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{'Nk2': 29700, 'analytic_conductor': 132.31665134570903, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [11, -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': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 7, 'field_disc': 2849584902881252031763984, 'field_disc_factorization': [[2, 4], [31, 1], [311, 1], [18473089558145239289, 1]], 'field_poly': [-8784, -218208, -1040, 12724, 137, -209, -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, [8784, -218208, 1040, 12724, -137, -209, 1, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795256480569, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 960, 'hecke_ring_index_factorization': [[2, 6], [3, 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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '825.6.a.n', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '165.6.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}-9q^{3}+(28+\\beta _{2})q^{4}+9\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.6.a', 'trace_display': [-1, -63, 0, 0], 'trace_hash': 957112008566851110, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.147', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.518', 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mf_hecke_nf • Show schema
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661962, 1873046, -234284, 614054], [137936758, -9029976, -4284920, 46614, -2956508, -525644, -99806]], 'char_orbit_index': 1, 'field_poly': [-8784, -218208, -1040, 12724, 137, -209, -1, 1], 'hecke_orbit_code': 58546795256480569, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 1, 2344, 2344, 2344], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0], [60, 0, 1, 0, 0, 0, 0], [18, 88, -1, 1, 0, 0, 0], [5272, -17, 124, -2, -2, -3, 1], [1126, 8775, -216, 153, 0, 9, 7], [524252, -5994, 14265, -358, -466, -422, 188]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0], [-60, 0, 1, 0, 0, 0, 0], [-78, -88, 1, 1, 0, 0, 0], [-34776, 346212, -70328, -11587, 2323, 71, -15], [-1252344, 291764, 104468, -7641, -1631, 45, 7], [889544, 1195020, -113220, -41409, 2097, 277, -9]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 7, 'label': '825.6.a.n', 'level': 825, 'maxp': 2999, 'weight': 6}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 23, 2], [[[3, 1], [5, -1], [11, -1]], 20, 2], [[[3, 1], [5, -1], [11, 1]], 22, 2], [[[3, -1], [5, 1], [11, -1]], 16, 5], [[[3, 1], [5, 1], [11, 1]], 18, 4], [[[3, -1], [5, -1], [11, 1]], 21, 2], [[[3, -1], [5, 1], [11, 1]], 19, 4], [[[3, 1], [5, 1], [11, -1]], 21, 4]], 'ALdims': [18, 21, 22, 20, 19, 16, 21, 23], 'Nk2': 29700, 'analytic_conductor': 132.31665134570903, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 588, 'dim': 160, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664121, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 5, 5, 7, 7, 7, 8, 8, 9, 9, 10, 10, 13, 13, 13, 13], 'label': '825.6.a', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_nf • Show schema
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id: 521827
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '825.6.a.n', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '165.6.a.h', 'target_level': 165, 'twist_class_label': '165.6.a.h', 'twist_class_level': 165, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 521828
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '825.6.a.n', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '495.6.a.n', 'target_level': 495, 'twist_class_label': '165.6.a.h', 'twist_class_level': 165, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 521829
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '825.6.a.n', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '825.6.a.n', 'target_level': 825, 'twist_class_label': '165.6.a.h', 'twist_class_level': 165, '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: 1378325
{'charpoly_factorization': [[[8784, -218208, 1040, 12724, -137, -209, 1, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 2}
-
id: 1378326
{'charpoly_factorization': [[[9, 1], 7]], 'hecke_orbit_code': 58546795256480569, 'p': 3}
-
id: 1378327
{'charpoly_factorization': [[[0, 1], 7]], 'hecke_orbit_code': 58546795256480569, 'p': 5}
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id: 1378328
{'charpoly_factorization': [[[-192283411073024, -10846696810752, -61396972800, 2595065472, 1543680, -98192, 0, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 7}
-
id: 1378329
{'charpoly_factorization': [[[-121, 1], 7]], 'hecke_orbit_code': 58546795256480569, 'p': 11}
-
id: 1378330
{'charpoly_factorization': [[[-62042671136305653376, 15468846425639360, 654280532839520, 188955238768, -1808210488, -1003980, 1418, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 13}
-
id: 1378331
{'charpoly_factorization': [[[73957723916230993536, 1813781371504015296, 9554743648947488, 7805141223216, -5389201448, -5897244, 630, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 17}
-
id: 1378332
{'charpoly_factorization': [[[-2084298352835699200000, 13599476503909504000, -22858351287997440, -2187875819776, 19262767936, -5865728, -2572, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 19}
-
id: 1378333
{'charpoly_factorization': [[[5272232173111062429696, 7119484252358688768, -59946954765869056, 58621567137792, 3395632128, -15517632, 536, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 23}
-
id: 1378334
{'charpoly_factorization': [[[-26604901979686634125680000, -39625450820443172969280, 3684042463993920928, 3675886699928752, -122097252680, -108123452, 1038, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 29}
-
id: 1378335
{'charpoly_factorization': [[[-1590036490411406136705024, 4983339009274000097280, -3854143333264408576, 740683982707712, 185318870528, -59068928, -1872, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 31}
-
id: 1378336
{'charpoly_factorization': [[[380004791300489225363725696, 116592578409055265970112, -34808331570824251936, -17413919491166416, -1756529291512, 98296244, 24298, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 37}
-
id: 1378337
{'charpoly_factorization': [[[711496262925609171968515968, 3920762946885254978855616, 1124295487330545320416, 36324342076815792, -10026294397144, -520224348, 17658, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 41}
-
id: 1378338
{'charpoly_factorization': [[[-1190976337058116164054400000, 4018069337363463724800, 242082147464901891840, 24422026213423488, -3699441224832, -417197312, 7244, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 43}
-
id: 1378339
{'charpoly_factorization': [[[-240541703348016791034220511232, -11659085798957507115761664, 4565937719840610664448, 104896439075707904, -22468339409920, -529703936, 34560, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 47}
-
id: 1378340
{'charpoly_factorization': [[[-4710240581645556775402708608, 9765646769788663167084480, -3235124127318537675040, 262447647490599728, 9733891736520, -1201369676, -10214, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 53}
-
id: 1378341
{'charpoly_factorization': [[[-2927746550373895609817064652800, 193637112206202460547297280, 28715959972858703553536, -3001517540201983232, 62387305401280, 2013444816, -94676, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 59}
-
id: 1378342
{'charpoly_factorization': [[[55351935211041775370667232384, -174520733194322397087884864, 59902794613110083135904, -5697974111024170448, 198585451523416, -1108882220, -69538, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 61}
-
id: 1378343
{'charpoly_factorization': [[[126158019795398732613398056812544, 22649350822985340164412092416, 1174672634630793630045184, 8118701735309895424, -566758629913920, -7532729840, 64908, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 67}
-
id: 1378344
{'charpoly_factorization': [[[8332905691619086968797514301440, 883783361396293211723317248, -103635637905816102133760, -3006539520453186560, 340601633489408, -4676334464, -61816, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 71}
-
id: 1378345
{'charpoly_factorization': [[[-45352364757221817052271597331328, -4794069517989811845173949504, 12975617213507934644256, 10100554916226106224, 55174864567512, -6265858796, -11890, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 73}
-
id: 1378346
{'charpoly_factorization': [[[196161830153521970135290140672000, 8945387887139323737539957760, -1414137508176146423369728, 26975324157740926464, 375608836789440, -10601370384, -18928, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 79}
-
id: 1378347
{'charpoly_factorization': [[[399985998733012431492848763067392, 100465864921245038055045348096, 4807300248515282006608640, 57519255676626481984, -786043613619328, -16692446960, 17492, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 83}
-
id: 1378348
{'charpoly_factorization': [[[597754113402104569666156338748800, -138500141953582152219626848320, -2073387194018259253589536, 131060542827088872240, 349312252100872, -22770502092, -25302, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 89}
-
id: 1378349
{'charpoly_factorization': [[[29971430103080619721744028094858368, 1306156520634800700622155102656, -41191428348620694364119136, 26357510183887072816, 5356640803600856, -23828557356, -172546, 1], 1]], 'hecke_orbit_code': 58546795256480569, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 14, 'label': '825.6.a.n', 'level': 825, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 229306000
{'hecke_orbit_code': 58546795256480569, 'n': 1, 'trace_an': 7}
-
id: 229306001
{'hecke_orbit_code': 58546795256480569, 'n': 2, 'trace_an': -1}
-
id: 229306002
{'hecke_orbit_code': 58546795256480569, 'n': 3, 'trace_an': -63}
-
id: 229306003
{'hecke_orbit_code': 58546795256480569, 'n': 4, 'trace_an': 195}
-
id: 229306004
{'hecke_orbit_code': 58546795256480569, 'n': 5, 'trace_an': 0}
-
id: 229306005
{'hecke_orbit_code': 58546795256480569, 'n': 6, 'trace_an': 9}
-
id: 229306006
{'hecke_orbit_code': 58546795256480569, 'n': 7, 'trace_an': 0}
-
id: 229306007
{'hecke_orbit_code': 58546795256480569, 'n': 8, 'trace_an': -153}
-
id: 229306008
{'hecke_orbit_code': 58546795256480569, 'n': 9, 'trace_an': 567}
-
id: 229306009
{'hecke_orbit_code': 58546795256480569, 'n': 10, 'trace_an': 0}
-
id: 229306010
{'hecke_orbit_code': 58546795256480569, 'n': 11, 'trace_an': 847}
-
id: 229306011
{'hecke_orbit_code': 58546795256480569, 'n': 12, 'trace_an': -1755}
-
id: 229306012
{'hecke_orbit_code': 58546795256480569, 'n': 13, 'trace_an': -1418}
-
id: 229306013
{'hecke_orbit_code': 58546795256480569, 'n': 14, 'trace_an': 2548}
-
id: 229306014
{'hecke_orbit_code': 58546795256480569, 'n': 15, 'trace_an': 0}
-
id: 229306015
{'hecke_orbit_code': 58546795256480569, 'n': 16, 'trace_an': 3699}
-
id: 229306016
{'hecke_orbit_code': 58546795256480569, 'n': 17, 'trace_an': -630}
-
id: 229306017
{'hecke_orbit_code': 58546795256480569, 'n': 18, 'trace_an': -81}
-
id: 229306018
{'hecke_orbit_code': 58546795256480569, 'n': 19, 'trace_an': 2572}
-
id: 229306019
{'hecke_orbit_code': 58546795256480569, 'n': 20, 'trace_an': 0}
-
id: 229306020
{'hecke_orbit_code': 58546795256480569, 'n': 21, 'trace_an': 0}
-
id: 229306021
{'hecke_orbit_code': 58546795256480569, 'n': 22, 'trace_an': -121}
-
id: 229306022
{'hecke_orbit_code': 58546795256480569, 'n': 23, 'trace_an': -536}
-
id: 229306023
{'hecke_orbit_code': 58546795256480569, 'n': 24, 'trace_an': 1377}
-
id: 229306024
{'hecke_orbit_code': 58546795256480569, 'n': 25, 'trace_an': 0}
-
id: 229306025
{'hecke_orbit_code': 58546795256480569, 'n': 26, 'trace_an': -7626}
-
id: 229306026
{'hecke_orbit_code': 58546795256480569, 'n': 27, 'trace_an': -5103}
-
id: 229306027
{'hecke_orbit_code': 58546795256480569, 'n': 28, 'trace_an': 11368}
-
id: 229306028
{'hecke_orbit_code': 58546795256480569, 'n': 29, 'trace_an': -1038}
-
id: 229306029
{'hecke_orbit_code': 58546795256480569, 'n': 30, 'trace_an': 0}
-
id: 229306030
{'hecke_orbit_code': 58546795256480569, 'n': 31, 'trace_an': 1872}
-
id: 229306031
{'hecke_orbit_code': 58546795256480569, 'n': 32, 'trace_an': 7523}
-
id: 229306032
{'hecke_orbit_code': 58546795256480569, 'n': 33, 'trace_an': -7623}
-
id: 229306033
{'hecke_orbit_code': 58546795256480569, 'n': 34, 'trace_an': 20790}
-
id: 229306034
{'hecke_orbit_code': 58546795256480569, 'n': 35, 'trace_an': 0}
-
id: 229306035
{'hecke_orbit_code': 58546795256480569, 'n': 36, 'trace_an': 15795}
-
id: 229306036
{'hecke_orbit_code': 58546795256480569, 'n': 37, 'trace_an': -24298}
-
id: 229306037
{'hecke_orbit_code': 58546795256480569, 'n': 38, 'trace_an': 18952}
-
id: 229306038
{'hecke_orbit_code': 58546795256480569, 'n': 39, 'trace_an': 12762}
-
id: 229306039
{'hecke_orbit_code': 58546795256480569, 'n': 40, 'trace_an': 0}
-
id: 229306040
{'hecke_orbit_code': 58546795256480569, 'n': 41, 'trace_an': -17658}
-
id: 229306041
{'hecke_orbit_code': 58546795256480569, 'n': 42, 'trace_an': -22932}
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