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mf_newspaces • Show schema
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{'Nk2': 3920, 'analytic_conductor': 7.825339398085478, 'char_conductor': 35, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 6, 'char_parity': 1, 'char_values': [980, 6, [491, 197, 101], [6, 3, 2]], 'conrey_index': 569, 'cusp_dim': 288, 'dim': 40, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11, 19], 'hecke_orbit_code': 1099545183188, 'hecke_orbit_dims': [4, 4, 4, 4, 4, 4, 4, 4, 8], 'label': '980.2.q', 'level': 980, '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': 384, 'mf_new_dim': 40, 'num_forms': 9, 'prim_orbit_index': 10, 'relative_dim': 20, 'sturm_bound': 336, 'trace_bound': 5, 'trace_display': [0, 0, 1, 0], 'traces': [40, 0, 0, 0, 1, 0, 0, 0, 26, 0, -8, 0, 0, 0, 14, 0, 0, 0, 2, 0, 0, 0, 0, 0, 15, 0, 0, 0, 8, 0, -2, 0, 0, 0, 0, 0, 0, 0, 18, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, -54, 0, 0, 0, -2, 0, -24, 0, 0, 0, 6, 0, 0, 0, -48, 0, -56, 0, 0, 0, 27, 0, 0, 0, -16, 0, -76, 0, 0, 0, -22, 0, 0, 0, 28, 0, 0, 0, 0, 0, 35, 0, 0, 0, 24, 0, -24, 0, 0, 0, 0, 0, 0, 0, 22, 0, 108, 0, 0, 0, 25, 0, 0, 0, 0, 0, 0, 0, 0, 0, -56, 0, 0, 0, 30, 0, -58, 0, 0, 0, 47, 0, 0, 0, -16, 0, 80, 0, 0, 0, 28, 0, 0, 0, -56, 0, -96, 0, 0, 0, -10, 0, 0, 0, -6, 0, 0, 0, 0, 0, 105, 0, 0, 0, 52, 0, 0, 0, 0, 0, 0, 0, 0, 0, 26, 0, 164, 0, 0, 0, -23, 0, 0, 0, 0, 0, -44, 0, 0, 0, -120, 0, 0, 0, -54, 0, -36, 0, 0, 0, -76, 0, 0, 0, -108, 0, -68, 0, 0, 0, -2, 0, 0, 0, -30, 0, -30, 0, 0, 0, -76, 0, 0, 0, 2, 0, 0, 0, 0, 0, -31, 0, 0, 0, -284, 0, -6, 0, 0, 0, 0, 0, 0, 0, 98, 0, 104, 0, 0, 0, 33, 0, 0, 0, 0, 0, -120, 0, 0, 0, -54, 0, 0, 0, 88, 0, -6, 0, 0, 0, -25, 0, 0, 0, 0, 0, 116, 0, 0, 0, 27, 0, 0, 0, 172, 0, -186, 0, 0, 0, -106, 0, 0, 0, 52, 0, 0, 0, 0, 0, 53, 0, 0, 0, -84, 0, 6, 0, 0, 0, 0, 0, 0, 0, -122, 0, 72, 0, 0, 0, -8, 0, 0, 0, 0, 0, 46, 0, 0, 0, -58, 0, 0, 0, -60, 0, -54, 0, 0, 0, -21, 0, 0, 0, -60, 0, -132, 0, 0, 0, 60, 0, 0, 0, -122, 0, -30, 0, 0, 0, 222, 0, 0, 0, 0, 0, 0, 0, 0, 0, 146, 0, 0, 0, 40, 0, -48, 0, 0, 0, 0, 0, 0, 0, 124, 0, -4, 0, 0, 0, 25, 0, 0, 0, 0, 0, 14, 0, 0, 0, 18, 0, 0, 0, 20, 0, -42, 0, 0, 0, 98, 0, 0, 0, 16, 0, -88, 0, 0, 0, -31, 0, 0, 0, 42, 0, 104, 0, 0, 0, -96, 0, 0, 0, -50, 0, 0, 0, 0, 0, -111, 0, 0, 0, 160, 0, -12, 0, 0, 0, 0, 0, 0, 0, 8, 0, 112, 0, 0, 0, -27, 0, 0, 0, 0, 0, 126, 0, 0, 0, -66, 0, 0, 0, 6, 0, 16, 0, 0, 0, -30, 0, 0, 0, -12, 0, 460, 0, 0, 0, 0, 0, 0, 0, 0, 0, 76, 0, 0, 0, 214, 0, 0, 0, 88, 0, 0, 0, 0, 0, -3, 0, 0, 0, 656, 0, -6, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, 29, 0, 0, 0, 0, 0, 206, 0, 0, 0, 106, 0, 0, 0, 0, 0, 56, 0, 0, 0, 153, 0, 0, 0, 136, 0, -264, 0, 0, 0, 4, 0, 0, 0, 142, 0, -102, 0, 0, 0, 78, 0, 0, 0, -42, 0, 0, 0, 0, 0, -120, 0, 0, 0, 172, 0, 120, 0, 0, 0, 0, 0, 0, 0, 28, 0, -112, 0, 0, 0, -80, 0, 0, 0, 0, 0, 42, 0, 0, 0, 12, 0, 0, 0, -70, 0, 72, 0, 0, 0, 79, 0, 0, 0, -124, 0, 236, 0, 0, 0, -50, 0, 0, 0, -312, 0, -44, 0, 0, 0, -312, 0, 0, 0, -54, 0, 0, 0, 0, 0, 147, 0, 0, 0, -580, 0, -32, 0, 0, 0, 0, 0, 0, 0, -150, 0, -300, 0, 0, 0, 81, 0, 0, 0, 0, 0, -320, 0, 0, 0, 154, 0, 0, 0, 120, 0, 46, 0, 0, 0, -76, 0, 0, 0, 228, 0, -160, 0, 0, 0, -21, 0, 0, 0, 114, 0, 428, 0, 0, 0, -300, 0, 0, 0, 46, 0, 0, 0, 0, 0, -122, 0, 0, 0, -664, 0, -64, 0, 0, 0, 0, 0, 0, 0, 84, 0, -240, 0, 0, 0, -57, 0, 0, 0, 0, 0, -128, 0, 0, 0, 90, 0, 0, 0, -150, 0, -14, 0, 0, 0, -304, 0, 0, 0, -112, 0, 172, 0, 0, 0, -33, 0, 0, 0, 280, 0, -64, 0, 0, 0, 6, 0, 0, 0, -96, 0, 0, 0, 0, 0, -177, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, -230, 0, -120, 0, 0, 0, -27, 0, 0, 0, 0, 0, -40, 0, 0, 0, 138, 0, 0, 0, 98, 0, 114, 0, 0, 0, 52, 0, 0, 0, 208, 0, -240, 0, 0, 0, -123, 0, 0, 0, -48, 0, 102, 0, 0, 0, 672, 0, 0, 0, -66, 0, 0, 0, 0, 0, 17, 0, 0, 0, -288, 0, 188, 0, 0, 0, 0, 0, 0, 0, 226, 0, 12, 0, 0, 0, -27, 0, 0, 0, 0, 0, 108, 0, 0, 0, 50, 0, 0, 0, -56, 0, 66, 0, 0, 0, -104, 0, 0, 0, 0, 0, -656, 0, 0, 0, 75, 0, 0, 0, -272, 0, 204, 0, 0, 0, -90, 0, 0, 0, 132, 0, 0, 0, 0, 0, -213, 0, 0, 0, 648, 0, 2, 0, 0, 0, 0, 0, 0, 0, -276, 0, -204, 0, 0, 0, 97, 0, 0, 0, 0, 0, 90, 0, 0, 0, 154, 0, 0, 0, 66, 0, -42, 0, 0, 0, -90, 0, 0, 0, 84, 0, 112, 0, 0, 0, -8, 0, 0, 0, 150, 0, 202, 0, 0, 0, 430, 0, 0, 0, -162, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 345550
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 569, 'conrey_indexes': [569, 949], 'label': '980.2.q', 'level': 980, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 109], 'sub_dim': 8, 'sub_label': '140.2.q', 'sub_level': 140, 'sub_mult': 2, 'weight': 2}
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id: 345552
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 569, 'conrey_indexes': [569, 949], 'label': '980.2.q', 'level': 980, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 9], 'sub_dim': 4, 'sub_label': '35.2.j', 'sub_level': 35, 'sub_mult': 6, 'weight': 2}
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id: 345554
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 569, 'conrey_indexes': [569, 949], 'label': '980.2.q', 'level': 980, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 39], 'sub_dim': 8, 'sub_label': '70.2.i', 'sub_level': 70, 'sub_mult': 4, 'weight': 2}
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id: 345551
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 569, 'conrey_indexes': [569, 949], 'label': '980.2.q', 'level': 980, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79, 214], 'sub_dim': 32, 'sub_label': '245.2.j', 'sub_level': 245, 'sub_mult': 3, 'weight': 2}
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id: 345553
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 569, 'conrey_indexes': [569, 949], 'label': '980.2.q', 'level': 980, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79, 459], 'sub_dim': 40, 'sub_label': '490.2.i', 'sub_level': 490, 'sub_mult': 2, 'weight': 2}
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id: 345555
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 569, 'conrey_indexes': [569, 949], 'label': '980.2.q', 'level': 980, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 569, 'sub_conrey_indexes': [569, 949], 'sub_dim': 40, 'sub_label': '980.2.q', 'sub_level': 980, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 17, 'label': '980.2.q', 'level': 980, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 132567000
{'hecke_orbit_code': 1099545183188, 'n': 1, 'trace_an': 40}
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id: 132567001
{'hecke_orbit_code': 1099545183188, 'n': 2, 'trace_an': 0}
-
id: 132567002
{'hecke_orbit_code': 1099545183188, 'n': 3, 'trace_an': 0}
-
id: 132567003
{'hecke_orbit_code': 1099545183188, 'n': 4, 'trace_an': 0}
-
id: 132567004
{'hecke_orbit_code': 1099545183188, 'n': 5, 'trace_an': 1}
-
id: 132567005
{'hecke_orbit_code': 1099545183188, 'n': 6, 'trace_an': 0}
-
id: 132567006
{'hecke_orbit_code': 1099545183188, 'n': 7, 'trace_an': 0}
-
id: 132567007
{'hecke_orbit_code': 1099545183188, 'n': 8, 'trace_an': 0}
-
id: 132567008
{'hecke_orbit_code': 1099545183188, 'n': 9, 'trace_an': 26}
-
id: 132567009
{'hecke_orbit_code': 1099545183188, 'n': 10, 'trace_an': 0}
-
id: 132567010
{'hecke_orbit_code': 1099545183188, 'n': 11, 'trace_an': -8}
-
id: 132567011
{'hecke_orbit_code': 1099545183188, 'n': 12, 'trace_an': 0}
-
id: 132567012
{'hecke_orbit_code': 1099545183188, 'n': 13, 'trace_an': 0}
-
id: 132567013
{'hecke_orbit_code': 1099545183188, 'n': 14, 'trace_an': 0}
-
id: 132567014
{'hecke_orbit_code': 1099545183188, 'n': 15, 'trace_an': 14}
-
id: 132567015
{'hecke_orbit_code': 1099545183188, 'n': 16, 'trace_an': 0}
-
id: 132567016
{'hecke_orbit_code': 1099545183188, 'n': 17, 'trace_an': 0}
-
id: 132567017
{'hecke_orbit_code': 1099545183188, 'n': 18, 'trace_an': 0}
-
id: 132567018
{'hecke_orbit_code': 1099545183188, 'n': 19, 'trace_an': 2}
-
id: 132567019
{'hecke_orbit_code': 1099545183188, 'n': 20, 'trace_an': 0}
-
id: 132567020
{'hecke_orbit_code': 1099545183188, 'n': 21, 'trace_an': 0}
-
id: 132567021
{'hecke_orbit_code': 1099545183188, 'n': 22, 'trace_an': 0}
-
id: 132567022
{'hecke_orbit_code': 1099545183188, 'n': 23, 'trace_an': 0}
-
id: 132567023
{'hecke_orbit_code': 1099545183188, 'n': 24, 'trace_an': 0}
-
id: 132567024
{'hecke_orbit_code': 1099545183188, 'n': 25, 'trace_an': 15}
-
id: 132567025
{'hecke_orbit_code': 1099545183188, 'n': 26, 'trace_an': 0}
-
id: 132567026
{'hecke_orbit_code': 1099545183188, 'n': 27, 'trace_an': 0}
-
id: 132567027
{'hecke_orbit_code': 1099545183188, 'n': 28, 'trace_an': 0}
-
id: 132567028
{'hecke_orbit_code': 1099545183188, 'n': 29, 'trace_an': 8}
-
id: 132567029
{'hecke_orbit_code': 1099545183188, 'n': 30, 'trace_an': 0}
-
id: 132567030
{'hecke_orbit_code': 1099545183188, 'n': 31, 'trace_an': -2}
-
id: 132567031
{'hecke_orbit_code': 1099545183188, 'n': 32, 'trace_an': 0}
-
id: 132567032
{'hecke_orbit_code': 1099545183188, 'n': 33, 'trace_an': 0}
-
id: 132567033
{'hecke_orbit_code': 1099545183188, 'n': 34, 'trace_an': 0}
-
id: 132567034
{'hecke_orbit_code': 1099545183188, 'n': 35, 'trace_an': 0}
-
id: 132567035
{'hecke_orbit_code': 1099545183188, 'n': 36, 'trace_an': 0}
-
id: 132567036
{'hecke_orbit_code': 1099545183188, 'n': 37, 'trace_an': 0}
-
id: 132567037
{'hecke_orbit_code': 1099545183188, 'n': 38, 'trace_an': 0}
-
id: 132567038
{'hecke_orbit_code': 1099545183188, 'n': 39, 'trace_an': 18}
-
id: 132567039
{'hecke_orbit_code': 1099545183188, 'n': 40, 'trace_an': 0}
-
id: 132567040
{'hecke_orbit_code': 1099545183188, 'n': 41, 'trace_an': 60}
-
id: 132567041
{'hecke_orbit_code': 1099545183188, 'n': 42, 'trace_an': 0}
-
id: 132567042
{'hecke_orbit_code': 1099545183188, 'n': 43, 'trace_an': 0}
-
id: 132567043
{'hecke_orbit_code': 1099545183188, 'n': 44, 'trace_an': 0}
-
id: 132567044
{'hecke_orbit_code': 1099545183188, 'n': 45, 'trace_an': 0}
-
id: 132567045
{'hecke_orbit_code': 1099545183188, 'n': 46, 'trace_an': 0}
-
id: 132567046
{'hecke_orbit_code': 1099545183188, 'n': 47, 'trace_an': 0}
-
id: 132567047
{'hecke_orbit_code': 1099545183188, 'n': 48, 'trace_an': 0}
-
id: 132567048
{'hecke_orbit_code': 1099545183188, 'n': 49, 'trace_an': 0}
-
id: 132567049
{'hecke_orbit_code': 1099545183188, 'n': 50, 'trace_an': 0}
-
id: 132567050
{'hecke_orbit_code': 1099545183188, 'n': 51, 'trace_an': 20}
-
id: 132567051
{'hecke_orbit_code': 1099545183188, 'n': 52, 'trace_an': 0}
-
id: 132567052
{'hecke_orbit_code': 1099545183188, 'n': 53, 'trace_an': 0}
-
id: 132567053
{'hecke_orbit_code': 1099545183188, 'n': 54, 'trace_an': 0}
-
id: 132567054
{'hecke_orbit_code': 1099545183188, 'n': 55, 'trace_an': -54}
-
id: 132567055
{'hecke_orbit_code': 1099545183188, 'n': 56, 'trace_an': 0}
-
id: 132567056
{'hecke_orbit_code': 1099545183188, 'n': 57, 'trace_an': 0}
-
id: 132567057
{'hecke_orbit_code': 1099545183188, 'n': 58, 'trace_an': 0}
-
id: 132567058
{'hecke_orbit_code': 1099545183188, 'n': 59, 'trace_an': -2}
-
id: 132567059
{'hecke_orbit_code': 1099545183188, 'n': 60, 'trace_an': 0}
-
id: 132567060
{'hecke_orbit_code': 1099545183188, 'n': 61, 'trace_an': -24}
-
id: 132567061
{'hecke_orbit_code': 1099545183188, 'n': 62, 'trace_an': 0}
-
id: 132567062
{'hecke_orbit_code': 1099545183188, 'n': 63, 'trace_an': 0}
-
id: 132567063
{'hecke_orbit_code': 1099545183188, 'n': 64, 'trace_an': 0}
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