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{'Nk2': 8820, 'analytic_conductor': 39.29403585418026, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [7, 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': [245, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 10, 'field_disc': 11491181147197503512432640000, 'field_disc_factorization': [[2, 15], [3, 2], [5, 4], [31, 1], [5231, 1], [384455249517457, 1]], 'field_poly': [-22888100, 5935300, 7583055, -722920, -639206, 25380, 20336, -192, -246, 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': 0, 'hecke_cutters': [[2, [-10686592, -16621440, 2127024, 2639600, -230996, -129840, 12314, 2040, -201, -10, 1]], [3, [-12031198596, 23098421592, -11335365576, 285902184, 168931223, -9277842, -571489, 44916, 117, -58, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195629109493, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 134456, 'hecke_ring_index_factorization': [[2, 3], [7, 5]], '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': True, 'label': '245.6.a.m', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '245.6.a.l', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+(6-\\beta _{3})q^{3}+(18-\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '245.6.a', 'trace_display': 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-
mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [7, -1]], 16, 4], [[[5, -1], [7, 1]], 18, 2], [[[5, 1], [7, -1]], 19, 5], [[[5, 1], [7, 1]], 16, 2]], 'ALdims': [16, 19, 18, 16], 'Nk2': 8820, 'analytic_conductor': 39.29403585418026, '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': [245, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 132, 'dim': 69, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 100663541, 'hecke_orbit_dims': [1, 1, 2, 3, 4, 5, 5, 6, 6, 8, 8, 10, 10], 'label': '245.6.a', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 148, 'mf_new_dim': 69, 'num_forms': 13, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 168, 'trace_bound': 3, 'trace_display': [6, -40, -25, 0], 'traces': [69, 6, -40, 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mf_twists_nf • Show schema
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id: 197201
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 10, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '245.6.a.m', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 10, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '245.6.a.l', 'target_level': 245, 'twist_class_label': '245.6.a.l', 'twist_class_level': 245, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 197202
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 10, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '245.6.a.m', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 10, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '245.6.a.m', 'target_level': 245, 'twist_class_label': '245.6.a.l', 'twist_class_level': 245, '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: 578575
{'charpoly_factorization': [[[-10686592, -16621440, 2127024, 2639600, -230996, -129840, 12314, 2040, -201, -10, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 2}
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id: 578576
{'charpoly_factorization': [[[-12031198596, 23098421592, -11335365576, 285902184, 168931223, -9277842, -571489, 44916, 117, -58, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 3}
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id: 578577
{'charpoly_factorization': [[[-25, 1], 10]], 'hecke_orbit_code': 54043195629109493, 'p': 5}
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id: 578578
{'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 54043195629109493, 'p': 7}
-
id: 578579
{'charpoly_factorization': [[[75351721932817530730000, 5364239430681051580000, -128653645223885849000, 307081920538510000, 6029263259895625, -28430420463450, -42903968825, 385404580, -325049, -794, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 11}
-
id: 578580
{'charpoly_factorization': [[[-10064638953998069332872848, -8708560148396613016064, 1316569151193302362600, 2984566971007482312, -40240928938174865, -82398110929386, 448517786815, 589549348, -1549415, -474, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 13}
-
id: 578581
{'charpoly_factorization': [[[31225411550112456271915043228, -905422350460310747696143592, 1671876605510716089876992, 8045768821979445292776, -9683532744285172881, -13887116196422138, 14891600690343, 6772710084, -7290259, -802, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 17}
-
id: 578582
{'charpoly_factorization': [[[-53900434543408205111401031424, -2493950817399960314630115072, 18515842440896144897834688, -38520470382550004559744, 6768632076107608176, 59506244550301392, -59749328775548, 7606711664, 14793984, -7292, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 19}
-
id: 578583
{'charpoly_factorization': [[[-103072369365984122605339726532096, -871934831203597171860680639488, 333252110512583252241512320, 2729197562079920137923072, -917106735930663087800, -1079181355872719088, 328152338044300, 128454796112, -35742650, -3708, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 23}
-
id: 578584
{'charpoly_factorization': [[[206687282203795670953595051488810000, -1406239712641307199586599785680000, -1473881985445875929638987053000, -346459162628049704250653000, 78379734604993983489625, 38063472197066473650, 998823094777975, -1092360000940, -94954233, 8866, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 29}
-
id: 578585
{'charpoly_factorization': [[[5251419043063809813337171100299227648, -2455853594474718232776725594360832, -2243053357133823597012336754560, 980939046534128261224176384, 102120934314536658605640, -67459860181125444528, 610463391386060, 1650292802256, -87166650, -13292, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 31}
-
id: 578586
{'charpoly_factorization': [[[-14094531884370900846532486870980477824, 18902673724515151168802544118711296, 8972527154736699255364049172352, -15379230399623887657575354304, 5283357320454646432731592, -613599640649833033904, -10102501751260468, 6716080541536, -281018978, -16124, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 37}
-
id: 578587
{'charpoly_factorization': [[[2053100907644934339514096169345152688416, -197235901428240961662903170121294656, -289702203360334413007181770908272, 21784810492875214405344299008, 9056087617759611791892656, -883216684654220824544, -76532435095905128, 10351579129472, 27480514, -34836, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 41}
-
id: 578588
{'charpoly_factorization': [[[-3154634216147013473935066598495600000000, -2649820538947242535077377946000000000, -706064528248715669194804028000000, -34996767086912744271161600000, 12808461913051951659760000, 1629913817209875536000, -37973016134941600, -12939741197440, -257197916, 28604, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 43}
-
id: 578589
{'charpoly_factorization': [[[99191438816976201133950766810776152280000, -39262159810993778357332770539800560000, -3215301445864901689335335492838000, 1452874656424638831556804848000, -24625256120835042376037625, -12199089335035201378650, 497622361481415175, 27469826505020, -1353838719, -18106, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 47}
-
id: 578590
{'charpoly_factorization': [[[-522767233118701327886370710582065397970048, -143452841637852361462046162804119284480, 21320918444179379671439567408843904, 3641059422207768907999436938560, -231690418338920802357178824, -26546543136220593206880, 971455064883012524, 57934173267440, -1725587374, -36440, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 53}
-
id: 578591
{'charpoly_factorization': [[[-2657866661551925625518656516526173265744864, -714584968858547361668254502800087123264, 60385053344604259068307955129814864, 11525444431556265193413284227968, -650207125976238520134488368, -39084032713013962569696, 2070900034332362856, 47552671613152, -2501472342, -18644, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 59}
-
id: 578592
{'charpoly_factorization': [[[-116755524781038630469794178168876565623021568, -17088607731451280686531714231003651686400, 420429867758750237790166359649786880, 102034576477628319527971458672640, -848802949524229301411726720, -220055844522013335555840, 1876283134488964240, 203261836534880, -2332402240, -68120, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 61}
-
id: 578593
{'charpoly_factorization': [[[-35894790717930082089849914781513605923653632, -29294708161045851468819038194120151226368, -484421434311848392426752815555562752, 218744326575877775915879803273088, 3194873088268460754381506232, -468760866468509679151648, -1181396724413154932, 375249336989568, -2307190358, -92328, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 67}
-
id: 578594
{'charpoly_factorization': [[[133385873824774953394974837856051036466966528, -54866093839388121382469254396910321602560, 4187334801890911315067596014491080704, 169415478310949124902710560963584, -19586289993618380122417335872, -71324389201239753293376, 21664033512625829360, 24425163329568, -8170051692, -5044, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 71}
-
id: 578595
{'charpoly_factorization': [[[-37937957495709431383136534524112969984428032, 14786918637878676554885223909543304212480, -700626819949617968175882696861553920, -212115794691713729392515117911040, 13531730629436046152651836320, 195006889557377300264640, -24814414659976306460, 326747854419200, 6379859140, -170160, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 73}
-
id: 578596
{'charpoly_factorization': [[[5677573828322197975085258727023158584704654912, 2010899978350770895389762137657015536131456, 66878367117866701450645894514951831504, -9869113872543450097817727822481760, -433383595261571389359488329151, 1470286361160032644108342, 167715004253205843887, 181431547342388, -22211916865, -26442, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 79}
-
id: 578597
{'charpoly_factorization': [[[-4242807385122179866980550008398392680932966400, 109412976680401747195181122675362402140160, 163228557505709810681839086958201798656, -7829952453068051259812039184138240, -60114879698519510196848500992, 8715864981137394854153280, -120954612025081111196, -1193163138278080, 41868858212, -353360, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 83}
-
id: 578598
{'charpoly_factorization': [[[-31792062922751006002499322850069512516556292096, -7394303485820812051977491558652646132547584, 9826959588076465723570080065013530624, 29027493143207650923410811332452352, -297537072392154750018325208832, -16667557353020382357290176, 164582303190826495556, 2651277769037568, -27113027428, -90704, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 89}
-
id: 578599
{'charpoly_factorization': [[[3040620421081847751099189752699489119365844583388, -277257018310472655400271753854355766094602072, -2780615994512643695902109721327563256288, 506824993289199740225684372513728056, 2701890110876125539459486876879, -156235483386864144815325318, 229602899757427851143, 11490514518736604, -39117236019, -236382, 1], 1]], 'hecke_orbit_code': 54043195629109493, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '245.6.a.m', 'level': 245, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 224818000
{'hecke_orbit_code': 54043195629109493, 'n': 1, 'trace_an': 10}
-
id: 224818001
{'hecke_orbit_code': 54043195629109493, 'n': 2, 'trace_an': 10}
-
id: 224818002
{'hecke_orbit_code': 54043195629109493, 'n': 3, 'trace_an': 58}
-
id: 224818003
{'hecke_orbit_code': 54043195629109493, 'n': 4, 'trace_an': 182}
-
id: 224818004
{'hecke_orbit_code': 54043195629109493, 'n': 5, 'trace_an': 250}
-
id: 224818005
{'hecke_orbit_code': 54043195629109493, 'n': 6, 'trace_an': 144}
-
id: 224818006
{'hecke_orbit_code': 54043195629109493, 'n': 7, 'trace_an': 0}
-
id: 224818007
{'hecke_orbit_code': 54043195629109493, 'n': 8, 'trace_an': 270}
-
id: 224818008
{'hecke_orbit_code': 54043195629109493, 'n': 9, 'trace_an': 700}
-
id: 224818009
{'hecke_orbit_code': 54043195629109493, 'n': 10, 'trace_an': 250}
-
id: 224818010
{'hecke_orbit_code': 54043195629109493, 'n': 11, 'trace_an': 794}
-
id: 224818011
{'hecke_orbit_code': 54043195629109493, 'n': 12, 'trace_an': 2560}
-
id: 224818012
{'hecke_orbit_code': 54043195629109493, 'n': 13, 'trace_an': 474}
-
id: 224818013
{'hecke_orbit_code': 54043195629109493, 'n': 14, 'trace_an': 0}
-
id: 224818014
{'hecke_orbit_code': 54043195629109493, 'n': 15, 'trace_an': 1450}
-
id: 224818015
{'hecke_orbit_code': 54043195629109493, 'n': 16, 'trace_an': 2394}
-
id: 224818016
{'hecke_orbit_code': 54043195629109493, 'n': 17, 'trace_an': 802}
-
id: 224818017
{'hecke_orbit_code': 54043195629109493, 'n': 18, 'trace_an': 3702}
-
id: 224818018
{'hecke_orbit_code': 54043195629109493, 'n': 19, 'trace_an': 7292}
-
id: 224818019
{'hecke_orbit_code': 54043195629109493, 'n': 20, 'trace_an': 4550}
-
id: 224818020
{'hecke_orbit_code': 54043195629109493, 'n': 21, 'trace_an': 0}
-
id: 224818021
{'hecke_orbit_code': 54043195629109493, 'n': 22, 'trace_an': 3948}
-
id: 224818022
{'hecke_orbit_code': 54043195629109493, 'n': 23, 'trace_an': 3708}
-
id: 224818023
{'hecke_orbit_code': 54043195629109493, 'n': 24, 'trace_an': 2092}
-
id: 224818024
{'hecke_orbit_code': 54043195629109493, 'n': 25, 'trace_an': 6250}
-
id: 224818025
{'hecke_orbit_code': 54043195629109493, 'n': 26, 'trace_an': 6576}
-
id: 224818026
{'hecke_orbit_code': 54043195629109493, 'n': 27, 'trace_an': 11818}
-
id: 224818027
{'hecke_orbit_code': 54043195629109493, 'n': 28, 'trace_an': 0}
-
id: 224818028
{'hecke_orbit_code': 54043195629109493, 'n': 29, 'trace_an': -8866}
-
id: 224818029
{'hecke_orbit_code': 54043195629109493, 'n': 30, 'trace_an': 3600}
-
id: 224818030
{'hecke_orbit_code': 54043195629109493, 'n': 31, 'trace_an': 13292}
-
id: 224818031
{'hecke_orbit_code': 54043195629109493, 'n': 32, 'trace_an': 2590}
-
id: 224818032
{'hecke_orbit_code': 54043195629109493, 'n': 33, 'trace_an': 9854}
-
id: 224818033
{'hecke_orbit_code': 54043195629109493, 'n': 34, 'trace_an': 44468}
-
id: 224818034
{'hecke_orbit_code': 54043195629109493, 'n': 35, 'trace_an': 0}
-
id: 224818035
{'hecke_orbit_code': 54043195629109493, 'n': 36, 'trace_an': -10690}
-
id: 224818036
{'hecke_orbit_code': 54043195629109493, 'n': 37, 'trace_an': 16124}
-
id: 224818037
{'hecke_orbit_code': 54043195629109493, 'n': 38, 'trace_an': 2180}
-
id: 224818038
{'hecke_orbit_code': 54043195629109493, 'n': 39, 'trace_an': -24982}
-
id: 224818039
{'hecke_orbit_code': 54043195629109493, 'n': 40, 'trace_an': 6750}
-
id: 224818040
{'hecke_orbit_code': 54043195629109493, 'n': 41, 'trace_an': 34836}
-
id: 224818041
{'hecke_orbit_code': 54043195629109493, 'n': 42, 'trace_an': 0}
-
id: 224818042
{'hecke_orbit_code': 54043195629109493, 'n': 43, 'trace_an': -28604}
-
id: 224818043
{'hecke_orbit_code': 54043195629109493, 'n': 44, 'trace_an': -31120}
-
id: 224818044
{'hecke_orbit_code': 54043195629109493, 'n': 45, 'trace_an': 17500}
-
id: 224818045
{'hecke_orbit_code': 54043195629109493, 'n': 46, 'trace_an': -39732}
-
id: 224818046
{'hecke_orbit_code': 54043195629109493, 'n': 47, 'trace_an': 18106}
-
id: 224818047
{'hecke_orbit_code': 54043195629109493, 'n': 48, 'trace_an': 101788}
-
id: 224818048
{'hecke_orbit_code': 54043195629109493, 'n': 49, 'trace_an': 0}
-
id: 224818049
{'hecke_orbit_code': 54043195629109493, 'n': 50, 'trace_an': 6250}
-
id: 224818050
{'hecke_orbit_code': 54043195629109493, 'n': 51, 'trace_an': 31602}
-
id: 224818051
{'hecke_orbit_code': 54043195629109493, 'n': 52, 'trace_an': -22480}
-
id: 224818052
{'hecke_orbit_code': 54043195629109493, 'n': 53, 'trace_an': 36440}
-
id: 224818053
{'hecke_orbit_code': 54043195629109493, 'n': 54, 'trace_an': 80836}
-
id: 224818054
{'hecke_orbit_code': 54043195629109493, 'n': 55, 'trace_an': 19850}
-
id: 224818055
{'hecke_orbit_code': 54043195629109493, 'n': 56, 'trace_an': 0}
-
id: 224818056
{'hecke_orbit_code': 54043195629109493, 'n': 57, 'trace_an': 126988}
-
id: 224818057
{'hecke_orbit_code': 54043195629109493, 'n': 58, 'trace_an': -100356}
-
id: 224818058
{'hecke_orbit_code': 54043195629109493, 'n': 59, 'trace_an': 18644}
-
id: 224818059
{'hecke_orbit_code': 54043195629109493, 'n': 60, 'trace_an': 64000}
-
id: 224818060
{'hecke_orbit_code': 54043195629109493, 'n': 61, 'trace_an': 68120}
-
id: 224818061
{'hecke_orbit_code': 54043195629109493, 'n': 62, 'trace_an': 181052}
-
id: 224818062
{'hecke_orbit_code': 54043195629109493, 'n': 63, 'trace_an': 0}
-
id: 224818063
{'hecke_orbit_code': 54043195629109493, 'n': 64, 'trace_an': -59358}
-
id: 224818064
{'hecke_orbit_code': 54043195629109493, 'n': 65, 'trace_an': 11850}
-
id: 224818065
{'hecke_orbit_code': 54043195629109493, 'n': 66, 'trace_an': 157780}
-
id: 224818066
{'hecke_orbit_code': 54043195629109493, 'n': 67, 'trace_an': 92328}
-
id: 224818067
{'hecke_orbit_code': 54043195629109493, 'n': 68, 'trace_an': 288540}
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id: 224818068
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