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mf_newspaces • Show schema
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{'Nk2': 800, 'analytic_conductor': 2.9500955002870306, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'conrey_index': 49, 'cusp_dim': 16, 'dim': 4, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 68786585650, 'hecke_orbit_dims': [2, 2], 'label': '50.4.b', 'level': 50, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 28, 'mf_new_dim': 4, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 4, 'sturm_bound': 30, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, -16, 0, -4, 0, 0, -118, 0, 78, 0, 0, 152, 0, 64, 0, 0, 130, 0, -412, 0, 0, 16, 0, -344, 0, 0, 420, 0, 668, 0, 0, -348, 0, 472, 0, 0, -536, 0, -162, 0, 0, -312, 0, 216, 0, 0, -972, 0, -762, 0, 0, 460, 0, -608, 0, 0, 840, 0, 1328, 0, 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0, 0, -57648, 0, -44192, 0, 0, -55436, 0, -19212, 0, 0, 13440, 0, -14448, 0, 0, 34544, 0, -156312, 0, 0, -94632, 0, 960, 0, 0, 121956, 0, -6708, 0, 0, 33448, 0, 91152, 0, 0, -115890, 0, -115602, 0, 0, -74248, 0, 21248, 0, 0, -59130, 0, 80420, 0, 0, -96048, 0, -33840, 0, 0, -31536, 0, 25988, 0, 0, -89376, 0, -55176, 0, 0, 4780, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 112698
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '50.4.b', 'level': 50, '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': 2, 'weight': 4}
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id: 112699
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '50.4.b', 'level': 50, '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': 2, 'weight': 4}
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id: 112700
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '50.4.b', 'level': 50, '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': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '50.4.b', 'level': 50, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 21072000
{'hecke_orbit_code': 68786585650, 'n': 1, 'trace_an': 4}
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id: 21072001
{'hecke_orbit_code': 68786585650, 'n': 2, 'trace_an': 0}
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id: 21072002
{'hecke_orbit_code': 68786585650, 'n': 3, 'trace_an': 0}
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id: 21072003
{'hecke_orbit_code': 68786585650, 'n': 4, 'trace_an': -16}
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id: 21072004
{'hecke_orbit_code': 68786585650, 'n': 5, 'trace_an': 0}
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id: 21072005
{'hecke_orbit_code': 68786585650, 'n': 6, 'trace_an': -4}
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id: 21072006
{'hecke_orbit_code': 68786585650, 'n': 7, 'trace_an': 0}
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id: 21072007
{'hecke_orbit_code': 68786585650, 'n': 8, 'trace_an': 0}
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id: 21072008
{'hecke_orbit_code': 68786585650, 'n': 9, 'trace_an': -118}
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id: 21072009
{'hecke_orbit_code': 68786585650, 'n': 10, 'trace_an': 0}
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id: 21072010
{'hecke_orbit_code': 68786585650, 'n': 11, 'trace_an': 78}
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id: 21072011
{'hecke_orbit_code': 68786585650, 'n': 12, 'trace_an': 0}
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id: 21072012
{'hecke_orbit_code': 68786585650, 'n': 13, 'trace_an': 0}
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id: 21072013
{'hecke_orbit_code': 68786585650, 'n': 14, 'trace_an': 152}
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id: 21072014
{'hecke_orbit_code': 68786585650, 'n': 15, 'trace_an': 0}
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id: 21072015
{'hecke_orbit_code': 68786585650, 'n': 16, 'trace_an': 64}
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id: 21072016
{'hecke_orbit_code': 68786585650, 'n': 17, 'trace_an': 0}
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id: 21072017
{'hecke_orbit_code': 68786585650, 'n': 18, 'trace_an': 0}
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id: 21072018
{'hecke_orbit_code': 68786585650, 'n': 19, 'trace_an': 130}
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id: 21072019
{'hecke_orbit_code': 68786585650, 'n': 20, 'trace_an': 0}
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id: 21072020
{'hecke_orbit_code': 68786585650, 'n': 21, 'trace_an': -412}
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id: 21072021
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