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{'Nk2': 6400, 'analytic_conductor': 35.6733762749801, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -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': [25, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 281251152831572508839707904, 'field_disc_factorization': [[2, 8], [11, 1], [31, 1], [1061, 2], [53497637, 2]], 'field_poly': [-65015354624, 0, 153469728, 0, -29397, 0, 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': 1, 'hecke_cutters': [[2, [-4160982695936, 0, 2455515648, 0, -117588, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998405287961, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 20736000000, 'hecke_ring_index_factorization': [[2, 14], [3, 4], [5, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], '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': False, 'label': '25.16.a.f', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.16.b.a', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(-2\\beta _{1}-\\beta _{2})q^{3}+(6428+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '15.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.16.a', 'trace_display': [0, 0, 0, 0], 'trace_hash': 957705868064349018, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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mf_twists_cc • Show schema
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id: 45088953
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998405287961, 'source_is_minimal': False, 'source_label': '25.16.a.f.1.1', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998405287961, 'target_is_minimal': False, 'target_label': '25.16.a.f.1.1', 'target_level': 25, 'twist_class_label': '5.16.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 16}
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id: 45088954
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998405287961, 'source_is_minimal': False, 'source_label': '25.16.a.f.1.1', 'source_level': 25, 'target_conrey_index': 4, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68987912197, 'target_is_minimal': True, 'target_label': '5.16.b.a.4.1', 'target_level': 5, 'twist_class_label': '5.16.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 16}
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id: 45088955
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998405287961, 'source_is_minimal': False, 'source_label': '25.16.a.f.1.1', 'source_level': 25, 'target_conrey_index': 4, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 68987912197, 'target_is_minimal': True, 'target_label': '5.16.b.a.4.6', 'target_level': 5, 'twist_class_label': '5.16.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 16}
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id: 45088956
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998405287961, 'source_is_minimal': False, 'source_label': '25.16.a.f.1.1', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 22517998405287961, 'target_is_minimal': False, 'target_label': '25.16.a.f.1.6', 'target_level': 25, 'twist_class_label': '5.16.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 16}
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id: 45088957
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998405287961, 'source_is_minimal': False, 'source_label': '25.16.a.f.1.1', 'source_level': 25, 'target_conrey_index': 19, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503668615282733, 'target_is_minimal': False, 'target_label': '45.16.b.b.19.6', 'target_level': 45, 'twist_class_label': '5.16.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 16}
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id: 45088958
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998405287961, 'source_is_minimal': False, 'source_label': '25.16.a.f.1.1', 'source_level': 25, 'target_conrey_index': 19, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668615282733, 'target_is_minimal': False, 'target_label': '45.16.b.b.19.1', 'target_level': 45, 'twist_class_label': '5.16.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 16}
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id: 45088959
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998405287961, 'source_is_minimal': False, 'source_label': '25.16.a.f.1.1', 'source_level': 25, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 137707389008, 'target_is_minimal': False, 'target_label': '80.16.c.a.49.3', 'target_level': 80, 'twist_class_label': '5.16.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 16}
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id: 45088960
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998405287961, 'source_is_minimal': False, 'source_label': '25.16.a.f.1.1', 'source_level': 25, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137707389008, 'target_is_minimal': False, 'target_label': '80.16.c.a.49.4', 'target_level': 80, 'twist_class_label': '5.16.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 16}
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mf_hecke_charpolys • Show schema
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id: 95600
{'charpoly_factorization': [[[-4160982695936, 0, 2455515648, 0, -117588, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 2}
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id: 95601
{'charpoly_factorization': [[[-79914543281387267904, 0, 160831293357168, 0, -48755052, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 3}
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id: 95602
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 22517998405287961, 'p': 5}
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id: 95603
{'charpoly_factorization': [[[-17560391031732483266163471186728360256, 0, 21799671533824901950559088, 0, -8435989101708, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 7}
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id: 95604
{'charpoly_factorization': [[[-91431932436676531199808, -2946730426052688, 54295044, 1], 2]], 'hecke_orbit_code': 22517998405287961, 'p': 11}
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id: 95605
{'charpoly_factorization': [[[-1270042210138889631404998909971850725080679665664, 0, 596045501372472283294129025480448, 0, -47388110224798512, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 13}
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id: 95606
{'charpoly_factorization': [[[-43583926445420767523393375341770920157521635183161245696, 0, 50464217784689169474896554591513018368, 0, -13207426171690050048, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 17}
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id: 95607
{'charpoly_factorization': [[[-20502242437095130374706120000, -24317907152145214800, -1815497820, 1], 2]], 'hecke_orbit_code': 22517998405287961, 'p': 19}
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id: 95608
{'charpoly_factorization': [[[-61701275838270499120369522644225146815482118258469581417058624, 0, 536174926443454408510923154279164139471728, 0, -1324763061372880277772, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 23}
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id: 95609
{'charpoly_factorization': [[[-814249483813362686126035441905000, -5984581580932426089300, 143084234370, 1], 2]], 'hecke_orbit_code': 22517998405287961, 'p': 29}
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id: 95610
{'charpoly_factorization': [[[49263860979890872396495254126592, -8383275096076700249088, 138118374144, 1], 2]], 'hecke_orbit_code': 22517998405287961, 'p': 31}
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id: 95611
{'charpoly_factorization': [[[-3003273649466142302636261341215626231137533434106902149708326586699776, 0, 215487649419862194008420327080931580262973814528, 0, -1012881717934271383534128, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 37}
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id: 95612
{'charpoly_factorization': [[[-126786200934177755069602277364875208, 1624779894631826923555212, 3076639441194, 1], 2]], 'hecke_orbit_code': 22517998405287961, 'p': 41}
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id: 95613
{'charpoly_factorization': [[[-19551403358493941158547990626134436843738739541072918599029875711341646144, 0, 40355084327568499291993304171084571049028640594288, 0, -12731017005411053654071692, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 43}
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id: 95614
{'charpoly_factorization': [[[-1172265032533599645256903469820011550280467919621887772238031132262212416, 0, 13249954717585177666833206216173501115875526583408, 0, -15574461926924054701757868, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 47}
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id: 95615
{'charpoly_factorization': [[[-408714995564473764684211606833894060996419942864175675633934983597820104704, 0, 1255883723950749014159997517282957199970509902157568, 0, -197464266863431200446690352, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 53}
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id: 95616
{'charpoly_factorization': [[[257712378540180711351395717275560000, 8376336348563782872874800, 7451629163340, 1], 2]], 'hecke_orbit_code': 22517998405287961, 'p': 59}
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id: 95617
{'charpoly_factorization': [[[784643543364632380278013752656612197192, -201514487562102565147027188, 5676030714294, 1], 2]], 'hecke_orbit_code': 22517998405287961, 'p': 61}
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id: 95618
{'charpoly_factorization': [[[-52941684222066721678680446558335323868413582992711855278755601109848333068376896, 0, 1312459467154443675462486381519581959804466499608838768, 0, -2379706150836357359725976748, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 67}
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id: 95619
{'charpoly_factorization': [[[144596072370610857121588459090459036795392, -9445987871640989759183277888, -65846572903656, 1], 2]], 'hecke_orbit_code': 22517998405287961, 'p': 71}
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id: 95620
{'charpoly_factorization': [[[-240004726004206885071817185396153000776778478386671521104978707819226655657196519424, 0, 127650981371500009054143488337933653287939688477653168128, 0, -20238474521544085347289083072, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 73}
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id: 95621
{'charpoly_factorization': [[[1735218289334367068922574344225900945920000, -58012785563258341874564716800, -13040926969680, 1], 2]], 'hecke_orbit_code': 22517998405287961, 'p': 79}
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id: 95622
{'charpoly_factorization': [[[-130237263782629279710686422150846569775945000280520924734160224625046750225227584, 0, 52263923534618128780841120199121321012472096602754487408, 0, -16209667895483730722754993132, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 83}
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id: 95623
{'charpoly_factorization': [[[4768467842476269289268594910139827529665000, -281915902071829592519526335700, 29634845354910, 1], 2]], 'hecke_orbit_code': 22517998405287961, 'p': 89}
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id: 95624
{'charpoly_factorization': [[[-177265581994358135655403220847754716681338307754020754205322327473351622889655310395375616, 0, 3397054837349982094878773650266603620092825334197364347895808, 0, -3730228550836029036364965389568, 0, 1], 1]], 'hecke_orbit_code': 22517998405287961, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '25.16.a.f', 'level': 25, 'portrait': 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', 'weight': 16}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 43956727
{'hecke_orbit_code': 22517998405287961, 'n': 1, 'trace_an': 6}
-
id: 43956728
{'hecke_orbit_code': 22517998405287961, 'n': 2, 'trace_an': 0}
-
id: 43956729
{'hecke_orbit_code': 22517998405287961, 'n': 3, 'trace_an': 0}
-
id: 43956730
{'hecke_orbit_code': 22517998405287961, 'n': 4, 'trace_an': 38568}
-
id: 43956731
{'hecke_orbit_code': 22517998405287961, 'n': 5, 'trace_an': 0}
-
id: 43956732
{'hecke_orbit_code': 22517998405287961, 'n': 6, 'trace_an': -515448}
-
id: 43956733
{'hecke_orbit_code': 22517998405287961, 'n': 7, 'trace_an': 0}
-
id: 43956734
{'hecke_orbit_code': 22517998405287961, 'n': 8, 'trace_an': 0}
-
id: 43956735
{'hecke_orbit_code': 22517998405287961, 'n': 9, 'trace_an': 11416662}
-
id: 43956736
{'hecke_orbit_code': 22517998405287961, 'n': 10, 'trace_an': 0}
-
id: 43956737
{'hecke_orbit_code': 22517998405287961, 'n': 11, 'trace_an': -108590088}
-
id: 43956738
{'hecke_orbit_code': 22517998405287961, 'n': 12, 'trace_an': 0}
-
id: 43956739
{'hecke_orbit_code': 22517998405287961, 'n': 13, 'trace_an': 0}
-
id: 43956740
{'hecke_orbit_code': 22517998405287961, 'n': 14, 'trace_an': -663751704}
-
id: 43956741
{'hecke_orbit_code': 22517998405287961, 'n': 15, 'trace_an': 0}
-
id: 43956742
{'hecke_orbit_code': 22517998405287961, 'n': 16, 'trace_an': 1155522336}
-
id: 43956743
{'hecke_orbit_code': 22517998405287961, 'n': 17, 'trace_an': 0}
-
id: 43956744
{'hecke_orbit_code': 22517998405287961, 'n': 18, 'trace_an': 0}
-
id: 43956745
{'hecke_orbit_code': 22517998405287961, 'n': 19, 'trace_an': 3630995640}
-
id: 43956746
{'hecke_orbit_code': 22517998405287961, 'n': 20, 'trace_an': 0}
-
id: 43956747
{'hecke_orbit_code': 22517998405287961, 'n': 21, 'trace_an': -8917537608}
-
id: 43956748
{'hecke_orbit_code': 22517998405287961, 'n': 22, 'trace_an': 0}
-
id: 43956749
{'hecke_orbit_code': 22517998405287961, 'n': 23, 'trace_an': 0}
-
id: 43956750
{'hecke_orbit_code': 22517998405287961, 'n': 24, 'trace_an': 2959765920}
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