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{'Nk2': 29484, 'analytic_conductor': 131.35434842683114, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, 1], [13, 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': [819, 1, [92, 703, 379], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 917671737648376369120, 'field_disc_factorization': [[2, 5], [5, 1], [7, 1], [11, 2], [43, 1], [197, 1], [799372644011, 1]], 'field_poly': [-23760, 5973, 4763, -156, -148, -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': [[2, [-13328, -14440, 3412, 738, -138, -5, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355405107, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '819.6.a.c', 'level': 819, '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': [3, 7, 13], 'level_radical': 273, 'minimal_twist': '273.6.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+(18+\\beta _{1}+\\beta _{2})q^{4}+(-19+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '819.6.a', 'trace_display': [5, 0, -112, -294], 'trace_hash': 941638246732317799, 'trace_moments': [{'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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-
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{'ALdims': [14, 18, 16, 12, 23, 21, 22, 24], 'Nk2': 29484, 'analytic_conductor': 131.35434842683114, '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': [819, 1, [92, 703, 379], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 552, 'dim': 150, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664115, 'hecke_orbit_dims': [1, 6, 6, 6, 6, 6, 7, 7, 8, 8, 9, 9, 11, 12, 14, 16, 18], 'label': '819.6.a', 'level': 819, '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': [3, 7, 13], 'level_radical': 273, 'mf_dim': 568, 'mf_new_dim': 150, 'num_forms': 17, 'plus_dim': 69, 'prim_orbit_index': 1, 'relative_dim': 150, 'sturm_bound': 672, 'trace_bound': 2, 'trace_display': [10, 0, -116, -98], 'traces': [150, 10, 0, 2462, -116, 0, -98, 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mf_twists_nf • Show schema
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id: 518620
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '819.6.a.c', 'source_level': 819, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '273.6.a.d', 'target_level': 273, 'twist_class_label': '273.6.a.d', 'twist_class_level': 273, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 518621
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '819.6.a.c', 'source_level': 819, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '819.6.a.c', 'target_level': 819, 'twist_class_label': '273.6.a.d', 'twist_class_level': 273, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1371150
{'charpoly_factorization': [[[-13328, -14440, 3412, 738, -138, -5, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 2}
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id: 1371151
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 9007199355405107, 'p': 3}
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id: 1371152
{'charpoly_factorization': [[[19616265936, 970329912, -3406571, -675024, -4366, 112, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 5}
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id: 1371153
{'charpoly_factorization': [[[49, 1], 6]], 'hecke_orbit_code': 9007199355405107, 'p': 7}
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id: 1371154
{'charpoly_factorization': [[[2920455601776, 1732282090944, 36772765688, -164459408, -591401, 360, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 11}
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id: 1371155
{'charpoly_factorization': [[[169, 1], 6]], 'hecke_orbit_code': 9007199355405107, 'p': 13}
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id: 1371156
{'charpoly_factorization': [[[-450897590936153088, 3341994810820736, 215701182212, -6748817140, -1598541, 2708, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 17}
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id: 1371157
{'charpoly_factorization': [[[-7613246444951864032, 18770452536224304, -9597360552551, -11949323564, 16261934, -6892, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 19}
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id: 1371158
{'charpoly_factorization': [[[8924684486648434920, -19220296375262952, -28162448931099, 16574085920, 28472810, 9744, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 23}
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id: 1371159
{'charpoly_factorization': [[[-2523265063515494015204, 433416483673668612, 741732108357399, -20786342606, -51176612, -70, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 29}
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id: 1371160
{'charpoly_factorization': [[[-1904739585064842240, -635322582544320, 5430805506192, 278308804, -4313815, 130, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 31}
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id: 1371161
{'charpoly_factorization': [[[1452899310617013622272, -653393604895490368, -3061163449230612, 1294973291100, -87094353, -11512, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 37}
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id: 1371162
{'charpoly_factorization': [[[12854936971750278998016, 25767879622816945920, 9630475228129216, -1206411733328, -377771868, -912, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 41}
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id: 1371163
{'charpoly_factorization': [[[587486113628173689829072, -1889724530857066072, -35532107370014597, -3154737635038, 228486116, 34918, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 43}
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id: 1371164
{'charpoly_factorization': [[[102771581192172626822400, 59234841197820863872, 1898015587256764, -2067642335340, -191944403, 8594, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 47}
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id: 1371165
{'charpoly_factorization': [[[-167085571609361996453677968, -9767475125384602851216, 1314663455438993904, 18624283736860, -2188127031, -10102, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 53}
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id: 1371166
{'charpoly_factorization': [[[-59460730167087526784532480, -39711569360063275458560, 778959062401125376, 103451519528096, -2299439300, -43260, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 59}
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id: 1371167
{'charpoly_factorization': [[[-289806593475708693014316400, 30350651324402584857440, 166733841682533224, -139438696153520, 6922094857, -137538, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 61}
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id: 1371168
{'charpoly_factorization': [[[103467531546539502745764096, -34714193897534063977344, 2747640763154512528, 35791195091008, -3459940536, -8280, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 67}
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id: 1371169
{'charpoly_factorization': [[[-39144306133688367447878615040, 789427343776131786199552, 32386511371013481536, -447323255388224, -9557552076, 62380, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 71}
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id: 1371170
{'charpoly_factorization': [[[765444044119218598374458700, -103011254394569843134460, -499880945967164485, 249107789420058, -2925221992, -76670, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 73}
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id: 1371171
{'charpoly_factorization': [[[-140163328512119372932028160, -31580723086156299097536, 12128745568828004, 161115954472188, -4241140219, -21154, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 79}
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id: 1371172
{'charpoly_factorization': [[[22374830972013971771760336, 68612899774556436904944, 12696904924114510392, 735260906190668, 18837268153, 223186, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 83}
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id: 1371173
{'charpoly_factorization': [[[-131855220724726877591912276736, -9209497087584794511408192, -228613684167204947924, -1971996040143648, 8685388989, 235190, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 89}
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id: 1371174
{'charpoly_factorization': [[[129446803815644008653772696368, -4738370160754768253415824, -65722667425294981152, 3697045657526124, -25876237215, -108602, 1], 1]], 'hecke_orbit_code': 9007199355405107, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '819.6.a.c', 'level': 819, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 28997629
{'hecke_orbit_code': 9007199355405107, 'n': 1, 'trace_an': 6}
-
id: 28997630
{'hecke_orbit_code': 9007199355405107, 'n': 2, 'trace_an': 5}
-
id: 28997631
{'hecke_orbit_code': 9007199355405107, 'n': 3, 'trace_an': 0}
-
id: 28997632
{'hecke_orbit_code': 9007199355405107, 'n': 4, 'trace_an': 109}
-
id: 28997633
{'hecke_orbit_code': 9007199355405107, 'n': 5, 'trace_an': -112}
-
id: 28997634
{'hecke_orbit_code': 9007199355405107, 'n': 6, 'trace_an': 0}
-
id: 28997635
{'hecke_orbit_code': 9007199355405107, 'n': 7, 'trace_an': -294}
-
id: 28997636
{'hecke_orbit_code': 9007199355405107, 'n': 8, 'trace_an': -339}
-
id: 28997637
{'hecke_orbit_code': 9007199355405107, 'n': 9, 'trace_an': 0}
-
id: 28997638
{'hecke_orbit_code': 9007199355405107, 'n': 10, 'trace_an': -417}
-
id: 28997639
{'hecke_orbit_code': 9007199355405107, 'n': 11, 'trace_an': -360}
-
id: 28997640
{'hecke_orbit_code': 9007199355405107, 'n': 12, 'trace_an': 0}
-
id: 28997641
{'hecke_orbit_code': 9007199355405107, 'n': 13, 'trace_an': -1014}
-
id: 28997642
{'hecke_orbit_code': 9007199355405107, 'n': 14, 'trace_an': -245}
-
id: 28997643
{'hecke_orbit_code': 9007199355405107, 'n': 15, 'trace_an': 0}
-
id: 28997644
{'hecke_orbit_code': 9007199355405107, 'n': 16, 'trace_an': 1353}
-
id: 28997645
{'hecke_orbit_code': 9007199355405107, 'n': 17, 'trace_an': -2708}
-
id: 28997646
{'hecke_orbit_code': 9007199355405107, 'n': 18, 'trace_an': 0}
-
id: 28997647
{'hecke_orbit_code': 9007199355405107, 'n': 19, 'trace_an': 6892}
-
id: 28997648
{'hecke_orbit_code': 9007199355405107, 'n': 20, 'trace_an': -3261}
-
id: 28997649
{'hecke_orbit_code': 9007199355405107, 'n': 21, 'trace_an': 0}
-
id: 28997650
{'hecke_orbit_code': 9007199355405107, 'n': 22, 'trace_an': -33}
-
id: 28997651
{'hecke_orbit_code': 9007199355405107, 'n': 23, 'trace_an': -9744}
-
id: 28997652
{'hecke_orbit_code': 9007199355405107, 'n': 24, 'trace_an': 0}
-
id: 28997653
{'hecke_orbit_code': 9007199355405107, 'n': 25, 'trace_an': 2526}
-
id: 28997654
{'hecke_orbit_code': 9007199355405107, 'n': 26, 'trace_an': -845}
-
id: 28997655
{'hecke_orbit_code': 9007199355405107, 'n': 27, 'trace_an': 0}
-
id: 28997656
{'hecke_orbit_code': 9007199355405107, 'n': 28, 'trace_an': -5341}
-
id: 28997657
{'hecke_orbit_code': 9007199355405107, 'n': 29, 'trace_an': 70}
-
id: 28997658
{'hecke_orbit_code': 9007199355405107, 'n': 30, 'trace_an': 0}
-
id: 28997659
{'hecke_orbit_code': 9007199355405107, 'n': 31, 'trace_an': -130}
-
id: 28997660
{'hecke_orbit_code': 9007199355405107, 'n': 32, 'trace_an': -31303}
-
id: 28997661
{'hecke_orbit_code': 9007199355405107, 'n': 33, 'trace_an': 0}
-
id: 28997662
{'hecke_orbit_code': 9007199355405107, 'n': 34, 'trace_an': 3917}
-
id: 28997663
{'hecke_orbit_code': 9007199355405107, 'n': 35, 'trace_an': 5488}
-
id: 28997664
{'hecke_orbit_code': 9007199355405107, 'n': 36, 'trace_an': 0}
-
id: 28997665
{'hecke_orbit_code': 9007199355405107, 'n': 37, 'trace_an': 11512}
-
id: 28997666
{'hecke_orbit_code': 9007199355405107, 'n': 38, 'trace_an': -17799}
-
id: 28997667
{'hecke_orbit_code': 9007199355405107, 'n': 39, 'trace_an': 0}
-
id: 28997668
{'hecke_orbit_code': 9007199355405107, 'n': 40, 'trace_an': 19339}
-
id: 28997669
{'hecke_orbit_code': 9007199355405107, 'n': 41, 'trace_an': 912}
-
id: 28997670
{'hecke_orbit_code': 9007199355405107, 'n': 42, 'trace_an': 0}
-
id: 28997671
{'hecke_orbit_code': 9007199355405107, 'n': 43, 'trace_an': -34918}
-
id: 28997672
{'hecke_orbit_code': 9007199355405107, 'n': 44, 'trace_an': -6503}
-
id: 28997673
{'hecke_orbit_code': 9007199355405107, 'n': 45, 'trace_an': 0}
-
id: 28997674
{'hecke_orbit_code': 9007199355405107, 'n': 46, 'trace_an': 19333}
-
id: 28997675
{'hecke_orbit_code': 9007199355405107, 'n': 47, 'trace_an': -8594}
-
id: 28997676
{'hecke_orbit_code': 9007199355405107, 'n': 48, 'trace_an': 0}
-
id: 28997677
{'hecke_orbit_code': 9007199355405107, 'n': 49, 'trace_an': 14406}
-
id: 28997678
{'hecke_orbit_code': 9007199355405107, 'n': 50, 'trace_an': 83560}
-
id: 28997679
{'hecke_orbit_code': 9007199355405107, 'n': 51, 'trace_an': 0}
-
id: 28997680
{'hecke_orbit_code': 9007199355405107, 'n': 52, 'trace_an': -18421}
-
id: 28997681
{'hecke_orbit_code': 9007199355405107, 'n': 53, 'trace_an': 10102}
-
id: 28997682
{'hecke_orbit_code': 9007199355405107, 'n': 54, 'trace_an': 0}
-
id: 28997683
{'hecke_orbit_code': 9007199355405107, 'n': 55, 'trace_an': -14552}
-
id: 28997684
{'hecke_orbit_code': 9007199355405107, 'n': 56, 'trace_an': 16611}
-
id: 28997685
{'hecke_orbit_code': 9007199355405107, 'n': 57, 'trace_an': 0}
-
id: 28997686
{'hecke_orbit_code': 9007199355405107, 'n': 58, 'trace_an': -8989}
-
id: 28997687
{'hecke_orbit_code': 9007199355405107, 'n': 59, 'trace_an': 43260}
-
id: 28997688
{'hecke_orbit_code': 9007199355405107, 'n': 60, 'trace_an': 0}
-
id: 28997689
{'hecke_orbit_code': 9007199355405107, 'n': 61, 'trace_an': 137538}
-
id: 28997690
{'hecke_orbit_code': 9007199355405107, 'n': 62, 'trace_an': 19690}
-
id: 28997691
{'hecke_orbit_code': 9007199355405107, 'n': 63, 'trace_an': 0}
-
id: 28997692
{'hecke_orbit_code': 9007199355405107, 'n': 64, 'trace_an': 16129}
-
id: 28997693
{'hecke_orbit_code': 9007199355405107, 'n': 65, 'trace_an': 18928}
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