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{'AL_dims': [[[[2, 1], [5, 1], [7, -1]], 22, 15], [[[2, -1], [5, -1], [7, -1]], 24, 10], [[[2, 1], [5, -1], [7, -1]], 27, 12], [[[2, 1], [5, 1], [7, 1]], 25, 7], [[[2, 1], [5, -1], [7, 1]], 24, 5], [[[2, -1], [5, -1], [7, 1]], 28, 4], [[[2, -1], [5, 1], [7, -1]], 26, 18], [[[2, -1], [5, 1], [7, 1]], 19, 10]], 'ALdims': [25, 22, 24, 27, 19, 26, 28, 24], 'Nk2': 39200, 'analytic_conductor': 144.5546795140645, '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': [2450, 1, [1177, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1212, 'dim': 195, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11, 19, 23], 'hecke_orbit_code': 67111314, '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, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8, 10, 10], 'label': '2450.4.a', 'level': 2450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 1308, 'mf_new_dim': 195, 'num_forms': 81, 'plus_dim': 106, 'prim_orbit_index': 1, 'relative_dim': 195, 'sturm_bound': 1680, 'trace_bound': 11, 'trace_display': [-2, 2, 0, 0], 'traces': [195, -2, 2, 780, 0, 0, 0, -8, 1709, 0, 22, 8, -16, 0, 0, 3120, 38, 22, -28, 0, 0, -56, -64, 0, 0, -264, -124, 0, -102, 0, 8, -32, -840, 64, 0, 6836, -1122, 4, -208, 0, 88, 0, -928, 88, 0, 280, 1216, 32, 0, 0, 554, -64, 1722, -900, 0, 0, 2812, -612, 798, 0, 732, -56, 0, 12480, 0, 116, 196, 152, -2396, 0, -56, 88, 1330, 1132, 0, -112, 0, 704, 2152, 0, 11939, 372, 3702, 0, 0, 3224, -1780, -224, 1800, 0, 0, -256, -2796, -1752, 0, 0, -3050, 0, -1664, 0, -3228, -3120, -2624, -1056, 0, 1188, -924, -496, 250, 0, -9240, 0, -6790, -2428, 0, -408, -1768, 5396, 0, 0, 37797, 3504, 3912, 32, 0, 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mf_subspaces • Show schema
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id: 665348
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 12, 'weight': 4}
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id: 665349
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '7.4.a', 'sub_level': 7, 'sub_mult': 12, 'weight': 4}
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id: 665334
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '10.4.a', 'sub_level': 10, 'sub_mult': 6, 'weight': 4}
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id: 665336
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '14.4.a', 'sub_level': 14, 'sub_mult': 6, 'weight': 4}
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id: 665340
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '25.4.a', 'sub_level': 25, 'sub_mult': 6, 'weight': 4}
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id: 665342
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '35.4.a', 'sub_level': 35, 'sub_mult': 8, 'weight': 4}
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id: 665344
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '49.4.a', 'sub_level': 49, 'sub_mult': 6, 'weight': 4}
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id: 665345
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '50.4.a', 'sub_level': 50, 'sub_mult': 3, 'weight': 4}
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id: 665346
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '70.4.a', 'sub_level': 70, 'sub_mult': 4, 'weight': 4}
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id: 665347
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '98.4.a', 'sub_level': 98, 'sub_mult': 3, 'weight': 4}
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id: 665337
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 29, 'sub_label': '175.4.a', 'sub_level': 175, 'sub_mult': 4, 'weight': 4}
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id: 665339
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 41, 'sub_label': '245.4.a', 'sub_level': 245, 'sub_mult': 4, 'weight': 4}
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id: 665341
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 28, 'sub_label': '350.4.a', 'sub_level': 350, 'sub_mult': 2, 'weight': 4}
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id: 665343
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 41, 'sub_label': '490.4.a', 'sub_level': 490, 'sub_mult': 2, 'weight': 4}
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id: 665335
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 187, 'sub_label': '1225.4.a', 'sub_level': 1225, 'sub_mult': 2, 'weight': 4}
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id: 665338
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2450.4.a', 'level': 2450, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 195, 'sub_label': '2450.4.a', 'sub_level': 2450, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '2450.4.a', 'level': 2450, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 12427000
{'hecke_orbit_code': 67111314, 'n': 1, 'trace_an': 195}
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id: 12427001
{'hecke_orbit_code': 67111314, 'n': 2, 'trace_an': -2}
-
id: 12427002
{'hecke_orbit_code': 67111314, 'n': 3, 'trace_an': 2}
-
id: 12427003
{'hecke_orbit_code': 67111314, 'n': 4, 'trace_an': 780}
-
id: 12427004
{'hecke_orbit_code': 67111314, 'n': 5, 'trace_an': 0}
-
id: 12427005
{'hecke_orbit_code': 67111314, 'n': 6, 'trace_an': 0}
-
id: 12427006
{'hecke_orbit_code': 67111314, 'n': 7, 'trace_an': 0}
-
id: 12427007
{'hecke_orbit_code': 67111314, 'n': 8, 'trace_an': -8}
-
id: 12427008
{'hecke_orbit_code': 67111314, 'n': 9, 'trace_an': 1709}
-
id: 12427009
{'hecke_orbit_code': 67111314, 'n': 10, 'trace_an': 0}
-
id: 12427010
{'hecke_orbit_code': 67111314, 'n': 11, 'trace_an': 22}
-
id: 12427011
{'hecke_orbit_code': 67111314, 'n': 12, 'trace_an': 8}
-
id: 12427012
{'hecke_orbit_code': 67111314, 'n': 13, 'trace_an': -16}
-
id: 12427013
{'hecke_orbit_code': 67111314, 'n': 14, 'trace_an': 0}
-
id: 12427014
{'hecke_orbit_code': 67111314, 'n': 15, 'trace_an': 0}
-
id: 12427015
{'hecke_orbit_code': 67111314, 'n': 16, 'trace_an': 3120}
-
id: 12427016
{'hecke_orbit_code': 67111314, 'n': 17, 'trace_an': 38}
-
id: 12427017
{'hecke_orbit_code': 67111314, 'n': 18, 'trace_an': 22}
-
id: 12427018
{'hecke_orbit_code': 67111314, 'n': 19, 'trace_an': -28}
-
id: 12427019
{'hecke_orbit_code': 67111314, 'n': 20, 'trace_an': 0}
-
id: 12427020
{'hecke_orbit_code': 67111314, 'n': 21, 'trace_an': 0}
-
id: 12427021
{'hecke_orbit_code': 67111314, 'n': 22, 'trace_an': -56}
-
id: 12427022
{'hecke_orbit_code': 67111314, 'n': 23, 'trace_an': -64}
-
id: 12427023
{'hecke_orbit_code': 67111314, 'n': 24, 'trace_an': 0}
-
id: 12427024
{'hecke_orbit_code': 67111314, 'n': 25, 'trace_an': 0}
-
id: 12427025
{'hecke_orbit_code': 67111314, 'n': 26, 'trace_an': -264}
-
id: 12427026
{'hecke_orbit_code': 67111314, 'n': 27, 'trace_an': -124}
-
id: 12427027
{'hecke_orbit_code': 67111314, 'n': 28, 'trace_an': 0}
-
id: 12427028
{'hecke_orbit_code': 67111314, 'n': 29, 'trace_an': -102}
-
id: 12427029
{'hecke_orbit_code': 67111314, 'n': 30, 'trace_an': 0}
-
id: 12427030
{'hecke_orbit_code': 67111314, 'n': 31, 'trace_an': 8}
-
id: 12427031
{'hecke_orbit_code': 67111314, 'n': 32, 'trace_an': -32}
-
id: 12427032
{'hecke_orbit_code': 67111314, 'n': 33, 'trace_an': -840}
-
id: 12427033
{'hecke_orbit_code': 67111314, 'n': 34, 'trace_an': 64}
-
id: 12427034
{'hecke_orbit_code': 67111314, 'n': 35, 'trace_an': 0}
-
id: 12427035
{'hecke_orbit_code': 67111314, 'n': 36, 'trace_an': 6836}
-
id: 12427036
{'hecke_orbit_code': 67111314, 'n': 37, 'trace_an': -1122}
-
id: 12427037
{'hecke_orbit_code': 67111314, 'n': 38, 'trace_an': 4}
-
id: 12427038
{'hecke_orbit_code': 67111314, 'n': 39, 'trace_an': -208}
-
id: 12427039
{'hecke_orbit_code': 67111314, 'n': 40, 'trace_an': 0}
-
id: 12427040
{'hecke_orbit_code': 67111314, 'n': 41, 'trace_an': 88}
-
id: 12427041
{'hecke_orbit_code': 67111314, 'n': 42, 'trace_an': 0}
-
id: 12427042
{'hecke_orbit_code': 67111314, 'n': 43, 'trace_an': -928}
-
id: 12427043
{'hecke_orbit_code': 67111314, 'n': 44, 'trace_an': 88}
-
id: 12427044
{'hecke_orbit_code': 67111314, 'n': 45, 'trace_an': 0}
-
id: 12427045
{'hecke_orbit_code': 67111314, 'n': 46, 'trace_an': 280}
-
id: 12427046
{'hecke_orbit_code': 67111314, 'n': 47, 'trace_an': 1216}
-
id: 12427047
{'hecke_orbit_code': 67111314, 'n': 48, 'trace_an': 32}
-
id: 12427048
{'hecke_orbit_code': 67111314, 'n': 49, 'trace_an': 0}
-
id: 12427049
{'hecke_orbit_code': 67111314, 'n': 50, 'trace_an': 0}
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id: 12427050
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