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mf_newspaces • Show schema
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{'Nk2': 1332, 'analytic_conductor': 2.659018387308637, 'char_conductor': 333, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 20, 'char_orbit_label': 't', 'char_order': 6, 'char_parity': 1, 'char_values': [333, 6, [38, 298], [2, 5]], 'conrey_index': 85, 'cusp_dim': 72, 'dim': 72, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 1305703612749, 'hecke_orbit_dims': [2, 4, 66], 'label': '333.2.t', 'level': 333, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 37], 'level_radical': 111, 'mf_dim': 80, 'mf_new_dim': 80, 'num_forms': 3, 'prim_orbit_index': 20, 'relative_dim': 36, 'sturm_bound': 76, 'trace_bound': 1, 'trace_display': [-3, 0, -3, -4], 'traces': [72, -3, 0, 35, -3, -6, -4, 0, -2, -4, 6, -13, -6, -27, -6, -31, -6, 18, -6, 12, -7, 0, 6, 12, 23, 36, 9, -16, 9, 16, 12, 39, -6, -10, 12, -6, -9, -30, -12, -8, 27, -63, 12, 18, 18, -4, -6, -8, 48, -18, -18, -21, 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-72, -10, 204, -480, -75, 237, 171, 19, -132, 18, -18, 246, 168, 45, -240, -693, -72, 0, -249, 68, 0, -648, 0, 213, -11, 34, -234, 165, 45, -24, 444, -18, -252, 591, 30, -201, 435, 0, 87, -543, 0, 0, 24, 0, -243, -6, -25, -300, 237, -318, -15, -257, 99, 0, 0, 0, -294, -90, -72, 336, -157, 212, 234, 360, -129, -12, -9, 0, -18, -267, -87, 225, 371, -4, 0, -351, -138, -213, 318, -75, 150, 464, -48, -159, 84, 0, 0, -633, 72, 735, -363, -93, 0, 372, -108, 0, 243, -121, 9, 211, -56, -369, 75, -180, -6, 314, -118, -297, 368, -261, 18, -6, 0, 408, -129, 0, -354, -78, 288, -255, -54, 85, -168, -51, -27, -147, 228, -18, -297, 36, 113, -243, 372, -357, 243, -192, 35, 786, 321, -98, 0, -207, 65, 606, -324, -105, 294, -384, 177, 165, 363, 408, 105, 324, 168, 1008, 66, 110, 207, 66, 0, -123, 68, 0, -288, 123, 126, 420, 30, 0, 0, -464, 47, 201, -120, 72, 33, 9, -42, 36, 55, 0, 207, -57, -65, -144, 141, -158, 0, -12, 11, -480, -114, 74, 0, -68, -78, 423, 597, -2, 0, 141, 0, 339, -60, -258, -246, -603, 54, 12, 207, 31, 0, -397, 0, 0, -156, -91, 0, -96, 50, 66, -45, -27, -354, 342, 0, 285, 45, 95, 498, 255, 75, 0, -48, 0, 492, 240, 0, 180, 360, 3, 81, 54, -261, -396, 39, 110, -261, -441, 227, 252, -273, -133, -261, -231, -174, -462, 93, 357, -120, -96, -6, -480, -252, -108, -354, 293, 36, 255, -33, 96, 0, -252, 54, 1218, 54, 162, 258, -36, -33, -615, 234, -219, -354, -144, 0, -48, 243, 195, -177, 540, -75, -96, -206, 296], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 85, 'conrey_indexes': [85, 286], 'label': '333.2.t', 'level': 333, 'sub_char_orbit_index': 20, 'sub_char_orbit_label': 't', 'sub_conrey_index': 85, 'sub_conrey_indexes': [85, 286], 'sub_dim': 72, 'sub_label': '333.2.t', 'sub_level': 333, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 20, 'label': '333.2.t', 'level': 333, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 147911000
{'hecke_orbit_code': 1305703612749, 'n': 1, 'trace_an': 72}
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id: 147911001
{'hecke_orbit_code': 1305703612749, 'n': 2, 'trace_an': -3}
-
id: 147911002
{'hecke_orbit_code': 1305703612749, 'n': 3, 'trace_an': 0}
-
id: 147911003
{'hecke_orbit_code': 1305703612749, 'n': 4, 'trace_an': 35}
-
id: 147911004
{'hecke_orbit_code': 1305703612749, 'n': 5, 'trace_an': -3}
-
id: 147911005
{'hecke_orbit_code': 1305703612749, 'n': 6, 'trace_an': -6}
-
id: 147911006
{'hecke_orbit_code': 1305703612749, 'n': 7, 'trace_an': -4}
-
id: 147911007
{'hecke_orbit_code': 1305703612749, 'n': 8, 'trace_an': 0}
-
id: 147911008
{'hecke_orbit_code': 1305703612749, 'n': 9, 'trace_an': -2}
-
id: 147911009
{'hecke_orbit_code': 1305703612749, 'n': 10, 'trace_an': -4}
-
id: 147911010
{'hecke_orbit_code': 1305703612749, 'n': 11, 'trace_an': 6}
-
id: 147911011
{'hecke_orbit_code': 1305703612749, 'n': 12, 'trace_an': -13}
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id: 147911012
{'hecke_orbit_code': 1305703612749, 'n': 13, 'trace_an': -6}
-
id: 147911013
{'hecke_orbit_code': 1305703612749, 'n': 14, 'trace_an': -27}
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id: 147911014
{'hecke_orbit_code': 1305703612749, 'n': 15, 'trace_an': -6}
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id: 147911015
{'hecke_orbit_code': 1305703612749, 'n': 16, 'trace_an': -31}
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id: 147911016
{'hecke_orbit_code': 1305703612749, 'n': 17, 'trace_an': -6}
-
id: 147911017
{'hecke_orbit_code': 1305703612749, 'n': 18, 'trace_an': 18}
-
id: 147911018
{'hecke_orbit_code': 1305703612749, 'n': 19, 'trace_an': -6}
-
id: 147911019
{'hecke_orbit_code': 1305703612749, 'n': 20, 'trace_an': 12}
-
id: 147911020
{'hecke_orbit_code': 1305703612749, 'n': 21, 'trace_an': -7}
-
id: 147911021
{'hecke_orbit_code': 1305703612749, 'n': 22, 'trace_an': 0}
-
id: 147911022
{'hecke_orbit_code': 1305703612749, 'n': 23, 'trace_an': 6}
-
id: 147911023
{'hecke_orbit_code': 1305703612749, 'n': 24, 'trace_an': 12}
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id: 147911024
{'hecke_orbit_code': 1305703612749, 'n': 25, 'trace_an': 23}
-
id: 147911025
{'hecke_orbit_code': 1305703612749, 'n': 26, 'trace_an': 36}
-
id: 147911026
{'hecke_orbit_code': 1305703612749, 'n': 27, 'trace_an': 9}
-
id: 147911027
{'hecke_orbit_code': 1305703612749, 'n': 28, 'trace_an': -16}
-
id: 147911028
{'hecke_orbit_code': 1305703612749, 'n': 29, 'trace_an': 9}
-
id: 147911029
{'hecke_orbit_code': 1305703612749, 'n': 30, 'trace_an': 16}
-
id: 147911030
{'hecke_orbit_code': 1305703612749, 'n': 31, 'trace_an': 12}
-
id: 147911031
{'hecke_orbit_code': 1305703612749, 'n': 32, 'trace_an': 39}
-
id: 147911032
{'hecke_orbit_code': 1305703612749, 'n': 33, 'trace_an': -6}
-
id: 147911033
{'hecke_orbit_code': 1305703612749, 'n': 34, 'trace_an': -10}
-
id: 147911034
{'hecke_orbit_code': 1305703612749, 'n': 35, 'trace_an': 12}
-
id: 147911035
{'hecke_orbit_code': 1305703612749, 'n': 36, 'trace_an': -6}
-
id: 147911036
{'hecke_orbit_code': 1305703612749, 'n': 37, 'trace_an': -9}
-
id: 147911037
{'hecke_orbit_code': 1305703612749, 'n': 38, 'trace_an': -30}
-
id: 147911038
{'hecke_orbit_code': 1305703612749, 'n': 39, 'trace_an': -12}
-
id: 147911039
{'hecke_orbit_code': 1305703612749, 'n': 40, 'trace_an': -8}
-
id: 147911040
{'hecke_orbit_code': 1305703612749, 'n': 41, 'trace_an': 27}
-
id: 147911041
{'hecke_orbit_code': 1305703612749, 'n': 42, 'trace_an': -63}
-
id: 147911042
{'hecke_orbit_code': 1305703612749, 'n': 43, 'trace_an': 12}
-
id: 147911043
{'hecke_orbit_code': 1305703612749, 'n': 44, 'trace_an': 18}
-
id: 147911044
{'hecke_orbit_code': 1305703612749, 'n': 45, 'trace_an': 18}
-
id: 147911045
{'hecke_orbit_code': 1305703612749, 'n': 46, 'trace_an': -4}
-
id: 147911046
{'hecke_orbit_code': 1305703612749, 'n': 47, 'trace_an': -6}
-
id: 147911047
{'hecke_orbit_code': 1305703612749, 'n': 48, 'trace_an': -8}
-
id: 147911048
{'hecke_orbit_code': 1305703612749, 'n': 49, 'trace_an': 48}
-
id: 147911049
{'hecke_orbit_code': 1305703612749, 'n': 50, 'trace_an': -18}
-
id: 147911050
{'hecke_orbit_code': 1305703612749, 'n': 51, 'trace_an': -18}
-
id: 147911051
{'hecke_orbit_code': 1305703612749, 'n': 52, 'trace_an': -21}
-
id: 147911052
{'hecke_orbit_code': 1305703612749, 'n': 53, 'trace_an': -24}
-
id: 147911053
{'hecke_orbit_code': 1305703612749, 'n': 54, 'trace_an': -36}
-
id: 147911054
{'hecke_orbit_code': 1305703612749, 'n': 55, 'trace_an': 9}
-
id: 147911055
{'hecke_orbit_code': 1305703612749, 'n': 56, 'trace_an': 0}
-
id: 147911056
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