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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1], [11, -1]], 6, 4], [[[3, 1], [7, -1], [11, -1]], 2, 1], [[[3, -1], [7, 1], [11, 1]], 4, 2], [[[3, 1], [7, -1], [11, 1]], 2, 1], [[[3, -1], [7, 1], [11, -1]], 4, 2], [[[3, -1], [7, -1], [11, 1]], 2, 1], [[[3, 1], [7, 1], [11, -1]], 2, 1], [[[3, 1], [7, 1], [11, 1]], 2, 1]], 'ALdims': [2, 2, 2, 2, 4, 4, 2, 6], 'Nk2': 2772, 'analytic_conductor': 5.53363286007473, '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': [693, 1, [155, 199, 442], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 89, 'dim': 24, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 33555125, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3], 'label': '693.2.a', 'level': 693, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 11], 'level_radical': 231, 'mf_dim': 104, 'mf_new_dim': 24, 'num_forms': 13, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 24, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [-2, 0, -6, 0], 'traces': [24, -2, 0, 30, -6, 0, 0, 6, 0, 4, 4, 0, -8, 4, 0, 42, -20, 0, 12, 16, 0, -2, 10, 0, -6, -4, 0, 0, -24, 0, 6, 30, 0, -20, -4, 0, -22, 16, 0, -12, -20, 0, 0, 10, 0, -8, 16, 0, 24, 66, 0, -56, 16, 0, -6, 12, 0, -28, 22, 0, 4, -4, 0, -6, -16, 0, -6, -24, 0, 8, 6, 0, -20, -28, 0, -24, 4, 0, 36, -20, 0, -92, -24, 0, -4, -24, 0, 6, -42, 0, 0, -4, 0, 12, 12, 0, -50, -2, 0, 6, 24, 0, -8, 4, 0, 44, 20, 0, 20, -20, 0, 32, -22, 0, 14, -84, 0, 68, 8, 0, 24, 12, 0, 28, -54, 0, -28, 30, 0, 16, -12, 0, -8, -48, 0, 4, -14, 0, -12, -24, 0, 56, -4, 0, -20, 12, 0, 8, -16, 0, -60, 32, 0, -4, 26, 0, 22, -40, 0, -92, 0, 0, 16, -64, 0, 24, 60, 0, 16, 16, 0, -64, 24, 0, -24, 6, 0, 52, 38, 0, -14, 20, 0, -8, -22, 0, 8, -88, 0, -56, 78, 0, 40, -116, 0, 30, 8, 0, -32, 98, 0, -4, 0, 0, 20, 28, 0, -80, -20, 0, -44, 4, 0, 128, 144, 0, 16, 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0, 76, 312, 0, -104, 126, 0, -216, 280, 0, -92, 20, 0, 154, -88, 0, 232, -40, 0, 2, 152, 0, 536, 60, 0, 196, 6, 0, 104, -14, 0, 24, 168, 0, 192, -46, 0, 46, 16, 0, 96, -22, 0, 108, 408, 0, 264, -96, 0, -16, -260, 0, 48, -16, 0, -192, -64, 0, -8], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 277490
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '693.2.a', 'level': 693, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '99.2.a', 'sub_level': 99, 'sub_mult': 2, 'weight': 2}
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id: 277483
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '693.2.a', 'level': 693, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 6, 'weight': 2}
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id: 277484
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '693.2.a', 'level': 693, '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': 4, 'weight': 2}
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id: 277486
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '693.2.a', 'level': 693, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, '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: 277487
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '693.2.a', 'level': 693, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '63.2.a', 'sub_level': 63, 'sub_mult': 2, 'weight': 2}
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id: 277489
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '693.2.a', 'level': 693, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 3, 'weight': 2}
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id: 277485
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '693.2.a', 'level': 693, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, '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: 277488
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '693.2.a', 'level': 693, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '693.2.a', 'sub_level': 693, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '693.2.a', 'level': 693, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 674000
{'hecke_orbit_code': 33555125, 'n': 1, 'trace_an': 24}
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id: 674001
{'hecke_orbit_code': 33555125, 'n': 2, 'trace_an': -2}
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id: 674002
{'hecke_orbit_code': 33555125, 'n': 3, 'trace_an': 0}
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id: 674003
{'hecke_orbit_code': 33555125, 'n': 4, 'trace_an': 30}
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id: 674004
{'hecke_orbit_code': 33555125, 'n': 5, 'trace_an': -6}
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id: 674005
{'hecke_orbit_code': 33555125, 'n': 6, 'trace_an': 0}
-
id: 674006
{'hecke_orbit_code': 33555125, 'n': 7, 'trace_an': 0}
-
id: 674007
{'hecke_orbit_code': 33555125, 'n': 8, 'trace_an': 6}
-
id: 674008
{'hecke_orbit_code': 33555125, 'n': 9, 'trace_an': 0}
-
id: 674009
{'hecke_orbit_code': 33555125, 'n': 10, 'trace_an': 4}
-
id: 674010
{'hecke_orbit_code': 33555125, 'n': 11, 'trace_an': 4}
-
id: 674011
{'hecke_orbit_code': 33555125, 'n': 12, 'trace_an': 0}
-
id: 674012
{'hecke_orbit_code': 33555125, 'n': 13, 'trace_an': -8}
-
id: 674013
{'hecke_orbit_code': 33555125, 'n': 14, 'trace_an': 4}
-
id: 674014
{'hecke_orbit_code': 33555125, 'n': 15, 'trace_an': 0}
-
id: 674015
{'hecke_orbit_code': 33555125, 'n': 16, 'trace_an': 42}
-
id: 674016
{'hecke_orbit_code': 33555125, 'n': 17, 'trace_an': -20}
-
id: 674017
{'hecke_orbit_code': 33555125, 'n': 18, 'trace_an': 0}
-
id: 674018
{'hecke_orbit_code': 33555125, 'n': 19, 'trace_an': 12}
-
id: 674019
{'hecke_orbit_code': 33555125, 'n': 20, 'trace_an': 16}
-
id: 674020
{'hecke_orbit_code': 33555125, 'n': 21, 'trace_an': 0}
-
id: 674021
{'hecke_orbit_code': 33555125, 'n': 22, 'trace_an': -2}
-
id: 674022
{'hecke_orbit_code': 33555125, 'n': 23, 'trace_an': 10}
-
id: 674023
{'hecke_orbit_code': 33555125, 'n': 24, 'trace_an': 0}
-
id: 674024
{'hecke_orbit_code': 33555125, 'n': 25, 'trace_an': -6}
-
id: 674025
{'hecke_orbit_code': 33555125, 'n': 26, 'trace_an': -4}
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