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mf_newspaces • Show schema
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{'Nk2': 684, 'analytic_conductor': 1.3654418745638945, 'char_conductor': 171, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [171, 3, [20, 154], [2, 2]], 'conrey_indexes': [106, 121], 'cusp_dim': 36, 'dim': 36, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 412350415019, 'hecke_orbit_dims': [2, 2, 32], 'label': '171.2.g', 'level': 171, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 19], 'level_radical': 57, 'mf_dim': 44, 'mf_new_dim': 44, 'num_forms': 3, 'prim_orbit_index': 7, 'relative_dim': 18, 'sturm_bound': 40, 'trace_bound': 3, 'trace_display': [3, -2, -2, -3], 'traces': [36, 3, -2, -15, -2, 2, -3, -24, -4, -6, -1, -3, 0, -10, -11, -9, -5, 18, -9, -1, 11, 0, 5, 27, 18, 4, -5, -6, -32, -17, -6, 27, 34, 30, -3, -22, -6, 30, 0, -12, -32, 19, -9, 28, -29, 0, 42, -33, -9, 1, 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-506, -367, 57, -146, 18, -78, -98, -182, -90, -110, 227, -30, -31, 102, 156, 85, 569, -6, -396, -252, 81, -64, -226, 54, 229, 252, -480, -128, 74, -36, 369, 120, 54, -420, -156, -63, -24, -217, 42, 362, -56, 57, -35, -187, 21, -17, 133, 21, -371, 17, 24, 20, 111, -12, 289, 157, 186, 93, 258, -72, -162, -23, 138, 286, 108, -75, 5, -355, -174, 146, 11, -72, 108, -45, 114, 40, 361, 102, 87, -24, -54, 211, 174, 15, -213, -22, -150, 122, 138, -12, -16, -75, 123, -38, 174, -9, -312, -91, 90, -206, 426, 54, -440, 261, 132, -145, 8, -3, -85, -11, -21, 197, -45, 102, 171, 445, 174, -42, -113, -84, 145, 58, -162, 182, 109, 93, 306, -33, 213, -36, -489, -30, 192, -113, -288, -1, 109, 162, -284, -15, 78, 330, -198, -24, -457, 66, -138, 201, -153, -192, -18, 33, -72, -118, 285, 138, -107, -233, -114, -1, -471, -57, 580, -220, -24, 14, -244, -69, -620, -126, 36, -266, -341, -21, -14, 26, -42, -412, -52, -45, -141, 357, 3, 204, 53, -132, 23, 318, -60, 56, -154, 30, -386, -216, 207, 224, 486, -6, -134, 185, 102, -78, 273, -60, -222, 94, 126, -20, -125, -108, 426, 79, -33, -55, -521, 6, 234, -93, -132, -40, 325, 69, 308, 76, 30, 236, 227, 240, 156, 52, 207, -129, 17, 18, 123, 227, -21, -168, -370, -12, 104, -32, 291, 207, -156, -99, 244, 253, 69, 170, -161, 39, 172, -237, -198, -124, 192, 87, 98, -145, -129, 196, 56, -105, 114, 100, 30, -117, -368, 36, 156, 382, -63, 118, 227, -108, -342, 283, 84, 75, -123, 123, 273, -111, -219, 18, 200, -288, 406, 119, 15, 330, -213, -96, -392, -18, 57, -308, -42, 39, 136, -234, 144, 97, -124, 60, 134, 81, -126], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_indexes': [106, 121], 'label': '171.2.g', 'level': 171, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_indexes': [106, 121], 'sub_dim': 36, 'sub_label': '171.2.g', 'sub_level': 171, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 7, 'label': '171.2.g', 'level': 171, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 62841000
{'hecke_orbit_code': 412350415019, 'n': 1, 'trace_an': 36}
-
id: 62841001
{'hecke_orbit_code': 412350415019, 'n': 2, 'trace_an': 3}
-
id: 62841002
{'hecke_orbit_code': 412350415019, 'n': 3, 'trace_an': -2}
-
id: 62841003
{'hecke_orbit_code': 412350415019, 'n': 4, 'trace_an': -15}
-
id: 62841004
{'hecke_orbit_code': 412350415019, 'n': 5, 'trace_an': -2}
-
id: 62841005
{'hecke_orbit_code': 412350415019, 'n': 6, 'trace_an': 2}
-
id: 62841006
{'hecke_orbit_code': 412350415019, 'n': 7, 'trace_an': -3}
-
id: 62841007
{'hecke_orbit_code': 412350415019, 'n': 8, 'trace_an': -24}
-
id: 62841008
{'hecke_orbit_code': 412350415019, 'n': 9, 'trace_an': -4}
-
id: 62841009
{'hecke_orbit_code': 412350415019, 'n': 10, 'trace_an': -6}
-
id: 62841010
{'hecke_orbit_code': 412350415019, 'n': 11, 'trace_an': -1}
-
id: 62841011
{'hecke_orbit_code': 412350415019, 'n': 12, 'trace_an': -3}
-
id: 62841012
{'hecke_orbit_code': 412350415019, 'n': 13, 'trace_an': 0}
-
id: 62841013
{'hecke_orbit_code': 412350415019, 'n': 14, 'trace_an': -10}
-
id: 62841014
{'hecke_orbit_code': 412350415019, 'n': 15, 'trace_an': -11}
-
id: 62841015
{'hecke_orbit_code': 412350415019, 'n': 16, 'trace_an': -9}
-
id: 62841016
{'hecke_orbit_code': 412350415019, 'n': 17, 'trace_an': -5}
-
id: 62841017
{'hecke_orbit_code': 412350415019, 'n': 18, 'trace_an': 18}
-
id: 62841018
{'hecke_orbit_code': 412350415019, 'n': 19, 'trace_an': -9}
-
id: 62841019
{'hecke_orbit_code': 412350415019, 'n': 20, 'trace_an': -1}
-
id: 62841020
{'hecke_orbit_code': 412350415019, 'n': 21, 'trace_an': 11}
-
id: 62841021
{'hecke_orbit_code': 412350415019, 'n': 22, 'trace_an': 0}
-
id: 62841022
{'hecke_orbit_code': 412350415019, 'n': 23, 'trace_an': 5}
-
id: 62841023
{'hecke_orbit_code': 412350415019, 'n': 24, 'trace_an': 27}
-
id: 62841024
{'hecke_orbit_code': 412350415019, 'n': 25, 'trace_an': 18}
-
id: 62841025
{'hecke_orbit_code': 412350415019, 'n': 26, 'trace_an': 4}
-
id: 62841026
{'hecke_orbit_code': 412350415019, 'n': 27, 'trace_an': -5}
-
id: 62841027
{'hecke_orbit_code': 412350415019, 'n': 28, 'trace_an': -6}
-
id: 62841028
{'hecke_orbit_code': 412350415019, 'n': 29, 'trace_an': -32}
-
id: 62841029
{'hecke_orbit_code': 412350415019, 'n': 30, 'trace_an': -17}
-
id: 62841030
{'hecke_orbit_code': 412350415019, 'n': 31, 'trace_an': -6}
-
id: 62841031
{'hecke_orbit_code': 412350415019, 'n': 32, 'trace_an': 27}
-
id: 62841032
{'hecke_orbit_code': 412350415019, 'n': 33, 'trace_an': 34}
-
id: 62841033
{'hecke_orbit_code': 412350415019, 'n': 34, 'trace_an': 30}
-
id: 62841034
{'hecke_orbit_code': 412350415019, 'n': 35, 'trace_an': -3}
-
id: 62841035
{'hecke_orbit_code': 412350415019, 'n': 36, 'trace_an': -22}
-
id: 62841036
{'hecke_orbit_code': 412350415019, 'n': 37, 'trace_an': -6}
-
id: 62841037
{'hecke_orbit_code': 412350415019, 'n': 38, 'trace_an': 30}
-
id: 62841038
{'hecke_orbit_code': 412350415019, 'n': 39, 'trace_an': 0}
-
id: 62841039
{'hecke_orbit_code': 412350415019, 'n': 40, 'trace_an': -12}
-
id: 62841040
{'hecke_orbit_code': 412350415019, 'n': 41, 'trace_an': -32}
-
id: 62841041
{'hecke_orbit_code': 412350415019, 'n': 42, 'trace_an': 19}
-
id: 62841042
{'hecke_orbit_code': 412350415019, 'n': 43, 'trace_an': -9}
-
id: 62841043
{'hecke_orbit_code': 412350415019, 'n': 44, 'trace_an': 28}
-
id: 62841044
{'hecke_orbit_code': 412350415019, 'n': 45, 'trace_an': -29}
-
id: 62841045
{'hecke_orbit_code': 412350415019, 'n': 46, 'trace_an': 0}
-
id: 62841046
{'hecke_orbit_code': 412350415019, 'n': 47, 'trace_an': 42}
-
id: 62841047
{'hecke_orbit_code': 412350415019, 'n': 48, 'trace_an': -33}
-
id: 62841048
{'hecke_orbit_code': 412350415019, 'n': 49, 'trace_an': -9}
-
id: 62841049
{'hecke_orbit_code': 412350415019, 'n': 50, 'trace_an': 1}
-
id: 62841050
{'hecke_orbit_code': 412350415019, 'n': 51, 'trace_an': -28}
-
id: 62841051
{'hecke_orbit_code': 412350415019, 'n': 52, 'trace_an': 15}
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