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mf_newspaces • Show schema
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{'Nk2': 252, 'analytic_conductor': 0.7629447402088313, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 6, 'char_parity': -1, 'char_values': [28, 6, [15, 17], [6, 5]], 'conrey_index': 5, 'cusp_dim': 10, 'dim': 2, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 481086668828, 'hecke_orbit_dims': [2], 'label': '28.3.h', 'level': 28, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 22, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 1, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [0, 3, 3, -14], 'traces': [2, 0, 3, 0, 3, 0, -14, 0, -6, 0, -15, 0, 0, 0, 6, 0, 51, 0, 27, 0, -21, 0, 9, 0, -22, 0, 0, 0, -12, 0, -21, 0, -45, 0, -21, 0, -31, 0, 24, 0, 0, 0, 20, 0, -18, 0, 75, 0, 98, 0, 51, 0, 57, 0, 0, 0, 54, 0, -141, 0, -141, 0, 42, 0, -24, 0, 49, 0, 0, 0, -252, 0, -45, 0, -66, 0, 105, 0, 73, 0, -9, 0, 0, 0, 102, 0, -18, 0, 99, 0, 0, 0, -21, 0, 27, 0, 0, 0, 180, 0, 171, 0, 123, 0, -42, 0, -39, 0, -103, 0, 0, 0, -156, 0, 27, 0, -144, 0, -357, 0, -104, 0, -96, 0, 0, 0, 100, 0, 30, 0, 171, 0, -189, 0, -45, 0, -63, 0, 0, 0, 150, 0, 360, 0, -18, 0, 147, 0, 177, 0, -55, 0, 0, 0, -42, 0, 171, 0, 171, 0, -63, 0, -23, 0, -45, 0, 0, 0, -46, 0, -162, 0, 243, 0, 154, 0, -141, 0, -63, 0, 0, 0, -282, 0, -93, 0, -765, 0, 0, 0, 57, 0, 209, 0, 0, 0, -300, 0, -357, 0, 147, 0, 84, 0, 96, 0, 54, 0, 0, 0, 692, 0, -378, 0, 30, 0, 147, 0, -45, 0, 408, 0, 0, 0, 264, 0, 243, 0, 291, 0, 315, 0, 273, 0, 75, 0, 0, 0, -444, 0, -381, 0, -432, 0, 147, 0, -216, 0, -24, 0, 0, 0, -270, 0, 153, 0, -333, 0, 217, 0, 36, 0, 153, 0, 0, 0, 198, 0, -789, 0, 123, 0, -168, 0, -330, 0, -359, 0, 0, 0, -444, 0, 3, 0, 81, 0, 0, 0, 578, 0, 48, 0, 0, 0, -282, 0, 675, 0, 216, 0, -140, 0, 171, 0, -141, 0, 0, 0, 246, 0, 843, 0, 387, 0, 126, 0, -447, 0, 90, 0, 0, 0, 918, 0, 528, 0, -309, 0, -525, 0, -151, 0, -186, 0, 0, 0, 548, 0, -234, 0, 315, 0, -686, 0, 27, 0, -543, 0, 0, 0, -720, 0, -525, 0, -378, 0, -357, 0, -39, 0, -118, 0, 0, 0, -90, 0, 603, 0, 576, 0, -399, 0, -383, 0, -141, 0, 0, 0, -460, 0, 150, 0, 555, 0, 0, 0, -60, 0, 201, 0, 0, 0, 342, 0, 219, 0, -93, 0, -378, 0, 177, 0, -168, 0, 0, 0, 930, 0, 579, 0, -189, 0, 987, 0, 24, 0, 408, 0, 0, 0, -44, 0, -450, 0, -1122, 0, 987, 0, 360, 0, -327, 0, 0, 0, -36, 0, 243, 0, 1035, 0, -294, 0, 729, 0, 99, 0, 0, 0, -540, 0, -1440, 0, -165, 0, 168, 0, -799, 0, 765, 0, 0, 0, -1628, 0, -63, 0, -693, 0, -343, 0, 171, 0, -150, 0, 0, 0, -684, 0, -933, 0, -744, 0, 0, 0, -48, 0, 857, 0, 0, 0, 1140, 0, -306, 0, 270, 0, 1764, 0, 425, 0, -480, 0, 0, 0, 342, 0, -69, 0, -669, 0, 315, 0, -405, 0, 123, 0, 0, 0, 486, 0, -429, 0, 1371, 0, 462, 0, -357, 0, 448, 0, 0, 0, 1536, 0, -117, 0, -189, 0, -735, 0, 721, 0, 216, 0, 0, 0, -236, 0, 846, 0, -162, 0, -511, 0, -93, 0, 633, 0, 0, 0, -1530, 0, -477, 0, -234, 0, 63, 0, -447, 0, -527, 0, 0, 0, -396, 0, 291, 0, 627, 0, 0, 0, 855, 0, -144, 0, 0, 0, -378, 0, -450, 0, -525, 0, -714, 0, -357, 0, -807, 0, 0, 0, -588, 0, -312, 0, -1269, 0, 126, 0, -600, 0, -503, 0, 0, 0, 1860, 0, 915, 0, 405, 0, -693, 0, -409, 0, -405, 0, 0, 0, 388, 0, 1038, 0, 150, 0, 0, 0, 756, 0, 33, 0, 0, 0, 60, 0, 1323, 0, 2115, 0, 147, 0, 33, 0, 171, 0, 0, 0, -1740, 0, 1755, 0, 1224, 0, -189, 0, -54, 0, -576, 0, 0, 0, -28, 0, 990, 0, -477, 0, 0, 0, 243, 0, 273, 0, 0, 0, 582, 0, -1368, 0, 267, 0, -1260, 0, -408, 0, -1632, 0, 0, 0, 1812, 0, -837, 0, 225, 0, -1197, 0, -703, 0, 438, 0, 0, 0, 720, 0, -666, 0, -1029, 0, -861, 0, -381, 0, 132, 0, 0, 0, -702, 0, 510, 0, -1677, 0, 294, 0, 735, 0, 577, 0, 0, 0, 324, 0, 531, 0, 144, 0, 273, 0, -775, 0, 168, 0, 0, 0, -1900, 0, -405, 0, 339, 0, 721, 0, -306, 0, -1128, 0, 0, 0, -666, 0, -309, 0, 462, 0, 0, 0, 864, 0, 1890, 0, 0, 0, 342, 0, 579, 0, 459, 0, 1092, 0, 1128, 0, 171, 0, 0, 0, 2550, 0, -594, 0, 675, 0, -189, 0, -789, 0, 465, 0, 0, 0, 246, 0, -69, 0, 270, 0, 1008, 0, 753, 0, 25, 0, 0, 0, -492, 0, -2565, 0, -1077, 0, 2499, 0, 480, 0, -315, 0, 0, 0, -1610, 0, -666, 0, -69, 0, 728, 0, 3, 0, 279, 0, 0, 0, -324, 0, 339, 0, -2469, 0, 672, 0, -855, 0, 243, 0, 0, 0, -2190, 0, -1176, 0, -288, 0, 0, 0, 241, 0, 408, 0, 0, 0, -2572, 0, -423, 0, -2229, 0, -700, 0, -135, 0, 675, 0, 0, 0, 432, 0, 126, 0, 2907, 0, -210, 0, -216, 0, 737, 0, 0, 0, 2532, 0, -360, 0, -423, 0, -1197, 0, 473, 0, 168, 0, 0, 0, 1364, 0, -738, 0, 579, 0, 1323, 0, 843, 0, -765, 0, 0, 0, 774, 0, -213, 0, -864, 0, 315, 0, 201, 0, -360, 0, 0, 0, 132, 0, 171, 0, 270, 0, 441, 0, -814, 0, -234, 0, 0, 0, 388, 0, 1377, 0, 2571, 0, 0, 0, 528, 0, 1521, 0, 0, 0, 1236, 0, 1947, 0, -450, 0, -1050, 0, 90, 0, -823, 0, 0, 0, -714, 0, 219, 0, -1395, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 107090
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 5, 'conrey_indexes': [5, 17], 'label': '28.3.h', 'level': 28, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 5], 'sub_dim': 4, 'sub_label': '14.3.d', 'sub_level': 14, 'sub_mult': 2, 'weight': 3}
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id: 107091
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 5, 'conrey_indexes': [5, 17], 'label': '28.3.h', 'level': 28, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 17], 'sub_dim': 2, 'sub_label': '28.3.h', 'sub_level': 28, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 8, 'label': '28.3.h', 'level': 28, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 72817000
{'hecke_orbit_code': 481086668828, 'n': 1, 'trace_an': 2}
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id: 72817001
{'hecke_orbit_code': 481086668828, 'n': 2, 'trace_an': 0}
-
id: 72817002
{'hecke_orbit_code': 481086668828, 'n': 3, 'trace_an': 3}
-
id: 72817003
{'hecke_orbit_code': 481086668828, 'n': 4, 'trace_an': 0}
-
id: 72817004
{'hecke_orbit_code': 481086668828, 'n': 5, 'trace_an': 3}
-
id: 72817005
{'hecke_orbit_code': 481086668828, 'n': 6, 'trace_an': 0}
-
id: 72817006
{'hecke_orbit_code': 481086668828, 'n': 7, 'trace_an': -14}
-
id: 72817007
{'hecke_orbit_code': 481086668828, 'n': 8, 'trace_an': 0}
-
id: 72817008
{'hecke_orbit_code': 481086668828, 'n': 9, 'trace_an': -6}
-
id: 72817009
{'hecke_orbit_code': 481086668828, 'n': 10, 'trace_an': 0}
-
id: 72817010
{'hecke_orbit_code': 481086668828, 'n': 11, 'trace_an': -15}
-
id: 72817011
{'hecke_orbit_code': 481086668828, 'n': 12, 'trace_an': 0}
-
id: 72817012
{'hecke_orbit_code': 481086668828, 'n': 13, 'trace_an': 0}
-
id: 72817013
{'hecke_orbit_code': 481086668828, 'n': 14, 'trace_an': 0}
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id: 72817014
{'hecke_orbit_code': 481086668828, 'n': 15, 'trace_an': 6}
-
id: 72817015
{'hecke_orbit_code': 481086668828, 'n': 16, 'trace_an': 0}
-
id: 72817016
{'hecke_orbit_code': 481086668828, 'n': 17, 'trace_an': 51}
-
id: 72817017
{'hecke_orbit_code': 481086668828, 'n': 18, 'trace_an': 0}
-
id: 72817018
{'hecke_orbit_code': 481086668828, 'n': 19, 'trace_an': 27}
-
id: 72817019
{'hecke_orbit_code': 481086668828, 'n': 20, 'trace_an': 0}
-
id: 72817020
{'hecke_orbit_code': 481086668828, 'n': 21, 'trace_an': -21}
-
id: 72817021
{'hecke_orbit_code': 481086668828, 'n': 22, 'trace_an': 0}
-
id: 72817022
{'hecke_orbit_code': 481086668828, 'n': 23, 'trace_an': 9}
-
id: 72817023
{'hecke_orbit_code': 481086668828, 'n': 24, 'trace_an': 0}
-
id: 72817024
{'hecke_orbit_code': 481086668828, 'n': 25, 'trace_an': -22}
-
id: 72817025
{'hecke_orbit_code': 481086668828, 'n': 26, 'trace_an': 0}
-
id: 72817026
{'hecke_orbit_code': 481086668828, 'n': 27, 'trace_an': 0}
-
id: 72817027
{'hecke_orbit_code': 481086668828, 'n': 28, 'trace_an': 0}
-
id: 72817028
{'hecke_orbit_code': 481086668828, 'n': 29, 'trace_an': -12}
-
id: 72817029
{'hecke_orbit_code': 481086668828, 'n': 30, 'trace_an': 0}
-
id: 72817030
{'hecke_orbit_code': 481086668828, 'n': 31, 'trace_an': -21}
-
id: 72817031
{'hecke_orbit_code': 481086668828, 'n': 32, 'trace_an': 0}
-
id: 72817032
{'hecke_orbit_code': 481086668828, 'n': 33, 'trace_an': -45}
-
id: 72817033
{'hecke_orbit_code': 481086668828, 'n': 34, 'trace_an': 0}
-
id: 72817034
{'hecke_orbit_code': 481086668828, 'n': 35, 'trace_an': -21}
-
id: 72817035
{'hecke_orbit_code': 481086668828, 'n': 36, 'trace_an': 0}
-
id: 72817036
{'hecke_orbit_code': 481086668828, 'n': 37, 'trace_an': -31}
-
id: 72817037
{'hecke_orbit_code': 481086668828, 'n': 38, 'trace_an': 0}
-
id: 72817038
{'hecke_orbit_code': 481086668828, 'n': 39, 'trace_an': 24}
-
id: 72817039
{'hecke_orbit_code': 481086668828, 'n': 40, 'trace_an': 0}
-
id: 72817040
{'hecke_orbit_code': 481086668828, 'n': 41, 'trace_an': 0}
-
id: 72817041
{'hecke_orbit_code': 481086668828, 'n': 42, 'trace_an': 0}
-
id: 72817042
{'hecke_orbit_code': 481086668828, 'n': 43, 'trace_an': 20}
-
id: 72817043
{'hecke_orbit_code': 481086668828, 'n': 44, 'trace_an': 0}
-
id: 72817044
{'hecke_orbit_code': 481086668828, 'n': 45, 'trace_an': -18}
-
id: 72817045
{'hecke_orbit_code': 481086668828, 'n': 46, 'trace_an': 0}
-
id: 72817046
{'hecke_orbit_code': 481086668828, 'n': 47, 'trace_an': 75}
-
id: 72817047
{'hecke_orbit_code': 481086668828, 'n': 48, 'trace_an': 0}
-
id: 72817048
{'hecke_orbit_code': 481086668828, 'n': 49, 'trace_an': 98}
-
id: 72817049
{'hecke_orbit_code': 481086668828, 'n': 50, 'trace_an': 0}
-
id: 72817050
{'hecke_orbit_code': 481086668828, 'n': 51, 'trace_an': 51}
-
id: 72817051
{'hecke_orbit_code': 481086668828, 'n': 52, 'trace_an': 0}
-
id: 72817052
{'hecke_orbit_code': 481086668828, 'n': 53, 'trace_an': 57}
-
id: 72817053
{'hecke_orbit_code': 481086668828, 'n': 54, 'trace_an': 0}
-
id: 72817054
{'hecke_orbit_code': 481086668828, 'n': 55, 'trace_an': 0}
-
id: 72817055
{'hecke_orbit_code': 481086668828, 'n': 56, 'trace_an': 0}
-
id: 72817056
{'hecke_orbit_code': 481086668828, 'n': 57, 'trace_an': 54}
-
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