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mf_newspaces • Show schema
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{'Nk2': 14400, 'analytic_conductor': 53.10171900516655, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [900, 2, [451, 101, 577], [2, 2, 1]], 'conrey_index': 649, 'cusp_dim': 504, 'dim': 22, 'eis_dim': 72, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 206225539972, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '900.4.d', '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': 576, 'mf_new_dim': 22, 'num_forms': 11, 'prim_orbit_index': 2, 'relative_dim': 22, 'sturm_bound': 720, 'trace_bound': 19, 'trace_display': [0, 0, 0, 0], 'traces': [22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, 118, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, -508, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1446, 0, 0, 0, 0, 0, 0, 0, -1830, 0, 0, 0, 0, 0, 0, 0, 0, 0, -648, 0, -460, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2328, 0, 0, 0, 0, 0, 0, 0, 580, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2946, 0, -3968, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6876, 0, 0, 0, 0, 0, 0, 0, 4324, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3132, 0, -2192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5280, 0, 0, 0, 0, 0, 0, 0, -2714, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7536, 0, 548, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12912, 0, 0, 0, 0, 0, 0, 0, -3258, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2262, 0, -7852, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2388, 0, 0, 0, 0, 0, 0, 0, -5432, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8070, 0, 1958, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2448, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 19056, 0, -7582, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4830, 0, 0, 0, 0, 0, 0, 0, 14696, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3792, 0, 6836, 0, 0, 0, 0, 0, 0, 0, 0, 0, 396, 0, 0, 0, 0, 0, 0, 0, 1220, 0, 0, 0, 0, 0, 0, 0, 0, 0, 22512, 0, 5464, 0, 0, 0, 0, 0, 0, 0, 0, 0, -21708, 0, 0, 0, 0, 0, 0, 0, -36000, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1992, 0, -1822, 0, 0, 0, 0, 0, 0, 0, 0, 0, -18300, 0, 0, 0, 0, 0, 0, 0, 46012, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13644, 0, 18408, 0, 0, 0, 0, 0, 0, 0, 0, 0, -51432, 0, 0, 0, 0, 0, 0, 0, -13838, 0, 0, 0, 0, 0, 0, 0, 0, 0, -11196, 0, 36396, 0, 0, 0, 0, 0, 0, 0, 0, 0, -26490, 0, 0, 0, 0, 0, 0, 0, -44042, 0, 0, 0, 0, 0, 0, 0, 0, 0, 22746, 0, 33008, 0, 0, 0, 0, 0, 0, 0, 0, 0, -35964, 0, 0, 0, 0, 0, 0, 0, 44608, 0, 0, 0, 0, 0, 0, 0, 0, 0, -14814, 0, -6030, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3840, 0, 0, 0, 0, 0, 0, 0, 77228, 0, 0, 0, 0, 0, 0, 0, 0, 0, 66636, 0, 35536, 0, 0, 0, 0, 0, 0, 0, 0, 0, -18240, 0, 0, 0, 0, 0, 0, 0, -71960, 0, 0, 0, 0, 0, 0, 0, 0, 0, -61404, 0, -93284, 0, 0, 0, 0, 0, 0, 0, 0, 0, -22146, 0, 0, 0, 0, 0, 0, 0, 71618, 0, 0, 0, 0, 0, 0, 0, 0, 0, 77850, 0, 17648, 0, 0, 0, 0, 0, 0, 0, 0, 0, -29424, 0, 0, 0, 0, 0, 0, 0, 7088, 0, 0, 0, 0, 0, 0, 0, 0, 0, -49110, 0, 41624, 0, 0, 0, 0, 0, 0, 0, 0, 0, 46572, 0, 0, 0, 0, 0, 0, 0, -147052, 0, 0, 0, 0, 0, 0, 0, 0, 0, 35820, 0, -14602, 0, 0, 0, 0, 0, 0, 0, 0, 0, 75648, 0, 0, 0, 0, 0, 0, 0, 51256, 0, 0, 0, 0, 0, 0, 0, 0, 0, -42732, 0, 17060, 0, 0, 0, 0, 0, 0, 0, 0, 0, 57132, 0, 0, 0, 0, 0, 0, 0, 10800, 0, 0, 0, 0, 0, 0, 0, 0, 0, -55194, 0, 7016, 0, 0, 0, 0, 0, 0, 0, 0, 0, -43140, 0, 0, 0, 0, 0, 0, 0, -189592, 0, 0, 0, 0, 0, 0, 0, 0, 0, 25728, 0, -113374, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24120, 0, 0, 0, 0, 0, 0, 0, 177688, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3324, 0, -119168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 183960, 0, 0, 0, 0, 0, 0, 0, -13688, 0, 0, 0, 0, 0, 0, 0, 0, 0, -70092, 0, 81248, 0, 0, 0, 0, 0, 0, 0, 0, 0, 188742, 0, 0, 0, 0, 0, 0, 0, -99626, 0, 0, 0, 0, 0, 0, 0, 0, 0, 31506, 0, -78120, 0, 0, 0, 0, 0, 0, 0, 0, 0, -43452, 0, 0, 0, 0, 0, 0, 0, 202824, 0, 0, 0, 0, 0, 0, 0, 0, 0, -129756, 0, -11416, 0, 0, 0, 0, 0, 0, 0, 0, 0, -65364, 0, 0, 0, 0, 0, 0, 0, 31360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 57072, 0, 61906, 0, 0, 0, 0, 0, 0, 0, 0, 0, 26952, 0, 0, 0, 0, 0, 0, 0, -183578, 0, 0, 0, 0, 0, 0, 0, 0, 0, -160980, 0, 33880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 137412, 0, 0, 0, 0, 0, 0, 0, 167096, 0, 0, 0, 0, 0, 0, 0, 0, 0, -65184, 0, -50436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 44472, 0, 0, 0, 0, 0, 0, 0, 28660, 0, 0, 0, 0, 0, 0, 0, 0, 0, 143028, 0, -120126, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18312, 0, 0, 0, 0, 0, 0, 0, -348664, 0, 0, 0, 0, 0, 0, 0, 0, 0, -142524, 0, -60570, 0, 0, 0, 0, 0, 0, 0, 0, 0, -74034, 0, 0, 0, 0, 0, 0, 0, 211050, 0, 0, 0, 0, 0, 0, 0, 0, 0, 195960, 0, 45836, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 326839
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '10.4.b', 'sub_level': 10, 'sub_mult': 12, 'weight': 4}
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id: 326841
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4], 'sub_dim': 4, 'sub_label': '15.4.b', 'sub_level': 15, 'sub_mult': 12, 'weight': 4}
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id: 326843
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '20.4.c', 'sub_level': 20, 'sub_mult': 6, 'weight': 4}
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id: 326845
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 24, 'sub_conrey_indexes': [24], 'sub_dim': 4, 'sub_label': '25.4.b', 'sub_level': 25, 'sub_mult': 9, 'weight': 4}
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id: 326847
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '30.4.c', 'sub_level': 30, 'sub_mult': 8, 'weight': 4}
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id: 326849
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 6, 'sub_label': '45.4.b', 'sub_level': 45, 'sub_mult': 6, 'weight': 4}
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id: 326850
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 4, 'sub_label': '50.4.b', 'sub_level': 50, 'sub_mult': 6, 'weight': 4}
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id: 326851
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '60.4.d', 'sub_level': 60, 'sub_mult': 4, 'weight': 4}
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id: 326852
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 8, 'sub_label': '75.4.b', 'sub_level': 75, 'sub_mult': 6, 'weight': 4}
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id: 326854
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 8, 'sub_label': '90.4.c', 'sub_level': 90, 'sub_mult': 4, 'weight': 4}
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id: 326838
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 4, 'sub_label': '100.4.c', 'sub_level': 100, 'sub_mult': 3, 'weight': 4}
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id: 326840
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 10, 'sub_label': '150.4.c', 'sub_level': 150, 'sub_mult': 4, 'weight': 4}
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id: 326842
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 109, 'sub_conrey_indexes': [109], 'sub_dim': 8, 'sub_label': '180.4.d', 'sub_level': 180, 'sub_mult': 2, 'weight': 4}
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id: 326844
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 199, 'sub_conrey_indexes': [199], 'sub_dim': 22, 'sub_label': '225.4.b', 'sub_level': 225, 'sub_mult': 3, 'weight': 4}
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id: 326846
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 10, 'sub_label': '300.4.d', 'sub_level': 300, 'sub_mult': 2, 'weight': 4}
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id: 326848
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 199, 'sub_conrey_indexes': [199], 'sub_dim': 22, 'sub_label': '450.4.c', 'sub_level': 450, 'sub_mult': 2, 'weight': 4}
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id: 326853
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 649, 'conrey_indexes': [649], 'label': '900.4.d', 'level': 900, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 649, 'sub_conrey_indexes': [649], 'sub_dim': 22, 'sub_label': '900.4.d', 'sub_level': 900, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '900.4.d', 'level': 900, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 40518000
{'hecke_orbit_code': 206225539972, 'n': 1, 'trace_an': 22}
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id: 40518001
{'hecke_orbit_code': 206225539972, 'n': 2, 'trace_an': 0}
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id: 40518002
{'hecke_orbit_code': 206225539972, 'n': 3, 'trace_an': 0}
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id: 40518003
{'hecke_orbit_code': 206225539972, 'n': 4, 'trace_an': 0}
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id: 40518004
{'hecke_orbit_code': 206225539972, 'n': 5, 'trace_an': 0}
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id: 40518005
{'hecke_orbit_code': 206225539972, 'n': 6, 'trace_an': 0}
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id: 40518006
{'hecke_orbit_code': 206225539972, 'n': 7, 'trace_an': 0}
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id: 40518007
{'hecke_orbit_code': 206225539972, 'n': 8, 'trace_an': 0}
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id: 40518008
{'hecke_orbit_code': 206225539972, 'n': 9, 'trace_an': 0}
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id: 40518009
{'hecke_orbit_code': 206225539972, 'n': 10, 'trace_an': 0}
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id: 40518010
{'hecke_orbit_code': 206225539972, 'n': 11, 'trace_an': 30}
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id: 40518011
{'hecke_orbit_code': 206225539972, 'n': 12, 'trace_an': 0}
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id: 40518012
{'hecke_orbit_code': 206225539972, 'n': 13, 'trace_an': 0}
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id: 40518013
{'hecke_orbit_code': 206225539972, 'n': 14, 'trace_an': 0}
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id: 40518014
{'hecke_orbit_code': 206225539972, 'n': 15, 'trace_an': 0}
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id: 40518015
{'hecke_orbit_code': 206225539972, 'n': 16, 'trace_an': 0}
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id: 40518016
{'hecke_orbit_code': 206225539972, 'n': 17, 'trace_an': 0}
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id: 40518017
{'hecke_orbit_code': 206225539972, 'n': 18, 'trace_an': 0}
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id: 40518018
{'hecke_orbit_code': 206225539972, 'n': 19, 'trace_an': 118}
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id: 40518019
{'hecke_orbit_code': 206225539972, 'n': 20, 'trace_an': 0}
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id: 40518020
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