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mf_newforms • Show schema
{'Nk2': 31500, 'analytic_conductor': 162.23628839162004, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [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': [315, 1, [281, 127, 136], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 1399624774843630867930941087625, 'field_disc_factorization': [[5, 3], [165779, 1], [324257893, 1], [208296290798083, 1]], 'field_poly': [-230581716, 7006450, 1850461, -2896, -2794, -2, 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, [-193212480, -17729920, 1674196, 36064, -2689, -16, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195696218427, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 28800, 'hecke_ring_index_factorization': [[2, 7], [3, 2], [5, 2]], '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '315.10.a.m', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '105.10.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q+(3-\\beta _{1})q^{2}+(428-2\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '315.10.a', 'trace_display': [16, 0, 3750, 14406], 'trace_hash': 2162065542188436519, 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mf_hecke_nf • Show schema
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-65]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [-931, -4, 1, 0, 0, 0], [40535476, -1440050, -147077, -831, 65, 1], [45053964, 2078582, -142293, -3223, 65, 1], [70037438, -7000324, -278287, 16581, 143, -7]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '315.10.a.m', 'level': 315, 'maxp': 2999, 'weight': 10} -
mf_newspaces • Show schema
{'ALdims': [10, 8, 10, 8, 14, 13, 12, 15], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [40, 46, 46, 44, 39, 40, 41, 38], 'Nk2': 31500, 'analytic_conductor': 162.23628839162004, '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': [315, 1, [281, 127, 136], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 424, 'dim': 90, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772475, 'hecke_orbit_dims': [1, 2, 4, 4, 4, 4, 4, 4, 4, 5, 6, 6, 6, 8, 8, 10, 10], 'label': '315.10.a', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'mf_dim': 440, 'mf_new_dim': 90, 'num_forms': 17, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 90, 'sturm_bound': 480, 'trace_bound': 2, 'trace_display': [66, 0, 0, -4802], 'traces': [90, 66, 0, 22186, 0, 0, -4802, 76698, 0, -22500, -194252, 0, 94448, 24010, 0, 4870178, 188620, 0, 862052, 0, 0, 93972, 4747600, 0, 35156250, -14479036, 0, -4057690, -12597232, 0, 11192784, 19017322, 0, -17392424, 6002500, 0, -23085052, 45277444, 0, 7875000, -4691308, 0, 11894504, -132752232, 0, 176241608, 158735344, 0, 518832090, 25781250, 0, -549233784, 31516700, 0, 92205000, 19548942, 0, 271658536, -92275388, 0, 6779968, -844254240, 0, 1251300026, 191385000, 0, 951380128, 300010572, 0, -48020000, 625089960, 0, -866151516, -730647644, 0, 3875616484, 487268544, 0, -1434943932, -504000000, 0, -2126085612, 698057892, 0, 475422500, 227068416, 0, 1181586928, 2610553732, 0, 772824276, -996977152, 0, -2579018852, 1202637500, 0, 1553639348, 380476866, 0, 8666406250, -4079019024, 0, -446033792, -7750960016, 0, 4764924340, 34070376, 0, 5257247784, 2007582500, 0, -4352307106, -685843404, 0, 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0, 3076171875000], 'weight': 10, 'weight_parity': 1} -
mf_twists_nf • Show schema
-
id: 241716
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '315.10.a.m', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '105.10.a.g', 'target_level': 105, 'twist_class_label': '105.10.a.g', 'twist_class_level': 105, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10} -
id: 241717
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '315.10.a.m', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '315.10.a.m', 'target_level': 315, 'twist_class_label': '105.10.a.g', 'twist_class_level': 105, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
-
id: 241716
-
mf_hecke_charpolys • Show schema
-
id: 695900
{'charpoly_factorization': [[[-193212480, -17729920, 1674196, 36064, -2689, -16, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 2} -
id: 695901
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 54043195696218427, 'p': 3} -
id: 695902
{'charpoly_factorization': [[[-625, 1], 6]], 'hecke_orbit_code': 54043195696218427, 'p': 5} -
id: 695903
{'charpoly_factorization': [[[-2401, 1], 6]], 'hecke_orbit_code': 54043195696218427, 'p': 7} -
id: 695904
{'charpoly_factorization': [[[-2520689617278067500271190016, -44335139749013242770432, 12893279927278192384, -63388428639296, -7362252976, 17060, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 11} -
id: 695905
{'charpoly_factorization': [[[-2148598792210448324326523603520, -11592746501791169317276160, 680514751621167705136, 2554840743865088, -49228123756, -78368, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 13} -
id: 695906
{'charpoly_factorization': [[[-1410537473169291658473390184956096, -1649126482849170807205195328, 44584873119547020385904, 37409314754451616, -408937046036, -212740, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 17} -
id: 695907
{'charpoly_factorization': [[[-343797728685500975137589690023936, 14106674410228903728964621312, -105777687676122347182336, -779829856592129984, -836652747056, 806620, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 19} -
id: 695908
{'charpoly_factorization': [[[-282204308044573489664762998295040000, -2651560956778366964311118336000, 5400313026492384375315200, 1813859563879413760, -4981137474224, -542512, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 23} -
id: 695909
{'charpoly_factorization': [[[-146855975714928343313803073652222695616, 697786373519362974868413037266368, -721106142114110501026811280, -263740751173903725920, 25637246569580, 13648188, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 29} -
id: 695910
{'charpoly_factorization': [[[36806953319960748204074381922785746534400, -17503797445471614683242636914355200, 203170686146864206137163520, 818586110885085844800, -68882981209904, -9397812, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 31} -
id: 695911
{'charpoly_factorization': [[[73691059314277838236570215891778974768704, -111024308890803659177336835774214208, 28665159131316026295359861744, 722627109548452650016, -369108671973476, -1253060, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 37} -
id: 695912
{'charpoly_factorization': [[[-5151174614411744532752072614234432540587456, 2672511489787738815706894687911249984, -454707510320435990538976668176, 25675077336137681057248, 143346973156956, -49035836, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 41} -
id: 695913
{'charpoly_factorization': [[[-2696334670918875182269453212676991675822080, 4007684691002566989600485953822279680, -757651686661122285956979314944, 44575791446550606422784, -286468085596304, -46413816, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 43} -
id: 695914
{'charpoly_factorization': [[[-167741816766941657771945935954433872370073600, 31832919448644722287465577485980467200, 2449683340068171807558998138880, -118201988920556667269120, -4271953729509504, 26203088, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 47} -
id: 695915
{'charpoly_factorization': [[[36933748279737379856503942619323777673996624064, -2144577576459079279542799123598847267712, 9914818060441560453340336278704, 932052640468736415071424, -9218084497680956, -88807800, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 53} -
id: 695916
{'charpoly_factorization': [[[286149233680190865593900688709366944690308689920, 9058110753454536479511895889484161085440, -11906476203264255497699945448704, -2471893772109879288800768, -12498808261576816, 153792368, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 59} -
id: 695917
{'charpoly_factorization': [[[13792572974161550066037606225178268534132289344, 760489432912555290523893435804593253952, -65970782385907482251608516925840, 1063575889939059740200800, 3462745483989740, -183195388, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 61} -
id: 695918
{'charpoly_factorization': [[[17362898444473619675472370913753659045323488915456, -285008800091051039843277544355220069339136, 105765184221515180341563601365760, 17322346813650219528192000, -54830334569550640, -251552816, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 67} -
id: 695919
{'charpoly_factorization': [[[-1403271842305935301395955481265454486849701888000, -88226910349140373898139766924951588224000, -2053132008745227290727223795616000, -20852469427348082080945600, -72114879552718000, 150941500, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 71} -
id: 695920
{'charpoly_factorization': [[[7536649156771740087943504461821715548687122364864, -453160728481818692906737890713550059111680, 5738884625965685118335494839254576, 12339461609289744482393216, -172709813375235884, -63087568, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 73} -
id: 695921
{'charpoly_factorization': [[[-10992750656968138873746330914315824951218975801344, 288026465562957396296436792763202783379456, 5311332388580373578664997629194240, 3828464109090571359761920, -153784764120704960, -171607064, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 79} -
id: 695922
{'charpoly_factorization': [[[-798201118891850177663021093801167500043472510570496, 9826560167059131963566149647877177525276672, -28977987461033026767988450881312000, -99475352063171556039211520, 756010259155779600, -1526136688, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 83} -
id: 695923
{'charpoly_factorization': [[[-1491140252612109542289587029886640962277055969031616, 47747071614007261932263905004832393716369472, 324968104377277310882061868820887024, -127502329114797070707067424, -1185745560747795876, 104312260, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 89} -
id: 695924
{'charpoly_factorization': [[[-1985877698590843447058868327666174228263968534158144, 32259878769943558838437207075389111702866560, 165997781745553209920384516491138736, -195219000244556690563309632, -1231778505007783676, -293237016, 1], 1]], 'hecke_orbit_code': 54043195696218427, 'p': 97}
-
id: 695900
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '315.10.a.m', 'level': 315, 'portrait': 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', 'weight': 10} -
mf_hecke_traces • Show schema
-
id: 58064425
{'hecke_orbit_code': 54043195696218427, 'n': 1, 'trace_an': 6} -
id: 58064426
{'hecke_orbit_code': 54043195696218427, 'n': 2, 'trace_an': 16} -
id: 58064427
{'hecke_orbit_code': 54043195696218427, 'n': 3, 'trace_an': 0} -
id: 58064428
{'hecke_orbit_code': 54043195696218427, 'n': 4, 'trace_an': 2562} -
id: 58064429
{'hecke_orbit_code': 54043195696218427, 'n': 5, 'trace_an': 3750} -
id: 58064430
{'hecke_orbit_code': 54043195696218427, 'n': 6, 'trace_an': 0} -
id: 58064431
{'hecke_orbit_code': 54043195696218427, 'n': 7, 'trace_an': 14406} -
id: 58064432
{'hecke_orbit_code': 54043195696218427, 'n': 8, 'trace_an': 8592} -
id: 58064433
{'hecke_orbit_code': 54043195696218427, 'n': 9, 'trace_an': 0} -
id: 58064434
{'hecke_orbit_code': 54043195696218427, 'n': 10, 'trace_an': 10000} -
id: 58064435
{'hecke_orbit_code': 54043195696218427, 'n': 11, 'trace_an': -17060} -
id: 58064436
{'hecke_orbit_code': 54043195696218427, 'n': 12, 'trace_an': 0} -
id: 58064437
{'hecke_orbit_code': 54043195696218427, 'n': 13, 'trace_an': 78368} -
id: 58064438
{'hecke_orbit_code': 54043195696218427, 'n': 14, 'trace_an': 38416} -
id: 58064439
{'hecke_orbit_code': 54043195696218427, 'n': 15, 'trace_an': 0} -
id: 58064440
{'hecke_orbit_code': 54043195696218427, 'n': 16, 'trace_an': 1194674} -
id: 58064441
{'hecke_orbit_code': 54043195696218427, 'n': 17, 'trace_an': 212740} -
id: 58064442
{'hecke_orbit_code': 54043195696218427, 'n': 18, 'trace_an': 0} -
id: 58064443
{'hecke_orbit_code': 54043195696218427, 'n': 19, 'trace_an': -806620} -
id: 58064444
{'hecke_orbit_code': 54043195696218427, 'n': 20, 'trace_an': 1601250} -
id: 58064445
{'hecke_orbit_code': 54043195696218427, 'n': 21, 'trace_an': 0} -
id: 58064446
{'hecke_orbit_code': 54043195696218427, 'n': 22, 'trace_an': -826564} -
id: 58064447
{'hecke_orbit_code': 54043195696218427, 'n': 23, 'trace_an': 542512} -
id: 58064448
{'hecke_orbit_code': 54043195696218427, 'n': 24, 'trace_an': 0} -
id: 58064449
{'hecke_orbit_code': 54043195696218427, 'n': 25, 'trace_an': 2343750} -
id: 58064450
{'hecke_orbit_code': 54043195696218427, 'n': 26, 'trace_an': 3016612} -
id: 58064451
{'hecke_orbit_code': 54043195696218427, 'n': 27, 'trace_an': 0} -
id: 58064452
{'hecke_orbit_code': 54043195696218427, 'n': 28, 'trace_an': 6151362} -
id: 58064453
{'hecke_orbit_code': 54043195696218427, 'n': 29, 'trace_an': -13648188} -
id: 58064454
{'hecke_orbit_code': 54043195696218427, 'n': 30, 'trace_an': 0} -
id: 58064455
{'hecke_orbit_code': 54043195696218427, 'n': 31, 'trace_an': 9397812} -
id: 58064456
{'hecke_orbit_code': 54043195696218427, 'n': 32, 'trace_an': 19680560} -
id: 58064457
{'hecke_orbit_code': 54043195696218427, 'n': 33, 'trace_an': 0} -
id: 58064458
{'hecke_orbit_code': 54043195696218427, 'n': 34, 'trace_an': -15490336} -
id: 58064459
{'hecke_orbit_code': 54043195696218427, 'n': 35, 'trace_an': 9003750} -
id: 58064460
{'hecke_orbit_code': 54043195696218427, 'n': 36, 'trace_an': 0} -
id: 58064461
{'hecke_orbit_code': 54043195696218427, 'n': 37, 'trace_an': 1253060} -
id: 58064462
{'hecke_orbit_code': 54043195696218427, 'n': 38, 'trace_an': 57043644} -
id: 58064463
{'hecke_orbit_code': 54043195696218427, 'n': 39, 'trace_an': 0} -
id: 58064464
{'hecke_orbit_code': 54043195696218427, 'n': 40, 'trace_an': 5370000} -
id: 58064465
{'hecke_orbit_code': 54043195696218427, 'n': 41, 'trace_an': 49035836} -
id: 58064466
{'hecke_orbit_code': 54043195696218427, 'n': 42, 'trace_an': 0} -
id: 58064467
{'hecke_orbit_code': 54043195696218427, 'n': 43, 'trace_an': 46413816} -
id: 58064468
{'hecke_orbit_code': 54043195696218427, 'n': 44, 'trace_an': -25242756} -
id: 58064469
{'hecke_orbit_code': 54043195696218427, 'n': 45, 'trace_an': 0} -
id: 58064470
{'hecke_orbit_code': 54043195696218427, 'n': 46, 'trace_an': 143980160} -
id: 58064471
{'hecke_orbit_code': 54043195696218427, 'n': 47, 'trace_an': -26203088} -
id: 58064472
{'hecke_orbit_code': 54043195696218427, 'n': 48, 'trace_an': 0} -
id: 58064473
{'hecke_orbit_code': 54043195696218427, 'n': 49, 'trace_an': 34588806} -
id: 58064474
{'hecke_orbit_code': 54043195696218427, 'n': 50, 'trace_an': 6250000} -
id: 58064475
{'hecke_orbit_code': 54043195696218427, 'n': 51, 'trace_an': 0} -
id: 58064476
{'hecke_orbit_code': 54043195696218427, 'n': 52, 'trace_an': 349691552} -
id: 58064477
{'hecke_orbit_code': 54043195696218427, 'n': 53, 'trace_an': 88807800} -
id: 58064478
{'hecke_orbit_code': 54043195696218427, 'n': 54, 'trace_an': 0} -
id: 58064479
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{'hecke_orbit_code': 54043195696218427, 'n': 937, 'trace_an': 118665441531696} -
id: 58064673
{'hecke_orbit_code': 54043195696218427, 'n': 941, 'trace_an': 34518039797748} -
id: 58064674
{'hecke_orbit_code': 54043195696218427, 'n': 947, 'trace_an': -54448398918664} -
id: 58064675
{'hecke_orbit_code': 54043195696218427, 'n': 953, 'trace_an': -38567670866256} -
id: 58064676
{'hecke_orbit_code': 54043195696218427, 'n': 961, 'trace_an': 67447099843126} -
id: 58064677
{'hecke_orbit_code': 54043195696218427, 'n': 967, 'trace_an': 30708063012896} -
id: 58064678
{'hecke_orbit_code': 54043195696218427, 'n': 971, 'trace_an': -149754602875632} -
id: 58064679
{'hecke_orbit_code': 54043195696218427, 'n': 977, 'trace_an': 11838356082912} -
id: 58064680
{'hecke_orbit_code': 54043195696218427, 'n': 983, 'trace_an': -100493847969152} -
id: 58064681
{'hecke_orbit_code': 54043195696218427, 'n': 991, 'trace_an': 47247217726888} -
id: 58064682
{'hecke_orbit_code': 54043195696218427, 'n': 997, 'trace_an': 30973998279840}
-
id: 58064425
Newform data - 315.10.a.m