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mf_newforms • Show schema
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{'Nk2': 11200, 'analytic_conductor': 57.68401365035379, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [112, 3, [15, 85, 17], [3, 3, 1]], 'cm_discs': [], 'conrey_index': 65, 'dim': 10, 'field_disc': -2099632307093479986065419519152, 'field_disc_factorization': [[-1, 1], [2, 4], [3, 5], [23238521587427, 2]], 'field_poly': [761760000, 1034227200, 1399072384, 30575648, 16136944, 23608, 146753, 61, 430, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [8673176862534763089, -2597669890126806663, 763482821428213803, -4672149188112630, 72565199046333, -19884071781, 2840894541, 1158738, 80035, 161, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007749178327152, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 16994009088, 'hecke_ring_index_factorization': [[2, 18], [3, 3], [7, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '112.10.i.c', 'level': 112, '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, 7], 'level_radical': 14, 'minimal_twist': '7.10.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2^{5}\\beta _{2}+\\beta _{7})q^{3}+(307-307\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.10.i', 'trace_display': [0, -161, 1533, 1036], 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 11200, 'analytic_conductor': 57.68401365035379, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [112, 3, [15, 85, 17], [3, 3, 1]], 'conrey_index': 65, 'cusp_dim': 276, 'dim': 70, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 549923586160, 'hecke_orbit_dims': [6, 6, 10, 12, 18, 18], 'label': '112.10.i', 'level': 112, '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, 7], 'level_radical': 14, 'mf_dim': 300, 'mf_new_dim': 74, 'num_forms': 6, 'prim_orbit_index': 3, 'relative_dim': 35, 'sturm_bound': 160, 'trace_bound': 3, 'trace_display': [0, 163, -1, 1028], 'traces': [70, 0, 163, 0, -1, 0, 1028, 0, -216514, 0, -32929, 0, -4, 0, -39362, 0, -1, 0, 1116997, 0, 336765, 0, 2243129, 0, -12490652, 0, 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mf_twists_cc • Show schema
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id: 41129001
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007749178327152, 'source_is_minimal': False, 'source_label': '112.10.i.c.81.5', 'source_level': 112, 'target_conrey_index': 81, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007749178327152, 'target_is_minimal': False, 'target_label': '112.10.i.c.81.5', 'target_level': 112, 'twist_class_label': '7.10.c.a.2.2', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 41129002
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 81, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007749178327152, 'source_is_minimal': False, 'source_label': '112.10.i.c.81.5', 'source_level': 112, 'target_conrey_index': 4, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137606725639, 'target_is_minimal': True, 'target_label': '7.10.c.a.4.2', 'target_level': 7, 'twist_class_label': '7.10.c.a.2.2', 'twist_class_level': 7, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 41129003
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007749178327152, 'source_is_minimal': False, 'source_label': '112.10.i.c.81.5', 'source_level': 112, 'target_conrey_index': 65, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007749178327152, 'target_is_minimal': False, 'target_label': '112.10.i.c.65.5', 'target_level': 112, 'twist_class_label': '7.10.c.a.2.2', 'twist_class_level': 7, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 10}
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id: 41129004
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007749178327152, 'source_is_minimal': False, 'source_label': '112.10.i.c.81.5', 'source_level': 112, 'target_conrey_index': 46, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503874673049663, 'target_is_minimal': False, 'target_label': '63.10.e.b.46.4', 'target_level': 63, 'twist_class_label': '7.10.c.a.2.2', 'twist_class_level': 7, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
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id: 41129005
{'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007749178327152, 'source_is_minimal': False, 'source_label': '112.10.i.c.81.5', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 4, 'target_hecke_orbit_code': 22517998304624689, 'target_is_minimal': False, 'target_label': '49.10.a.f.1.4', 'target_level': 49, 'twist_class_label': '7.10.c.a.2.2', 'twist_class_level': 7, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 41129006
{'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 81, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007749178327152, 'source_is_minimal': False, 'source_label': '112.10.i.c.81.5', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014398677254193, 'target_is_minimal': False, 'target_label': '49.10.a.e.1.4', 'target_level': 49, 'twist_class_label': '7.10.c.a.2.2', 'twist_class_level': 7, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 10}
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id: 41129007
{'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007749178327152, 'source_is_minimal': False, 'source_label': '112.10.i.c.81.5', 'source_level': 112, 'target_conrey_index': 30, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021735370948657, 'target_is_minimal': False, 'target_label': '49.10.c.g.30.2', 'target_level': 49, 'twist_class_label': '7.10.c.a.2.2', 'twist_class_level': 7, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 10}
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id: 41129008
{'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 81, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007749178327152, 'source_is_minimal': False, 'source_label': '112.10.i.c.81.5', 'source_level': 112, 'target_conrey_index': 2, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137606725639, 'target_is_minimal': True, 'target_label': '7.10.c.a.2.2', 'target_level': 7, 'twist_class_label': '7.10.c.a.2.2', 'twist_class_level': 7, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 10}
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id: 41129009
{'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007749178327152, 'source_is_minimal': False, 'source_label': '112.10.i.c.81.5', 'source_level': 112, 'target_conrey_index': 18, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021735370948657, 'target_is_minimal': False, 'target_label': '49.10.c.g.18.2', 'target_level': 49, 'twist_class_label': '7.10.c.a.2.2', 'twist_class_level': 7, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 10}
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id: 41129010
{'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007749178327152, 'source_is_minimal': False, 'source_label': '112.10.i.c.81.5', 'source_level': 112, 'target_conrey_index': 37, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503874673049663, 'target_is_minimal': False, 'target_label': '63.10.e.b.37.4', 'target_level': 63, 'twist_class_label': '7.10.c.a.2.2', 'twist_class_level': 7, 'twisting_char_label': '84.23', 'twisting_conrey_index': 23, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 323900
{'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 9007749178327152, 'p': 2}
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id: 323901
{'charpoly_factorization': [[[8673176862534763089, -2597669890126806663, 763482821428213803, -4672149188112630, 72565199046333, -19884071781, 2840894541, 1158738, 80035, 161, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 3}
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id: 323902
{'charpoly_factorization': [[[1066524669298493773859790140625, 5076008804362075652112271875, 19892486043554681684649375, 29309648255250812741250, 40077752668011332925, -1907955187308555, 20425700556781, -1578471678, 6709903, -1533, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 5}
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id: 323903
{'charpoly_factorization': [[[107006904423598033356356300384937784807, -2747193156310600996763068223338636, 1646025482088964915898565211221, -403778354857511540170193552, 72141199902406854454550, -135641181930574152, 1787726185230650, -247958108048, 25048947, -1036, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 7}
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id: 323904
{'charpoly_factorization': [[[916196886845876962067160248297091885392120025, -130501785954491152033214287996508752806195, 16668337414796270776401462871978039731, -496343293167126019407491335777542, 21172436697697634193132395445, -160754183639311827735249, 11916310963719803581, -28513215501774, 5462954995, 42213, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 11}
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id: 323905
{'charpoly_factorization': [[[794796744399411712544992, -731762450312884592, -768157095157424, -827711528, 159838, 1], 2]], 'hecke_orbit_code': 9007749178327152, 'p': 13}
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id: 323906
{'charpoly_factorization': [[[2958630132208988859265021764658276811510432045018836281, -8683794702822033198065887903415864193439914091305, 115160575243394662636705446034129161494571615, -282709153893243834060819247760429103030, 2960559463575900481327741958819829, -6714670033836632288752552431, 37059912990927179378685, -52744092136314390, 264105170151, -324681, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 17}
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id: 323907
{'charpoly_factorization': [[[39112541660023387693383899608567465859185357071697162801, 642785051013201457923836842194962375411526805846399, 11769936433447314849548901312538255726476963171, -5075149933416720876280960314307356113890, 158493695108807712317686293908275709, 236995783480037384819209509141, 1284476421957605326869869, 404761901331800390, 1179397528971, -16121, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 19}
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id: 323908
{'charpoly_factorization': [[[4233254517670149476846329643777827988904321624025785448379601, 16595727744310732043858817645377406572383407208571210343, 45832420369229687784065150252752717557227796024411, 68954680065548056043558320016977090651807782, 80171189307991891120908932449609690413, 55106989245517826523178133581221, 35166165015467147249390589, 14570007791271684462, 8525235685443, 2638863, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 23}
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id: 323909
{'charpoly_factorization': [[[733221474069743781100795144800, -713501920720683610631280, -8176806787037379312, 15957088842392, -7646250, 1], 2]], 'hecke_orbit_code': 9007749178327152, 'p': 29}
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id: 323910
{'charpoly_factorization': [[[144063515391247282363707175383404264367332210636255336520726969, -1310127503798936484055090885945804039751042175961817643651, 9552542044048429318889662173017858176855930917720483, -24232240553425191427405773563672564530295026902, 51010479966608997351745514929946653165669, 26766650147887665422475732315611967, 9487651668513869548753016397, 1806005631667730013682, 253158374023251, 19179237, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 31}
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id: 323911
{'charpoly_factorization': [[[4715998088603693031350740912640959852458644630681475567333556530605625, -1180951484550259893056437265068216116520187132047832813171891625, 338911672668289094293339796998245856356416495780588610975, -53293840384225640645677795968235309523882173886070, 11139402054372221916341490081000527801291701, -1585692884331504796136799602920485999, 210181519772135633520903370941, -17210654821465456849558, 1098784627995111, -39566985, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 37}
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id: 323912
{'charpoly_factorization': [[[-204026816369022038939365878354150240, 200954686742226160163241203088, -11689570288349467333008, -718379726752744, 26718426, 1], 2]], 'hecke_orbit_code': 9007749178327152, 'p': 41}
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id: 323913
{'charpoly_factorization': [[[-728612456681257196353930321240769536, -214017463102874226326155774720, -16239373261666903195264, 180162273401248, 50917996, 1], 2]], 'hecke_orbit_code': 9007749178327152, 'p': 43}
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id: 323914
{'charpoly_factorization': [[[349182278228277267222076417393308764245972226836583692589764283311071225, -208708901171028494621249451648713760193557259104540444896008419645, 111987247617609816143930902107343982924898646417581325712259, -8959815684597038022276525362111331186125268400640970, 883922174864391575271626510846695699038636645, 804542680568627961195575157157926369, 1621492179962943661724980935693, 6510414276817585820910, 2185021081120371, 32509659, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 47}
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id: 323915
{'charpoly_factorization': [[[472261071829197812108090904350761262235352579719444923531453857484063623811121, -18577988138248692295186783029427177330520246028231442696993259478750189, 771075040122285972403431798304164298186031212755607059865292511, -12560998335334352876782182124599180818050305996202355742, 299307363452559967907634558390457477490489411421, -2680246477801964228492668156800670356507, 77365468492689451596558503628717, -381761916025913847445662, 10952276046294255, 25714707, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 53}
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id: 323916
{'charpoly_factorization': [[[79023864156896024055993141821766325779045035906548418532684978507925139025, -42835868811932947854315681516159988341961011946088826119530741152135, 19026935006139658549219172096857928731687775514632684742389259, -2023422517163019776576347256057743006403941836411279702, 154465911129457135446533325797964124678203565917, -6154581804725982660945059060306062828389, 179417412352571039393100120613485, -1599281459526287611082862, 16211630579644707, 46776513, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 59}
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id: 323917
{'charpoly_factorization': [[[27272854560815453767065036639190594467293004679041792174896490348174879579241, -1911481560406891353694045549082812164344433644574744678382416035183617, 268986083736036478440844896359364309664374386918673520260289119, 11313858023979029257286521946703615886365705570947499418, 584860686364040981807819052887207174350892847941, 7364427594688573656847518939960274540233, 135426102405104099507322007639709, 1001427732092933933438266, 18390089747404407, 113075039, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 61}
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id: 323918
{'charpoly_factorization': [[[20355633333760077525244205875216279373971941143978973743936391967080070473293248225, -184721782933847233753643526414253662773673553958380215542651273865493977455, 2865949265788293743933020750957067857120721497195626188175518854779, -10944716973062854134863479604747714625458954416043629922998, 150093575187947093255936297777121914234035468349549, -449862633869592404398793565135326607068973, 5566682705829911011926215146323053, -7022733755122106408522446, 92244622823998275, -126707879, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 67}
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id: 323919
{'charpoly_factorization': [[[-25582980274160047023637467411530376609792, -1016044103797236681609187913490432, 6009811842972040214234112, 79950595694618304, -594368016, 1], 2]], 'hecke_orbit_code': 9007749178327152, 'p': 71}
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id: 323920
{'charpoly_factorization': [[[876402336658585735897748049188768914105815422746377440612680219983320305583374929, -472496040387088928914782224194317159716428582936425945352890896826844173, 701410962130430674287777236376927367490499214468981444250440389519, 14877834533426761867287755947626248989298612958399983196498, 582481354885167277916417496322190432415890209668637, 5743179419627485002005281773463899819737397, 39606819538408011983828199397208397, 163059472726801094802613010, 493428198199610559, 859257651, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 73}
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id: 323921
{'charpoly_factorization': [[[2680515937937063134906899866755924893420278650219565449431133352441828110283293384321, -48851268754175872765070803862173264335226414520867701624650791371967385740881, 620239893966505704035344436478377560232734051413928376818373240331675, -4214556317408570917408848668757712379151817351629641616873258, 21627088869845642212588422460520552468021431367931549, -65432779546835258769292721256421951025638467, 163401639418755354177506104038213309, -216081164852727009789027714, 493730010645570483, -527065417, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 79}
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id: 323922
{'charpoly_factorization': [[[-3974447521057406087413977849071628947444736, 27693045062134448284817035478915328, 47982753234575937216351360, -455868388250833824, -72431604, 1], 2]], 'hecke_orbit_code': 9007749178327152, 'p': 83}
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id: 323923
{'charpoly_factorization': [[[2131132086728580007384790163268737943573122047766859804799873644309741592521608080132241, -14406266240237600433408730631189213227743960635559725147376479345468741730866349, 73260746258022358043923381757181815402276880905325743176736116120213263, -201420713142302077929598653179333450946533591579695083376576110, 479386253422000365173134413606614787945231278656721373, -773848520518609184942004605987544703666069803, 1352814746558022257683947935410830541, -1735166380723297507409294766, 2345483451429069823, -1661554797, 1], 1]], 'hecke_orbit_code': 9007749178327152, 'p': 89}
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id: 323924
{'charpoly_factorization': [[[-843620801940770190669744972288983734921056, -26261533707257822945630173742743152, 441977360358541919654969968, -952446879807979752, -434885094, 1], 2]], 'hecke_orbit_code': 9007749178327152, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 9, 'hecke_orbit': 3, 'label': '112.10.i.c', 'level': 112, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 31249711
{'hecke_orbit_code': 9007749178327152, 'n': 1, 'trace_an': 10}
-
id: 31249712
{'hecke_orbit_code': 9007749178327152, 'n': 2, 'trace_an': 0}
-
id: 31249713
{'hecke_orbit_code': 9007749178327152, 'n': 3, 'trace_an': -161}
-
id: 31249714
{'hecke_orbit_code': 9007749178327152, 'n': 4, 'trace_an': 0}
-
id: 31249715
{'hecke_orbit_code': 9007749178327152, 'n': 5, 'trace_an': 1533}
-
id: 31249716
{'hecke_orbit_code': 9007749178327152, 'n': 6, 'trace_an': 0}
-
id: 31249717
{'hecke_orbit_code': 9007749178327152, 'n': 7, 'trace_an': 1036}
-
id: 31249718
{'hecke_orbit_code': 9007749178327152, 'n': 8, 'trace_an': 0}
-
id: 31249719
{'hecke_orbit_code': 9007749178327152, 'n': 9, 'trace_an': -35734}
-
id: 31249720
{'hecke_orbit_code': 9007749178327152, 'n': 10, 'trace_an': 0}
-
id: 31249721
{'hecke_orbit_code': 9007749178327152, 'n': 11, 'trace_an': -42213}
-
id: 31249722
{'hecke_orbit_code': 9007749178327152, 'n': 12, 'trace_an': 0}
-
id: 31249723
{'hecke_orbit_code': 9007749178327152, 'n': 13, 'trace_an': -319676}
-
id: 31249724
{'hecke_orbit_code': 9007749178327152, 'n': 14, 'trace_an': 0}
-
id: 31249725
{'hecke_orbit_code': 9007749178327152, 'n': 15, 'trace_an': -151394}
-
id: 31249726
{'hecke_orbit_code': 9007749178327152, 'n': 16, 'trace_an': 0}
-
id: 31249727
{'hecke_orbit_code': 9007749178327152, 'n': 17, 'trace_an': 324681}
-
id: 31249728
{'hecke_orbit_code': 9007749178327152, 'n': 18, 'trace_an': 0}
-
id: 31249729
{'hecke_orbit_code': 9007749178327152, 'n': 19, 'trace_an': 16121}
-
id: 31249730
{'hecke_orbit_code': 9007749178327152, 'n': 20, 'trace_an': 0}
-
id: 31249731
{'hecke_orbit_code': 9007749178327152, 'n': 21, 'trace_an': -1557857}
-
id: 31249732
{'hecke_orbit_code': 9007749178327152, 'n': 22, 'trace_an': 0}
-
id: 31249733
{'hecke_orbit_code': 9007749178327152, 'n': 23, 'trace_an': -2638863}
-
id: 31249734
{'hecke_orbit_code': 9007749178327152, 'n': 24, 'trace_an': 0}
-
id: 31249735
{'hecke_orbit_code': 9007749178327152, 'n': 25, 'trace_an': -1304092}
-
id: 31249736
{'hecke_orbit_code': 9007749178327152, 'n': 26, 'trace_an': 0}
-
id: 31249737
{'hecke_orbit_code': 9007749178327152, 'n': 27, 'trace_an': 18331558}
-
id: 31249738
{'hecke_orbit_code': 9007749178327152, 'n': 28, 'trace_an': 0}
-
id: 31249739
{'hecke_orbit_code': 9007749178327152, 'n': 29, 'trace_an': 15292500}
-
id: 31249740
{'hecke_orbit_code': 9007749178327152, 'n': 30, 'trace_an': 0}
-
id: 31249741
{'hecke_orbit_code': 9007749178327152, 'n': 31, 'trace_an': -19179237}
-
id: 31249742
{'hecke_orbit_code': 9007749178327152, 'n': 32, 'trace_an': 0}
-
id: 31249743
{'hecke_orbit_code': 9007749178327152, 'n': 33, 'trace_an': 1689359}
-
id: 31249744
{'hecke_orbit_code': 9007749178327152, 'n': 34, 'trace_an': 0}
-
id: 31249745
{'hecke_orbit_code': 9007749178327152, 'n': 35, 'trace_an': 43746759}
-
id: 31249746
{'hecke_orbit_code': 9007749178327152, 'n': 36, 'trace_an': 0}
-
id: 31249747
{'hecke_orbit_code': 9007749178327152, 'n': 37, 'trace_an': 39566985}
-
id: 31249748
{'hecke_orbit_code': 9007749178327152, 'n': 38, 'trace_an': 0}
-
id: 31249749
{'hecke_orbit_code': 9007749178327152, 'n': 39, 'trace_an': 44299486}
-
id: 31249750
{'hecke_orbit_code': 9007749178327152, 'n': 40, 'trace_an': 0}
-
id: 31249751
{'hecke_orbit_code': 9007749178327152, 'n': 41, 'trace_an': -53436852}
-
id: 31249752
{'hecke_orbit_code': 9007749178327152, 'n': 42, 'trace_an': 0}
-
id: 31249753
{'hecke_orbit_code': 9007749178327152, 'n': 43, 'trace_an': -101835992}
-
id: 31249754
{'hecke_orbit_code': 9007749178327152, 'n': 44, 'trace_an': 0}
-
id: 31249755
{'hecke_orbit_code': 9007749178327152, 'n': 45, 'trace_an': 85098230}
-
id: 31249756
{'hecke_orbit_code': 9007749178327152, 'n': 46, 'trace_an': 0}
-
id: 31249757
{'hecke_orbit_code': 9007749178327152, 'n': 47, 'trace_an': -32509659}
-
id: 31249758
{'hecke_orbit_code': 9007749178327152, 'n': 48, 'trace_an': 0}
-
id: 31249759
{'hecke_orbit_code': 9007749178327152, 'n': 49, 'trace_an': -49024598}
-
id: 31249760
{'hecke_orbit_code': 9007749178327152, 'n': 50, 'trace_an': 0}
-
id: 31249761
{'hecke_orbit_code': 9007749178327152, 'n': 51, 'trace_an': -44168403}
-
id: 31249762
{'hecke_orbit_code': 9007749178327152, 'n': 52, 'trace_an': 0}
-
id: 31249763
{'hecke_orbit_code': 9007749178327152, 'n': 53, 'trace_an': -25714707}
-
id: 31249764
{'hecke_orbit_code': 9007749178327152, 'n': 54, 'trace_an': 0}
-
id: 31249765
{'hecke_orbit_code': 9007749178327152, 'n': 55, 'trace_an': 144695222}
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