, 'trace_an': -4}
-
id: 6743017
{'hecke_orbit_code': 33561194, 'n': 18, 'trace_an': 2}
-
id: 6743018
{'hecke_orbit_code': 33561194, 'n': 19, 'trace_an': -12}
-
id: 6743019
{'hecke_orbit_code': 33561194, 'n': 20, 'trace_an': 4}
-
id: 6743020
{'hecke_orbit_code': 33561194, 'n': 21, 'trace_an': 0}
-
id: 6743021
{'hecke_orbit_code': 33561194, 'n': 22, 'trace_an': -12}
-
id: 6743022
{'hecke_orbit_code': 33561194, 'n': 23, 'trace_an': 0}
-
id: 6743023
{'hecke_orbit_code': 33561194, 'n': 24, 'trace_an': -2}
-
id: 6743024
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