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mf_newspaces • Show schema
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{'Nk2': 1092, 'analytic_conductor': 2.1799159751809545, 'char_conductor': 273, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 40, 'char_orbit_label': 'bn', 'char_order': 6, 'char_parity': 1, 'char_values': [273, 6, [92, 157, 106], [3, 3, 2]], 'conrey_index': 146, 'cusp_dim': 68, 'dim': 68, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [2, 19], 'hecke_orbit_code': 2680093147409, 'hecke_orbit_dims': [2, 2, 64], 'label': '273.2.bn', 'level': 273, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 13], 'level_radical': 273, 'mf_dim': 84, 'mf_new_dim': 84, 'num_forms': 3, 'prim_orbit_index': 40, 'relative_dim': 34, 'sturm_bound': 74, 'trace_bound': 3, 'trace_display': [0, 0, 0, -5], 'traces': [68, 0, 0, 28, 0, 0, -5, 0, -4, 0, 0, 0, 0, 0, -18, -24, 0, 8, 0, 0, -26, -32, 0, 0, 28, 0, 0, 38, 0, -40, 0, 0, 0, 0, 0, 6, -8, 0, 24, 0, 0, -12, 14, 0, 0, -36, 0, 0, -11, 0, -28, 0, 0, 0, 0, 0, -44, 0, 0, -116, 0, 0, 7, -16, 0, 0, -50, 0, 0, -64, 0, 62, 0, 0, 0, 0, 0, -2, 4, 0, -8, 0, 0, -18, 28, 0, 0, 80, 0, 0, -7, 0, 16, 0, 0, 0, 0, 0, -32, 0, 0, -22, 0, 0, 132, 72, 0, 0, -92, 0, 0, 240, 0, -76, 0, 0, 0, 0, 0, 194, 54, 0, -28, 0, 0, -58, -58, 0, 0, -264, 0, 0, -6, 0, -144, 0, 0, 0, 0, 0, 42, 8, 0, 128, 0, 0, 43, -32, 0, 0, 160, 0, 0, 20, 0, 80, 0, 0, 0, 0, 0, 174, -74, 0, -16, 0, 0, 68, 90, 0, 0, 56, 0, 0, -3, 0, 228, 0, 0, 0, 0, 0, -164, 16, 0, 82, 0, 0, 7, -184, 0, 0, 62, 0, 0, -324, 0, 50, 0, 0, 0, 0, 0, 88, 12, 0, 64, 0, 0, -44, -150, 0, 0, 168, 0, 0, 25, 0, 58, 0, 0, 0, 0, 0, -18, 8, 0, 18, 0, 0, 22, -52, 0, 0, -136, 0, 0, -36, 0, -68, 0, 0, 0, 0, 0, -256, -88, 0, 142, 0, 0, 144, -236, 0, 0, 64, 0, 0, 36, 0, -128, 0, 0, 0, 0, 0, -70, -600, 0, -90, 0, 0, -17, 512, 0, 0, 88, 0, 0, -128, 0, -106, 0, 0, 0, 0, 0, -238, 46, 0, 76, 0, 0, -384, -104, 0, 0, -216, 0, 0, 55, 0, -94, 0, 0, 0, 0, 0, 144, 48, 0, 196, 0, 0, -134, -104, 0, 0, -112, 0, 0, -80, 0, 216, 0, 0, 0, 0, 0, 84, 138, 0, -152, 0, 0, -116, 180, 0, 0, 48, 0, 0, 64, 0, -20, 0, 0, 0, 0, 0, -192, 576, 0, -202, 0, 0, -100, 348, 0, 0, 66, 0, 0, 52, 0, 60, 0, 0, 0, 0, 0, 192, 54, 0, -226, 0, 0, 400, 194, 0, 0, -64, 0, 0, 304, 0, -116, 0, 0, 0, 0, 0, 200, 232, 0, -422, 0, 0, -6, -288, 0, 0, 42, 0, 0, 108, 0, -52, 0, 0, 0, 0, 0, 236, -216, 0, 188, 0, 0, 176, -188, 0, 0, 400, 0, 0, 31, 0, 138, 0, 0, 0, 0, 0, 320, 12, 0, -60, 0, 0, -14, 380, 0, 0, 204, 0, 0, 248, 0, 436, 0, 0, 0, 0, 0, -852, -22, 0, -14, 0, 0, 26, -260, 0, 0, 84, 0, 0, -258, 0, -78, 0, 0, 0, 0, 0, 106, 348, 0, 436, 0, 0, 20, -276, 0, 0, 120, 0, 0, 72, 0, -48, 0, 0, 0, 0, 0, 70, 536, 0, 130, 0, 0, 168, -364, 0, 0, -616, 0, 0, -199, 0, -4, 0, 0, 0, 0, 0, -220, -16, 0, 106, 0, 0, 2, -456, 0, 0, 46, 0, 0, -344, 0, -488, 0, 0, 0, 0, 0, -466, -324, 0, -76, 0, 0, -186, 436, 0, 0, -448, 0, 0, 25, 0, 124, 0, 0, 0, 0, 0, -166, -16, 0, -328, 0, 0, -458, 44, 0, 0, 24, 0, 0, -208, 0, -234, 0, 0, 0, 0, 0, 258, -100, 0, -120, 0, 0, -114, 68, 0, 0, 36, 0, 0, -40, 0, 8, 0, 0, 0, 0, 0, 240, -28, 0, -80, 0, 0, -100, 352, 0, 0, -358, 0, 0, -280, 0, -42, 0, 0, 0, 0, 0, -238, -44, 0, -212, 0, 0, -204, 198, 0, 0, -56, 0, 0, -124, 0, 60, 0, 0, 0, 0, 0, 444, 100, 0, -138, 0, 0, 442, 388, 0, 0, 128, 0, 0, 440, 0, -170, 0, 0, 0, 0, 0, 420, -56, 0, -264, 0, 0, -76, -154, 0, 0, 12, 0, 0, 131, 0, -212, 0, 0, 0, 0, 0, 212, -440, 0, 736, 0, 0, 278, -288, 0, 0, 456, 0, 0, 494, 0, 136, 0, 0, 0, 0, 0, 692, -14, 0, -122, 0, 0, 380, 240, 0, 0, 360, 0, 0, 261, 0, 696, 0, 0, 0, 0, 0, -664, -520, 0, 140, 0, 0, 82, -256, 0, 0, 364, 0, 0, -696, 0, 26, 0, 0, 0, 0, 0, 58, 244, 0, 616, 0, 0, 60, -400, 0, 0, 720, 0, 0, -43, 0, 268, 0, 0, 0, 0, 0, -76, 400, 0, 350, 0, 0, 80, -292, 0, 0, -952, 0, 0, -268, 0, 30, 0, 0, 0, 0, 0, -376, -534, 0, 146, 0, 0, 388, -636, 0, 0, 248, 0, 0, -184, 0, -400, 0, 0, 0, 0, 0, -224, -720, 0, -62, 0, 0, 140, 1160, 0, 0, 20, 0, 0, -76, 0, -76, 0, 0, 0, 0, 0, -514, -92, 0, 344, 0, 0, -1044, -294, 0, 0, -944, 0, 0, 137, 0, -82, 0, 0, 0, 0, 0, 166, -88, 0, 416, 0, 0, -134, 20, 0, 0, -320, 0, 0, -22, 0, 108, 0, 0, 0, 0, 0, 336, 52, 0, -480, 0, 0, -428, 564, 0, 0, -24, 0, 0, 54, 0, -46, 0, 0, 0, 0, 0, -440, 408, 0, -442, 0, 0, -279, 364, 0, 0, 96, 0, 0, 444, 0, 168, 0, 0, 0, 0, 0, 968, -332, 0, -346, 0, 0, 784, 184, 0, 0, 328, 0, 0, 684, 0, -120, 0, 0, 0, 0, 0, 274, 424, 0, -570, 0, 0, 80, -84, 0, 0, 122, 0, 0, 296, 0, 232, 0, 0, 0, 0, 0, 590, 744, 0, 840, 0, 0, 36, 120, 0, 0, -96, 0, 0, -35, 0, 180, 0, 0, 0, 0, 0, 540, 240, 0, -156, 0, 0, 36, -308, 0, 0, 128, 0, 0, 116, 0, 736, 0, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 40, 'char_orbit_label': 'bn', 'conrey_index': 146, 'conrey_indexes': [146, 230], 'label': '273.2.bn', 'level': 273, 'sub_char_orbit_index': 40, 'sub_char_orbit_label': 'bn', 'sub_conrey_index': 146, 'sub_conrey_indexes': [146, 230], 'sub_dim': 68, 'sub_label': '273.2.bn', 'sub_level': 273, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 40, 'label': '273.2.bn', 'level': 273, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 222684000
{'hecke_orbit_code': 2680093147409, 'n': 1, 'trace_an': 68}
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id: 222684001
{'hecke_orbit_code': 2680093147409, 'n': 2, 'trace_an': 0}
-
id: 222684002
{'hecke_orbit_code': 2680093147409, 'n': 3, 'trace_an': 0}
-
id: 222684003
{'hecke_orbit_code': 2680093147409, 'n': 4, 'trace_an': 28}
-
id: 222684004
{'hecke_orbit_code': 2680093147409, 'n': 5, 'trace_an': 0}
-
id: 222684005
{'hecke_orbit_code': 2680093147409, 'n': 6, 'trace_an': 0}
-
id: 222684006
{'hecke_orbit_code': 2680093147409, 'n': 7, 'trace_an': -5}
-
id: 222684007
{'hecke_orbit_code': 2680093147409, 'n': 8, 'trace_an': 0}
-
id: 222684008
{'hecke_orbit_code': 2680093147409, 'n': 9, 'trace_an': -4}
-
id: 222684009
{'hecke_orbit_code': 2680093147409, 'n': 10, 'trace_an': 0}
-
id: 222684010
{'hecke_orbit_code': 2680093147409, 'n': 11, 'trace_an': 0}
-
id: 222684011
{'hecke_orbit_code': 2680093147409, 'n': 12, 'trace_an': 0}
-
id: 222684012
{'hecke_orbit_code': 2680093147409, 'n': 13, 'trace_an': 0}
-
id: 222684013
{'hecke_orbit_code': 2680093147409, 'n': 14, 'trace_an': 0}
-
id: 222684014
{'hecke_orbit_code': 2680093147409, 'n': 15, 'trace_an': -18}
-
id: 222684015
{'hecke_orbit_code': 2680093147409, 'n': 16, 'trace_an': -24}
-
id: 222684016
{'hecke_orbit_code': 2680093147409, 'n': 17, 'trace_an': 0}
-
id: 222684017
{'hecke_orbit_code': 2680093147409, 'n': 18, 'trace_an': 8}
-
id: 222684018
{'hecke_orbit_code': 2680093147409, 'n': 19, 'trace_an': 0}
-
id: 222684019
{'hecke_orbit_code': 2680093147409, 'n': 20, 'trace_an': 0}
-
id: 222684020
{'hecke_orbit_code': 2680093147409, 'n': 21, 'trace_an': -26}
-
id: 222684021
{'hecke_orbit_code': 2680093147409, 'n': 22, 'trace_an': -32}
-
id: 222684022
{'hecke_orbit_code': 2680093147409, 'n': 23, 'trace_an': 0}
-
id: 222684023
{'hecke_orbit_code': 2680093147409, 'n': 24, 'trace_an': 0}
-
id: 222684024
{'hecke_orbit_code': 2680093147409, 'n': 25, 'trace_an': 28}
-
id: 222684025
{'hecke_orbit_code': 2680093147409, 'n': 26, 'trace_an': 0}
-
id: 222684026
{'hecke_orbit_code': 2680093147409, 'n': 27, 'trace_an': 0}
-
id: 222684027
{'hecke_orbit_code': 2680093147409, 'n': 28, 'trace_an': 38}
-
id: 222684028
{'hecke_orbit_code': 2680093147409, 'n': 29, 'trace_an': 0}
-
id: 222684029
{'hecke_orbit_code': 2680093147409, 'n': 30, 'trace_an': -40}
-
id: 222684030
{'hecke_orbit_code': 2680093147409, 'n': 31, 'trace_an': 0}
-
id: 222684031
{'hecke_orbit_code': 2680093147409, 'n': 32, 'trace_an': 0}
-
id: 222684032
{'hecke_orbit_code': 2680093147409, 'n': 33, 'trace_an': 0}
-
id: 222684033
{'hecke_orbit_code': 2680093147409, 'n': 34, 'trace_an': 0}
-
id: 222684034
{'hecke_orbit_code': 2680093147409, 'n': 35, 'trace_an': 0}
-
id: 222684035
{'hecke_orbit_code': 2680093147409, 'n': 36, 'trace_an': 6}
-
id: 222684036
{'hecke_orbit_code': 2680093147409, 'n': 37, 'trace_an': -8}
-
id: 222684037
{'hecke_orbit_code': 2680093147409, 'n': 38, 'trace_an': 0}
-
id: 222684038
{'hecke_orbit_code': 2680093147409, 'n': 39, 'trace_an': 24}
-
id: 222684039
{'hecke_orbit_code': 2680093147409, 'n': 40, 'trace_an': 0}
-
id: 222684040
{'hecke_orbit_code': 2680093147409, 'n': 41, 'trace_an': 0}
-
id: 222684041
{'hecke_orbit_code': 2680093147409, 'n': 42, 'trace_an': -12}
-
id: 222684042
{'hecke_orbit_code': 2680093147409, 'n': 43, 'trace_an': 14}
-
id: 222684043
{'hecke_orbit_code': 2680093147409, 'n': 44, 'trace_an': 0}
-
id: 222684044
{'hecke_orbit_code': 2680093147409, 'n': 45, 'trace_an': 0}
-
id: 222684045
{'hecke_orbit_code': 2680093147409, 'n': 46, 'trace_an': -36}
-
id: 222684046
{'hecke_orbit_code': 2680093147409, 'n': 47, 'trace_an': 0}
-
id: 222684047
{'hecke_orbit_code': 2680093147409, 'n': 48, 'trace_an': 0}
-
id: 222684048
{'hecke_orbit_code': 2680093147409, 'n': 49, 'trace_an': -11}
-
id: 222684049
{'hecke_orbit_code': 2680093147409, 'n': 50, 'trace_an': 0}
-
id: 222684050
{'hecke_orbit_code': 2680093147409, 'n': 51, 'trace_an': -28}
-
id: 222684051
{'hecke_orbit_code': 2680093147409, 'n': 52, 'trace_an': 0}
-
id: 222684052
{'hecke_orbit_code': 2680093147409, 'n': 53, 'trace_an': 0}
-
id: 222684053
{'hecke_orbit_code': 2680093147409, 'n': 54, 'trace_an': 0}
-
id: 222684054
{'hecke_orbit_code': 2680093147409, 'n': 55, 'trace_an': 0}
-
id: 222684055
{'hecke_orbit_code': 2680093147409, 'n': 56, 'trace_an': 0}
-
id: 222684056
{'hecke_orbit_code': 2680093147409, 'n': 57, 'trace_an': -44}
-
id: 222684057
{'hecke_orbit_code': 2680093147409, 'n': 58, 'trace_an': 0}
-
id: 222684058
{'hecke_orbit_code': 2680093147409, 'n': 59, 'trace_an': 0}
-
id: 222684059
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