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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1]], 4, 4], [[[2, 1], [3, -1]], 2, 2], [[[2, -1], [3, 1]], 3, 3], [[[2, 1], [3, 1]], 3, 3]], 'ALdims': [3, 2, 3, 4], 'Nk2': 3072, 'analytic_conductor': 11.328366721102197, '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': [192, 1, [127, 133, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 84, 'dim': 12, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 67109056, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'label': '192.4.a', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 108, 'mf_new_dim': 12, 'num_forms': 12, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 128, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [12, 0, 0, 0, 0, 0, 0, 0, 108, 0, 0, 0, -72, 0, 0, 0, 104, 0, 0, 0, 120, 0, 0, 0, 212, 0, 0, 0, 400, 0, 0, 0, 0, 0, 0, 0, 520, 0, 0, 0, -472, 0, 0, 0, 0, 0, 0, 0, 588, 0, 0, 0, -752, 0, 0, 0, 0, 0, 0, 0, 1992, 0, 0, 0, -1536, 0, 0, 0, 528, 0, 0, 0, -296, 0, 0, 0, -5408, 0, 0, 0, 972, 0, 0, 0, -2592, 0, 0, 0, 88, 0, 0, 0, 1848, 0, 0, 0, -328, 0, 0, 0, -48, 0, 0, 0, 1104, 0, 0, 0, -5672, 0, 0, 0, -2824, 0, 0, 0, -648, 0, 0, 0, -932, 0, 0, 0, 9216, 0, 0, 0, 0, 0, 0, 0, 7200, 0, 0, 0, -3960, 0, 0, 0, -2928, 0, 0, 0, 1744, 0, 0, 0, -3008, 0, 0, 0, 936, 0, 0, 0, 13224, 0, 0, 0, 6144, 0, 0, 0, 4128, 0, 0, 0, 6836, 0, 0, 0, -9216, 0, 0, 0, -2352, 0, 0, 0, -5256, 0, 0, 0, 1184, 0, 0, 0, 1080, 0, 0, 0, 1144, 0, 0, 0, 1456, 0, 0, 0, -2640, 0, 0, 0, -15072, 0, 0, 0, 6976, 0, 0, 0, -8496, 0, 0, 0, -352, 0, 0, 0, 12688, 0, 0, 0, 1908, 0, 0, 0, 1048, 0, 0, 0, 15832, 0, 0, 0, 2520, 0, 0, 0, -16232, 0, 0, 0, 18496, 0, 0, 0, -6816, 0, 0, 0, -5696, 0, 0, 0, -8168, 0, 0, 0, 3600, 0, 0, 0, -22768, 0, 0, 0, -8048, 0, 0, 0, 816, 0, 0, 0, -12168, 0, 0, 0, -1096, 0, 0, 0, -7968, 0, 0, 0, 4260, 0, 0, 0, -18480, 0, 0, 0, 0, 0, 0, 0, 19168, 0, 0, 0, -11168, 0, 0, 0, -15288, 0, 0, 0, -168, 0, 0, 0, 5808, 0, 0, 0, -9168, 0, 0, 0, 6920, 0, 0, 0, -16064, 0, 0, 0, 4680, 0, 0, 0, 28152, 0, 0, 0, 26208, 0, 0, 0, 9888, 0, 0, 0, -32568, 0, 0, 0, 17592, 0, 0, 0, 15408, 0, 0, 0, 32060, 0, 0, 0, 16832, 0, 0, 0, -4248, 0, 0, 0, 2088, 0, 0, 0, -4960, 0, 0, 0, -19800, 0, 0, 0, -28864, 0, 0, 0, -58432, 0, 0, 0, -5712, 0, 0, 0, 45704, 0, 0, 0, 46600, 0, 0, 0, 0, 0, 0, 0, 18520, 0, 0, 0, -23776, 0, 0, 0, 10704, 0, 0, 0, 13880, 0, 0, 0, 31192, 0, 0, 0, 27648, 0, 0, 0, -21032, 0, 0, 0, 83008, 0, 0, 0, 5292, 0, 0, 0, -35264, 0, 0, 0, -40984, 0, 0, 0, 37176, 0, 0, 0, -54056, 0, 0, 0, 10688, 0, 0, 0, 11664, 0, 0, 0, -20000, 0, 0, 0, 6848, 0, 0, 0, -6768, 0, 0, 0, 49104, 0, 0, 0, -98368, 0, 0, 0, 14496, 0, 0, 0, 60416, 0, 0, 0, -87680, 0, 0, 0, -42528, 0, 0, 0, -35312, 0, 0, 0, -31056, 0, 0, 0, 0, 0, 0, 0, 41024, 0, 0, 0, -73432, 0, 0, 0, 33864, 0, 0, 0, 40748, 0, 0, 0, 96016, 0, 0, 0, -3600, 0, 0, 0, -54760, 0, 0, 0, 12992, 0, 0, 0, 17928, 0, 0, 0, 102560, 0, 0, 0, -46944, 0, 0, 0, -3264, 0, 0, 0, -78912, 0, 0, 0, -7704, 0, 0, 0, -27648, 0, 0, 0, -27016, 0, 0, 0, -141408, 0, 0, 0, -13824, 0, 0, 0, 31904, 0, 0, 0, 56440, 0, 0, 0, -68760, 0, 0, 0, 7576, 0, 0, 0, 36864, 0, 0, 0, 13776, 0, 0, 0, 67624, 0, 0, 0, 40632, 0, 0, 0, 4752, 0, 0, 0, -68260, 0, 0, 0, 114480, 0, 0, 0, -20112, 0, 0, 0, -38344, 0, 0, 0, 9704, 0, 0, 0, 102432, 0, 0, 0, -86016, 0, 0, 0, -31456, 0, 0, 0, -2664, 0, 0, 0, -8312, 0, 0, 0, -5440, 0, 0, 0, -34104, 0, 0, 0, 12760, 0, 0, 0, -116768, 0, 0, 0, 55296, 0, 0, 0, -7328, 0, 0, 0, -65632, 0, 0, 0, -48672, 0, 0, 0, 36848, 0, 0, 0, 171696, 0, 0, 0, -30624, 0, 0, 0, 49432, 0, 0, 0, -13696, 0, 0, 0, 40224, 0, 0, 0, 15136, 0, 0, 0, 158960, 0, 0, 0, 8748, 0, 0, 0, 41336, 0, 0, 0, 86016, 0, 0, 0, 119808, 0, 0, 0, 21936, 0, 0, 0, -142048, 0, 0, 0, 9024, 0, 0, 0, -124968, 0, 0, 0, 8840, 0, 0, 0, -23328, 0, 0, 0, -28232, 0, 0, 0, -121296, 0, 0, 0, -67152, 0, 0, 0, -27200, 0, 0, 0, 127904, 0, 0, 0, -153120, 0, 0, 0, 9552, 0, 0, 0, 172832, 0, 0, 0, 792, 0, 0, 0, 190464, 0, 0, 0, 87432, 0, 0, 0, 36168, 0, 0, 0, 15168, 0, 0, 0, 194416, 0, 0, 0, -18432, 0, 0, 0, 29848, 0, 0, 0, -54680, 0, 0, 0, 16632, 0, 0, 0, -204, 0, 0, 0, -190464, 0, 0, 0, -21936, 0, 0, 0, -225976, 0, 0, 0, 35944, 0, 0, 0, -54672, 0, 0, 0, 68464, 0, 0, 0, -212000, 0, 0, 0, -2952, 0, 0, 0, -72888, 0, 0, 0, -117736, 0, 0, 0, -202752, 0, 0, 0, -142624, 0, 0, 0, 164288, 0, 0, 0, -96, 0, 0, 0, 125824, 0, 0, 0, -72896, 0, 0, 0, -432, 0, 0, 0, 56512, 0, 0, 0, 324064, 0, 0, 0, 33264, 0, 0, 0, 4408, 0, 0, 0, -104440, 0, 0, 0, 221184, 0, 0, 0, 24376, 0, 0, 0, -214912, 0, 0, 0, 9936, 0, 0, 0, -176400, 0, 0, 0, 93672, 0, 0, 0, -57120, 0, 0, 0, -158356, 0, 0, 0, -279488, 0, 0, 0, -22848, 0, 0, 0, 17824, 0, 0, 0, 119624, 0, 0, 0, -51048, 0, 0, 0, 80208, 0, 0, 0, 207296, 0, 0, 0, 16944, 0, 0, 0, 126888, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 150281
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.4.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 6, 'weight': 4}
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id: 150282
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.4.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 8, 'weight': 4}
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id: 150273
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.4.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '12.4.a', 'sub_level': 12, 'sub_mult': 5, 'weight': 4}
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id: 150274
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.4.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 6, 'weight': 4}
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id: 150276
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.4.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.4.a', 'sub_level': 24, 'sub_mult': 4, 'weight': 4}
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id: 150277
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.4.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '32.4.a', 'sub_level': 32, 'sub_mult': 4, 'weight': 4}
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id: 150278
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.4.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '48.4.a', 'sub_level': 48, 'sub_mult': 3, 'weight': 4}
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id: 150279
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.4.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '64.4.a', 'sub_level': 64, 'sub_mult': 2, 'weight': 4}
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id: 150280
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.4.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '96.4.a', 'sub_level': 96, 'sub_mult': 2, 'weight': 4}
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id: 150275
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.4.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '192.4.a', 'sub_level': 192, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '192.4.a', 'level': 192, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10169000
{'hecke_orbit_code': 67109056, 'n': 1, 'trace_an': 12}
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id: 10169001
{'hecke_orbit_code': 67109056, 'n': 2, 'trace_an': 0}
-
id: 10169002
{'hecke_orbit_code': 67109056, 'n': 3, 'trace_an': 0}
-
id: 10169003
{'hecke_orbit_code': 67109056, 'n': 4, 'trace_an': 0}
-
id: 10169004
{'hecke_orbit_code': 67109056, 'n': 5, 'trace_an': 0}
-
id: 10169005
{'hecke_orbit_code': 67109056, 'n': 6, 'trace_an': 0}
-
id: 10169006
{'hecke_orbit_code': 67109056, 'n': 7, 'trace_an': 0}
-
id: 10169007
{'hecke_orbit_code': 67109056, 'n': 8, 'trace_an': 0}
-
id: 10169008
{'hecke_orbit_code': 67109056, 'n': 9, 'trace_an': 108}
-
id: 10169009
{'hecke_orbit_code': 67109056, 'n': 10, 'trace_an': 0}
-
id: 10169010
{'hecke_orbit_code': 67109056, 'n': 11, 'trace_an': 0}
-
id: 10169011
{'hecke_orbit_code': 67109056, 'n': 12, 'trace_an': 0}
-
id: 10169012
{'hecke_orbit_code': 67109056, 'n': 13, 'trace_an': -72}
-
id: 10169013
{'hecke_orbit_code': 67109056, 'n': 14, 'trace_an': 0}
-
id: 10169014
{'hecke_orbit_code': 67109056, 'n': 15, 'trace_an': 0}
-
id: 10169015
{'hecke_orbit_code': 67109056, 'n': 16, 'trace_an': 0}
-
id: 10169016
{'hecke_orbit_code': 67109056, 'n': 17, 'trace_an': 104}
-
id: 10169017
{'hecke_orbit_code': 67109056, 'n': 18, 'trace_an': 0}
-
id: 10169018
{'hecke_orbit_code': 67109056, 'n': 19, 'trace_an': 0}
-
id: 10169019
{'hecke_orbit_code': 67109056, 'n': 20, 'trace_an': 0}
-
id: 10169020
{'hecke_orbit_code': 67109056, 'n': 21, 'trace_an': 120}
-
id: 10169021
{'hecke_orbit_code': 67109056, 'n': 22, 'trace_an': 0}
-
id: 10169022
{'hecke_orbit_code': 67109056, 'n': 23, 'trace_an': 0}
-
id: 10169023
{'hecke_orbit_code': 67109056, 'n': 24, 'trace_an': 0}
-
id: 10169024
{'hecke_orbit_code': 67109056, 'n': 25, 'trace_an': 212}
-
id: 10169025
{'hecke_orbit_code': 67109056, 'n': 26, 'trace_an': 0}
-
id: 10169026
{'hecke_orbit_code': 67109056, 'n': 27, 'trace_an': 0}
-
id: 10169027
{'hecke_orbit_code': 67109056, 'n': 28, 'trace_an': 0}
-
id: 10169028
{'hecke_orbit_code': 67109056, 'n': 29, 'trace_an': 400}
-
id: 10169029
{'hecke_orbit_code': 67109056, 'n': 30, 'trace_an': 0}
-
id: 10169030
{'hecke_orbit_code': 67109056, 'n': 31, 'trace_an': 0}
-
id: 10169031
{'hecke_orbit_code': 67109056, 'n': 32, 'trace_an': 0}
-
id: 10169032
{'hecke_orbit_code': 67109056, 'n': 33, 'trace_an': 0}
-
id: 10169033
{'hecke_orbit_code': 67109056, 'n': 34, 'trace_an': 0}
-
id: 10169034
{'hecke_orbit_code': 67109056, 'n': 35, 'trace_an': 0}
-
id: 10169035
{'hecke_orbit_code': 67109056, 'n': 36, 'trace_an': 0}
-
id: 10169036
{'hecke_orbit_code': 67109056, 'n': 37, 'trace_an': 520}
-
id: 10169037
{'hecke_orbit_code': 67109056, 'n': 38, 'trace_an': 0}
-
id: 10169038
{'hecke_orbit_code': 67109056, 'n': 39, 'trace_an': 0}
-
id: 10169039
{'hecke_orbit_code': 67109056, 'n': 40, 'trace_an': 0}
-
id: 10169040
{'hecke_orbit_code': 67109056, 'n': 41, 'trace_an': -472}
-
id: 10169041
{'hecke_orbit_code': 67109056, 'n': 42, 'trace_an': 0}
-
id: 10169042
{'hecke_orbit_code': 67109056, 'n': 43, 'trace_an': 0}
-
id: 10169043
{'hecke_orbit_code': 67109056, 'n': 44, 'trace_an': 0}
-
id: 10169044
{'hecke_orbit_code': 67109056, 'n': 45, 'trace_an': 0}
-
id: 10169045
{'hecke_orbit_code': 67109056, 'n': 46, 'trace_an': 0}
-
id: 10169046
{'hecke_orbit_code': 67109056, 'n': 47, 'trace_an': 0}
-
id: 10169047
{'hecke_orbit_code': 67109056, 'n': 48, 'trace_an': 0}
-
id: 10169048
{'hecke_orbit_code': 67109056, 'n': 49, 'trace_an': 588}
-
id: 10169049
{'hecke_orbit_code': 67109056, 'n': 50, 'trace_an': 0}
-
id: 10169050
{'hecke_orbit_code': 67109056, 'n': 51, 'trace_an': 0}
-
id: 10169051
{'hecke_orbit_code': 67109056, 'n': 52, 'trace_an': 0}
-
id: 10169052
{'hecke_orbit_code': 67109056, 'n': 53, 'trace_an': -752}
-
id: 10169053
{'hecke_orbit_code': 67109056, 'n': 54, 'trace_an': 0}
-
id: 10169054
{'hecke_orbit_code': 67109056, 'n': 55, 'trace_an': 0}
-
id: 10169055
{'hecke_orbit_code': 67109056, 'n': 56, 'trace_an': 0}
-
id: 10169056
{'hecke_orbit_code': 67109056, 'n': 57, 'trace_an': 0}
-
id: 10169057
{'hecke_orbit_code': 67109056, 'n': 58, 'trace_an': 0}
-
id: 10169058
{'hecke_orbit_code': 67109056, 'n': 59, 'trace_an': 0}
-
id: 10169059
{'hecke_orbit_code': 67109056, 'n': 60, 'trace_an': 0}
-
id: 10169060
{'hecke_orbit_code': 67109056, 'n': 61, 'trace_an': 1992}
-
id: 10169061
{'hecke_orbit_code': 67109056, 'n': 62, 'trace_an': 0}
-
id: 10169062
{'hecke_orbit_code': 67109056, 'n': 63, 'trace_an': 0}
-
id: 10169063
{'hecke_orbit_code': 67109056, 'n': 64, 'trace_an': 0}
-
id: 10169064
{'hecke_orbit_code': 67109056, 'n': 65, 'trace_an': -1536}
-
id: 10169065
{'hecke_orbit_code': 67109056, 'n': 66, 'trace_an': 0}
-
id: 10169066
{'hecke_orbit_code': 67109056, 'n': 67, 'trace_an': 0}
-
id: 10169067
{'hecke_orbit_code': 67109056, 'n': 68, 'trace_an': 0}
-
id: 10169068
{'hecke_orbit_code': 67109056, 'n': 69, 'trace_an': 528}
-
id: 10169069
{'hecke_orbit_code': 67109056, 'n': 70, 'trace_an': 0}
-
id: 10169070
{'hecke_orbit_code': 67109056, 'n': 71, 'trace_an': 0}
-
id: 10169071
{'hecke_orbit_code': 67109056, 'n': 72, 'trace_an': 0}
-
id: 10169072
{'hecke_orbit_code': 67109056, 'n': 73, 'trace_an': -296}
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