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mf_newspaces • Show schema
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{'Nk2': 1520, 'analytic_conductor': 3.0343152768086545, 'char_conductor': 380, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [380, 2, [191, 77, 21], [1, 1, 1]], 'conrey_indexes': [379], 'cusp_dim': 56, 'dim': 56, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 206191985020, 'hecke_orbit_dims': [16, 40], 'label': '380.2.d', 'level': 380, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 19], 'level_radical': 190, 'mf_dim': 64, 'mf_new_dim': 64, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 56, 'sturm_bound': 120, 'trace_bound': 1, 'trace_display': [0, 0, -4, 0], 'traces': [56, 0, 0, 0, -4, 8, 0, 0, -56, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, -20, 0, 0, 0, -32, -4, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 32, -12, 0, 0, 0, 16, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 24, 0, 0, 72, 0, 8, 0, 0, 0, 0, 0, 0, 0, 32, 0, 56, 0, 0, 0, -24, 72, 0, 0, 0, 44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, -28, -32, 0, 0, -88, 0, 24, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 16, -16, 0, 0, 0, -88, 0, 0, 0, 0, -56, 0, 0, 0, -16, 0, 0, 0, 0, 0, -92, 0, 0, 0, 0, 0, 0, 0, 0, -104, -152, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 160, 0, 0, 0, 132, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, -128, 0, -256, 0, 0, 0, 0, -32, 0, 0, 0, 0, 200, 0, 0, 56, 144, 0, 0, 0, 208, 0, 32, 0, 0, 0, 12, 0, 0, 0, 0, -92, 24, 0, 0, -136, 0, 0, 0, 0, -272, 0, 0, 0, 0, 0, 0, 0, 0, 0, 48, -72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, -88, 0, -152, 0, 0, 0, 104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 80, -120, 0, 0, 80, 96, 0, 0, 0, 96, 0, -24, 0, 0, 0, 0, -120, 0, 0, -120, 60, 0, 0, 0, 336, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 104, -96, 0, 0, -24, 0, 0, 0, 0, -104, 312, 0, 0, 0, 112, 0, 0, 0, 0, 0, 188, 0, 0, 0, 0, 0, -24, 0, 0, 216, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 0, 220, -440, 0, 0, 0, -224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 36, 240, 0, 0, 120, 20, 400, 0, 0, -40, 0, 0, 0, 0, 0, 0, -352, 0, 0, 0, -136, 0, 0, 0, -168, -52, -72, 0, 0, 0, -16, 0, 0, 0, 0, 0, -184, 0, 0, 0, 0, 0, 0, 0, 304, 36, 0, 0, 0, 32, 0, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, -96, 0, 0, 200, 0, -32, 0, 0, 0, 0, 0, 0, 0, -16, 0, 320, 0, 0, 0, -160, -136, 0, 0, 0, -208, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 272, 0, 0, 0, -224, -112, 0, 0, -88, 0, -112, 0, 0, 0, 0, 0, 0, 0, 192, 0, 0, 0, 0, 0, 160, -112, 0, 0, 0, 216, 0, 0, 0, 0, -376, 0, 0, 0, -32, 0, 0, 0, 0, 0, -352, 0, 0, 0, -40, 0, 0, 0, 0, 8, -280, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, -104, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, 0, 448, 0, 0, 0, 312, 0, 0, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, -96, 0, -776, 0, 0, 0, 0, 64, 0, 0, 0, 0, 328, 0, 0, -192, 400, 0, 0, 0, 496, 0, 304, 0, 0, 0, 120, 0, 0, 0, 0, 208, 456, 0, 0, 304, 0, 0, 0, 0, -280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 200, 204, 0, 0, 0, 0, 0, 0, 0, 0, -160, 0, -128, 0, 0, 0, 0, 0, 0, 0, -216, 0, -232, 0, 0, 0, 184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 84, -552, 0, 0, -176, 264, 0, 0, 0, 216, 0, -144, 0, 0, 0, 0, -128, 0, 0, -256, -76, 0, 0, 0, -416, -264, 0, 0, 0, 0, 0, 0, 0, 0, 0, 340, 128, 0, 0, 56, 0, 0, 0, 0, -48, 168, 0, 0, 0, 152, 0, 0, 0, 0, 0, 400, 0, 0, 0, 0, 0, -24, 0, 0, -248, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 272, 0, 0, 0, -196, -456, 0, 0, 0, -264, 0, 0, 0, 0, 0, 0, 0, 0, 0, -192, -152, 0, 0, 160, -76, 568, 0, 0, 136, 0, 0, 0, 0, 0, 0, -552, 0, 0, 0, -424, 0, 0, 0, -400, -16, -208, 0, 0, 0, -24, 0, 0, 0, 0, 0, -384, 0, 0, 0, 0, 0, 0, 0, 688, -224, 0, 0, 0, -248, 0, 0, 0, 0, -248, 0, 0, 0, 0, 0, 0, -104, 0, 0, -192, 0, 136, 0, 0, 0, 0, 0, 0, 0, 56, 0, 464, 0, 0, 0, -264, 392, 0, 0, 0, 180, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 600, 0, 0, 0, -308, 224, 0, 0, -64, 0, 168, 0, 0, 0, 0, 0, 0, 0, 200, 0, 0, 0, 0, 0, 288, 504, 0, 0, 0, -304, 0, 0, 0, 0, -224, 0, 0, 0, 440, 0, 0, 0, 0, 0, -476, 0, 0, 0, -64, 0, 0, 0, 0, 192, -400, 0, 0, 0, 0, 0, 384, 0, 0, 0, 0, 656, 0, 0, 0, 0, 0, 0, 0, -160, 0, 0, 0, 0, 0, 0, 888, 0, 0, 0, 220, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, -184, 0, -672, 0, 0, 0, 0, -200, 0, 0, 0, 0, 968, 0, 0, 368, 280, 0, 0, 0, 104, 0, 256, 0, 0, 0, -24, 0, 0, 0, 0, 0, 632, 0, 0, -448, 0, 0, 0, 0, -576, 0, 0, 0, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [379], 'label': '380.2.d', 'level': 380, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [379], 'sub_dim': 56, 'sub_label': '380.2.d', 'sub_level': 380, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '380.2.d', 'level': 380, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 36395000
{'hecke_orbit_code': 206191985020, 'n': 1, 'trace_an': 56}
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id: 36395001
{'hecke_orbit_code': 206191985020, 'n': 2, 'trace_an': 0}
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id: 36395002
{'hecke_orbit_code': 206191985020, 'n': 3, 'trace_an': 0}
-
id: 36395003
{'hecke_orbit_code': 206191985020, 'n': 4, 'trace_an': 0}
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id: 36395004
{'hecke_orbit_code': 206191985020, 'n': 5, 'trace_an': -4}
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id: 36395005
{'hecke_orbit_code': 206191985020, 'n': 6, 'trace_an': 8}
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id: 36395006
{'hecke_orbit_code': 206191985020, 'n': 7, 'trace_an': 0}
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id: 36395007
{'hecke_orbit_code': 206191985020, 'n': 8, 'trace_an': 0}
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id: 36395008
{'hecke_orbit_code': 206191985020, 'n': 9, 'trace_an': -56}
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id: 36395009
{'hecke_orbit_code': 206191985020, 'n': 10, 'trace_an': 0}
-
id: 36395010
{'hecke_orbit_code': 206191985020, 'n': 11, 'trace_an': 0}
-
id: 36395011
{'hecke_orbit_code': 206191985020, 'n': 12, 'trace_an': 0}
-
id: 36395012
{'hecke_orbit_code': 206191985020, 'n': 13, 'trace_an': 0}
-
id: 36395013
{'hecke_orbit_code': 206191985020, 'n': 14, 'trace_an': 0}
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id: 36395014
{'hecke_orbit_code': 206191985020, 'n': 15, 'trace_an': 0}
-
id: 36395015
{'hecke_orbit_code': 206191985020, 'n': 16, 'trace_an': -8}
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id: 36395016
{'hecke_orbit_code': 206191985020, 'n': 17, 'trace_an': 0}
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id: 36395017
{'hecke_orbit_code': 206191985020, 'n': 18, 'trace_an': 0}
-
id: 36395018
{'hecke_orbit_code': 206191985020, 'n': 19, 'trace_an': 0}
-
id: 36395019
{'hecke_orbit_code': 206191985020, 'n': 20, 'trace_an': -20}
-
id: 36395020
{'hecke_orbit_code': 206191985020, 'n': 21, 'trace_an': 0}
-
id: 36395021
{'hecke_orbit_code': 206191985020, 'n': 22, 'trace_an': 0}
-
id: 36395022
{'hecke_orbit_code': 206191985020, 'n': 23, 'trace_an': 0}
-
id: 36395023
{'hecke_orbit_code': 206191985020, 'n': 24, 'trace_an': -32}
-
id: 36395024
{'hecke_orbit_code': 206191985020, 'n': 25, 'trace_an': -4}
-
id: 36395025
{'hecke_orbit_code': 206191985020, 'n': 26, 'trace_an': 0}
-
id: 36395026
{'hecke_orbit_code': 206191985020, 'n': 27, 'trace_an': 0}
-
id: 36395027
{'hecke_orbit_code': 206191985020, 'n': 28, 'trace_an': 0}
-
id: 36395028
{'hecke_orbit_code': 206191985020, 'n': 29, 'trace_an': 0}
-
id: 36395029
{'hecke_orbit_code': 206191985020, 'n': 30, 'trace_an': -16}
-
id: 36395030
{'hecke_orbit_code': 206191985020, 'n': 31, 'trace_an': 0}
-
id: 36395031
{'hecke_orbit_code': 206191985020, 'n': 32, 'trace_an': 0}
-
id: 36395032
{'hecke_orbit_code': 206191985020, 'n': 33, 'trace_an': 0}
-
id: 36395033
{'hecke_orbit_code': 206191985020, 'n': 34, 'trace_an': 0}
-
id: 36395034
{'hecke_orbit_code': 206191985020, 'n': 35, 'trace_an': 0}
-
id: 36395035
{'hecke_orbit_code': 206191985020, 'n': 36, 'trace_an': -32}
-
id: 36395036
{'hecke_orbit_code': 206191985020, 'n': 37, 'trace_an': 0}
-
id: 36395037
{'hecke_orbit_code': 206191985020, 'n': 38, 'trace_an': 0}
-
id: 36395038
{'hecke_orbit_code': 206191985020, 'n': 39, 'trace_an': 0}
-
id: 36395039
{'hecke_orbit_code': 206191985020, 'n': 40, 'trace_an': 0}
-
id: 36395040
{'hecke_orbit_code': 206191985020, 'n': 41, 'trace_an': 0}
-
id: 36395041
{'hecke_orbit_code': 206191985020, 'n': 42, 'trace_an': 0}
-
id: 36395042
{'hecke_orbit_code': 206191985020, 'n': 43, 'trace_an': 0}
-
id: 36395043
{'hecke_orbit_code': 206191985020, 'n': 44, 'trace_an': 32}
-
id: 36395044
{'hecke_orbit_code': 206191985020, 'n': 45, 'trace_an': -12}
-
id: 36395045
{'hecke_orbit_code': 206191985020, 'n': 46, 'trace_an': 0}
-
id: 36395046
{'hecke_orbit_code': 206191985020, 'n': 47, 'trace_an': 0}
-
id: 36395047
{'hecke_orbit_code': 206191985020, 'n': 48, 'trace_an': 0}
-
id: 36395048
{'hecke_orbit_code': 206191985020, 'n': 49, 'trace_an': 16}
-
id: 36395049
{'hecke_orbit_code': 206191985020, 'n': 50, 'trace_an': 0}
-
id: 36395050
{'hecke_orbit_code': 206191985020, 'n': 51, 'trace_an': 0}
-
id: 36395051
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