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mf_newspaces • Show schema
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{'Nk2': 1008, 'analytic_conductor': 2.0122301309362656, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 3, 'char_parity': 1, 'char_values': [252, 3, [127, 29, 73], [3, 3, 1]], 'conrey_index': 37, 'cusp_dim': 72, 'dim': 6, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 687228322044, 'hecke_orbit_dims': [2, 2, 2], 'label': '252.2.k', 'level': 252, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 120, 'mf_new_dim': 6, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 3, 'sturm_bound': 96, 'trace_bound': 5, 'trace_display': [0, 0, 1, 2], 'traces': [6, 0, 0, 0, 1, 0, 2, 0, 0, 0, -1, 0, 8, 0, 0, 0, 11, 0, 3, 0, 0, 0, 11, 0, 2, 0, 0, 0, 4, 0, -7, 0, 0, 0, -25, 0, -9, 0, 0, 0, -24, 0, -12, 0, 0, 0, -3, 0, 0, 0, 0, 0, -9, 0, -26, 0, 0, 0, 13, 0, -7, 0, 0, 0, 12, 0, -11, 0, 0, 0, 20, 0, -5, 0, 0, 0, -11, 0, -1, 0, 0, 0, -28, 0, -14, 0, 0, 0, 15, 0, 14, 0, 0, 0, -1, 0, 28, 0, 0, 0, 25, 0, -9, 0, 0, 0, 15, 0, 31, 0, 0, 0, 16, 0, 7, 0, 0, 0, -29, 0, 20, 0, 0, 0, -18, 0, 20, 0, 0, 0, 1, 0, 1, 0, 0, 0, -17, 0, 76, 0, 0, 0, -12, 0, 26, 0, 0, 0, -9, 0, -5, 0, 0, 0, 54, 0, -3, 0, 0, 0, 25, 0, -15, 0, 0, 0, 28, 0, -2, 0, 0, 0, 7, 0, 12, 0, 0, 0, 27, 0, -88, 0, 0, 0, -1, 0, -7, 0, 0, 0, -3, 0, -45, 0, 0, 0, -52, 0, 27, 0, 0, 0, -28, 0, -6, 0, 0, 0, -2, 0, -48, 0, 0, 0, -34, 0, -25, 0, 0, 0, -18, 0, -24, 0, 0, 0, -21, 0, -41, 0, 0, 0, -7, 0, 39, 0, 0, 0, -12, 0, -27, 0, 0, 0, 43, 0, 4, 0, 0, 0, 0, 0, 14, 0, 0, 0, 21, 0, -11, 0, 0, 0, 9, 0, 66, 0, 0, 0, 1, 0, 41, 0, 0, 0, -14, 0, -9, 0, 0, 0, -100, 0, -23, 0, 0, 0, 18, 0, -22, 0, 0, 0, 36, 0, 38, 0, 0, 0, -18, 0, -38, 0, 0, 0, 9, 0, -140, 0, 0, 0, -29, 0, 7, 0, 0, 0, -33, 0, -26, 0, 0, 0, 22, 0, 14, 0, 0, 0, 75, 0, 27, 0, 0, 0, 94, 0, 32, 0, 0, 0, 27, 0, 20, 0, 0, 0, 33, 0, 52, 0, 0, 0, -27, 0, -20, 0, 0, 0, -5, 0, 54, 0, 0, 0, -38, 0, 21, 0, 0, 0, 51, 0, 55, 0, 0, 0, 48, 0, 100, 0, 0, 0, -61, 0, 32, 0, 0, 0, 25, 0, 146, 0, 0, 0, -33, 0, 35, 0, 0, 0, -9, 0, -32, 0, 0, 0, -2, 0, 39, 0, 0, 0, -7, 0, -32, 0, 0, 0, -12, 0, -16, 0, 0, 0, 4, 0, 11, 0, 0, 0, -45, 0, -144, 0, 0, 0, -11, 0, 5, 0, 0, 0, -13, 0, -45, 0, 0, 0, -8, 0, 6, 0, 0, 0, 0, 0, -5, 0, 0, 0, 4, 0, -140, 0, 0, 0, 13, 0, 39, 0, 0, 0, 34, 0, 4, 0, 0, 0, -31, 0, -56, 0, 0, 0, -50, 0, 57, 0, 0, 0, 24, 0, -14, 0, 0, 0, 10, 0, 7, 0, 0, 0, 60, 0, 50, 0, 0, 0, 21, 0, -111, 0, 0, 0, 11, 0, 78, 0, 0, 0, 3, 0, 75, 0, 0, 0, 3, 0, -4, 0, 0, 0, 12, 0, -45, 0, 0, 0, 11, 0, -37, 0, 0, 0, -38, 0, -88, 0, 0, 0, 2, 0, -67, 0, 0, 0, -11, 0, -212, 0, 0, 0, -37, 0, -46, 0, 0, 0, -3, 0, -55, 0, 0, 0, -8, 0, 31, 0, 0, 0, 46, 0, 33, 0, 0, 0, -88, 0, -14, 0, 0, 0, -27, 0, -52, 0, 0, 0, -39, 0, 72, 0, 0, 0, 8, 0, -73, 0, 0, 0, -36, 0, 65, 0, 0, 0, -64, 0, 25, 0, 0, 0, -75, 0, 23, 0, 0, 0, 22, 0, 24, 0, 0, 0, 18, 0, 98, 0, 0, 0, -25, 0, 204, 0, 0, 0, 27, 0, 19, 0, 0, 0, 33, 0, -13, 0, 0, 0, 32, 0, 7, 0, 0, 0, -11, 0, -14, 0, 0, 0, 18, 0, 0, 0, 0, 0, 39, 0, 120, 0, 0, 0, 57, 0, -142, 0, 0, 0, 42, 0, 15, 0, 0, 0, 70, 0, -66, 0, 0, 0, 52, 0, 9, 0, 0, 0, -25, 0, 9, 0, 0, 0, -6, 0, -12, 0, 0, 0, -27, 0, 13, 0, 0, 0, -28, 0, 28, 0, 0, 0, 76, 0, 23, 0, 0, 0, 47, 0, 65, 0, 0, 0, 132, 0, -33, 0, 0, 0, -75, 0, -1, 0, 0, 0, -134, 0, 140, 0, 0, 0, 11, 0, 33, 0, 0, 0, 6, 0, 88, 0, 0, 0, -11, 0, 86, 0, 0, 0, -12, 0, 20, 0, 0, 0, 86, 0, -49, 0, 0, 0, 38, 0, -86, 0, 0, 0, 12, 0, 42, 0, 0, 0, -19, 0, -73, 0, 0, 0, -11, 0, -56, 0, 0, 0, 41, 0, -6, 0, 0, 0, 29, 0, 7, 0, 0, 0, -36, 0, -41, 0, 0, 0, -121, 0, 32, 0, 0, 0, 56, 0, -70, 0, 0, 0, -19, 0, 36, 0, 0, 0, -11, 0, 48, 0, 0, 0, 15, 0, -87, 0, 0, 0, 97, 0, 59, 0, 0, 0, -66, 0, 28, 0, 0, 0, -24, 0, 85, 0, 0, 0, -132, 0, 36, 0, 0, 0, 33, 0, -34, 0, 0, 0, 3, 0, 102, 0, 0, 0, 54, 0, 87, 0, 0, 0, 0, 0, -43, 0, 0, 0, -192, 0, 32, 0, 0, 0, -25, 0, -41, 0, 0, 0, -60, 0, -116, 0, 0, 0, -3, 0, 9, 0, 0, 0, -59, 0, -168, 0, 0, 0, 79, 0, -66, 0, 0, 0, -35, 0, -116, 0, 0, 0, 92, 0, 39, 0, 0, 0, -37, 0, -86, 0, 0, 0, -22, 0, -12, 0, 0, 0, 87, 0, 30, 0, 0, 0, 9, 0, -90, 0, 0, 0, 21, 0, -38, 0, 0, 0, 76, 0, 69, 0, 0, 0, 74, 0, -117, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 165683
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 37, 'conrey_indexes': [37, 109], 'label': '252.2.k', 'level': 252, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 16], 'sub_dim': 2, 'sub_label': '21.2.e', 'sub_level': 21, 'sub_mult': 6, 'weight': 2}
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id: 165685
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 37, 'conrey_indexes': [37, 109], 'label': '252.2.k', 'level': 252, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 2, 'sub_label': '28.2.e', 'sub_level': 28, 'sub_mult': 3, 'weight': 2}
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id: 165686
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 37, 'conrey_indexes': [37, 109], 'label': '252.2.k', 'level': 252, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 4, 'sub_label': '42.2.e', 'sub_level': 42, 'sub_mult': 4, 'weight': 2}
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id: 165687
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 37, 'conrey_indexes': [37, 109], 'label': '252.2.k', 'level': 252, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37, 46], 'sub_dim': 4, 'sub_label': '63.2.e', 'sub_level': 63, 'sub_mult': 3, 'weight': 2}
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id: 165688
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 37, 'conrey_indexes': [37, 109], 'label': '252.2.k', 'level': 252, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 2, 'sub_label': '84.2.i', 'sub_level': 84, 'sub_mult': 2, 'weight': 2}
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id: 165682
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 37, 'conrey_indexes': [37, 109], 'label': '252.2.k', 'level': 252, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37, 109], 'sub_dim': 8, 'sub_label': '126.2.g', 'sub_level': 126, 'sub_mult': 2, 'weight': 2}
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id: 165684
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 37, 'conrey_indexes': [37, 109], 'label': '252.2.k', 'level': 252, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37, 109], 'sub_dim': 6, 'sub_label': '252.2.k', 'sub_level': 252, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 11, 'label': '252.2.k', 'level': 252, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 93770000
{'hecke_orbit_code': 687228322044, 'n': 1, 'trace_an': 6}
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id: 93770001
{'hecke_orbit_code': 687228322044, 'n': 2, 'trace_an': 0}
-
id: 93770002
{'hecke_orbit_code': 687228322044, 'n': 3, 'trace_an': 0}
-
id: 93770003
{'hecke_orbit_code': 687228322044, 'n': 4, 'trace_an': 0}
-
id: 93770004
{'hecke_orbit_code': 687228322044, 'n': 5, 'trace_an': 1}
-
id: 93770005
{'hecke_orbit_code': 687228322044, 'n': 6, 'trace_an': 0}
-
id: 93770006
{'hecke_orbit_code': 687228322044, 'n': 7, 'trace_an': 2}
-
id: 93770007
{'hecke_orbit_code': 687228322044, 'n': 8, 'trace_an': 0}
-
id: 93770008
{'hecke_orbit_code': 687228322044, 'n': 9, 'trace_an': 0}
-
id: 93770009
{'hecke_orbit_code': 687228322044, 'n': 10, 'trace_an': 0}
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id: 93770010
{'hecke_orbit_code': 687228322044, 'n': 11, 'trace_an': -1}
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id: 93770011
{'hecke_orbit_code': 687228322044, 'n': 12, 'trace_an': 0}
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id: 93770012
{'hecke_orbit_code': 687228322044, 'n': 13, 'trace_an': 8}
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id: 93770013
{'hecke_orbit_code': 687228322044, 'n': 14, 'trace_an': 0}
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id: 93770014
{'hecke_orbit_code': 687228322044, 'n': 15, 'trace_an': 0}
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id: 93770015
{'hecke_orbit_code': 687228322044, 'n': 16, 'trace_an': 0}
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id: 93770016
{'hecke_orbit_code': 687228322044, 'n': 17, 'trace_an': 11}
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id: 93770017
{'hecke_orbit_code': 687228322044, 'n': 18, 'trace_an': 0}
-
id: 93770018
{'hecke_orbit_code': 687228322044, 'n': 19, 'trace_an': 3}
-
id: 93770019
{'hecke_orbit_code': 687228322044, 'n': 20, 'trace_an': 0}
-
id: 93770020
{'hecke_orbit_code': 687228322044, 'n': 21, 'trace_an': 0}
-
id: 93770021
{'hecke_orbit_code': 687228322044, 'n': 22, 'trace_an': 0}
-
id: 93770022
{'hecke_orbit_code': 687228322044, 'n': 23, 'trace_an': 11}
-
id: 93770023
{'hecke_orbit_code': 687228322044, 'n': 24, 'trace_an': 0}
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id: 93770024
{'hecke_orbit_code': 687228322044, 'n': 25, 'trace_an': 2}
-
id: 93770025
{'hecke_orbit_code': 687228322044, 'n': 26, 'trace_an': 0}
-
id: 93770026
{'hecke_orbit_code': 687228322044, 'n': 27, 'trace_an': 0}
-
id: 93770027
{'hecke_orbit_code': 687228322044, 'n': 28, 'trace_an': 0}
-
id: 93770028
{'hecke_orbit_code': 687228322044, 'n': 29, 'trace_an': 4}
-
id: 93770029
{'hecke_orbit_code': 687228322044, 'n': 30, 'trace_an': 0}
-
id: 93770030
{'hecke_orbit_code': 687228322044, 'n': 31, 'trace_an': -7}
-
id: 93770031
{'hecke_orbit_code': 687228322044, 'n': 32, 'trace_an': 0}
-
id: 93770032
{'hecke_orbit_code': 687228322044, 'n': 33, 'trace_an': 0}
-
id: 93770033
{'hecke_orbit_code': 687228322044, 'n': 34, 'trace_an': 0}
-
id: 93770034
{'hecke_orbit_code': 687228322044, 'n': 35, 'trace_an': -25}
-
id: 93770035
{'hecke_orbit_code': 687228322044, 'n': 36, 'trace_an': 0}
-
id: 93770036
{'hecke_orbit_code': 687228322044, 'n': 37, 'trace_an': -9}
-
id: 93770037
{'hecke_orbit_code': 687228322044, 'n': 38, 'trace_an': 0}
-
id: 93770038
{'hecke_orbit_code': 687228322044, 'n': 39, 'trace_an': 0}
-
id: 93770039
{'hecke_orbit_code': 687228322044, 'n': 40, 'trace_an': 0}
-
id: 93770040
{'hecke_orbit_code': 687228322044, 'n': 41, 'trace_an': -24}
-
id: 93770041
{'hecke_orbit_code': 687228322044, 'n': 42, 'trace_an': 0}
-
id: 93770042
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