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mf_newforms • Show schema
{'Nk2': 8964, 'analytic_conductor': 39.93557113343218, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [83, -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': [249, 1, [167, 85], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 19, 'field_disc': 1145529374088545865554701814473650003255258537266169470297453440434843247973488598171846916325429248, 'field_disc_factorization': [[2, 12], [3, 1], [67, 1], [1307, 1], [195229, 1], [2136919, 1], [73048953940986216063783555473231, 1], [34932385606241266169438562194017369102392947939, 1]], 'field_poly': [133314645921792, -151855383580672, -42555355387904, 64455743817728, 7618734031616, -9430861180672, -715382893312, 687069421824, 37495587696, -28561027248, -1154220072, 716403864, 21192381, -10963221, -226459, 99461, 1289, -489, -3, 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, [-133314645921792, -151855383580672, 42555355387904, 64455743817728, -7618734031616, -9430861180672, 715382893312, 687069421824, -37495587696, -28561027248, 1154220072, 716403864, -21192381, -10963221, 226459, 99461, -1289, -489, 3, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775033, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 128, 'hecke_ring_index_factorization': [[2, 7]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '249.6.a.d', 'level': 249, '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': True, 'level_primes': [3, 83], 'level_radical': 249, 'minimal_twist': '249.6.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}-9q^{3}+(20+\\beta _{2})q^{4}+(-1+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 19, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '249.6.a', 'trace_display': [-3, -171, -28, 216], 'trace_hash': 360110478575529536, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.347', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.630', 'prec': 20}, {'__RealLiteral__': 0, 'data': '17.709', 'prec': 20}, {'__RealLiteral__': 0, 'data': '803.302', 'prec': 24}, {'__RealLiteral__': 0, 'data': '2093.431', 'prec': 27}, {'__RealLiteral__': 0, 'data': '83465.420', 'prec': 30}], 'trace_zratio': 0, 'traces': [19, -3, -171, 379, -28, 27, 216, -369, 1539, 355, 1008, -3411, 406, 221, 252, 7319, -116, -243, 2912, 1967, -1944, -13462, 1038, 3321, 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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
-
id: 42950966
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 19, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13510798982775033, 'source_is_minimal': True, 'source_label': '249.6.a.d.1.6', 'source_level': 249, 'target_conrey_index': 1, 'target_dim': 19, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13510798982775033, 'target_is_minimal': True, 'target_label': '249.6.a.d.1.6', 'target_level': 249, 'twist_class_label': '249.6.a.d.1.6', 'twist_class_level': 249, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6} -
id: 42950967
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 19, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13510798982775033, 'source_is_minimal': True, 'source_label': '249.6.a.d.1.6', 'source_level': 249, 'target_conrey_index': 1, 'target_dim': 19, 'target_embedding_index': 14, 'target_hecke_orbit_code': 18014398610146027, 'target_is_minimal': False, 'target_label': '747.6.a.e.1.14', 'target_level': 747, 'twist_class_label': '249.6.a.d.1.6', 'twist_class_level': 249, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
-
id: 42950966
-
mf_hecke_charpolys • Show schema
-
id: 583800
{'charpoly_factorization': [[[-133314645921792, -151855383580672, 42555355387904, 64455743817728, -7618734031616, -9430861180672, 715382893312, 687069421824, -37495587696, -28561027248, 1154220072, 716403864, -21192381, -10963221, 226459, 99461, -1289, -489, 3, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 2} -
id: 583801
{'charpoly_factorization': [[[9, 1], 19]], 'hecke_orbit_code': 13510798982775033, 'p': 3} -
id: 583802
{'charpoly_factorization': [[[28815678933324439827014714138376, -4092938655680336248870538387276, -130952523484032031131762881570, 28228349439192361429301689891, 195526752226833184776478650, -73329754967446381364018161, -112987002020778457675486, 91193364464755582689102, -45199564288283343020, -60700811470074573889, 88069308407273310, 22877822721186176, -41555338968286, -4962980948083, 8654121662, 607607022, -812664, -38783, 28, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 5} -
id: 583803
{'charpoly_factorization': [[[496104113654546511703016164739432448, 719187001159621778279968998428073984, 254393805941156553075699255344678656, 14067754075737322281892507401365568, 102183038610290132101786623696832, -6655236805015839956969259710976, -81454678158359551582568385472, 1379009168807083179396018736, 17384374009424359293142432, -164987807290000553729120, -1767227530842468222928, 12186710726001410172, 95273988900852012, -547323881807124, -2734155587928, 14109768209, 38975584, -188331, -216, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 7} -
id: 583804
{'charpoly_factorization': [[[-2922039896845906272431652222684418248911486976, 50858443643137594801671514786421837733494784, 1528678118212699485834881303291686073278464, -23734473745728620613732939463796546745600, -201053371499363345105575837888384239424, 3922392640080810251791916143017326112, 1567642438389168940243376666810188, -231546662508247899780345082075763, 686709185249424411264225551136, 3861864297566232021142051510, -17890037914207538942534408, -20992435006802269573721, 165161612314535720336, -3839287264327660, -700063006985204, 381600468427, 1377699696, -1137514, -1008, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 11} -
id: 583805
{'charpoly_factorization': [[[-1733985273296212116237608743708700623997383885824, 144339212101367146510423396886912851541419578624, -3034967207300806561521356282917078225738316800, -6057673237921367075657719495515569619107520, 558187910740198654712532716686362895568384, -1310874564426865414248380465322848569024, -17957774724957954380918121317032314464, 39348323262984618774541360080695984, 186355894276340566267666720879840, -385684603090164986350024630544, -886252067165181023062948592, 1793288194238074479055852, 2170887523188431601880, -4416412429633885152, -2778125773582942, 5836449919525, 1729875638, -3866307, -406, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 13} -
id: 583806
{'charpoly_factorization': [[[125215314308492364486488049129649796686374237962342400000, -2932862330363663845108125052016334471701425931795218432, 12989622710801314005532597433251576544517690787979264, 43439002136371034958313443866599298734309541072896, -107754802893790272980357824448552970291691407360, -251376167207498558704911068541666905132413952, 317444173975885113767517066562777491892736, 703267569736126136144712767264333045504, -433921257762912943231995119620880512, -1041156330937055605913135253716800, 304357700481640575880082814752, 869300694050485333366762736, -113662801649011087883608, -421146954910067183356, 22676586738608542, 116560025248157, -2376795532, -16961109, 116, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 17} -
id: 583807
{'charpoly_factorization': [[[-171772655994446300910552330688881062890721819834815209422848, 443223879146728975604164759971806428075069436644282632192, 1254651782624195900790206255019130764293665316313831344, -3553949336865893033508108253196696083688119591648017, -2278049030712621738203849046198205650882863485342, 10451374460187638032486074639228813462743218021, -1157566495312527870747873827633714060255524, -14037132247681172057353404273409516385234, 7152323247099193679305666135787741476, 8690912521457327595981386982818441, -7384644199718827947524418747320, -2079825315234708195084139484, 3339202720744016946018258, -127759827354206360873, -732369177359786428, 138745498653582, 75636282264, -21054597, -2912, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 19} -
id: 583808
{'charpoly_factorization': [[[1113257444070491378325163215194713825004495413620035569664256, 3459108267117031049720663705058264246759990687104434733232, -8932060824592574687594297699680622345288374577233035026, -28671978781987457599403275357791372296312946684655043, 32366249436858464656957393873421548274322698505758, 88869997646499022298862855439053575245098054571, -77194752206932869133221015758167867208420064, -127028848380499146296819103590674143955310, 117399514672846399562451790189355657194, 76106402304982616352789047506768769, -92807728231473410915075716727960, -8067516693081550624932801194, 31672154460796791625524178, -6273641193244939340547, -3147163571700999784, 1019802089081850, 111551055398, -54359801, -1038, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 23} -
id: 583809
{'charpoly_factorization': [[[-142345675020322203003494382263214627813041920670075114081961984000, -1032752978556544870220708617633107355711911969055317988985958400, -2445575516223745597688203753965829626874831491534966208450560, -1479723444798834476014507214844954467260069702660998861824, 2264695067297622589718312200781232936784661843932426240, 3222027728307329844752750651689076898772852448873216, 311051757166161829295929985317241070534531610368, -1199347623687427340889666443158705630170380224, -445267635643880383848957112857229642847552, 95870341680480220277569208904536847680, 62691901410309597984061793357421760, -746102266717807924493685505936, -3683390902369505269408188064, -200930349976161058797984, 108329724092746722256, 9215483645415676, -1578590149892, -159656800, 9080, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 29} -
id: 583810
{'charpoly_factorization': [[[-1121952592494390011074253888333779296058612075412553398734626886533120, 1467035904217241164847636773712858005896485724913821551048348704768, 619692741175716785908940910122237842180357577246415904613518080, -980281327117592707069120287040964497699093785664658075333440, -142321453620846868280446484922638192758745109368080932544, 254166835587510529768821397600949784432225303675009984, 15098750904239870693217861909066483108495806630336, -33321426336784566145311902379007466110739535632, -201848165816433114340366179862955443100000, 2449640443012132228301776469376914052992, -93977722829966332543017536081502960, -103151543923081360060763526457916, 8035979411271481426625146852, 2356410277859473591564944, -277487130520439630544, -23671286987801115, 4334078145652, 2715057, -24668, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 31} -
id: 583811
{'charpoly_factorization': [[[93863109391667519850165613516497482832562076700279432288569975401347072, 1997197879167938334653614749723748415180869673818489520111722803284992, 2800257836701552108285910029892255278541690453545467150891263176960, 1049683629308421526893079951119264002582866235671331759943373440, -123812837292787295028821357558752385570788191793763106125032, -133367572099087721826256384213155961880887445051926793396, -7228832316872449544920355991232232551364905870096614, 6582518808761776399008310422659649854279861499597, 658131431485131844824228201249067159746487548, -177780384353701234976334507352653031352558, -19875512746958726364642587706569094530, 2946953608947319983414051333244551, 302029991368335506180870240928, -31017577130721812741493496, -2426633645352183959082, 200426425468662475, 9620750534988, -706190854, -14446, 1], 1]], 'hecke_orbit_code': 13510798982775033, 'p': 37} -
id: 583812
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id: 583813
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id: 583814
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id: 583815
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id: 583816
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id: 583817
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id: 583818
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id: 583819
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id: 583820
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id: 583821
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id: 583822
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id: 583823
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id: 583824
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-
id: 583800
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '249.6.a.d', 'level': 249, 'portrait': 'data:image/png;base64,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', 'weight': 6} -
mf_hecke_traces • Show schema
-
id: 35149639
{'hecke_orbit_code': 13510798982775033, 'n': 1, 'trace_an': 19} -
id: 35149640
{'hecke_orbit_code': 13510798982775033, 'n': 2, 'trace_an': -3} -
id: 35149641
{'hecke_orbit_code': 13510798982775033, 'n': 3, 'trace_an': -171} -
id: 35149642
{'hecke_orbit_code': 13510798982775033, 'n': 4, 'trace_an': 379} -
id: 35149643
{'hecke_orbit_code': 13510798982775033, 'n': 5, 'trace_an': -28} -
id: 35149644
{'hecke_orbit_code': 13510798982775033, 'n': 6, 'trace_an': 27} -
id: 35149645
{'hecke_orbit_code': 13510798982775033, 'n': 7, 'trace_an': 216} -
id: 35149646
{'hecke_orbit_code': 13510798982775033, 'n': 8, 'trace_an': -369} -
id: 35149647
{'hecke_orbit_code': 13510798982775033, 'n': 9, 'trace_an': 1539} -
id: 35149648
{'hecke_orbit_code': 13510798982775033, 'n': 10, 'trace_an': 355} -
id: 35149649
{'hecke_orbit_code': 13510798982775033, 'n': 11, 'trace_an': 1008} -
id: 35149650
{'hecke_orbit_code': 13510798982775033, 'n': 12, 'trace_an': -3411} -
id: 35149651
{'hecke_orbit_code': 13510798982775033, 'n': 13, 'trace_an': 406} -
id: 35149652
{'hecke_orbit_code': 13510798982775033, 'n': 14, 'trace_an': 221} -
id: 35149653
{'hecke_orbit_code': 13510798982775033, 'n': 15, 'trace_an': 252} -
id: 35149654
{'hecke_orbit_code': 13510798982775033, 'n': 16, 'trace_an': 7319} -
id: 35149655
{'hecke_orbit_code': 13510798982775033, 'n': 17, 'trace_an': -116} -
id: 35149656
{'hecke_orbit_code': 13510798982775033, 'n': 18, 'trace_an': -243} -
id: 35149657
{'hecke_orbit_code': 13510798982775033, 'n': 19, 'trace_an': 2912} -
id: 35149658
{'hecke_orbit_code': 13510798982775033, 'n': 20, 'trace_an': 1967} -
id: 35149659
{'hecke_orbit_code': 13510798982775033, 'n': 21, 'trace_an': -1944} -
id: 35149660
{'hecke_orbit_code': 13510798982775033, 'n': 22, 'trace_an': -13462} -
id: 35149661
{'hecke_orbit_code': 13510798982775033, 'n': 23, 'trace_an': 1038} -
id: 35149662
{'hecke_orbit_code': 13510798982775033, 'n': 24, 'trace_an': 3321} -
id: 35149663
{'hecke_orbit_code': 13510798982775033, 'n': 25, 'trace_an': 18975} -
id: 35149664
{'hecke_orbit_code': 13510798982775033, 'n': 26, 'trace_an': -6403} -
id: 35149665
{'hecke_orbit_code': 13510798982775033, 'n': 27, 'trace_an': -13851} -
id: 35149666
{'hecke_orbit_code': 13510798982775033, 'n': 28, 'trace_an': 2785} -
id: 35149667
{'hecke_orbit_code': 13510798982775033, 'n': 29, 'trace_an': -9080} -
id: 35149668
{'hecke_orbit_code': 13510798982775033, 'n': 30, 'trace_an': -3195} -
id: 35149669
{'hecke_orbit_code': 13510798982775033, 'n': 31, 'trace_an': 24668} -
id: 35149670
{'hecke_orbit_code': 13510798982775033, 'n': 32, 'trace_an': -21251} -
id: 35149671
{'hecke_orbit_code': 13510798982775033, 'n': 33, 'trace_an': -9072} -
id: 35149672
{'hecke_orbit_code': 13510798982775033, 'n': 34, 'trace_an': 26755} -
id: 35149673
{'hecke_orbit_code': 13510798982775033, 'n': 35, 'trace_an': -5538} -
id: 35149674
{'hecke_orbit_code': 13510798982775033, 'n': 36, 'trace_an': 30699} -
id: 35149675
{'hecke_orbit_code': 13510798982775033, 'n': 37, 'trace_an': 14446} -
id: 35149676
{'hecke_orbit_code': 13510798982775033, 'n': 38, 'trace_an': -12301} -
id: 35149677
{'hecke_orbit_code': 13510798982775033, 'n': 39, 'trace_an': -3654} -
id: 35149678
{'hecke_orbit_code': 13510798982775033, 'n': 40, 'trace_an': 50165} -
id: 35149679
{'hecke_orbit_code': 13510798982775033, 'n': 41, 'trace_an': 9736} -
id: 35149680
{'hecke_orbit_code': 13510798982775033, 'n': 42, 'trace_an': -1989} -
id: 35149681
{'hecke_orbit_code': 13510798982775033, 'n': 43, 'trace_an': 20580} -
id: 35149682
{'hecke_orbit_code': 13510798982775033, 'n': 44, 'trace_an': 108160} -
id: 35149683
{'hecke_orbit_code': 13510798982775033, 'n': 45, 'trace_an': -2268} -
id: 35149684
{'hecke_orbit_code': 13510798982775033, 'n': 46, 'trace_an': 44315} -
id: 35149685
{'hecke_orbit_code': 13510798982775033, 'n': 47, 'trace_an': 46200} -
id: 35149686
{'hecke_orbit_code': 13510798982775033, 'n': 48, 'trace_an': -65871} -
id: 35149687
{'hecke_orbit_code': 13510798982775033, 'n': 49, 'trace_an': 103985} -
id: 35149688
{'hecke_orbit_code': 13510798982775033, 'n': 50, 'trace_an': -41122} -
id: 35149689
{'hecke_orbit_code': 13510798982775033, 'n': 51, 'trace_an': 1044} -
id: 35149690
{'hecke_orbit_code': 13510798982775033, 'n': 52, 'trace_an': 130229} -
id: 35149691
{'hecke_orbit_code': 13510798982775033, 'n': 53, 'trace_an': -53706} -
id: 35149692
{'hecke_orbit_code': 13510798982775033, 'n': 54, 'trace_an': 2187} -
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Embedded newform data - 249.6.a.d.1.6