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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [7, -1], [11, -1]], 2, 1], [[[2, 1], [7, 1], [11, 1]], 1, 1], [[[2, -1], [7, 1], [11, 1]], 1, 1], [[[2, 1], [7, 1], [11, -1]], 1, 1]], 'ALdims': [1, 1, 0, 0, 1, 0, 0, 2], 'Nk2': 616, 'analytic_conductor': 1.229696191127718, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [154, 1, [45, 57], [1, 1]], 'conrey_index': 1, 'cusp_dim': 21, 'dim': 5, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 33554586, 'hecke_orbit_dims': [1, 1, 1, 2], 'label': '154.2.a', 'level': 154, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7, 11], 'level_radical': 154, 'mf_dim': 28, 'mf_new_dim': 5, 'num_forms': 4, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 48, 'trace_bound': 3, 'trace_display': [1, 0, 2, -1], 'traces': [5, 1, 0, 5, 2, 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-8, -8, 28, 34, -12, -100, 8, -6, 0, 16, 164, 46, 116, -2, 28, 32, 0, 16, -96, -12, 152, -16, 86, 12, 0, -32, -62, 56, 10, 16, -212, -8, -64, 0, -6, 10, 48, -14, -46, -28, 0, 34, 56, 70, -24, -24, -8, -16, 32, 5, 100, -40, -4, 6, -96, -32, 6, 5, 20, -58, -64, 8, -22, 8, 16, -9, 106, 10, 22, 80, 32, -56, 88, -6, -22, 158, -28, 2, 0, 14, 40, 24, 112, -22, 30, 28, 22, -88, 24, -32, -24, 8, -36, 40, -62, 16, -24, -2, -6, -40, -64, 0, 0, 108, 40, -8, -93, 38, 176, -44, -10, -40, -1, 6, 72, -2, 16, 8, 30, -38, -144, 20, -62, 0, -24, 40, -24, 56, 64, -16, 44, 82, -128, 24, 16, 32, -136, 6, 26, -32, 60, 40, 46, 40, -48, 6, -38, 5, 4, -20, -40, 12, -88, 56, -24, -36, -7, 8, 48, -144, 56, 3, -64, 2, 0, 15, 12, -2, 0, 10, -92, -56, -12, -12, -178, -12, -144, 8, 8, 50, 24, 18, 0, 80, -88, 0, -104, -38, 8, -4, 34, -40, -8, -2, -46, 16, -12, 18, -56, -4, -44, 18, -46, 4, -80, 24, -98, -96, -48, 8, -32, -20, -28, 32, -84, 80, -32, -10, 18, -2, 72, 40, 24, -8, -10, -8, 21, -84, -4, 42, 12, 0, 96, 1, -80, -52, 104, -32, -48, -8, 0, -18, -22, -96, 42, 2, -26, 60, 72, -24, -60, 28, -16, -8, -128, 42, 48, 8, -64, -24, 40, -40, -10, -76, 144, 36], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 140225
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '154.2.a', 'level': 154, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 4, 'weight': 2}
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id: 140226
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '154.2.a', 'level': 154, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 2, 'weight': 2}
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id: 140228
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '154.2.a', 'level': 154, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 2, 'weight': 2}
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id: 140227
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '154.2.a', 'level': 154, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '154.2.a', 'sub_level': 154, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '154.2.a', 'level': 154, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 135000
{'hecke_orbit_code': 33554586, 'n': 1, 'trace_an': 5}
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id: 135001
{'hecke_orbit_code': 33554586, 'n': 2, 'trace_an': 1}
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id: 135002
{'hecke_orbit_code': 33554586, 'n': 3, 'trace_an': 0}
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id: 135003
{'hecke_orbit_code': 33554586, 'n': 4, 'trace_an': 5}
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id: 135004
{'hecke_orbit_code': 33554586, 'n': 5, 'trace_an': 2}
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id: 135005
{'hecke_orbit_code': 33554586, 'n': 6, 'trace_an': -4}
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id: 135006
{'hecke_orbit_code': 33554586, 'n': 7, 'trace_an': -1}
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id: 135007
{'hecke_orbit_code': 33554586, 'n': 8, 'trace_an': 1}
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id: 135008
{'hecke_orbit_code': 33554586, 'n': 9, 'trace_an': 1}
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id: 135009
{'hecke_orbit_code': 33554586, 'n': 10, 'trace_an': 6}
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id: 135010
{'hecke_orbit_code': 33554586, 'n': 11, 'trace_an': 1}
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id: 135011
{'hecke_orbit_code': 33554586, 'n': 12, 'trace_an': 0}
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id: 135012
{'hecke_orbit_code': 33554586, 'n': 13, 'trace_an': -2}
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id: 135013
{'hecke_orbit_code': 33554586, 'n': 14, 'trace_an': 3}
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id: 135014
{'hecke_orbit_code': 33554586, 'n': 15, 'trace_an': -8}
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id: 135015
{'hecke_orbit_code': 33554586, 'n': 16, 'trace_an': 5}
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id: 135016
{'hecke_orbit_code': 33554586, 'n': 17, 'trace_an': -6}
-
id: 135017
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id: 135906
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id: 135907
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id: 135909
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id: 135910
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id: 135911
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id: 135912
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id: 135913
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id: 135914
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id: 135915
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id: 135916
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id: 135917
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id: 135918
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id: 135919
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id: 135920
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id: 135921
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id: 135922
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id: 135923
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id: 135924
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id: 135925
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id: 135926
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id: 135927
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id: 135928
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id: 135929
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id: 135930
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id: 135931
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id: 135932
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id: 135933
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id: 135934
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id: 135935
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id: 135936
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id: 135937
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id: 135938
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id: 135939
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id: 135940
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id: 135941
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id: 135942
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id: 135943
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id: 135944
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id: 135945
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id: 135946
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id: 135947
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id: 135948
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id: 135949
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id: 135950
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id: 135951
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id: 135952
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id: 135953
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id: 135954
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id: 135955
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id: 135956
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id: 135957
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id: 135958
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id: 135959
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id: 135960
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id: 135961
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id: 135962
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id: 135963
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id: 135964
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id: 135965
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id: 135966
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id: 135967
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id: 135968
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id: 135969
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id: 135970
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id: 135972
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id: 135973
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id: 135974
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id: 135975
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id: 135976
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id: 135977
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id: 135978
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id: 135979
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id: 135980
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id: 135981
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id: 135982
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id: 135983
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id: 135984
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id: 135985
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id: 135986
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id: 135987
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id: 135989
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id: 135990
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id: 135991
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id: 135992
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id: 135993
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id: 135994
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id: 135995
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id: 135996
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id: 135997
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id: 135998
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id: 135999
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