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mf_newspaces • Show schema
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{'Nk2': 4320, 'analytic_conductor': 15.930515701549966, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [270, 2, [191, 217], [2, 1]], 'conrey_index': 109, 'cusp_dim': 150, 'dim': 24, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 137506062606, 'hecke_orbit_dims': [2, 2, 6, 6, 8], 'label': '270.4.c', 'level': 270, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 174, 'mf_new_dim': 24, 'num_forms': 5, 'prim_orbit_index': 2, 'relative_dim': 24, 'sturm_bound': 216, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [24, 0, 0, -96, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 384, 0, 0, 192, 0, 0, 0, 0, 0, 222, 0, 0, 0, 0, 0, -240, 0, 0, -984, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, -360, 0, 0, 372, 0, 0, 0, 0, 0, -1770, 0, 0, 0, 0, 0, 1968, 0, 0, -1536, 0, 0, 0, 0, 0, 876, 0, 0, 0, 0, 0, -768, 0, 0, -1836, 0, 0, 0, 0, 0, 2280, 0, 0, 0, 0, 0, 6216, 0, 0, -3048, 0, 0, 0, 0, 0, -888, 0, 0, 0, 0, 0, -744, 0, 0, -7152, 0, 0, 0, 0, 0, 11748, 0, 0, 0, 0, 0, -5544, 0, 0, 960, 0, 0, 0, 0, 0, 5352, 0, 0, 0, 0, 0, 3936, 0, 0, -264, 0, 0, 0, 0, 0, -5436, 0, 0, 0, 0, 0, 2784, 0, 0, -3480, 0, 0, 0, 0, 0, -576, 0, 0, 0, 0, 0, -6024, 0, 0, -10164, 0, 0, 0, 0, 0, 22950, 0, 0, 0, 0, 0, 20808, 0, 0, 1440, 0, 0, 0, 0, 0, -6888, 0, 0, 0, 0, 0, -1488, 0, 0, -38904, 0, 0, 0, 0, 0, 420, 0, 0, 0, 0, 0, -37320, 0, 0, 11160, 0, 0, 0, 0, 0, 7080, 0, 0, 0, 0, 0, 23784, 0, 0, -9288, 0, 0, 0, 0, 0, 3732, 0, 0, 0, 0, 0, 1356, 0, 0, -7872, 0, 0, 0, 0, 0, 1896, 0, 0, 0, 0, 0, 6144, 0, 0, -6624, 0, 0, 0, 0, 0, 15942, 0, 0, 0, 0, 0, 72612, 0, 0, -18720, 0, 0, 0, 0, 0, -3504, 0, 0, 0, 0, 0, -11544, 0, 0, -37428, 0, 0, 0, 0, 0, 8892, 0, 0, 0, 0, 0, -22200, 0, 0, 3072, 0, 0, 0, 0, 0, 44796, 0, 0, 0, 0, 0, 7344, 0, 0, 65268, 0, 0, 0, 0, 0, -64104, 0, 0, 0, 0, 0, -36984, 0, 0, -6096, 0, 0, 0, 0, 0, -9120, 0, 0, 0, 0, 0, -20424, 0, 0, -53352, 0, 0, 0, 0, 0, -8544, 0, 0, 0, 0, 0, 66504, 0, 0, -24864, 0, 0, 0, 0, 0, -1128, 0, 0, 0, 0, 0, 12192, 0, 0, 45840, 0, 0, 0, 0, 0, 45474, 0, 0, 0, 0, 0, -59196, 0, 0, 25368, 0, 0, 0, 0, 0, 3552, 0, 0, 0, 0, 0, 17856, 0, 0, 48096, 0, 0, 0, 0, 0, -32994, 0, 0, 0, 0, 0, 13320, 0, 0, 2976, 0, 0, 0, 0, 0, -43392, 0, 0, 0, 0, 0, 28608, 0, 0, -7812, 0, 0, 0, 0, 0, 10116, 0, 0, 0, 0, 0, -2304, 0, 0, -55728, 0, 0, 0, 0, 0, -46992, 0, 0, 0, 0, 0, -74400, 0, 0, 4272, 0, 0, 0, 0, 0, 43884, 0, 0, 0, 0, 0, -123888, 0, 0, 22176, 0, 0, 0, 0, 0, 40416, 0, 0, 0, 0, 0, -3840, 0, 0, 115872, 0, 0, 0, 0, 0, 60726, 0, 0, 0, 0, 0, 63276, 0, 0, 72840, 0, 0, 0, 0, 0, -21408, 0, 0, 0, 0, 0, -15120, 0, 0, -46404, 0, 0, 0, 0, 0, -65646, 0, 0, 0, 0, 0, -16656, 0, 0, -15744, 0, 0, 0, 0, 0, -17316, 0, 0, 0, 0, 0, 1056, 0, 0, -30444, 0, 0, 0, 0, 0, -59196, 0, 0, 0, 0, 0, 112368, 0, 0, 172080, 0, 0, 0, 0, 0, 21744, 0, 0, 0, 0, 0, -86688, 0, 0, 175944, 0, 0, 0, 0, 0, -81480, 0, 0, 0, 0, 0, -32088, 0, 0, -11136, 0, 0, 0, 0, 0, -56352, 0, 0, 0, 0, 0, 13920, 0, 0, -38688, 0, 0, 0, 0, 0, -154014, 0, 0, 0, 0, 0, -45348, 0, 0, -132552, 0, 0, 0, 0, 0, 2304, 0, 0, 0, 0, 0, -56496, 0, 0, 92184, 0, 0, 0, 0, 0, 41802, 0, 0, 0, 0, 0, -39936, 0, 0, 24096, 0, 0, 0, 0, 0, 80136, 0, 0, 0, 0, 0, 40656, 0, 0, -89460, 0, 0, 0, 0, 0, 67356, 0, 0, 0, 0, 0, 73920, 0, 0, 47832, 0, 0, 0, 0, 0, -91800, 0, 0, 0, 0, 0, 162744, 0, 0, 104328, 0, 0, 0, 0, 0, -164112, 0, 0, 0, 0, 0, -229728, 0, 0, -83232, 0, 0, 0, 0, 0, 11916, 0, 0, 0, 0, 0, -5760, 0, 0, -30528, 0, 0, 0, 0, 0, 128226, 0, 0, 0, 0, 0, -67872, 0, 0, 253800, 0, 0, 0, 0, 0, 27552, 0, 0, 0, 0, 0, -60024, 0, 0, 248928, 0, 0, 0, 0, 0, 169926, 0, 0, 0, 0, 0, 135624, 0, 0, 5952, 0, 0, 0, 0, 0, -95904, 0, 0, 0, 0, 0, 155616, 0, 0, -278532, 0, 0, 0, 0, 0, -250956, 0, 0, 0, 0, 0, -40272, 0, 0, -365184, 0, 0, 0, 0, 0, -1680, 0, 0, 0, 0, 0, -28560, 0, 0, -69216, 0, 0, 0, 0, 0, -83028, 0, 0, 0, 0, 0, 248316, 0, 0, 149280, 0, 0, 0, 0, 0, 187608, 0, 0, 0, 0, 0, -44640, 0, 0, 317256, 0, 0, 0, 0, 0, 94206, 0, 0, 0, 0, 0, -78504, 0, 0, 101424, 0, 0, 0, 0, 0, -28320, 0, 0, 0, 0, 0, 93936, 0, 0, -162012, 0, 0, 0, 0, 0, -140802, 0, 0, 0, 0, 0, -309768, 0, 0, -95136, 0, 0, 0, 0, 0, 137712, 0, 0, 0, 0, 0, 37152, 0, 0, 126384, 0, 0, 0, 0, 0, 20580, 0, 0, 0, 0, 0, -7632, 0, 0, 33624, 0, 0, 0, 0, 0, -14928, 0, 0, 0, 0, 0, -225336, 0, 0, -158640, 0, 0, 0, 0, 0, 60792, 0, 0, 0, 0, 0, 351048, 0, 0, -5424, 0, 0, 0, 0, 0, -215700, 0, 0, 0, 0, 0, 31488, 0, 0, 11136, 0, 0, 0, 0, 0, -82782, 0, 0, 0, 0, 0, -106392, 0, 0, -225888, 0, 0, 0, 0, 0, -7584], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 170776
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 109, 'conrey_indexes': [109], 'label': '270.4.c', 'level': 270, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '10.4.b', 'sub_level': 10, 'sub_mult': 4, 'weight': 4}
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id: 170778
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 109, 'conrey_indexes': [109], 'label': '270.4.c', 'level': 270, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4], 'sub_dim': 4, 'sub_label': '15.4.b', 'sub_level': 15, 'sub_mult': 6, 'weight': 4}
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id: 170780
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 109, 'conrey_indexes': [109], 'label': '270.4.c', 'level': 270, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '30.4.c', 'sub_level': 30, 'sub_mult': 3, 'weight': 4}
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id: 170781
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 109, 'conrey_indexes': [109], 'label': '270.4.c', 'level': 270, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 6, 'sub_label': '45.4.b', 'sub_level': 45, 'sub_mult': 4, 'weight': 4}
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id: 170782
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 109, 'conrey_indexes': [109], 'label': '270.4.c', 'level': 270, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 8, 'sub_label': '90.4.c', 'sub_level': 90, 'sub_mult': 2, 'weight': 4}
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id: 170777
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 109, 'conrey_indexes': [109], 'label': '270.4.c', 'level': 270, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 109, 'sub_conrey_indexes': [109], 'sub_dim': 24, 'sub_label': '135.4.b', 'sub_level': 135, 'sub_mult': 2, 'weight': 4}
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id: 170779
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 109, 'conrey_indexes': [109], 'label': '270.4.c', 'level': 270, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 109, 'sub_conrey_indexes': [109], 'sub_dim': 24, 'sub_label': '270.4.c', 'sub_level': 270, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '270.4.c', 'level': 270, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30786000
{'hecke_orbit_code': 137506062606, 'n': 1, 'trace_an': 24}
-
id: 30786001
{'hecke_orbit_code': 137506062606, 'n': 2, 'trace_an': 0}
-
id: 30786002
{'hecke_orbit_code': 137506062606, 'n': 3, 'trace_an': 0}
-
id: 30786003
{'hecke_orbit_code': 137506062606, 'n': 4, 'trace_an': -96}
-
id: 30786004
{'hecke_orbit_code': 137506062606, 'n': 5, 'trace_an': 0}
-
id: 30786005
{'hecke_orbit_code': 137506062606, 'n': 6, 'trace_an': 0}
-
id: 30786006
{'hecke_orbit_code': 137506062606, 'n': 7, 'trace_an': 0}
-
id: 30786007
{'hecke_orbit_code': 137506062606, 'n': 8, 'trace_an': 0}
-
id: 30786008
{'hecke_orbit_code': 137506062606, 'n': 9, 'trace_an': 0}
-
id: 30786009
{'hecke_orbit_code': 137506062606, 'n': 10, 'trace_an': -36}
-
id: 30786010
{'hecke_orbit_code': 137506062606, 'n': 11, 'trace_an': 0}
-
id: 30786011
{'hecke_orbit_code': 137506062606, 'n': 12, 'trace_an': 0}
-
id: 30786012
{'hecke_orbit_code': 137506062606, 'n': 13, 'trace_an': 0}
-
id: 30786013
{'hecke_orbit_code': 137506062606, 'n': 14, 'trace_an': 0}
-
id: 30786014
{'hecke_orbit_code': 137506062606, 'n': 15, 'trace_an': 0}
-
id: 30786015
{'hecke_orbit_code': 137506062606, 'n': 16, 'trace_an': 384}
-
id: 30786016
{'hecke_orbit_code': 137506062606, 'n': 17, 'trace_an': 0}
-
id: 30786017
{'hecke_orbit_code': 137506062606, 'n': 18, 'trace_an': 0}
-
id: 30786018
{'hecke_orbit_code': 137506062606, 'n': 19, 'trace_an': 192}
-
id: 30786019
{'hecke_orbit_code': 137506062606, 'n': 20, 'trace_an': 0}
-
id: 30786020
{'hecke_orbit_code': 137506062606, 'n': 21, 'trace_an': 0}
-
id: 30786021
{'hecke_orbit_code': 137506062606, 'n': 22, 'trace_an': 0}
-
id: 30786022
{'hecke_orbit_code': 137506062606, 'n': 23, 'trace_an': 0}
-
id: 30786023
{'hecke_orbit_code': 137506062606, 'n': 24, 'trace_an': 0}
-
id: 30786024
{'hecke_orbit_code': 137506062606, 'n': 25, 'trace_an': 222}
-
id: 30786025
{'hecke_orbit_code': 137506062606, 'n': 26, 'trace_an': 0}
-
id: 30786026
{'hecke_orbit_code': 137506062606, 'n': 27, 'trace_an': 0}
-
id: 30786027
{'hecke_orbit_code': 137506062606, 'n': 28, 'trace_an': 0}
-
id: 30786028
{'hecke_orbit_code': 137506062606, 'n': 29, 'trace_an': 0}
-
id: 30786029
{'hecke_orbit_code': 137506062606, 'n': 30, 'trace_an': 0}
-
id: 30786030
{'hecke_orbit_code': 137506062606, 'n': 31, 'trace_an': -240}
-
id: 30786031
{'hecke_orbit_code': 137506062606, 'n': 32, 'trace_an': 0}
-
id: 30786032
{'hecke_orbit_code': 137506062606, 'n': 33, 'trace_an': 0}
-
id: 30786033
{'hecke_orbit_code': 137506062606, 'n': 34, 'trace_an': -984}
-
id: 30786034
{'hecke_orbit_code': 137506062606, 'n': 35, 'trace_an': 0}
-
id: 30786035
{'hecke_orbit_code': 137506062606, 'n': 36, 'trace_an': 0}
-
id: 30786036
{'hecke_orbit_code': 137506062606, 'n': 37, 'trace_an': 0}
-
id: 30786037
{'hecke_orbit_code': 137506062606, 'n': 38, 'trace_an': 0}
-
id: 30786038
{'hecke_orbit_code': 137506062606, 'n': 39, 'trace_an': 0}
-
id: 30786039
{'hecke_orbit_code': 137506062606, 'n': 40, 'trace_an': 144}
-
id: 30786040
{'hecke_orbit_code': 137506062606, 'n': 41, 'trace_an': 0}
-
id: 30786041
{'hecke_orbit_code': 137506062606, 'n': 42, 'trace_an': 0}
-
id: 30786042
{'hecke_orbit_code': 137506062606, 'n': 43, 'trace_an': 0}
-
id: 30786043
{'hecke_orbit_code': 137506062606, 'n': 44, 'trace_an': 0}
-
id: 30786044
{'hecke_orbit_code': 137506062606, 'n': 45, 'trace_an': 0}
-
id: 30786045
{'hecke_orbit_code': 137506062606, 'n': 46, 'trace_an': -360}
-
id: 30786046
{'hecke_orbit_code': 137506062606, 'n': 47, 'trace_an': 0}
-
id: 30786047
{'hecke_orbit_code': 137506062606, 'n': 48, 'trace_an': 0}
-
id: 30786048
{'hecke_orbit_code': 137506062606, 'n': 49, 'trace_an': 372}
-
id: 30786049
{'hecke_orbit_code': 137506062606, 'n': 50, 'trace_an': 0}
-
id: 30786050
{'hecke_orbit_code': 137506062606, 'n': 51, 'trace_an': 0}
-
id: 30786051
{'hecke_orbit_code': 137506062606, 'n': 52, 'trace_an': 0}
-
id: 30786052
{'hecke_orbit_code': 137506062606, 'n': 53, 'trace_an': 0}
-
id: 30786053
{'hecke_orbit_code': 137506062606, 'n': 54, 'trace_an': 0}
-
id: 30786054
{'hecke_orbit_code': 137506062606, 'n': 55, 'trace_an': -1770}
-
id: 30786055
{'hecke_orbit_code': 137506062606, 'n': 56, 'trace_an': 0}
-
id: 30786056
{'hecke_orbit_code': 137506062606, 'n': 57, 'trace_an': 0}
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id: 30786057
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