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mf_newspaces • Show schema
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{'Nk2': 2640, 'analytic_conductor': 9.735315150947201, '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': [165, 2, [56, 67, 46], [2, 1, 2]], 'conrey_indexes': [34], 'cusp_dim': 68, 'dim': 28, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137506062501, 'hecke_orbit_dims': [14, 14], 'label': '165.4.c', 'level': 165, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 76, 'mf_new_dim': 28, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 28, 'sturm_bound': 96, 'trace_bound': 4, 'trace_display': [0, 0, -28, 0], 'traces': [28, 0, 0, -108, -28, -12, 0, 0, -252, -76, 0, 0, 0, -368, 0, 276, 0, 0, -168, 668, 96, 0, 0, 324, -204, 552, 0, 0, -1272, -336, -976, 0, 0, 1200, 72, 972, 0, 0, 336, 1788, 1128, 0, 0, 616, 252, -1344, 0, 0, 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0, 0, -32964, -179312, -114912, 0, 0, 40560, -110080, 167888, 0, 0, 64944, -81096, -173568, 0, 0, -150656, 367512, -27576, 0, 0, -80112, 100016, -122384, 0, 0, 263672, -6156, 201144, 0, 0, -52272, -58752, -199416, 0, 0, 41472, -83136, -61896, 0, 0, 28208, 4224, 197536, 0, 0, 175832, 90432, 27456, 0, 0, 191976, 43448, 98824, 0, 0, -19632, 101016, -150540, 0, 0, 99504, 57108, 32688, 0, 0, 21792, 30432, 108704, 0, 0, -800, -7128, 250744, 0, 0, 131072, -206448, 51168, 0, 0, -57564, -163968, -87824, 0, 0, -46640, 43440, -35328, 0, 0, -95072, -3432, -44640, 0, 0, -53064, 23056, 39432, 0, 0, 108512, 58176, 86016, 0, 0, -23888, -44856, 0, 0, 0, -17760, -115136, 282768, 0, 0, -71712, -86220, 99680, 0, 0, 120168, 136616, -44472, 0, 0, -35784, -231584, 254352, 0, 0, 7368, 163440, -127352, 0, 0, -22360, -139632, 93792, 0, 0, 44352, -72336, 118608, 0, 0, -31608, 104856, 227080, 0, 0, 13392, -39336, 42840, 0, 0, 25488, 252824, -348888, 0, 0, -526656, 2160, 83688, 0, 0, -53232, 92544, -270096, 0, 0, -1512, -15000, -447488, 0, 0, -160112, -123384, 155484, 0, 0, 39240, 284976, -126384, 0, 0, -130944, -134912, 43680, 0, 0, 78000, -44640, -256280, 0, 0, 64240, -206556, 5112, 0, 0, 187200, -54224, -195040, 0, 0, -23456, 1980, 151792, 0, 0, -507216, 55696, 298008, 0, 0, 41472, 269156], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 143088
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [34], 'label': '165.4.c', 'level': 165, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [4], 'sub_dim': 4, 'sub_label': '15.4.b', 'sub_level': 15, 'sub_mult': 2, 'weight': 4}
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id: 143090
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [34], 'label': '165.4.c', 'level': 165, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [34], 'sub_dim': 16, 'sub_label': '55.4.b', 'sub_level': 55, 'sub_mult': 2, 'weight': 4}
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id: 143089
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [34], 'label': '165.4.c', 'level': 165, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [34], 'sub_dim': 28, 'sub_label': '165.4.c', 'sub_level': 165, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '165.4.c', 'level': 165, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30732000
{'hecke_orbit_code': 137506062501, 'n': 1, 'trace_an': 28}
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id: 30732001
{'hecke_orbit_code': 137506062501, 'n': 2, 'trace_an': 0}
-
id: 30732002
{'hecke_orbit_code': 137506062501, 'n': 3, 'trace_an': 0}
-
id: 30732003
{'hecke_orbit_code': 137506062501, 'n': 4, 'trace_an': -108}
-
id: 30732004
{'hecke_orbit_code': 137506062501, 'n': 5, 'trace_an': -28}
-
id: 30732005
{'hecke_orbit_code': 137506062501, 'n': 6, 'trace_an': -12}
-
id: 30732006
{'hecke_orbit_code': 137506062501, 'n': 7, 'trace_an': 0}
-
id: 30732007
{'hecke_orbit_code': 137506062501, 'n': 8, 'trace_an': 0}
-
id: 30732008
{'hecke_orbit_code': 137506062501, 'n': 9, 'trace_an': -252}
-
id: 30732009
{'hecke_orbit_code': 137506062501, 'n': 10, 'trace_an': -76}
-
id: 30732010
{'hecke_orbit_code': 137506062501, 'n': 11, 'trace_an': 0}
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id: 30732011
{'hecke_orbit_code': 137506062501, 'n': 12, 'trace_an': 0}
-
id: 30732012
{'hecke_orbit_code': 137506062501, 'n': 13, 'trace_an': 0}
-
id: 30732013
{'hecke_orbit_code': 137506062501, 'n': 14, 'trace_an': -368}
-
id: 30732014
{'hecke_orbit_code': 137506062501, 'n': 15, 'trace_an': 0}
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id: 30732015
{'hecke_orbit_code': 137506062501, 'n': 16, 'trace_an': 276}
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id: 30732016
{'hecke_orbit_code': 137506062501, 'n': 17, 'trace_an': 0}
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id: 30732017
{'hecke_orbit_code': 137506062501, 'n': 18, 'trace_an': 0}
-
id: 30732018
{'hecke_orbit_code': 137506062501, 'n': 19, 'trace_an': -168}
-
id: 30732019
{'hecke_orbit_code': 137506062501, 'n': 20, 'trace_an': 668}
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id: 30732020
{'hecke_orbit_code': 137506062501, 'n': 21, 'trace_an': 96}
-
id: 30732021
{'hecke_orbit_code': 137506062501, 'n': 22, 'trace_an': 0}
-
id: 30732022
{'hecke_orbit_code': 137506062501, 'n': 23, 'trace_an': 0}
-
id: 30732023
{'hecke_orbit_code': 137506062501, 'n': 24, 'trace_an': 324}
-
id: 30732024
{'hecke_orbit_code': 137506062501, 'n': 25, 'trace_an': -204}
-
id: 30732025
{'hecke_orbit_code': 137506062501, 'n': 26, 'trace_an': 552}
-
id: 30732026
{'hecke_orbit_code': 137506062501, 'n': 27, 'trace_an': 0}
-
id: 30732027
{'hecke_orbit_code': 137506062501, 'n': 28, 'trace_an': 0}
-
id: 30732028
{'hecke_orbit_code': 137506062501, 'n': 29, 'trace_an': -1272}
-
id: 30732029
{'hecke_orbit_code': 137506062501, 'n': 30, 'trace_an': -336}
-
id: 30732030
{'hecke_orbit_code': 137506062501, 'n': 31, 'trace_an': -976}
-
id: 30732031
{'hecke_orbit_code': 137506062501, 'n': 32, 'trace_an': 0}
-
id: 30732032
{'hecke_orbit_code': 137506062501, 'n': 33, 'trace_an': 0}
-
id: 30732033
{'hecke_orbit_code': 137506062501, 'n': 34, 'trace_an': 1200}
-
id: 30732034
{'hecke_orbit_code': 137506062501, 'n': 35, 'trace_an': 72}
-
id: 30732035
{'hecke_orbit_code': 137506062501, 'n': 36, 'trace_an': 972}
-
id: 30732036
{'hecke_orbit_code': 137506062501, 'n': 37, 'trace_an': 0}
-
id: 30732037
{'hecke_orbit_code': 137506062501, 'n': 38, 'trace_an': 0}
-
id: 30732038
{'hecke_orbit_code': 137506062501, 'n': 39, 'trace_an': 336}
-
id: 30732039
{'hecke_orbit_code': 137506062501, 'n': 40, 'trace_an': 1788}
-
id: 30732040
{'hecke_orbit_code': 137506062501, 'n': 41, 'trace_an': 1128}
-
id: 30732041
{'hecke_orbit_code': 137506062501, 'n': 42, 'trace_an': 0}
-
id: 30732042
{'hecke_orbit_code': 137506062501, 'n': 43, 'trace_an': 0}
-
id: 30732043
{'hecke_orbit_code': 137506062501, 'n': 44, 'trace_an': 616}
-
id: 30732044
{'hecke_orbit_code': 137506062501, 'n': 45, 'trace_an': 252}
-
id: 30732045
{'hecke_orbit_code': 137506062501, 'n': 46, 'trace_an': -1344}
-
id: 30732046
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