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mf_newforms • Show schema
Hide schema
{'Nk2': 2340, 'analytic_conductor': 4.671248518244902, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [585, 3, [326, 352, 496], [2, 3, 3]], 'cm_discs': [], 'conrey_index': 196, 'conrey_indexes': [196, 391], 'dim': 16, 'field_disc': 204046919364704174504001, 'field_disc_factorization': [[3, 10], [59, 2], [31506977, 2]], 'field_poly': [81, 63, 391, -14, 1245, 133, 1221, -9, 784, -4, 289, -18, 74, -4, 11, -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': [[2, [81, 63, 391, -14, 1245, 133, 1221, -9, 784, -4, 289, -18, 74, -4, 11, -1, 1]], [7, [36, -306, 1827, -5679, 13110, -14373, 14472, -9159, 7015, -3575, 2210, -763, 353, -88, 38, -6, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518547926221385, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '585.2.i.f', 'level': 585, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'minimal_twist': '585.2.i.f', 'prim_orbit_index': 3, 'qexp_display': 'q+\\beta _{1}q^{2}+(-\\beta _{1}-\\beta _{3}-\\beta _{4}-\\beta _{5}-\\beta _{6}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '585.2.i', 'trace_display': [1, -2, -8, 6], 'trace_hash': 167719882786886277, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.678', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '868.884', 'prec': 24}, {'__RealLiteral__': 0, 'data': '525.445', 'prec': 24}, {'__RealLiteral__': 0, 'data': '115914.956', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [16, 1, -2, -5, -8, -13, 6, -12, 4, -2, 9, -16, -8, -3, 1, 13, 12, 23, -22, -5, 15, 4, 3, -12, -8, -2, 22, -26, 8, 8, 18, 3, -26, 9, -12, 5, -36, -8, 1, 6, -17, -45, 17, 10, 1, 6, 11, 35, 16, 1, -16, -5, 20, 44, -18, -1, -25, 10, 7, 5, 21, -58, -30, -20, -8, 68, 13, -16, -13, -3, -68, 36, -32, -4, 1, 2, 18, 8, 37, -26, -32, 2, 3, 27, -6, -2, -20, 19, 28, -16, -12, -14, 19, 44, 11, -35, 17, 90, -44, 10, 5, -23, 49, 6, 12, -17, 36, -25, 32, 4, 63, -20, 10, -23, 3, -86, 1, -80, 30, 18, 3, -6, -33, 37, 16, 6, -72, -28, -13, 1, -7, -64, 48, 58, -20, -10, -28, 16, 38, 13, 52, 39, -18, -10, -16, 44, 62, -13, 13, 5, -6, 90, 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mf_hecke_nf • Show schema
Hide schema
{'an': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, -1, 0, -1, -1, -1, -1, 1, -1, 0, 0, -1, 0, 1, -1, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, -1, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0], [-1, 0, 0, -1, -1, -1, 0, 0, 0, 0, -1, 0, 1, 1, -1, 0], [1, 2, 1, 0, 1, 1, 0, -1, 1, 1, 0, 1, 0, -1, 1, 0], [-1, 0, 0, -1, 0, 0, 0, 0, 0, 0, -1, 0, 0, 1, 0, 0], [0, -1, -1, 0, 1, -1, 0, 1, -1, 0, 1, -1, 0, 0, -1, 0], [0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0], [1, -1, 0, 0, 1, 0, 0, 2, 0, 1, 0, -1, 0, 1, 0, 0], [-1, -1, -1, -1, -1, 0, 0, -1, 0, 0, 1, -1, 1, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0], [0, 0, 1, -2, -1, 0, -2, 1, 0, 0, -1, -2, 0, 2, 0, 1], [0, 0, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0], [2, -1, -1, 0, 0, -1, 0, -1, -1, 2, 2, 0, 0, 0, -1, 0], [1, 2, 3, 0, 1, 1, 0, 0, 1, 0, -2, 1, 0, 1, 2, 0], [2, 1, -1, 0, 0, 0, 0, -2, 0, 0, 2, 1, 1, 0, 1, 0], [-1, 1, 0, -2, 0, 2, -2, -2, 0, 0, 1, 0, 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14, -11, 21, -23, -4, 11, 1, -11, 21, 0], [-4, 11, 6, 1, 13, 9, -5, 2, 1, -4, 9, 4, -1, -4, 1, 0], [-15, 8, 6, 0, 3, 10, 10, -8, 16, -15, -10, 9, 0, -9, 16, 0], [0, 2, -11, 6, 0, 0, -1, -6, 2, 4, 16, -6, 0, -4, -1, -4], [1, 4, 16, -24, -10, 5, -3, -2, 3, 0, -23, -10, 13, 12, 4, 13], [0, 6, 12, -9, -5, 0, 4, 4, 6, -5, -9, 1, 0, 4, 19, -1], [3, -7, -23, 3, 0, 0, -7, -9, -14, 0, 26, 0, -9, -12, -7, -9], [-1, -5, 0, -5, -5, -5, -11, 5, -16, 0, 6, -5, 5, 5, -5, 5], [0, -8, 0, -1, -8, 0, 4, -7, -8, 17, -1, 5, 0, 3, -5, -5], [1, 5, 4, -7, -3, -3, -12, 0, -8, 1, 3, -5, 7, 5, -8, 0], [0, 13, 2, -12, -6, -7, 9, -7, 11, 0, -13, -6, 12, 6, 11, 0], [2, 5, 22, -18, -5, -7, -12, 7, 11, 0, -18, -5, 5, 20, 5, 5], [10, -3, 6, 0, 8, 9, -6, 3, 0, 10, 5, 3, 0, -3, 0, 0], [-18, 6, -2, -4, 2, 10, 1, -12, 5, 0, 1, 2, -4, -6, 6, -4], [0, -1, -2, -8, -11, 0, -5, -3, -1, -12, 6, -9, 0, 6, -11, -5], [-15, 8, -2, -1, -1, 3, 3, -4, 1, -15, 4, 3, 1, -3, 1, 0], [2, 13, 18, -12, 0, 20, -15, -8, -1, 0, -2, 0, 12, 4, 13, 12], [0, -1, 5, 5, 13, 0, 11, 8, -1, 4, 8, -2, 0, -14, 10, -1], [3, 4, -2, 20, 6, 3, 17, -4, 17, 0, 3, 6, -7, -18, 4, -7], [0, 2, 10, -4, 5, 0, 3, 9, 2, -2, -4, -3, 0, -2, 17, 3], [2, -3, 8, 7, 18, 8, 4, 13, 12, 2, -8, 1, -7, -1, 12, 0], [-1, -9, -16, 8, 2, -15, 2, 4, -12, 0, 11, 2, -13, -2, -9, -13], [-10, 2, 1, -9, -15, 5, -6, 0, -5, -10, -4, -2, 9, 2, -5, 0]], 'char_orbit_index': 9, 'field_poly': [81, 63, 391, -14, 1245, 133, 1221, -9, 784, -4, 289, -18, 74, -4, 11, -1, 1], 'hecke_orbit_code': 22518547926221385, 'hecke_ring_character_values': [[326, [0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0]], [352, [1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]], [496, [1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 9139478381478873, 9139478381478873, 9139478381478873, 9139478381478873, 9139478381478873, 9139478381478873, 3046492793826291, 9139478381478873, 9139478381478873, 9139478381478873, 9139478381478873, 9139478381478873, 3046492793826291, 9139478381478873], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 0, 0, 0, 0, -1, 0], [-1, 0, 0, -1, 0, 0, 0, 0, 4, 0, -1, 0, 0, 1, 0, 0], [-12, -1, -1, 0, 0, -1, 6, -1, 5, -12, -4, 0, 0, 0, 5, 0], [0, -11, -1, 8, 6, 0, 8, -2, -11, -9, 8, 1, 0, -7, 8, -1], [54, 9, 6, 21, 10, 10, -14, -2, -25, 0, 28, 10, -2, -13, 9, -2], [63, 65, 20, 10, -12, 23, -52, 11, -32, 63, 1, 11, -10, -11, -32, 0], [0, 23, 36, -138, -63, 0, -125, 75, 23, 263, -110, -51, 0, 86, -170, 23], [-403, -148, -36, -443, -173, -184, -14, 87, 370, 0, -368, -173, 76, 357, -148, 76], [-1358, -590, -407, -184, -101, -519, 921, -307, 514, -1358, -222, -198, 184, 198, 514, 0], [0, -966, -815, 2312, 1119, 0, 2016, -1193, -966, -2473, 2241, 590, 0, -1638, 1886, -519], [7316, 2535, 443, 6988, 3222, 3350, -205, -1405, -3825, 0, 6063, 3222, -1277, -5171, 2535, -1277], [14858, 11097, 6173, 3350, 1200, 8265, -11113, 3797, -4940, 14858, 526, 3909, -3350, -3909, -4940, 0], [0, 8068, 13707, -34960, -15022, 0, -29518, 19938, 8068, 40602, -32526, -10699, 0, 23287, -28774, 8265], [-88279, -37783, -3164, -106921, -47996, -51490, -7061, 24406, 53709, 0, -86483, -47996, 20912, 83331, -37783, 20912]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-15267025981692153, -8427487924594911, -85814814008979952, -21804108527677176, -88736525406721413, -16621010179418725, -61053441921082007, -6835814771962126, -22854640199651823, -655850999572883, -6008483088362072, 29888665074896, -899262551344468, 51742196981879, -82999536459994, -482086147342], [12833642664201015, 82246147650769, 28007951530950219, 17630686105303827, 18517847455679833, 13241752875048308, 5162807733352603, 6528933517925721, 543181503433067, 1498667977954772, 16556478346708, 189377660393089, -2697108934580, -8290755936386, 7812059681008, -3469225716849], [188168453461782, 47347580732583266, -29817520384644188, 36951118425472407, -33863989763810635, 36230288966505302, -26605135287110714, 13576539103281376, -11225648306363066, 5043192392654460, -3319089373556393, 939963055735038, -554550721812852, 157853267854272, -59652178722282, 6246753964615], [10022852458122111, -26296054994954299, 1711574395907992, -43280949748322271, 346318987982825, -28231418467650946, -3020771374915802, -10896063663200009, -2287548272381948, -2850156002058894, -634932225031991, -568340771522781, -118768769872326, -83292291525414, 69644913861, -10150138176959], [3465152003612358, -14181352848452430, -45244610063730803, -21257885787172131, -42465191302472856, -7293677405066531, -29202452252119336, 3410762945368948, -9946106370147720, 2842579273044968, -2740194677046448, 1026293635905532, -394886776051364, 176286820995922, -45341940014915, 16744116205687], [7952721863900868, -15105298015423202, 66520663704511511, 8345422433200593, 86744344986601537, 3455848364026450, 58933039323116513, 8193067138457009, 24965334872155991, 2174607198860307, 6370987760378243, 899822933969919, 1032516115451622, 112052967333795, 73952194191366, 26595513341993], [845713476880083, 993128556611358, 2099036328412212, 12190149830375740, 4368639176864571, 10645673810520968, 2179877825131728, 7278933995715497, 914336412587371, 2653504647339595, 80541385038920, 701826108448870, 1974780746302, 103630645608798, -6203109654385, 10058702437115], [1006054223780547, -5950075068841603, 37008967590250226, -25890870569987892, 27771099489894347, -31705409312404125, 22118706479439852, -21814004313126223, 8085804827482501, -8810642319636721, 2669287309933332, -2311957038839840, 436182822290110, -363159263988374, 61498828677274, -31322721365929], [-18971878017965067, -11838012848643870, -39267507171071219, 8592989216359623, -28360469660381838, 15550848768311545, -17754813181134811, 18436346491318150, -5381830987437618, 7939379548056260, -1738189450969768, 2346977874531172, -261408818119538, 360549986338030, -42906025379669, 35353445168842], [-18277046259484959, -10729277200479152, -33052810323229990, 10463030136046236, -19746766936098476, 24635102803156015, -11054480958405496, 19687039264476329, -1319639334852235, 8674336787121810, -864033044630458, 2518026227560113, -112029436571388, 436243278002799, -55102847496393, 47477396037032], [27855550205743248, 5618911102245064, 91314609178178160, 52649488556200071, 109067758838777617, 53253791588998406, 59485031448387424, 36094915770719934, 22166122749372422, 13772024529051905, 4030094128429255, 3837661637756542, 489098601157807, 620697587330554, -20896415688563, 67174987872150], [-7147318694846175, -23673309380329397, -36447991581067544, -110918644261366557, -62266292327076857, -98955484082891763, -38750539349362944, -62381927939342093, -15810686435053003, -22404008242064108, -2688129593090100, -5885557766462179, -287803296009742, -891308516903932, 39343350153959, -88820209793387], [1006054223780547, -5950075068841603, 33962474796423935, -25890870569987892, 27771099489894347, -31705409312404125, 22118706479439852, -21814004313126223, 8085804827482501, -8810642319636721, 2669287309933332, -2311957038839840, 436182822290110, -363159263988374, 61498828677274, -31322721365929], [-1957620602448711, 47651869820136828, -43331342630160394, 262801827503435319, -17879932341420474, 280378078725409877, -30755186597641787, 187862907036005150, -12238829708683665, 70587911675040145, -7008331821372974, 18188750599418894, -1384847430059254, 2707842518071070, -269626419785329, 241239132189497]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 16, 'label': '585.2.i.f', 'level': 585, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 2340, 'analytic_conductor': 4.671248518244902, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [585, 3, [326, 352, 496], [2, 3, 3]], 'conrey_index': 196, 'cusp_dim': 160, 'dim': 96, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 549789368905, 'hecke_orbit_dims': [2, 2, 2, 2, 16, 16, 26, 30], 'label': '585.2.i', 'level': 585, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'mf_dim': 176, 'mf_new_dim': 96, 'num_forms': 8, 'prim_orbit_index': 3, 'relative_dim': 48, 'sturm_bound': 168, 'trace_bound': 3, 'trace_display': [4, 4, 4, 0], 'traces': [96, 4, 4, -48, 4, -4, 0, -24, 16, 0, -4, -4, 0, -24, 0, -48, 24, 12, 24, 12, 28, -12, -12, -16, -48, 0, 4, 0, -12, 4, 0, 68, -68, 0, 0, -36, 0, -24, 0, 12, -8, 24, -12, 112, -24, 0, 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8, 288, -276, 216, -84, 280, 292, 12, 40, 8, 96, -256, 28, -60, 12, -124, -12, 48, -16, -144, 276, 4, -132, 44, -124, -48, -208, -180, -72, 28, -204, 12, 84, -48, 0, 56, -544, 216, -148, -20, -72, 12, -104, -84, 64, -180, 384, 24, 68, 24, -176, 16, 48, 80, -24, 96, -96, -4, -72, -84, 84, -60, -320, 0, 24, 68, 412, -12, 248, -32, -72, 104, -400, 0, 4, -288, 156, -180, 344, 48, 424, 92, -264, 260, -48, 192, 36, -48, 48, 24, 12, 72, -312, 72, 36, -88, -28, 156, -216, 0, 48, 64, 320, -24, 40, -212, 72, -592, -356, -24, -32, -216, 0, -100, 8, -24, -624, -44, -432, 52, -44, -12, -64, 236, 60, 40, 112, -48, 24, 8, 48, 52, 80, -84, 208, 168, 0, -244, -152, -48, -4, -72, -60, -104, -244, -432, -424, 8, 36, 72, -68, 0, 232, 176, 72, 8, -156, -48, -432, 16, 216, -288, 276, -168, 0, 328, 216, 204, -68, 0, -256, -320, 24, 32, -32, 120, 64, 40, 216, -32, -352, -168, 308, -92, -12, -196, 212, 240, -168, 16, 96, -116, 172, -108, 56, -100, -84, 120, -448, 48, 360, 116, 108, -12, 100, 96, 576, 152, -144, 32, 264, 204, -136, 72, 0, -16, -48, -48, -48, -60, 0, 256, 588, 60, 56, -164, -192, 144, 296, 0, -52, 416, -108, 104, 68, 312, -32, 140, -84, -12, 224, -24, -144, 16, -144, -288, 380, -24, -24, -72, 312, 472, -404, 144, -172, 64, 180, 24, -432, -72, 192, 80, -360, 276, -8, -180, -12, -152, -24, -40, -828, 48, 40, 188, 24, -140, 324, 0, -32, 44, -648, 64, 108, 132, 24, -60, -228, 504, 84, 0, 228, -44, 144, -108, 0, 36, -456, 164, 480, 32, -152, 36, 292, 64, -72, 40, 252, 0, -284, 16, -228, -4, 156, -96, -136, -20, -120, -120, 184, 36, -56, -380, 84, -88, -36, 216, 300, 72, 72, -52, -332, 24, 472, 76, 168, -184, -148, 96, 132, 52, 108, 96, -548, -120, 132, -176, 0, 124, 144, 0, -208, -280, 24, -180, -388, -84, 184, -260, 324, -8, 232, 288, 188, -100, 0, 280, -364, -12, -416, -84, -432, -8, -168, -48, 168, 16, -216, -448, -4, 0, -168, -236, -204, 8, -68, 24, -80, 556, 456, 0, 204, -24, -180, -40, 72, -264, -472, 312, -52, 28, -60, -252, -256, -96, 256, -16, 120, 52, -20, -48, 492, 72, 12, 376, 60, -120, -228, 84, 24, 4, 96, -204, -440, 272, 0, 8, 124, -72, -276, 64, -144, -176, 212, 48, -108, 124, 36, 80, -208, 0, 872, 84, -120, -136, 72, -216, 4, 328, -84, 208, -132, -432, 276, 324, 48, 124, -192, -108, -448, 56, 0, 20, 704, 0, -24, 296, 36, 512, 208, 0, -312, -580, 432, 24, -20, -96, 80, 12, -504, 12, 124, 192, -748, -216, 0, 48, 548, 24, 424, 0, -96, -16, -664, -24, -112, 240, -600, 324, 536, 0, -36, 12, 0, -360, -32, 24, 204, -60, 156, 72, 68, 48, 432, -24, -24], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 400206
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 9, 'source_dim': 16, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '585.2.i.f', 'source_level': 585, 'target_char_orbit': 9, 'target_dim': 16, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '585.2.i.f', 'target_level': 585, 'twist_class_label': '585.2.i.f', 'twist_class_level': 585, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 400207
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 16, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '585.2.i.f', 'source_level': 585, 'target_char_orbit': 9, 'target_dim': 16, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '585.2.i.f', 'target_level': 585, 'twist_class_label': '585.2.i.f', 'twist_class_level': 585, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 400208
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 16, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '585.2.i.f', 'source_level': 585, 'target_char_orbit': 9, 'target_dim': 16, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '1755.2.i.e', 'target_level': 1755, 'twist_class_label': '585.2.i.f', 'twist_class_level': 585, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 400209
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 16, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '585.2.i.f', 'source_level': 585, 'target_char_orbit': 9, 'target_dim': 16, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '1755.2.i.e', 'target_level': 1755, 'twist_class_label': '585.2.i.f', 'twist_class_level': 585, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 400210
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 16, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '585.2.i.f', 'source_level': 585, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 28, 'target_is_minimal': False, 'target_label': '5265.2.a.bb', 'target_level': 5265, 'twist_class_label': '585.2.i.f', 'twist_class_level': 585, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 400211
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 16, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '585.2.i.f', 'source_level': 585, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 31, 'target_is_minimal': False, 'target_label': '5265.2.a.be', 'target_level': 5265, 'twist_class_label': '585.2.i.f', 'twist_class_level': 585, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1084500
{'charpoly_factorization': [[[81, 63, 391, -14, 1245, 133, 1221, -9, 784, -4, 289, -18, 74, -4, 11, -1, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 2}
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id: 1084501
{'charpoly_factorization': [[[6561, 4374, 0, -2430, -648, 810, 513, -189, -324, -63, 57, 30, -8, -10, 0, 2, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 3}
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id: 1084502
{'charpoly_factorization': [[[1, 1, 1], 8]], 'hecke_orbit_code': 22518547926221385, 'p': 5}
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id: 1084503
{'charpoly_factorization': [[[36, -306, 1827, -5679, 13110, -14373, 14472, -9159, 7015, -3575, 2210, -763, 353, -88, 38, -6, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 7}
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id: 1084504
{'charpoly_factorization': [[[6561, 40257, 221413, 238538, 364508, 33764, 231355, -10536, 103840, -32957, 20707, -4077, 1607, -298, 83, -9, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 11}
-
id: 1084505
{'charpoly_factorization': [[[1, 1, 1], 8]], 'hecke_orbit_code': 22518547926221385, 'p': 13}
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id: 1084506
{'charpoly_factorization': [[[822, 1441, -1684, -1014, 466, 159, -36, -6, 1], 2]], 'hecke_orbit_code': 22518547926221385, 'p': 17}
-
id: 1084507
{'charpoly_factorization': [[[51733, 79819, 41174, 5521, -1956, -648, -21, 11, 1], 2]], 'hecke_orbit_code': 22518547926221385, 'p': 19}
-
id: 1084508
{'charpoly_factorization': [[[898560576, 2093493864, 3777336745, 2807165779, 1756897499, 432939472, 185228593, 33477786, 13317103, 1454120, 437740, 16236, 9599, 124, 125, -3, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 23}
-
id: 1084509
{'charpoly_factorization': [[[310831895529, 111814582788, 123110211069, 2962146186, 23970707298, 1979793117, 1598604138, 25449315, 54222865, -325280, 1314307, -42107, 19936, -692, 205, -8, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 29}
-
id: 1084510
{'charpoly_factorization': [[[18344089, -197497696, 1931598515, -2068738808, 1934245988, -493051303, 212803033, -49224396, 15570025, -2958261, 659606, -103903, 18456, -2284, 269, -18, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 31}
-
id: 1084511
{'charpoly_factorization': [[[236259, -512577, 205125, 78171, -4781, -2411, -61, 18, 1], 2]], 'hecke_orbit_code': 22518547926221385, 'p': 37}
-
id: 1084512
{'charpoly_factorization': [[[3109623696, 2321511084, 3973849209, 101147526, 2122532586, 469001556, 319112871, 41727141, 23413458, 3594165, 976969, 108871, 21110, 2175, 288, 17, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 41}
-
id: 1084513
{'charpoly_factorization': [[[16841810176, 2971481072, 13443213857, -7464680412, 8915095398, -2333698976, 837878257, -153471491, 41662896, -6550925, 1304699, -157147, 24498, -2445, 286, -17, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 43}
-
id: 1084514
{'charpoly_factorization': [[[10850436, -86194098, 657032407, -286136817, 341417302, -40005193, 97081173, -10298712, 13302295, 314467, 953329, -48720, 17263, -783, 218, -11, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 47}
-
id: 1084515
{'charpoly_factorization': [[[-405738, -80877, 292659, -82800, -276, 2246, -166, -10, 1], 2]], 'hecke_orbit_code': 22518547926221385, 'p': 53}
-
id: 1084516
{'charpoly_factorization': [[[1642567767129, 2130729238413, 2912243416245, 396288063666, 356445367992, -70772266404, 51291807639, -6962482878, 1406953854, -83819331, 14599609, -653691, 107929, -2432, 397, -7, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 59}
-
id: 1084517
{'charpoly_factorization': [[[28213508866321, -23574381791750, 13217688198413, -4755955760690, 1357378138549, -293787725350, 55275885616, -8594403759, 1266702505, -154924263, 17696226, -1493620, 121854, -7152, 509, -21, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 61}
-
id: 1084518
{'charpoly_factorization': [[[9767162560516, 920463078150, 1528089679349, 240415203090, 182712582083, 24299642850, 8949794795, 616687027, 240786024, 10319917, 4344165, -1297, 44223, -1057, 360, -13, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 67}
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id: 1084519
{'charpoly_factorization': [[[1374696, 972195, -22074, -150522, -34941, -1525, 297, 34, 1], 2]], 'hecke_orbit_code': 22518547926221385, 'p': 71}
-
id: 1084520
{'charpoly_factorization': [[[373998, -1081671, 187068, 168582, 6328, -3387, -196, 16, 1], 2]], 'hecke_orbit_code': 22518547926221385, 'p': 73}
-
id: 1084521
{'charpoly_factorization': [[[5500298896, -20140643316, 53560501025, -57982784440, 43758913215, -20759109136, 7447377404, -1937720694, 410539489, -68215809, 10395334, -1334875, 162755, -13994, 953, -37, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 79}
-
id: 1084522
{'charpoly_factorization': [[[568679695164036, -69779272737738, 59987214981865, 333757326428, 3507063290555, 101065345842, 130390975414, 9341987214, 3006771373, 120786641, 25189324, 490941, 148377, 1318, 469, -3, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 83}
-
id: 1084523
{'charpoly_factorization': [[[1052154, -957871, 259278, 9537, -16719, 2789, -96, -14, 1], 2]], 'hecke_orbit_code': 22518547926221385, 'p': 89}
-
id: 1084524
{'charpoly_factorization': [[[71550365121, -153594591201, 231125682528, -175391191269, 98924379975, -32706919125, 8937932481, -1587640047, 311378731, -43066902, 7270341, -634370, 68597, -3990, 397, -17, 1], 1]], 'hecke_orbit_code': 22518547926221385, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 9, 'hecke_orbit': 6, 'label': '585.2.i.f', 'level': 585, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 172851000
{'hecke_orbit_code': 22518547926221385, 'n': 1, 'trace_an': 16}
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id: 172851001
{'hecke_orbit_code': 22518547926221385, 'n': 2, 'trace_an': 1}
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id: 172851002
{'hecke_orbit_code': 22518547926221385, 'n': 3, 'trace_an': -2}
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id: 172851003
{'hecke_orbit_code': 22518547926221385, 'n': 4, 'trace_an': -5}
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id: 172851004
{'hecke_orbit_code': 22518547926221385, 'n': 5, 'trace_an': -8}
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id: 172851005
{'hecke_orbit_code': 22518547926221385, 'n': 6, 'trace_an': -13}
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id: 172851006
{'hecke_orbit_code': 22518547926221385, 'n': 7, 'trace_an': 6}
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id: 172851007
{'hecke_orbit_code': 22518547926221385, 'n': 8, 'trace_an': -12}
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id: 172851008
{'hecke_orbit_code': 22518547926221385, 'n': 9, 'trace_an': 4}
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id: 172851009
{'hecke_orbit_code': 22518547926221385, 'n': 10, 'trace_an': -2}
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id: 172851010
{'hecke_orbit_code': 22518547926221385, 'n': 11, 'trace_an': 9}
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id: 172851011
{'hecke_orbit_code': 22518547926221385, 'n': 12, 'trace_an': -16}
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id: 172851012
{'hecke_orbit_code': 22518547926221385, 'n': 13, 'trace_an': -8}
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id: 172851013
{'hecke_orbit_code': 22518547926221385, 'n': 14, 'trace_an': -3}
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id: 172851014
{'hecke_orbit_code': 22518547926221385, 'n': 15, 'trace_an': 1}
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id: 172851015
{'hecke_orbit_code': 22518547926221385, 'n': 16, 'trace_an': 13}
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id: 172851016
{'hecke_orbit_code': 22518547926221385, 'n': 17, 'trace_an': 12}
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id: 172851017
{'hecke_orbit_code': 22518547926221385, 'n': 18, 'trace_an': 23}
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id: 172851018
{'hecke_orbit_code': 22518547926221385, 'n': 19, 'trace_an': -22}
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id: 172851019
{'hecke_orbit_code': 22518547926221385, 'n': 20, 'trace_an': -5}
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id: 172851020
{'hecke_orbit_code': 22518547926221385, 'n': 21, 'trace_an': 15}
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id: 172851021
{'hecke_orbit_code': 22518547926221385, 'n': 22, 'trace_an': 4}
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id: 172851022
{'hecke_orbit_code': 22518547926221385, 'n': 23, 'trace_an': 3}
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id: 172851023
{'hecke_orbit_code': 22518547926221385, 'n': 24, 'trace_an': -12}
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id: 172851024
{'hecke_orbit_code': 22518547926221385, 'n': 25, 'trace_an': -8}
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id: 172851025
{'hecke_orbit_code': 22518547926221385, 'n': 26, 'trace_an': -2}
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id: 172851026
{'hecke_orbit_code': 22518547926221385, 'n': 27, 'trace_an': 22}
-
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