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mf_newspaces • Show schema
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{'Nk2': 3600, 'analytic_conductor': 7.186536181915234, 'char_conductor': 225, 'char_degree': 16, 'char_is_real': False, 'char_orbit_index': 46, 'char_orbit_label': 'bt', 'char_order': 60, 'char_parity': 1, 'char_values': [900, 60, [451, 101, 577], [60, 50, 3]], 'conrey_index': 77, 'cusp_dim': 2784, 'dim': 480, 'eis_dim': 192, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 3092410008452, 'hecke_orbit_dims': [480], 'label': '900.2.bt', 'level': 900, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 2976, 'mf_new_dim': 480, 'num_forms': 1, 'prim_orbit_index': 23, 'relative_dim': 30, 'sturm_bound': 360, 'trace_bound': 0, 'trace_display': [0, 2, 0, 0], 'traces': [480, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 24, 0, 24, 0, 26, 0, 0, 0, 0, 0, 26, 0, 0, 0, -12, 0, 40, 0, 0, 0, 0, 0, 90, 0, 42, 0, 0, 0, 0, 0, 0, 0, -12, 0, 94, 0, 30, 0, 0, 0, 56, 0, 24, 0, -6, 0, 70, 0, 0, 0, 0, 0, 54, 0, 144, 0, 0, 0, -20, 0, -60, 0, 24, 0, -38, 0, 0, 0, 0, 0, -42, 0, -60, 0, 18, 0, 0, 0, 0, 0, -36, 0, -126, 0, 0, 0, 0, 0, 60, 0, 42, 0, 18, 0, 0, 0, 0, 0, -60, 0, -46, 0, 0, 0, -24, 0, 120, 0, 0, 0, 18, 0, -156, 0, -282, 0, 0, 0, -10, 0, 0, 0, 72, 0, -38, 0, 0, 0, 0, 0, -178, 0, -366, 0, 18, 0, -140, 0, 0, 0, -120, 0, -60, 0, -126, 0, 0, 0, 0, 0, -234, 0, 24, 0, -78, 0, 0, 0, 0, 0, 12, 0, -12, 0, 12, 0, -160, 0, 0, 0, -24, 0, -66, 0, 0, 0, 0, 0, 40, 0, -108, 0, 48, 0, -118, 0, -300, 0, 0, 0, -30, 0, 0, 0, 24, 0, -200, 0, 60, 0, 174, 0, -306, 0, -336, 0, 180, 0, 40, 0, 0, 0, 12, 0, -170, 0, -360, 0, 0, 0, -338, 0, -264, 0, 24, 0, 0, 0, 0, 0, -120, 0, -188, 0, -174, 0, -180, 0, 20, 0, -156, 0, -54, 0, 22, 0, 0, 0, 0, 0, -356, 0, -426, 0, 60, 0, -270, 0, 0, 0, -36, 0, 54, 0, 0, 0, 0, 0, 60, 0, -12, 0, -54, 0, -70, 0, 0, 0, 0, 0, 70, 0, 0, 0, -60, 0, -10, 0, 120, 0, 36, 0, 42, 0, 180, 0, 0, 0, -20, 0, 0, 0, -156, 0, -328, 0, -180, 0, 0, 0, 194, 0, 216, 0, 108, 0, 310, 0, 0, 0, -12, 0, -328, 0, -48, 0, 0, 0, 0, 0, 420, 0, -48, 0, 292, 0, 0, 0, 120, 0, -316, 0, -54, 0, -24, 0, 350, 0, 270, 0, 90, 0, 310, 0, 0, 0, 0, 0, 130, 0, 264, 0, 90, 0, 452, 0, 360, 0, 0, 0, 174, 0, 0, 0, 192, 0, 0, 0, 0, 0, 66, 0, 446, 0, 402, 0, 0, 0, 90, 0, 0, 0, -96, 0, 144, 0, 600, 0, 0, 0, 608, 0, 576, 0, 78, 0, 300, 0, 0, 0, -252, 0, 152, 0, 426, 0, 90, 0, -120, 0, 642, 0, 18, 0, 298, 0, 0, 0, 0, 0, 192, 0, 720, 0, -168, 0, 740, 0, 0, 0, -60, 0, 120, 0, 0, 0, -480, 0, -100, 0, 642, 0, -48, 0, 596, 0, 480, 0, 0, 0, 154, 0, 0, 0, -12, 0, 420, 0, -60, 0, 72, 0, 428, 0, 210, 0, 0, 0, -220, 0, 0, 0, 36, 0, 418, 0, 690, 0, 0, 0, 274, 0, 108, 0, -204, 0, -180, 0, 0, 0, -168, 0, 524, 0, 486, 0, 0, 0, 80, 0, 24, 0, 258, 0, -8, 0, 0, 0, 0, 0, 628, 0, 582, 0, -36, 0, 0, 0, 0, 0, -42, 0, -6, 0, 0, 0, 0, 0, -20, 0, 450, 0, -78, 0, -196, 0, -300, 0, 0, 0, -154, 0, 0, 0, -180, 0, 360, 0, 0, 0, 24, 0, -416, 0, -84, 0, 120, 0, 0, 0, 0, 0, 228, 0, 82, 0, 0, 0, 0, 0, -476, 0, -462, 0, 42, 0, -100, 0, 0, 0, -12, 0, 320, 0, -126, 0, 0, 0, 40, 0, -222, 0, 72, 0, -16, 0, 0, 0, -180, 0, -144, 0, -534, 0, -114, 0, -920, 0, 180, 0, -36, 0, -210, 0, 0, 0, 0, 0, -120, 0, -528, 0, -36, 0, -920, 0, -690, 0, 60, 0, -144, 0, 0, 0, -336, 0, -200, 0, 0, 0, -264, 0, -822, 0, -402, 0, -240, 0, -40, 0, 0, 0, -72, 0, -222, 0, -510, 0, 60, 0, -1040, 0, -384, 0, -144, 0, 0, 0, 0, 0, -96, 0, -554, 0, -1026, 0, -150, 0, 0, 0, -204, 0, -72, 0, -62, 0, 0, 0, 0, 0, -506, 0, -942, 0, -192, 0, -570, 0, 0, 0, -138, 0, 230, 0, 0, 0, 0, 0, -180, 0, -984, 0, 60, 0, -396, 0, 0, 0, -60, 0, 186, 0, 0, 0, 84, 0, -630, 0, -540, 0, -168, 0, -478, 0, 18, 0, -180, 0, -240, 0, 0, 0, -84, 0, -464, 0, -660, 0, 0, 0, -146, 0, 348, 0, -48, 0, -10, 0, 0, 0, -312, 0, -140, 0, -552, 0, 0, 0, -80, 0, 672, 0, 24, 0, 334, 0, 0, 0, 0, 0, 86, 0, -108, 0, -132, 0, 450, 0, -300, 0, -234, 0, 202, 0, 0, 0, -960, 0, -190, 0, -204, 0, -108, 0, 670, 0, 600, 0, 60, 0, 16, 0, 0, 0, -300, 0, 0, 0, -120, 0, -108, 0, 978, 0, 798, 0, -120, 0, -190, 0, 0, 0, 384, 0, 272, 0, 480, 0, 0, 0, 760, 0, 1182, 0, -192, 0, 260, 0, 0, 0, -504, 0, 238, 0, 696, 0, -60, 0, 220, 0, 654, 0, -240, 0, -306, 0, 0, 0, 0, 0, 712, 0, 414, 0, -54, 0, 1080, 0, -120, 0, 108, 0, -296, 0, 0, 0, 0, 0, -230, 0, 1206, 0, -180, 0, 1004, 0, 60, 0, 0, 0, -194, 0, 0, 0, -24, 0, 890, 0, -60, 0, 18, 0, 772, 0, 258, 0, 0, 0, -180, 0, 0, 0, 348, 0, 662, 0, 960, 0, 0, 0, 450, 0, -216, 0, 108, 0, -490, 0, 0, 0, 396, 0, 726, 0, 696, 0, -180, 0, -160, 0, -144, 0, -138, 0, -698, 0, 0, 0, 0, 0, 614, 0, 618, 0, 114, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 326683
{'char_orbit_index': 46, 'char_orbit_label': 'bt', 'conrey_index': 77, 'conrey_indexes': [77, 113, 137, 173, 317, 353, 437, 473, 497, 533, 617, 653, 677, 713, 797, 833], 'label': '900.2.bt', 'level': 900, 'sub_char_orbit_index': 23, 'sub_char_orbit_label': 'w', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 23, 38, 47, 77, 83, 92, 113, 122, 128, 137, 158, 167, 173, 203, 212], 'sub_dim': 448, 'sub_label': '225.2.w', 'sub_level': 225, 'sub_mult': 3, 'weight': 2}
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id: 326684
{'char_orbit_index': 46, 'char_orbit_label': 'bt', 'conrey_index': 77, 'conrey_indexes': [77, 113, 137, 173, 317, 353, 437, 473, 497, 533, 617, 653, 677, 713, 797, 833], 'label': '900.2.bt', 'level': 900, 'sub_char_orbit_index': 23, 'sub_char_orbit_label': 'w', 'sub_conrey_index': 23, 'sub_conrey_indexes': [23, 47, 77, 83, 113, 137, 167, 173, 203, 227, 263, 317, 347, 353, 383, 437], 'sub_dim': 480, 'sub_label': '450.2.w', 'sub_level': 450, 'sub_mult': 2, 'weight': 2}
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id: 326685
{'char_orbit_index': 46, 'char_orbit_label': 'bt', 'conrey_index': 77, 'conrey_indexes': [77, 113, 137, 173, 317, 353, 437, 473, 497, 533, 617, 653, 677, 713, 797, 833], 'label': '900.2.bt', 'level': 900, 'sub_char_orbit_index': 46, 'sub_char_orbit_label': 'bt', 'sub_conrey_index': 77, 'sub_conrey_indexes': [77, 113, 137, 173, 317, 353, 437, 473, 497, 533, 617, 653, 677, 713, 797, 833], 'sub_dim': 480, 'sub_label': '900.2.bt', 'sub_level': 900, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 46, 'label': '900.2.bt', 'level': 900, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 237559000
{'hecke_orbit_code': 3092410008452, 'n': 1, 'trace_an': 480}
-
id: 237559001
{'hecke_orbit_code': 3092410008452, 'n': 2, 'trace_an': 0}
-
id: 237559002
{'hecke_orbit_code': 3092410008452, 'n': 3, 'trace_an': 2}
-
id: 237559003
{'hecke_orbit_code': 3092410008452, 'n': 4, 'trace_an': 0}
-
id: 237559004
{'hecke_orbit_code': 3092410008452, 'n': 5, 'trace_an': 0}
-
id: 237559005
{'hecke_orbit_code': 3092410008452, 'n': 6, 'trace_an': 0}
-
id: 237559006
{'hecke_orbit_code': 3092410008452, 'n': 7, 'trace_an': 0}
-
id: 237559007
{'hecke_orbit_code': 3092410008452, 'n': 8, 'trace_an': 0}
-
id: 237559008
{'hecke_orbit_code': 3092410008452, 'n': 9, 'trace_an': 0}
-
id: 237559009
{'hecke_orbit_code': 3092410008452, 'n': 10, 'trace_an': 0}
-
id: 237559010
{'hecke_orbit_code': 3092410008452, 'n': 11, 'trace_an': 0}
-
id: 237559011
{'hecke_orbit_code': 3092410008452, 'n': 12, 'trace_an': 0}
-
id: 237559012
{'hecke_orbit_code': 3092410008452, 'n': 13, 'trace_an': 0}
-
id: 237559013
{'hecke_orbit_code': 3092410008452, 'n': 14, 'trace_an': 0}
-
id: 237559014
{'hecke_orbit_code': 3092410008452, 'n': 15, 'trace_an': -10}
-
id: 237559015
{'hecke_orbit_code': 3092410008452, 'n': 16, 'trace_an': 0}
-
id: 237559016
{'hecke_orbit_code': 3092410008452, 'n': 17, 'trace_an': 0}
-
id: 237559017
{'hecke_orbit_code': 3092410008452, 'n': 18, 'trace_an': 0}
-
id: 237559018
{'hecke_orbit_code': 3092410008452, 'n': 19, 'trace_an': 0}
-
id: 237559019
{'hecke_orbit_code': 3092410008452, 'n': 20, 'trace_an': 0}
-
id: 237559020
{'hecke_orbit_code': 3092410008452, 'n': 21, 'trace_an': 0}
-
id: 237559021
{'hecke_orbit_code': 3092410008452, 'n': 22, 'trace_an': 0}
-
id: 237559022
{'hecke_orbit_code': 3092410008452, 'n': 23, 'trace_an': 24}
-
id: 237559023
{'hecke_orbit_code': 3092410008452, 'n': 24, 'trace_an': 0}
-
id: 237559024
{'hecke_orbit_code': 3092410008452, 'n': 25, 'trace_an': 24}
-
id: 237559025
{'hecke_orbit_code': 3092410008452, 'n': 26, 'trace_an': 0}
-
id: 237559026
{'hecke_orbit_code': 3092410008452, 'n': 27, 'trace_an': 26}
-
id: 237559027
{'hecke_orbit_code': 3092410008452, 'n': 28, 'trace_an': 0}
-
id: 237559028
{'hecke_orbit_code': 3092410008452, 'n': 29, 'trace_an': 0}
-
id: 237559029
{'hecke_orbit_code': 3092410008452, 'n': 30, 'trace_an': 0}
-
id: 237559030
{'hecke_orbit_code': 3092410008452, 'n': 31, 'trace_an': 0}
-
id: 237559031
{'hecke_orbit_code': 3092410008452, 'n': 32, 'trace_an': 0}
-
id: 237559032
{'hecke_orbit_code': 3092410008452, 'n': 33, 'trace_an': 26}
-
id: 237559033
{'hecke_orbit_code': 3092410008452, 'n': 34, 'trace_an': 0}
-
id: 237559034
{'hecke_orbit_code': 3092410008452, 'n': 35, 'trace_an': 0}
-
id: 237559035
{'hecke_orbit_code': 3092410008452, 'n': 36, 'trace_an': 0}
-
id: 237559036
{'hecke_orbit_code': 3092410008452, 'n': 37, 'trace_an': -12}
-
id: 237559037
{'hecke_orbit_code': 3092410008452, 'n': 38, 'trace_an': 0}
-
id: 237559038
{'hecke_orbit_code': 3092410008452, 'n': 39, 'trace_an': 40}
-
id: 237559039
{'hecke_orbit_code': 3092410008452, 'n': 40, 'trace_an': 0}
-
id: 237559040
{'hecke_orbit_code': 3092410008452, 'n': 41, 'trace_an': 0}
-
id: 237559041
{'hecke_orbit_code': 3092410008452, 'n': 42, 'trace_an': 0}
-
id: 237559042
{'hecke_orbit_code': 3092410008452, 'n': 43, 'trace_an': 0}
-
id: 237559043
{'hecke_orbit_code': 3092410008452, 'n': 44, 'trace_an': 0}
-
id: 237559044
{'hecke_orbit_code': 3092410008452, 'n': 45, 'trace_an': 90}
-
id: 237559045
{'hecke_orbit_code': 3092410008452, 'n': 46, 'trace_an': 0}
-
id: 237559046
{'hecke_orbit_code': 3092410008452, 'n': 47, 'trace_an': 42}
-
id: 237559047
{'hecke_orbit_code': 3092410008452, 'n': 48, 'trace_an': 0}
-
id: 237559048
{'hecke_orbit_code': 3092410008452, 'n': 49, 'trace_an': 0}
-
id: 237559049
{'hecke_orbit_code': 3092410008452, 'n': 50, 'trace_an': 0}
-
id: 237559050
{'hecke_orbit_code': 3092410008452, 'n': 51, 'trace_an': 0}
-
id: 237559051
{'hecke_orbit_code': 3092410008452, 'n': 52, 'trace_an': 0}
-
id: 237559052
{'hecke_orbit_code': 3092410008452, 'n': 53, 'trace_an': 0}
-
id: 237559053
{'hecke_orbit_code': 3092410008452, 'n': 54, 'trace_an': 0}
-
id: 237559054
{'hecke_orbit_code': 3092410008452, 'n': 55, 'trace_an': -12}
-
id: 237559055
{'hecke_orbit_code': 3092410008452, 'n': 56, 'trace_an': 0}
-
id: 237559056
{'hecke_orbit_code': 3092410008452, 'n': 57, 'trace_an': 94}
-
id: 237559057
{'hecke_orbit_code': 3092410008452, 'n': 58, 'trace_an': 0}
-
id: 237559058
{'hecke_orbit_code': 3092410008452, 'n': 59, 'trace_an': 30}
-
id: 237559059
{'hecke_orbit_code': 3092410008452, 'n': 60, 'trace_an': 0}
-
id: 237559060
{'hecke_orbit_code': 3092410008452, 'n': 61, 'trace_an': 0}
-
id: 237559061
{'hecke_orbit_code': 3092410008452, 'n': 62, 'trace_an': 0}
-
id: 237559062
{'hecke_orbit_code': 3092410008452, 'n': 63, 'trace_an': 56}
-
id: 237559063
{'hecke_orbit_code': 3092410008452, 'n': 64, 'trace_an': 0}
-
id: 237559064
{'hecke_orbit_code': 3092410008452, 'n': 65, 'trace_an': 24}
-
id: 237559065
{'hecke_orbit_code': 3092410008452, 'n': 66, 'trace_an': 0}
-
id: 237559066
{'hecke_orbit_code': 3092410008452, 'n': 67, 'trace_an': -6}
-
id: 237559067
{'hecke_orbit_code': 3092410008452, 'n': 68, 'trace_an': 0}
-
id: 237559068
{'hecke_orbit_code': 3092410008452, 'n': 69, 'trace_an': 70}
-
id: 237559069
{'hecke_orbit_code': 3092410008452, 'n': 70, 'trace_an': 0}
-
id: 237559070
{'hecke_orbit_code': 3092410008452, 'n': 71, 'trace_an': 0}
-
id: 237559071
{'hecke_orbit_code': 3092410008452, 'n': 72, 'trace_an': 0}
-
id: 237559072
{'hecke_orbit_code': 3092410008452, 'n': 73, 'trace_an': 0}
-
id: 237559073
{'hecke_orbit_code': 3092410008452, 'n': 74, 'trace_an': 0}
-
id: 237559074
{'hecke_orbit_code': 3092410008452, 'n': 75, 'trace_an': 54}
-
id: 237559075
{'hecke_orbit_code': 3092410008452, 'n': 76, 'trace_an': 0}
-
id: 237559076
{'hecke_orbit_code': 3092410008452, 'n': 77, 'trace_an': 144}
-
id: 237559077
{'hecke_orbit_code': 3092410008452, 'n': 78, 'trace_an': 0}
-
id: 237559078
{'hecke_orbit_code': 3092410008452, 'n': 79, 'trace_an': 0}
-
id: 237559079
{'hecke_orbit_code': 3092410008452, 'n': 80, 'trace_an': 0}
-
id: 237559080
{'hecke_orbit_code': 3092410008452, 'n': 81, 'trace_an': -20}
-
id: 237559081
{'hecke_orbit_code': 3092410008452, 'n': 82, 'trace_an': 0}
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