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mf_newspaces • Show schema
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{'Nk2': 18816, 'analytic_conductor': 88.34076811002278, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [384, 2, [127, 133, 257], [1, 1, 2]], 'conrey_index': 319, 'cusp_dim': 368, 'dim': 48, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 68836917632, 'hecke_orbit_dims': [4, 4, 8, 8, 24], 'label': '384.7.b', 'level': 384, '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': 400, 'mf_new_dim': 48, 'num_forms': 5, 'prim_orbit_index': 4, 'relative_dim': 48, 'sturm_bound': 448, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [48, 0, 0, 0, 0, 0, 0, 0, 11664, 0, 0, 0, 0, 0, 0, 0, -19552, 0, 0, 0, 0, 0, 0, 0, -108816, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -217120, 0, 0, 0, 0, 0, 0, 0, -394896, 0, 0, 0, 0, 0, 0, 0, 544320, 0, 0, 0, 0, 0, 0, 0, -1089152, 0, 0, 0, 0, 0, 0, 0, -921888, 0, 0, 0, 0, 0, 0, 0, 2834352, 0, 0, 0, 0, 0, 0, 0, -881760, 0, 0, 0, 0, 0, 0, 0, 3764256, 0, 0, 0, 0, 0, 0, 0, 3696192, 0, 0, 0, 0, 0, 0, 0, -7975968, 0, 0, 0, 0, 0, 0, 0, 5963088, 0, 0, 0, 0, 0, 0, 0, -7076160, 0, 0, 0, 0, 0, 0, 0, -8916512, 0, 0, 0, 0, 0, 0, 0, 20682816, 0, 0, 0, 0, 0, 0, 0, -4751136, 0, 0, 0, 0, 0, 0, 0, 9625984, 0, 0, 0, 0, 0, 0, 0, 5625648, 0, 0, 0, 0, 0, 0, 0, -17527104, 0, 0, 0, 0, 0, 0, 0, 22380800, 0, 0, 0, 0, 0, 0, 0, -7212576, 0, 0, 0, 0, 0, 0, 0, -17962560, 0, 0, 0, 0, 0, 0, 0, -21367808, 0, 0, 0, 0, 0, 0, 0, -63053376, 0, 0, 0, 0, 0, 0, 0, -26442288, 0, 0, 0, 0, 0, 0, 0, 38271008, 0, 0, 0, 0, 0, 0, 0, 28462176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12798304, 0, 0, 0, 0, 0, 0, 0, 14609088, 0, 0, 0, 0, 0, 0, 0, -34214400, 0, 0, 0, 0, 0, 0, 0, -38058976, 0, 0, 0, 0, 0, 0, 0, 119081616, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 46392832, 0, 0, 0, 0, 0, 0, 0, 303210528, 0, 0, 0, 0, 0, 0, 0, 35017920, 0, 0, 0, 0, 0, 0, 0, -100647552, 0, 0, 0, 0, 0, 0, 0, 78566688, 0, 0, 0, 0, 0, 0, 0, -118537344, 0, 0, 0, 0, 0, 0, 0, -444188960, 0, 0, 0, 0, 0, 0, 0, 307052112, 0, 0, 0, 0, 0, 0, 0, -52760160, 0, 0, 0, 0, 0, 0, 0, -539103104, 0, 0, 0, 0, 0, 0, 0, 506373888, 0, 0, 0, 0, 0, 0, 0, -235037376, 0, 0, 0, 0, 0, 0, 0, -261126240, 0, 0, 0, 0, 0, 0, 0, 394184160, 0, 0, 0, 0, 0, 0, 0, -262066752, 0, 0, 0, 0, 0, 0, 0, -393378272, 0, 0, 0, 0, 0, 0, 0, 207804960, 0, 0, 0, 0, 0, 0, 0, -95959728, 0, 0, 0, 0, 0, 0, 0, 32306848, 0, 0, 0, 0, 0, 0, 0, 321308640, 0, 0, 0, 0, 0, 0, 0, -260947008, 0, 0, 0, 0, 0, 0, 0, 738457088, 0, 0, 0, 0, 0, 0, 0, -441192576, 0, 0, 0, 0, 0, 0, 0, -260013888, 0, 0, 0, 0, 0, 0, 0, 480384640, 0, 0, 0, 0, 0, 0, 0, 21305280, 0, 0, 0, 0, 0, 0, 0, 132269760, 0, 0, 0, 0, 0, 0, 0, -108613024, 0, 0, 0, 0, 0, 0, 0, 637739568, 0, 0, 0, 0, 0, 0, 0, -555315264, 0, 0, 0, 0, 0, 0, 0, 1259681920, 0, 0, 0, 0, 0, 0, 0, 1084638144, 0, 0, 0, 0, 0, 0, 0, -138599424, 0, 0, 0, 0, 0, 0, 0, -634509600, 0, 0, 0, 0, 0, 0, 0, 72184224, 0, 0, 0, 0, 0, 0, 0, -264663936, 0, 0, 0, 0, 0, 0, 0, -2416436256, 0, 0, 0, 0, 0, 0, 0, 435700320, 0, 0, 0, 0, 0, 0, 0, -1270365120, 0, 0, 0, 0, 0, 0, 0, 1193309216, 0, 0, 0, 0, 0, 0, 0, 1686747888, 0, 0, 0, 0, 0, 0, 0, -205208640, 0, 0, 0, 0, 0, 0, 0, -1498458592, 0, 0, 0, 0, 0, 0, 0, -2180755968, 0, 0, 0, 0, 0, 0, 0, -224018784, 0, 0, 0, 0, 0, 0, 0, -305808128, 0, 0, 0, 0, 0, 0, 0, 2360684832, 0, 0, 0, 0, 0, 0, 0, 497093760, 0, 0, 0, 0, 0, 0, 0, 2091414912, 0, 0, 0, 0, 0, 0, 0, 964097088, 0, 0, 0, 0, 0, 0, 0, 454896000, 0, 0, 0, 0, 0, 0, 0, -4349159808, 0, 0, 0, 0, 0, 0, 0, -3062311488, 0, 0, 0, 0, 0, 0, 0, 688747536, 0, 0, 0, 0, 0, 0, 0, -2901768704, 0, 0, 0, 0, 0, 0, 0, 5941569600, 0, 0, 0, 0, 0, 0, 0, 572728320, 0, 0, 0, 0, 0, 0, 0, -1982582432, 0, 0, 0, 0, 0, 0, 0, 2408180448, 0, 0, 0, 0, 0, 0, 0, 331475328, 0, 0, 0, 0, 0, 0, 0, -2714228992, 0, 0, 0, 0, 0, 0, 0, -2292575616, 0, 0, 0, 0, 0, 0, 0, -214267680, 0, 0, 0, 0, 0, 0, 0, 6205676256, 0, 0, 0, 0, 0, 0, 0, 4383452928, 0, 0, 0, 0, 0, 0, 0, 1118437632, 0, 0, 0, 0, 0, 0, 0, 4610009376, 0, 0, 0, 0, 0, 0, 0, -11181463056, 0, 0, 0, 0, 0, 0, 0, -672235200, 0, 0, 0, 0, 0, 0, 0, 5916248544, 0, 0, 0, 0, 0, 0, 0, -8778283584, 0, 0, 0, 0, 0, 0, 0, 914714208, 0, 0, 0, 0, 0, 0, 0, 7867161440, 0, 0, 0, 0, 0, 0, 0, -1077193152, 0, 0, 0, 0, 0, 0, 0, 4697657856, 0, 0, 0, 0, 0, 0, 0, -3418708608, 0, 0, 0, 0, 0, 0, 0, -9498369792, 0, 0, 0, 0, 0, 0, 0, 809528256, 0, 0, 0, 0, 0, 0, 0, -4513040224, 0, 0, 0, 0, 0, 0, 0, 5383626144, 0, 0, 0, 0, 0, 0, 0, 898174656, 0, 0, 0, 0, 0, 0, 0, -2257569696, 0, 0, 0, 0, 0, 0, 0, 2460500592, 0, 0, 0, 0, 0, 0, 0, -2442545280, 0, 0, 0, 0, 0, 0, 0, -4585508192, 0, 0, 0, 0, 0, 0, 0, 250868160, 0, 0, 0, 0, 0, 0, 0, -1860563520, 0, 0, 0, 0, 0, 0, 0], 'weight': 7, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 200356
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.7.b', 'level': 384, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3], 'sub_dim': 5, 'sub_label': '8.7.d', 'sub_level': 8, 'sub_mult': 10, 'weight': 7}
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id: 200351
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.7.b', 'level': 384, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 12, 'sub_label': '24.7.b', 'sub_level': 24, 'sub_mult': 5, 'weight': 7}
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id: 200352
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.7.b', 'level': 384, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 15, 'sub_conrey_indexes': [15], 'sub_dim': 5, 'sub_label': '32.7.d', 'sub_level': 32, 'sub_mult': 6, 'weight': 7}
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id: 200354
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.7.b', 'level': 384, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 31, 'sub_conrey_indexes': [31], 'sub_dim': 12, 'sub_label': '64.7.d', 'sub_level': 64, 'sub_mult': 4, 'weight': 7}
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id: 200355
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.7.b', 'level': 384, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79], 'sub_dim': 12, 'sub_label': '96.7.b', 'sub_level': 96, 'sub_mult': 3, 'weight': 7}
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id: 200349
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.7.b', 'level': 384, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 63, 'sub_conrey_indexes': [63], 'sub_dim': 24, 'sub_label': '128.7.d', 'sub_level': 128, 'sub_mult': 2, 'weight': 7}
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id: 200350
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.7.b', 'level': 384, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 31, 'sub_conrey_indexes': [31], 'sub_dim': 24, 'sub_label': '192.7.b', 'sub_level': 192, 'sub_mult': 2, 'weight': 7}
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id: 200353
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.7.b', 'level': 384, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 319, 'sub_conrey_indexes': [319], 'sub_dim': 48, 'sub_label': '384.7.b', 'sub_level': 384, 'sub_mult': 1, 'weight': 7}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '384.7.b', 'level': 384, 'portrait': 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', 'weight': 7}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 23720000
{'hecke_orbit_code': 68836917632, 'n': 1, 'trace_an': 48}
-
id: 23720001
{'hecke_orbit_code': 68836917632, 'n': 2, 'trace_an': 0}
-
id: 23720002
{'hecke_orbit_code': 68836917632, 'n': 3, 'trace_an': 0}
-
id: 23720003
{'hecke_orbit_code': 68836917632, 'n': 4, 'trace_an': 0}
-
id: 23720004
{'hecke_orbit_code': 68836917632, 'n': 5, 'trace_an': 0}
-
id: 23720005
{'hecke_orbit_code': 68836917632, 'n': 6, 'trace_an': 0}
-
id: 23720006
{'hecke_orbit_code': 68836917632, 'n': 7, 'trace_an': 0}
-
id: 23720007
{'hecke_orbit_code': 68836917632, 'n': 8, 'trace_an': 0}
-
id: 23720008
{'hecke_orbit_code': 68836917632, 'n': 9, 'trace_an': 11664}
-
id: 23720009
{'hecke_orbit_code': 68836917632, 'n': 10, 'trace_an': 0}
-
id: 23720010
{'hecke_orbit_code': 68836917632, 'n': 11, 'trace_an': 0}
-
id: 23720011
{'hecke_orbit_code': 68836917632, 'n': 12, 'trace_an': 0}
-
id: 23720012
{'hecke_orbit_code': 68836917632, 'n': 13, 'trace_an': 0}
-
id: 23720013
{'hecke_orbit_code': 68836917632, 'n': 14, 'trace_an': 0}
-
id: 23720014
{'hecke_orbit_code': 68836917632, 'n': 15, 'trace_an': 0}
-
id: 23720015
{'hecke_orbit_code': 68836917632, 'n': 16, 'trace_an': 0}
-
id: 23720016
{'hecke_orbit_code': 68836917632, 'n': 17, 'trace_an': -19552}
-
id: 23720017
{'hecke_orbit_code': 68836917632, 'n': 18, 'trace_an': 0}
-
id: 23720018
{'hecke_orbit_code': 68836917632, 'n': 19, 'trace_an': 0}
-
id: 23720019
{'hecke_orbit_code': 68836917632, 'n': 20, 'trace_an': 0}
-
id: 23720020
{'hecke_orbit_code': 68836917632, 'n': 21, 'trace_an': 0}
-
id: 23720021
{'hecke_orbit_code': 68836917632, 'n': 22, 'trace_an': 0}
-
id: 23720022
{'hecke_orbit_code': 68836917632, 'n': 23, 'trace_an': 0}
-
id: 23720023
{'hecke_orbit_code': 68836917632, 'n': 24, 'trace_an': 0}
-
id: 23720024
{'hecke_orbit_code': 68836917632, 'n': 25, 'trace_an': -108816}
-
id: 23720025
{'hecke_orbit_code': 68836917632, 'n': 26, 'trace_an': 0}
-
id: 23720026
{'hecke_orbit_code': 68836917632, 'n': 27, 'trace_an': 0}
-
id: 23720027
{'hecke_orbit_code': 68836917632, 'n': 28, 'trace_an': 0}
-
id: 23720028
{'hecke_orbit_code': 68836917632, 'n': 29, 'trace_an': 0}
-
id: 23720029
{'hecke_orbit_code': 68836917632, 'n': 30, 'trace_an': 0}
-
id: 23720030
{'hecke_orbit_code': 68836917632, 'n': 31, 'trace_an': 0}
-
id: 23720031
{'hecke_orbit_code': 68836917632, 'n': 32, 'trace_an': 0}
-
id: 23720032
{'hecke_orbit_code': 68836917632, 'n': 33, 'trace_an': 0}
-
id: 23720033
{'hecke_orbit_code': 68836917632, 'n': 34, 'trace_an': 0}
-
id: 23720034
{'hecke_orbit_code': 68836917632, 'n': 35, 'trace_an': 0}
-
id: 23720035
{'hecke_orbit_code': 68836917632, 'n': 36, 'trace_an': 0}
-
id: 23720036
{'hecke_orbit_code': 68836917632, 'n': 37, 'trace_an': 0}
-
id: 23720037
{'hecke_orbit_code': 68836917632, 'n': 38, 'trace_an': 0}
-
id: 23720038
{'hecke_orbit_code': 68836917632, 'n': 39, 'trace_an': 0}
-
id: 23720039
{'hecke_orbit_code': 68836917632, 'n': 40, 'trace_an': 0}
-
id: 23720040
{'hecke_orbit_code': 68836917632, 'n': 41, 'trace_an': -217120}
-
id: 23720041
{'hecke_orbit_code': 68836917632, 'n': 42, 'trace_an': 0}
-
id: 23720042
{'hecke_orbit_code': 68836917632, 'n': 43, 'trace_an': 0}
-
id: 23720043
{'hecke_orbit_code': 68836917632, 'n': 44, 'trace_an': 0}
-
id: 23720044
{'hecke_orbit_code': 68836917632, 'n': 45, 'trace_an': 0}
-
id: 23720045
{'hecke_orbit_code': 68836917632, 'n': 46, 'trace_an': 0}
-
id: 23720046
{'hecke_orbit_code': 68836917632, 'n': 47, 'trace_an': 0}
-
id: 23720047
{'hecke_orbit_code': 68836917632, 'n': 48, 'trace_an': 0}
-
id: 23720048
{'hecke_orbit_code': 68836917632, 'n': 49, 'trace_an': -394896}
-
id: 23720049
{'hecke_orbit_code': 68836917632, 'n': 50, 'trace_an': 0}
-
id: 23720050
{'hecke_orbit_code': 68836917632, 'n': 51, 'trace_an': 0}
-
id: 23720051
{'hecke_orbit_code': 68836917632, 'n': 52, 'trace_an': 0}
-
id: 23720052
{'hecke_orbit_code': 68836917632, 'n': 53, 'trace_an': 0}
-
id: 23720053
{'hecke_orbit_code': 68836917632, 'n': 54, 'trace_an': 0}
-
id: 23720054
{'hecke_orbit_code': 68836917632, 'n': 55, 'trace_an': 0}
-
id: 23720055
{'hecke_orbit_code': 68836917632, 'n': 56, 'trace_an': 0}
-
id: 23720056
{'hecke_orbit_code': 68836917632, 'n': 57, 'trace_an': 544320}
-
id: 23720057
{'hecke_orbit_code': 68836917632, 'n': 58, 'trace_an': 0}
-
id: 23720058
{'hecke_orbit_code': 68836917632, 'n': 59, 'trace_an': 0}
-
id: 23720059
{'hecke_orbit_code': 68836917632, 'n': 60, 'trace_an': 0}
-
id: 23720060
{'hecke_orbit_code': 68836917632, 'n': 61, 'trace_an': 0}
-
id: 23720061
{'hecke_orbit_code': 68836917632, 'n': 62, 'trace_an': 0}
-
id: 23720062
{'hecke_orbit_code': 68836917632, 'n': 63, 'trace_an': 0}
-
id: 23720063
{'hecke_orbit_code': 68836917632, 'n': 64, 'trace_an': 0}
-
id: 23720064
{'hecke_orbit_code': 68836917632, 'n': 65, 'trace_an': -1089152}
-
id: 23720065
{'hecke_orbit_code': 68836917632, 'n': 66, 'trace_an': 0}
-
id: 23720066
{'hecke_orbit_code': 68836917632, 'n': 67, 'trace_an': 0}
-
id: 23720067
{'hecke_orbit_code': 68836917632, 'n': 68, 'trace_an': 0}
-
id: 23720068
{'hecke_orbit_code': 68836917632, 'n': 69, 'trace_an': 0}
-
id: 23720069
{'hecke_orbit_code': 68836917632, 'n': 70, 'trace_an': 0}
-
id: 23720070
{'hecke_orbit_code': 68836917632, 'n': 71, 'trace_an': 0}
-
id: 23720071
{'hecke_orbit_code': 68836917632, 'n': 72, 'trace_an': 0}
-
id: 23720072
{'hecke_orbit_code': 68836917632, 'n': 73, 'trace_an': -921888}
-
id: 23720073
{'hecke_orbit_code': 68836917632, 'n': 74, 'trace_an': 0}
-
id: 23720074
{'hecke_orbit_code': 68836917632, 'n': 75, 'trace_an': 0}
-
id: 23720075
{'hecke_orbit_code': 68836917632, 'n': 76, 'trace_an': 0}
-
id: 23720076
{'hecke_orbit_code': 68836917632, 'n': 77, 'trace_an': 0}
-
id: 23720077
{'hecke_orbit_code': 68836917632, 'n': 78, 'trace_an': 0}
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