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{'Nk2': 12600, 'analytic_conductor': 56.13433693454322, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1], [7, -1]], 'atkin_lehner_string': '++-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [350, 1, [127, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 1378776, 'field_disc_factorization': [[2, 3], [3, 1], [7, 1], [29, 1], [283, 1]], 'field_poly': [840, -336, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-840, -336, 1, 1]], [13, [409313016, -778092, -482, 1]]], 'hecke_orbit': 22, 'hecke_orbit_code': 94575592275444062, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 10, 'hecke_ring_index_factorization': [[2, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '350.6.a.v', 'level': 350, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '350.6.a.v', 'nf_label': '3.3.1378776.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-\\beta _{1}q^{3}+2^{4}q^{4}+4\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '350.6.a', 'trace_display': [-12, -1, 0, 147], 'trace_hash': 1653610160357799297, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.074', 'prec': 17}, 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mf_hecke_nf • Show schema
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'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [225, -3, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-225, 3, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '350.6.a.v', 'level': 350, 'maxp': 2999, 'weight': 6}
-
mf_newspaces • Show schema
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{'ALdims': [6, 7, 7, 5, 5, 4, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [27, 32, 31, 29, 31, 32, 31, 27], 'Nk2': 12600, 'analytic_conductor': 56.13433693454322, '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': [350, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 288, 'dim': 48, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13], 'hecke_orbit_code': 100663646, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 5, 5], 'label': '350.6.a', 'level': 350, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 312, 'mf_new_dim': 48, 'num_forms': 26, 'plus_dim': 21, 'prim_orbit_index': 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-84540032, 0, 23830464, 32862096, -25966208, -195956996, 0, -388783530, -75774496, 27651386, 105543424, 0, 15136256, 65601264, -71588672, 113693980, 0, -165834052, 131892800, 134475940, -27802112, 0, 139211008, 24464328, -6188672, -32396336, 0, 179433168, 380928, -28523776, 54862752, 0, 27658240, -77643110, 7480576, -113839160, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 267289
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 22, 'source_is_minimal': True, 'source_label': '350.6.a.v', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 22, 'target_is_minimal': True, 'target_label': '350.6.a.v', 'target_level': 350, 'twist_class_label': '350.6.a.v', 'twist_class_level': 350, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 267290
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 22, 'source_is_minimal': True, 'source_label': '350.6.a.v', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 23, 'target_is_minimal': True, 'target_label': '350.6.a.w', 'target_level': 350, 'twist_class_label': '350.6.a.v', 'twist_class_level': 350, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 267291
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 22, 'source_is_minimal': True, 'source_label': '350.6.a.v', 'source_level': 350, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '350.6.c.m', 'target_level': 350, 'twist_class_label': '350.6.a.v', 'twist_class_level': 350, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 755400
{'charpoly_factorization': [[[4, 1], 3]], 'hecke_orbit_code': 94575592275444062, 'p': 2}
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id: 755401
{'charpoly_factorization': [[[-840, -336, 1, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 3}
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id: 755402
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 94575592275444062, 'p': 5}
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id: 755403
{'charpoly_factorization': [[[-49, 1], 3]], 'hecke_orbit_code': 94575592275444062, 'p': 7}
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id: 755404
{'charpoly_factorization': [[[-40799375, -221125, 11, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 11}
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id: 755405
{'charpoly_factorization': [[[409313016, -778092, -482, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 13}
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id: 755406
{'charpoly_factorization': [[[-124770352, -2115288, -1185, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 17}
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id: 755407
{'charpoly_factorization': [[[-2760714180, -3868536, 1811, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 19}
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id: 755408
{'charpoly_factorization': [[[20458305000, -8763975, -3350, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 23}
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id: 755409
{'charpoly_factorization': [[[154187630694, -48598131, -1924, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 29}
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id: 755410
{'charpoly_factorization': [[[6751381392, -20477828, 6560, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 31}
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id: 755411
{'charpoly_factorization': [[[2252461080, -7253951, 5194, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 37}
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id: 755412
{'charpoly_factorization': [[[-873981504312, 105563080, 26981, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 41}
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id: 755413
{'charpoly_factorization': [[[3330798232544, -184924975, -18938, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 43}
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id: 755414
{'charpoly_factorization': [[[-548315678232, -264004244, 2878, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 47}
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id: 755415
{'charpoly_factorization': [[[2327818797872, -400081420, -6416, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 53}
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id: 755416
{'charpoly_factorization': [[[51424466453808, -2453208548, -17480, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 59}
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id: 755417
{'charpoly_factorization': [[[-17091016362224, -1038798040, 40538, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 61}
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id: 755418
{'charpoly_factorization': [[[138366600597, -41631165, -43761, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 67}
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id: 755419
{'charpoly_factorization': [[[-88582122380350, -997855075, 65476, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 71}
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id: 755420
{'charpoly_factorization': [[[4194036142072, 670018496, -59143, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 73}
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id: 755421
{'charpoly_factorization': [[[-8297801992798, 4427035341, -133128, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 79}
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id: 755422
{'charpoly_factorization': [[[47223196825812, 1423730392, -97205, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 83}
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id: 755423
{'charpoly_factorization': [[[560143115269220, -9219060984, -61353, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 89}
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id: 755424
{'charpoly_factorization': [[[-829971851107000, 27179811540, -288942, 1], 1]], 'hecke_orbit_code': 94575592275444062, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 22, 'label': '350.6.a.v', 'level': 350, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 65272171
{'hecke_orbit_code': 94575592275444062, 'n': 1, 'trace_an': 3}
-
id: 65272172
{'hecke_orbit_code': 94575592275444062, 'n': 2, 'trace_an': -12}
-
id: 65272173
{'hecke_orbit_code': 94575592275444062, 'n': 3, 'trace_an': -1}
-
id: 65272174
{'hecke_orbit_code': 94575592275444062, 'n': 4, 'trace_an': 48}
-
id: 65272175
{'hecke_orbit_code': 94575592275444062, 'n': 5, 'trace_an': 0}
-
id: 65272176
{'hecke_orbit_code': 94575592275444062, 'n': 6, 'trace_an': 4}
-
id: 65272177
{'hecke_orbit_code': 94575592275444062, 'n': 7, 'trace_an': 147}
-
id: 65272178
{'hecke_orbit_code': 94575592275444062, 'n': 8, 'trace_an': -192}
-
id: 65272179
{'hecke_orbit_code': 94575592275444062, 'n': 9, 'trace_an': -56}
-
id: 65272180
{'hecke_orbit_code': 94575592275444062, 'n': 10, 'trace_an': 0}
-
id: 65272181
{'hecke_orbit_code': 94575592275444062, 'n': 11, 'trace_an': -11}
-
id: 65272182
{'hecke_orbit_code': 94575592275444062, 'n': 12, 'trace_an': -16}
-
id: 65272183
{'hecke_orbit_code': 94575592275444062, 'n': 13, 'trace_an': 482}
-
id: 65272184
{'hecke_orbit_code': 94575592275444062, 'n': 14, 'trace_an': -588}
-
id: 65272185
{'hecke_orbit_code': 94575592275444062, 'n': 15, 'trace_an': 0}
-
id: 65272186
{'hecke_orbit_code': 94575592275444062, 'n': 16, 'trace_an': 768}
-
id: 65272187
{'hecke_orbit_code': 94575592275444062, 'n': 17, 'trace_an': 1185}
-
id: 65272188
{'hecke_orbit_code': 94575592275444062, 'n': 18, 'trace_an': 224}
-
id: 65272189
{'hecke_orbit_code': 94575592275444062, 'n': 19, 'trace_an': -1811}
-
id: 65272190
{'hecke_orbit_code': 94575592275444062, 'n': 20, 'trace_an': 0}
-
id: 65272191
{'hecke_orbit_code': 94575592275444062, 'n': 21, 'trace_an': -49}
-
id: 65272192
{'hecke_orbit_code': 94575592275444062, 'n': 22, 'trace_an': 44}
-
id: 65272193
{'hecke_orbit_code': 94575592275444062, 'n': 23, 'trace_an': 3350}
-
id: 65272194
{'hecke_orbit_code': 94575592275444062, 'n': 24, 'trace_an': 64}
-
id: 65272195
{'hecke_orbit_code': 94575592275444062, 'n': 25, 'trace_an': 0}
-
id: 65272196
{'hecke_orbit_code': 94575592275444062, 'n': 26, 'trace_an': -1928}
-
id: 65272197
{'hecke_orbit_code': 94575592275444062, 'n': 27, 'trace_an': 1997}
-
id: 65272198
{'hecke_orbit_code': 94575592275444062, 'n': 28, 'trace_an': 2352}
-
id: 65272199
{'hecke_orbit_code': 94575592275444062, 'n': 29, 'trace_an': 1924}
-
id: 65272200
{'hecke_orbit_code': 94575592275444062, 'n': 30, 'trace_an': 0}
-
id: 65272201
{'hecke_orbit_code': 94575592275444062, 'n': 31, 'trace_an': -6560}
-
id: 65272202
{'hecke_orbit_code': 94575592275444062, 'n': 32, 'trace_an': -3072}
-
id: 65272203
{'hecke_orbit_code': 94575592275444062, 'n': 33, 'trace_an': 15865}
-
id: 65272204
{'hecke_orbit_code': 94575592275444062, 'n': 34, 'trace_an': -4740}
-
id: 65272205
{'hecke_orbit_code': 94575592275444062, 'n': 35, 'trace_an': 0}
-
id: 65272206
{'hecke_orbit_code': 94575592275444062, 'n': 36, 'trace_an': -896}
-
id: 65272207
{'hecke_orbit_code': 94575592275444062, 'n': 37, 'trace_an': -5194}
-
id: 65272208
{'hecke_orbit_code': 94575592275444062, 'n': 38, 'trace_an': 7244}
-
id: 65272209
{'hecke_orbit_code': 94575592275444062, 'n': 39, 'trace_an': -1574}
-
id: 65272210
{'hecke_orbit_code': 94575592275444062, 'n': 40, 'trace_an': 0}
-
id: 65272211
{'hecke_orbit_code': 94575592275444062, 'n': 41, 'trace_an': -26981}
-
id: 65272212
{'hecke_orbit_code': 94575592275444062, 'n': 42, 'trace_an': 196}
-
id: 65272213
{'hecke_orbit_code': 94575592275444062, 'n': 43, 'trace_an': 18938}
-
id: 65272214
{'hecke_orbit_code': 94575592275444062, 'n': 44, 'trace_an': -176}
-
id: 65272215
{'hecke_orbit_code': 94575592275444062, 'n': 45, 'trace_an': 0}
-
id: 65272216
{'hecke_orbit_code': 94575592275444062, 'n': 46, 'trace_an': -13400}
-
id: 65272217
{'hecke_orbit_code': 94575592275444062, 'n': 47, 'trace_an': -2878}
-
id: 65272218
{'hecke_orbit_code': 94575592275444062, 'n': 48, 'trace_an': -256}
-
id: 65272219
{'hecke_orbit_code': 94575592275444062, 'n': 49, 'trace_an': 7203}
-
id: 65272220
{'hecke_orbit_code': 94575592275444062, 'n': 50, 'trace_an': 0}
-
id: 65272221
{'hecke_orbit_code': 94575592275444062, 'n': 51, 'trace_an': -55729}
-
id: 65272222
{'hecke_orbit_code': 94575592275444062, 'n': 52, 'trace_an': 7712}
-
id: 65272223
{'hecke_orbit_code': 94575592275444062, 'n': 53, 'trace_an': 6416}
-
id: 65272224
{'hecke_orbit_code': 94575592275444062, 'n': 54, 'trace_an': -7988}
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