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mf_newspaces • Show schema
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{'Nk2': 6200, 'analytic_conductor': 12.37681231329846, 'char_conductor': 775, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 60, 'char_orbit_label': 'ch', 'char_order': 30, 'char_parity': 1, 'char_values': [1550, 30, [1427, 251], [21, 16]], 'conrey_index': 59, 'cusp_dim': 1888, 'dim': 640, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_orbit_code': 4054482683406, 'label': '1550.2.ch', 'level': 1550, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 31], 'level_radical': 310, 'mf_dim': 1952, 'mf_new_dim': 640, 'prim_orbit_index': 55, 'relative_dim': 80, 'sturm_bound': 480, 'trace_display': [0, 10, 2, 0], 'traces': [640, 0, 10, -640, 2, -4, 0, 0, -82, 4, -4, -10, 0, 0, -8, 640, 0, 0, 0, -2, -8, 10, 20, 4, -22, 48, 40, 0, -8, -28, -16, 0, -30, -32, 2, 82, -10, -20, 0, -4, -48, 10, 20, 4, -26, 0, -50, 10, -84, 0, -68, 0, 20, -68, 28, 0, 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80, 720, 154, 656, 0, -460, 20, -40, 444, -138, 0, 0, -24, -598, 8, 590, -210, -334, 88, -36, -60, 90, -200, 198, 14, -320, 70, 1050, -4, 874, -130, 900, 124, -162, 176, -120, 0, -474, -124, 226, 60, -1390, -56, 16, -116, -550, 440, 614, 14, -172, 410, -200, 8, -260, 24, -630, 0, -284, -410, -304, -30, -1030, -508, -318, -12, -1190, 140, 82, 8, -444, -100, -720, -152, 118, 458, 500, -20, -824, 154, -376, 0, 150, 342, 398, 24, 340, -480, -54, 286, -706, 220, 120, -96, -736, -374, -660, -230, 162, 630, 288, 40, 0, -204, 156, 0, -460, -210, -376, -206], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 476014
{'char_orbit_index': 60, 'char_orbit_label': 'ch', 'conrey_index': 59, 'conrey_indexes': [59, 169, 289, 319, 359, 379, 639, 1229], 'label': '1550.2.ch', 'level': 1550, 'sub_char_orbit_index': 55, 'sub_char_orbit_label': 'cc', 'sub_conrey_index': 59, 'sub_conrey_indexes': [59, 169, 289, 319, 359, 379, 454, 639], 'sub_dim': 624, 'sub_label': '775.2.cc', 'sub_level': 775, 'sub_mult': 2, 'weight': 2}
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id: 476013
{'char_orbit_index': 60, 'char_orbit_label': 'ch', 'conrey_index': 59, 'conrey_indexes': [59, 169, 289, 319, 359, 379, 639, 1229], 'label': '1550.2.ch', 'level': 1550, 'sub_char_orbit_index': 60, 'sub_char_orbit_label': 'ch', 'sub_conrey_index': 59, 'sub_conrey_indexes': [59, 169, 289, 319, 359, 379, 639, 1229], 'sub_dim': 640, 'sub_label': '1550.2.ch', 'sub_level': 1550, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 60, 'label': '1550.2.ch', 'level': 1550, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 264782000
{'hecke_orbit_code': 4054482683406, 'n': 1, 'trace_an': 640}
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id: 264782001
{'hecke_orbit_code': 4054482683406, 'n': 2, 'trace_an': 0}
-
id: 264782002
{'hecke_orbit_code': 4054482683406, 'n': 3, 'trace_an': 10}
-
id: 264782003
{'hecke_orbit_code': 4054482683406, 'n': 4, 'trace_an': -640}
-
id: 264782004
{'hecke_orbit_code': 4054482683406, 'n': 5, 'trace_an': 2}
-
id: 264782005
{'hecke_orbit_code': 4054482683406, 'n': 6, 'trace_an': -4}
-
id: 264782006
{'hecke_orbit_code': 4054482683406, 'n': 7, 'trace_an': 0}
-
id: 264782007
{'hecke_orbit_code': 4054482683406, 'n': 8, 'trace_an': 0}
-
id: 264782008
{'hecke_orbit_code': 4054482683406, 'n': 9, 'trace_an': -82}
-
id: 264782009
{'hecke_orbit_code': 4054482683406, 'n': 10, 'trace_an': 4}
-
id: 264782010
{'hecke_orbit_code': 4054482683406, 'n': 11, 'trace_an': -4}
-
id: 264782011
{'hecke_orbit_code': 4054482683406, 'n': 12, 'trace_an': -10}
-
id: 264782012
{'hecke_orbit_code': 4054482683406, 'n': 13, 'trace_an': 0}
-
id: 264782013
{'hecke_orbit_code': 4054482683406, 'n': 14, 'trace_an': 0}
-
id: 264782014
{'hecke_orbit_code': 4054482683406, 'n': 15, 'trace_an': -8}
-
id: 264782015
{'hecke_orbit_code': 4054482683406, 'n': 16, 'trace_an': 640}
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id: 264782016
{'hecke_orbit_code': 4054482683406, 'n': 17, 'trace_an': 0}
-
id: 264782017
{'hecke_orbit_code': 4054482683406, 'n': 18, 'trace_an': 0}
-
id: 264782018
{'hecke_orbit_code': 4054482683406, 'n': 19, 'trace_an': 0}
-
id: 264782019
{'hecke_orbit_code': 4054482683406, 'n': 20, 'trace_an': -2}
-
id: 264782020
{'hecke_orbit_code': 4054482683406, 'n': 21, 'trace_an': -8}
-
id: 264782021
{'hecke_orbit_code': 4054482683406, 'n': 22, 'trace_an': 10}
-
id: 264782022
{'hecke_orbit_code': 4054482683406, 'n': 23, 'trace_an': 20}
-
id: 264782023
{'hecke_orbit_code': 4054482683406, 'n': 24, 'trace_an': 4}
-
id: 264782024
{'hecke_orbit_code': 4054482683406, 'n': 25, 'trace_an': -22}
-
id: 264782025
{'hecke_orbit_code': 4054482683406, 'n': 26, 'trace_an': 48}
-
id: 264782026
{'hecke_orbit_code': 4054482683406, 'n': 27, 'trace_an': 40}
-
id: 264782027
{'hecke_orbit_code': 4054482683406, 'n': 28, 'trace_an': 0}
-
id: 264782028
{'hecke_orbit_code': 4054482683406, 'n': 29, 'trace_an': -8}
-
id: 264782029
{'hecke_orbit_code': 4054482683406, 'n': 30, 'trace_an': -28}
-
id: 264782030
{'hecke_orbit_code': 4054482683406, 'n': 31, 'trace_an': -16}
-
id: 264782031
{'hecke_orbit_code': 4054482683406, 'n': 32, 'trace_an': 0}
-
id: 264782032
{'hecke_orbit_code': 4054482683406, 'n': 33, 'trace_an': -30}
-
id: 264782033
{'hecke_orbit_code': 4054482683406, 'n': 34, 'trace_an': -32}
-
id: 264782034
{'hecke_orbit_code': 4054482683406, 'n': 35, 'trace_an': 2}
-
id: 264782035
{'hecke_orbit_code': 4054482683406, 'n': 36, 'trace_an': 82}
-
id: 264782036
{'hecke_orbit_code': 4054482683406, 'n': 37, 'trace_an': -10}
-
id: 264782037
{'hecke_orbit_code': 4054482683406, 'n': 38, 'trace_an': -20}
-
id: 264782038
{'hecke_orbit_code': 4054482683406, 'n': 39, 'trace_an': 0}
-
id: 264782039
{'hecke_orbit_code': 4054482683406, 'n': 40, 'trace_an': -4}
-
id: 264782040
{'hecke_orbit_code': 4054482683406, 'n': 41, 'trace_an': -48}
-
id: 264782041
{'hecke_orbit_code': 4054482683406, 'n': 42, 'trace_an': 10}
-
id: 264782042
{'hecke_orbit_code': 4054482683406, 'n': 43, 'trace_an': 20}
-
id: 264782043
{'hecke_orbit_code': 4054482683406, 'n': 44, 'trace_an': 4}
-
id: 264782044
{'hecke_orbit_code': 4054482683406, 'n': 45, 'trace_an': -26}
-
id: 264782045
{'hecke_orbit_code': 4054482683406, 'n': 46, 'trace_an': 0}
-
id: 264782046
{'hecke_orbit_code': 4054482683406, 'n': 47, 'trace_an': -50}
-
id: 264782047
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