-
mf_newforms • Show schema
{'Nk2': 1053, 'analytic_conductor': 5.295921930794654, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 4, 'char_parity': -1, 'char_values': [13, 4, [2], [3]], 'cm_discs': [], 'conrey_index': 5, 'dim': 18, 'field_disc': -1573666137926020075558994601351009935090146966070404206470009575922057357871305712929341440000, 'field_disc_factorization': [[-1, 1], [2, 30], [3, 8], [5, 4], [59, 2], [198259, 2], [268759, 2], [19403030077, 2], [9800852225048957, 2]], 'field_poly': [1807198057923881730048, 658222091640736579584, 119869629126769115136, 4754717719118610432, 61002122197950464, 38893585626849280, 16374511738433536, 67426704543744, 2594493183360, 1243720573056, 324100560576, 3014328096, 4823826, 47082, 1204401, 3828, 2, -2, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206309425165, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 16845963264, 'hecke_ring_index_factorization': [[2, 16], [3, 2], [13, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 4, -1, 4, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '13.9.d.a', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.9.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q-\\beta _{3}q^{2}+\\beta _{6}q^{3}+(-\\beta _{1}-142\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '8.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '13.9.d', 'trace_display': [-2, -4, 166, 5308], 'trace_hash': 456605982444360392, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.940', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1042.268', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '111716.446', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.243', 'prec': 17}, 'traces': [18, -2, -4, 0, 166, 2720, 5308, 10464, 39362, 0, -31556, 0, 71300, -110260, 121124, -522860, 0, -308962, 100288, 736268, 279416, -977312, 0, -986232, 0, 2952238, 364916, 4497084, -2479024, 0, -1892664, 947212, 1368644, -531576, -2918284, 0, -8343978, 0, -1101268, -12691908, 1140178, 15137212, 0, -3867188, 6565370, 2006148, -13368572, -10106716, 0, 37369598, 0, -14821220, 50561348, -4995928, 76994128, 0, -34755760, 22505716, 2127976, -161134196, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'Nk2': 1053, 'analytic_conductor': 5.295921930794654, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 4, 'char_parity': -1, 'char_values': [13, 4, [2], [3]], 'conrey_index': 5, 'cusp_dim': 18, 'dim': 18, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206309425165, 'hecke_orbit_dims': [18], 'label': '13.9.d', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 22, 'mf_new_dim': 22, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 9, 'sturm_bound': 10, 'trace_bound': 0, 'trace_display': [-2, -4, 166, 5308], 'traces': [18, -2, -4, 0, 166, 2720, 5308, 10464, 39362, 0, -31556, 0, 71300, -110260, 121124, -522860, 0, -308962, 100288, 736268, 279416, -977312, 0, -986232, 0, 2952238, 364916, 4497084, 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4198067707128, 0, -2211524670244, -655308374684, -9622455913596, -7982727133100, -2316101857996, 0, 6393641194100, 0], 'weight': 9, 'weight_parity': -1} -
mf_twists_cc • Show schema
-
id: 2264419
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 8, 'source_dim': 18, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425165, 'source_is_minimal': True, 'source_label': '13.9.d.a.8.1', 'source_level': 13, 'target_conrey_index': 8, 'target_dim': 18, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206309425165, 'target_is_minimal': True, 'target_label': '13.9.d.a.8.1', 'target_level': 13, 'twist_class_label': '13.9.d.a.5.1', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9} -
id: 2264420
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 8, 'source_dim': 18, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425165, 'source_is_minimal': True, 'source_label': '13.9.d.a.8.1', 'source_level': 13, 'target_conrey_index': 73, 'target_dim': 18, 'target_embedding_index': 9, 'target_hecke_orbit_code': 618626285685, 'target_is_minimal': False, 'target_label': '117.9.j.a.73.9', 'target_level': 117, 'twist_class_label': '13.9.d.a.5.1', 'twist_class_level': 13, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9} -
id: 2264421
{'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 8, 'source_dim': 18, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425165, 'source_is_minimal': True, 'source_label': '13.9.d.a.8.1', 'source_level': 13, 'target_conrey_index': 5, 'target_dim': 18, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206309425165, 'target_is_minimal': True, 'target_label': '13.9.d.a.5.1', 'target_level': 13, 'twist_class_label': '13.9.d.a.5.1', 'twist_class_level': 13, 'twisting_char_label': '13.5', 'twisting_conrey_index': 5, 'weight': 9} -
id: 2264422
{'conductor': 39, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 8, 'source_dim': 18, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425165, 'source_is_minimal': True, 'source_label': '13.9.d.a.8.1', 'source_level': 13, 'target_conrey_index': 109, 'target_dim': 18, 'target_embedding_index': 9, 'target_hecke_orbit_code': 618626285685, 'target_is_minimal': False, 'target_label': '117.9.j.a.109.9', 'target_level': 117, 'twist_class_label': '13.9.d.a.5.1', 'twist_class_level': 13, 'twisting_char_label': '39.5', 'twisting_conrey_index': 5, 'weight': 9}
-
id: 2264419
-
mf_hecke_charpolys • Show schema
-
id: 55725
{'charpoly_factorization': [[[1807198057923881730048, -658222091640736579584, 119869629126769115136, -4754717719118610432, 61002122197950464, -38893585626849280, 16374511738433536, -67426704543744, 2594493183360, -1243720573056, 324100560576, -3014328096, 4823826, -47082, 1204401, -3828, 2, 2, 1], 1]], 'hecke_orbit_code': 206309425165, 'p': 2} -
id: 55726
{'charpoly_factorization': [[[-1709436059928000, 152295580983420, 21605292090396, -1441714062645, -784920006, 447403131, -130800, -39363, 2, 1], 2]], 'hecke_orbit_code': 206309425165, 'p': 3} -
id: 55727
{'charpoly_factorization': [[[13438577768998056616460167375807822594939453125000, 271323165211193209299751955890655175926953125000, 2738989990073520659035737832856216417226562500, 16827397976882316796841946610401633375000000, 68257557159273378189256104612799791406250, 182754600656938648198491040355417656250, 313236438377409791435652259245953125, 311451485403548358303622938075000, 253738191237499581203358228750, 562460728550736311987997750, 1295396631973017784998975, 1017550215381365106480, 199815116192805822, 215907606970974, 1983418594719, 725235576, 13778, -166, 1], 1]], 'hecke_orbit_code': 206309425165, 'p': 5} -
id: 55728
{'charpoly_factorization': [[[236228802048253837854967183154164155682673642814659238287648, -234348591883539885072844848882595001273391022239213099184, 116241673414954122268669174774767544583071848280151236, 106059585521912551580033498478748067524599303820328, 241772818461446599388321751494421740381181644704, -158111028123567347707776864811673785552574160, 61691620632150515092106849964444019729781, 40589312347892561067921562000203748236, 40358351310689329306916713930943080, -15598263353540556781169799739276, 3611693444674727000459154431, 1381796833720239545741664, 1513289897534281905136, -533464109237628072, 96026412969551, 8297947772, 14087432, -5308, 1], 1]], 'hecke_orbit_code': 206309425165, 'p': 7} -
id: 55729
{'charpoly_factorization': [[[84269732807083828762476956128795038758755499330141408844487201481607168, 233410130367171602767688858376746025628099982072515645908743513410560, 323249446410018495701081262991384191445001812340757493620380217600, 122668911285534541779273467686071119218258682058189002714225664, 24699854056797933346602691540293960952092693612889059571712, 2026187387487043324348107358986107673964552516974883328, 148919541626991450059843408887661303367225228733696, 28585210930599698417396174162521260705241506048, 6162172979217152530644915374308096236291840, 482189033148583339953549474351267275520, 18657052296459587770322883544005984, 343278830071926668455115694912, 159602261499462813691082112, 10464861030869795111136, 343388226746001744, 828089449776, 497890568, 31556, 1], 1]], 'hecke_orbit_code': 206309425165, 'p': 11} -
id: 55730
{'charpoly_factorization': [[[159926843683421236926752957776002771153245608592522254377939889030122675218030881, -13978612869513264528476040918200256899759953864293455655137835721952350919300, 612129409638501406944538012993027884494180324169711817020151361749476927, -20556181512947424579796528606338202414624912797071848915454061459896, 733695400357253152224962949331608578477655994435373149385033810, -36962023575809608252938199500433666138606509355668799495088, 1945050578874856187982271467988471264492326106565109518, -76125679515647222409099835339090580076656261467944, 2360624659281176029139163554096462169557126624, -75393094099341796367756091701320812299864, 2893877352549991836263285165763006944, -114403034828201729902044540249384, 3583360019060680146421477838, -83477313866347515593648, 2031335714032577810, -69768844955576, 2546921247, -71300, 1], 1]], 'hecke_orbit_code': 206309425165, 'p': 13} -
id: 55731
{'charpoly_factorization': [[[49555501140104791850116431070680979034547523975283900161708515229471432321007616, 0, 11034355451055032675373308129237424957044851884524370327864924618979829760, 0, 439531516714932556109210484811997582573455948495005951312520790436, 0, 4378152842900242699764229882251925322001370485095515427481, 0, 15235887258913460905677750375233632995154920492738, 0, 15787468378204375436781944026461715686879, 0, 5383442326540281138149533468272, 0, 759026175034331523879, 0, 46120334538, 0, 1], 1]], 'hecke_orbit_code': 206309425165, 'p': 17} -
id: 55732
{'charpoly_factorization': [[[365247407555064275804473607182627941061624508346613767680040116214818360390442106880000, 57604762009238695670645722209224593499713310865674050554646289234260349959577600000, 4542549156410871131882481154558518352974730229465288396350918366306130176000000, 37163370504331828234568909961226093799795056838394980075816199492055040000, -3097296371804173376029497649602919462473289022505394936631995950080000, -156560323187546860716469175671972004120868599275113621604758835200, 15719643174581322312307112452200004512603941277368824681856000, -481466209355037081037949562496595981270748257252940871680, 8334137437470899703669060346786124511178674465613312, -86624644003298148387499038919862072866246069504, 555330587617659711142688746274906535425984, -2316642436591475537376398338483271040, 17439749320737354015260514513184, -197469622566605724416250864, 1379928646274627919380, -3025015113206632, 5028841472, -100288, 1], 1]], 'hecke_orbit_code': 206309425165, 'p': 19} -
id: 55733
{'charpoly_factorization': [[[1044962673898716964490308022390476418921043721189498901634312200631089176902881088862194499584, 0, 737348821688991420173444446530685732548447146358033694084647162349987984717004144640, 0, 202720443300354577377644645735119352302797693753776474662319892979642798080, 0, 29002235255603297962245840987978051017153733045413613882745255488, 0, 2394665745765388235698454619314154408888978360289469760, 0, 118190141318090849882772748918274385583561200, 0, 3455740778531033229210955532080224, 0, 56441854598733885277596, 0, 440283912852, 0, 1], 1]], 'hecke_orbit_code': 206309425165, 'p': 23} -
id: 55734
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id: 55735
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id: 55743
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id: 55744
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id: 55745
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id: 55746
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id: 55747
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id: 55749
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-
id: 55725
-
mf_newform_portraits • Show schema
{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '13.9.d.a', 'level': 13, 'portrait': 'data:image/png;base64,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', 'weight': 9} -
mf_hecke_traces • Show schema
-
id: 27560000
{'hecke_orbit_code': 206309425165, 'n': 1, 'trace_an': 18} -
id: 27560001
{'hecke_orbit_code': 206309425165, 'n': 2, 'trace_an': -2} -
id: 27560002
{'hecke_orbit_code': 206309425165, 'n': 3, 'trace_an': -4} -
id: 27560003
{'hecke_orbit_code': 206309425165, 'n': 4, 'trace_an': 0} -
id: 27560004
{'hecke_orbit_code': 206309425165, 'n': 5, 'trace_an': 166} -
id: 27560005
{'hecke_orbit_code': 206309425165, 'n': 6, 'trace_an': 2720} -
id: 27560006
{'hecke_orbit_code': 206309425165, 'n': 7, 'trace_an': 5308} -
id: 27560007
{'hecke_orbit_code': 206309425165, 'n': 8, 'trace_an': 10464} -
id: 27560008
{'hecke_orbit_code': 206309425165, 'n': 9, 'trace_an': 39362} -
id: 27560009
{'hecke_orbit_code': 206309425165, 'n': 10, 'trace_an': 0} -
id: 27560010
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id: 27560011
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Embedded newform data - 13.9.d.a.8.1