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mf_newspaces • Show schema
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{'Nk2': 12544, 'analytic_conductor': 58.893845406681855, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [256, 2, [255, 5], [1, 2]], 'conrey_index': 255, 'cusp_dim': 180, 'dim': 46, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 137556394240, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 4, 6, 6, 8, 8], 'label': '256.7.c', 'level': 256, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 204, 'mf_new_dim': 50, 'num_forms': 12, 'prim_orbit_index': 2, 'relative_dim': 46, 'sturm_bound': 224, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [46, 0, 0, 0, 0, 0, 0, 0, -10202, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 118754, 0, 0, 0, 0, 0, 0, 0, -2920, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, -983282, 0, 0, 0, 0, 0, 0, 0, 547240, 0, 0, 0, 0, 0, 0, 0, 435328, 0, 0, 0, 0, 0, 0, 0, 378148, 0, 0, 0, 0, 0, 0, 0, 1768550, 0, 0, 0, 0, 0, 0, 0, -293916, 0, 0, 0, 0, 0, 0, 0, -4213444, 0, 0, 0, 0, 0, 0, 0, -530176, 0, 0, 0, 0, 0, 0, 0, 4995612, 0, 0, 0, 0, 0, 0, 0, -9523962, 0, 0, 0, 0, 0, 0, 0, 10137240, 0, 0, 0, 0, 0, 0, 0, -3589756, 0, 0, 0, 0, 0, 0, 0, -5659776, 0, 0, 0, 0, 0, 0, 0, 8217324, 0, 0, 0, 0, 0, 0, 0, 4970752, 0, 0, 0, 0, 0, 0, 0, 3067970, 0, 0, 0, 0, 0, 0, 0, -14656232, 0, 0, 0, 0, 0, 0, 0, 51952768, 0, 0, 0, 0, 0, 0, 0, -19241284, 0, 0, 0, 0, 0, 0, 0, -48767960, 0, 0, 0, 0, 0, 0, 0, -27156968, 0, 0, 0, 0, 0, 0, 0, -10017792, 0, 0, 0, 0, 0, 0, 0, 2934570, 0, 0, 0, 0, 0, 0, 0, 33752740, 0, 0, 0, 0, 0, 0, 0, 21811580, 0, 0, 0, 0, 0, 0, 0, -14640472, 0, 0, 0, 0, 0, 0, 0, 45542236, 0, 0, 0, 0, 0, 0, 0, 90015360, 0, 0, 0, 0, 0, 0, 0, 68530432, 0, 0, 0, 0, 0, 0, 0, -76400156, 0, 0, 0, 0, 0, 0, 0, -45713334, 0, 0, 0, 0, 0, 0, 0, -219322800, 0, 0, 0, 0, 0, 0, 0, -35030912, 0, 0, 0, 0, 0, 0, 0, 144075460, 0, 0, 0, 0, 0, 0, 0, 36701080, 0, 0, 0, 0, 0, 0, 0, -302467584, 0, 0, 0, 0, 0, 0, 0, -71784292, 0, 0, 0, 0, 0, 0, 0, 397583104, 0, 0, 0, 0, 0, 0, 0, 307966684, 0, 0, 0, 0, 0, 0, 0, 78976230, 0, 0, 0, 0, 0, 0, 0, -66042732, 0, 0, 0, 0, 0, 0, 0, -258751360, 0, 0, 0, 0, 0, 0, 0, -38015232, 0, 0, 0, 0, 0, 0, 0, 146812456, 0, 0, 0, 0, 0, 0, 0, -396084228, 0, 0, 0, 0, 0, 0, 0, 251180356, 0, 0, 0, 0, 0, 0, 0, -389746280, 0, 0, 0, 0, 0, 0, 0, -44236252, 0, 0, 0, 0, 0, 0, 0, -376446340, 0, 0, 0, 0, 0, 0, 0, 477267590, 0, 0, 0, 0, 0, 0, 0, 144470716, 0, 0, 0, 0, 0, 0, 0, -364974716, 0, 0, 0, 0, 0, 0, 0, 1172057088, 0, 0, 0, 0, 0, 0, 0, 39165352, 0, 0, 0, 0, 0, 0, 0, 546966912, 0, 0, 0, 0, 0, 0, 0, -738741208, 0, 0, 0, 0, 0, 0, 0, 490480384, 0, 0, 0, 0, 0, 0, 0, -219424128, 0, 0, 0, 0, 0, 0, 0, -769395408, 0, 0, 0, 0, 0, 0, 0, 733480324, 0, 0, 0, 0, 0, 0, 0, -1633224242, 0, 0, 0, 0, 0, 0, 0, -1088246872, 0, 0, 0, 0, 0, 0, 0, -14721152, 0, 0, 0, 0, 0, 0, 0, 197540352, 0, 0, 0, 0, 0, 0, 0, -219603152, 0, 0, 0, 0, 0, 0, 0, 1263935940, 0, 0, 0, 0, 0, 0, 0, 1645631324, 0, 0, 0, 0, 0, 0, 0, -2056930432, 0, 0, 0, 0, 0, 0, 0, 1318825116, 0, 0, 0, 0, 0, 0, 0, 1699874788, 0, 0, 0, 0, 0, 0, 0, 1873437952, 0, 0, 0, 0, 0, 0, 0, -70924892, 0, 0, 0, 0, 0, 0, 0, -528750578, 0, 0, 0, 0, 0, 0, 0, -705747288, 0, 0, 0, 0, 0, 0, 0, -2014361668, 0, 0, 0, 0, 0, 0, 0, 855175976, 0, 0, 0, 0, 0, 0, 0, -1850559564, 0, 0, 0, 0, 0, 0, 0, -729159424, 0, 0, 0, 0, 0, 0, 0, -4359055300, 0, 0, 0, 0, 0, 0, 0, 1590919720, 0, 0, 0, 0, 0, 0, 0, -451161216, 0, 0, 0, 0, 0, 0, 0, 510997448, 0, 0, 0, 0, 0, 0, 0, 1624035840, 0, 0, 0, 0, 0, 0, 0, -1792054272, 0, 0, 0, 0, 0, 0, 0, 3398999808, 0, 0, 0, 0, 0, 0, 0, 1626429550, 0, 0, 0, 0, 0, 0, 0, 3029984152, 0, 0, 0, 0, 0, 0, 0, 2216571264, 0, 0, 0, 0, 0, 0, 0, 1214118680, 0, 0, 0, 0, 0, 0, 0, -3664807996, 0, 0, 0, 0, 0, 0, 0, -992933956, 0, 0, 0, 0, 0, 0, 0, 4888387840, 0, 0, 0, 0, 0, 0, 0, -2649779584, 0, 0, 0, 0, 0, 0, 0, -4312629888, 0, 0, 0, 0, 0, 0, 0, -2945355404, 0, 0, 0, 0, 0, 0, 0, -2349795324, 0, 0, 0, 0, 0, 0, 0, 302600728, 0, 0, 0, 0, 0, 0, 0, 1360315304, 0, 0, 0, 0, 0, 0, 0, 1187071932, 0, 0, 0, 0, 0, 0, 0, -5830284286, 0, 0, 0, 0, 0, 0, 0, 3373423384, 0, 0, 0, 0, 0, 0, 0, 1526871876, 0, 0, 0, 0, 0, 0, 0, 2791983744, 0, 0, 0, 0, 0, 0, 0, 358334764, 0, 0, 0, 0, 0, 0, 0, -724169956, 0, 0, 0, 0, 0, 0, 0, -1557098496, 0, 0, 0, 0, 0, 0, 0, -366339328, 0, 0, 0, 0, 0, 0, 0, 4482907008, 0, 0, 0, 0, 0, 0, 0, 2232768280, 0, 0, 0, 0, 0, 0, 0, -107483992, 0, 0, 0, 0, 0, 0, 0, -2044797892, 0, 0, 0, 0, 0, 0, 0, 2141156260, 0, 0, 0, 0, 0, 0, 0, -7906144768, 0, 0, 0, 0, 0, 0, 0, 6358236612, 0, 0, 0, 0, 0, 0, 0, -1764903506, 0, 0, 0, 0, 0, 0, 0, -2712340144, 0, 0, 0, 0, 0, 0, 0, 1475788540, 0, 0, 0, 0, 0, 0, 0, -3441272448, 0, 0, 0, 0, 0, 0, 0, 5849510552, 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: 167297
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 255, 'conrey_indexes': [255], 'label': '256.7.c', 'level': 256, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3], 'sub_dim': 2, 'sub_label': '4.7.b', 'sub_level': 4, 'sub_mult': 7, 'weight': 7}
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id: 167293
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 255, 'conrey_indexes': [255], 'label': '256.7.c', 'level': 256, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 15, 'sub_conrey_indexes': [15], 'sub_dim': 3, 'sub_label': '16.7.c', 'sub_level': 16, 'sub_mult': 5, 'weight': 7}
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id: 167295
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 255, 'conrey_indexes': [255], 'label': '256.7.c', 'level': 256, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 31, 'sub_conrey_indexes': [31], 'sub_dim': 6, 'sub_label': '32.7.c', 'sub_level': 32, 'sub_mult': 4, 'weight': 7}
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id: 167296
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 255, 'conrey_indexes': [255], 'label': '256.7.c', 'level': 256, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 63, 'sub_conrey_indexes': [63], 'sub_dim': 11, 'sub_label': '64.7.c', 'sub_level': 64, 'sub_mult': 3, 'weight': 7}
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id: 167292
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 255, 'conrey_indexes': [255], 'label': '256.7.c', 'level': 256, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 127, 'sub_conrey_indexes': [127], 'sub_dim': 24, 'sub_label': '128.7.c', 'sub_level': 128, 'sub_mult': 2, 'weight': 7}
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id: 167294
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 255, 'conrey_indexes': [255], 'label': '256.7.c', 'level': 256, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 255, 'sub_conrey_indexes': [255], 'sub_dim': 46, 'sub_label': '256.7.c', 'sub_level': 256, 'sub_mult': 1, 'weight': 7}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '256.7.c', 'level': 256, 'portrait': 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', 'weight': 7}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 33379000
{'hecke_orbit_code': 137556394240, 'n': 1, 'trace_an': 46}
-
id: 33379001
{'hecke_orbit_code': 137556394240, 'n': 2, 'trace_an': 0}
-
id: 33379002
{'hecke_orbit_code': 137556394240, 'n': 3, 'trace_an': 0}
-
id: 33379003
{'hecke_orbit_code': 137556394240, 'n': 4, 'trace_an': 0}
-
id: 33379004
{'hecke_orbit_code': 137556394240, 'n': 5, 'trace_an': 0}
-
id: 33379005
{'hecke_orbit_code': 137556394240, 'n': 6, 'trace_an': 0}
-
id: 33379006
{'hecke_orbit_code': 137556394240, 'n': 7, 'trace_an': 0}
-
id: 33379007
{'hecke_orbit_code': 137556394240, 'n': 8, 'trace_an': 0}
-
id: 33379008
{'hecke_orbit_code': 137556394240, 'n': 9, 'trace_an': -10202}
-
id: 33379009
{'hecke_orbit_code': 137556394240, 'n': 10, 'trace_an': 0}
-
id: 33379010
{'hecke_orbit_code': 137556394240, 'n': 11, 'trace_an': 0}
-
id: 33379011
{'hecke_orbit_code': 137556394240, 'n': 12, 'trace_an': 0}
-
id: 33379012
{'hecke_orbit_code': 137556394240, 'n': 13, 'trace_an': 0}
-
id: 33379013
{'hecke_orbit_code': 137556394240, 'n': 14, 'trace_an': 0}
-
id: 33379014
{'hecke_orbit_code': 137556394240, 'n': 15, 'trace_an': 0}
-
id: 33379015
{'hecke_orbit_code': 137556394240, 'n': 16, 'trace_an': 0}
-
id: 33379016
{'hecke_orbit_code': 137556394240, 'n': 17, 'trace_an': -4}
-
id: 33379017
{'hecke_orbit_code': 137556394240, 'n': 18, 'trace_an': 0}
-
id: 33379018
{'hecke_orbit_code': 137556394240, 'n': 19, 'trace_an': 0}
-
id: 33379019
{'hecke_orbit_code': 137556394240, 'n': 20, 'trace_an': 0}
-
id: 33379020
{'hecke_orbit_code': 137556394240, 'n': 21, 'trace_an': 0}
-
id: 33379021
{'hecke_orbit_code': 137556394240, 'n': 22, 'trace_an': 0}
-
id: 33379022
{'hecke_orbit_code': 137556394240, 'n': 23, 'trace_an': 0}
-
id: 33379023
{'hecke_orbit_code': 137556394240, 'n': 24, 'trace_an': 0}
-
id: 33379024
{'hecke_orbit_code': 137556394240, 'n': 25, 'trace_an': 118754}
-
id: 33379025
{'hecke_orbit_code': 137556394240, 'n': 26, 'trace_an': 0}
-
id: 33379026
{'hecke_orbit_code': 137556394240, 'n': 27, 'trace_an': 0}
-
id: 33379027
{'hecke_orbit_code': 137556394240, 'n': 28, 'trace_an': 0}
-
id: 33379028
{'hecke_orbit_code': 137556394240, 'n': 29, 'trace_an': 0}
-
id: 33379029
{'hecke_orbit_code': 137556394240, 'n': 30, 'trace_an': 0}
-
id: 33379030
{'hecke_orbit_code': 137556394240, 'n': 31, 'trace_an': 0}
-
id: 33379031
{'hecke_orbit_code': 137556394240, 'n': 32, 'trace_an': 0}
-
id: 33379032
{'hecke_orbit_code': 137556394240, 'n': 33, 'trace_an': -2920}
-
id: 33379033
{'hecke_orbit_code': 137556394240, 'n': 34, 'trace_an': 0}
-
id: 33379034
{'hecke_orbit_code': 137556394240, 'n': 35, 'trace_an': 0}
-
id: 33379035
{'hecke_orbit_code': 137556394240, 'n': 36, 'trace_an': 0}
-
id: 33379036
{'hecke_orbit_code': 137556394240, 'n': 37, 'trace_an': 0}
-
id: 33379037
{'hecke_orbit_code': 137556394240, 'n': 38, 'trace_an': 0}
-
id: 33379038
{'hecke_orbit_code': 137556394240, 'n': 39, 'trace_an': 0}
-
id: 33379039
{'hecke_orbit_code': 137556394240, 'n': 40, 'trace_an': 0}
-
id: 33379040
{'hecke_orbit_code': 137556394240, 'n': 41, 'trace_an': 4}
-
id: 33379041
{'hecke_orbit_code': 137556394240, 'n': 42, 'trace_an': 0}
-
id: 33379042
{'hecke_orbit_code': 137556394240, 'n': 43, 'trace_an': 0}
-
id: 33379043
{'hecke_orbit_code': 137556394240, 'n': 44, 'trace_an': 0}
-
id: 33379044
{'hecke_orbit_code': 137556394240, 'n': 45, 'trace_an': 0}
-
id: 33379045
{'hecke_orbit_code': 137556394240, 'n': 46, 'trace_an': 0}
-
id: 33379046
{'hecke_orbit_code': 137556394240, 'n': 47, 'trace_an': 0}
-
id: 33379047
{'hecke_orbit_code': 137556394240, 'n': 48, 'trace_an': 0}
-
id: 33379048
{'hecke_orbit_code': 137556394240, 'n': 49, 'trace_an': -983282}
-
id: 33379049
{'hecke_orbit_code': 137556394240, 'n': 50, 'trace_an': 0}
-
id: 33379050
{'hecke_orbit_code': 137556394240, 'n': 51, 'trace_an': 0}
-
id: 33379051
{'hecke_orbit_code': 137556394240, 'n': 52, 'trace_an': 0}
-
id: 33379052
{'hecke_orbit_code': 137556394240, 'n': 53, 'trace_an': 0}
-
id: 33379053
{'hecke_orbit_code': 137556394240, 'n': 54, 'trace_an': 0}
-
id: 33379054
{'hecke_orbit_code': 137556394240, 'n': 55, 'trace_an': 0}
-
id: 33379055
{'hecke_orbit_code': 137556394240, 'n': 56, 'trace_an': 0}
-
id: 33379056
{'hecke_orbit_code': 137556394240, 'n': 57, 'trace_an': 547240}
-
id: 33379057
{'hecke_orbit_code': 137556394240, 'n': 58, 'trace_an': 0}
-
id: 33379058
{'hecke_orbit_code': 137556394240, 'n': 59, 'trace_an': 0}
-
id: 33379059
{'hecke_orbit_code': 137556394240, 'n': 60, 'trace_an': 0}
-
id: 33379060
{'hecke_orbit_code': 137556394240, 'n': 61, 'trace_an': 0}
-
id: 33379061
{'hecke_orbit_code': 137556394240, 'n': 62, 'trace_an': 0}
-
id: 33379062
{'hecke_orbit_code': 137556394240, 'n': 63, 'trace_an': 0}
-
id: 33379063
{'hecke_orbit_code': 137556394240, 'n': 64, 'trace_an': 0}
-
id: 33379064
{'hecke_orbit_code': 137556394240, 'n': 65, 'trace_an': 435328}
-
id: 33379065
{'hecke_orbit_code': 137556394240, 'n': 66, 'trace_an': 0}
-
id: 33379066
{'hecke_orbit_code': 137556394240, 'n': 67, 'trace_an': 0}
-
id: 33379067
{'hecke_orbit_code': 137556394240, 'n': 68, 'trace_an': 0}
-
id: 33379068
{'hecke_orbit_code': 137556394240, 'n': 69, 'trace_an': 0}
-
id: 33379069
{'hecke_orbit_code': 137556394240, 'n': 70, 'trace_an': 0}
-
id: 33379070
{'hecke_orbit_code': 137556394240, 'n': 71, 'trace_an': 0}
-
id: 33379071
{'hecke_orbit_code': 137556394240, 'n': 72, 'trace_an': 0}
-
id: 33379072
{'hecke_orbit_code': 137556394240, 'n': 73, 'trace_an': 378148}
-
id: 33379073
{'hecke_orbit_code': 137556394240, 'n': 74, 'trace_an': 0}
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