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mf_newforms • Show schema
{'Nk2': 31500, 'analytic_conductor': 162.23628839162004, 'analytic_rank': 1, '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': 4, 'field_disc': 259751648636617, 'field_disc_factorization': [[18517, 1], [14027739301, 1]], 'field_poly': [99862, 193, -1495, -1, 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, [98176, -3176, -1486, 5, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799049883963, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 36, 'hecke_ring_index_factorization': [[2, 2], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, '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.d', '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.e', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta _{1})q^{2}+(237+3\\beta _{1}+\\beta _{3})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '315.10.a', 'trace_display': [-5, 0, 2500, -9604], 'trace_hash': 2073557360485110169, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.749', 'prec': 17}, 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mf_hecke_nf • Show schema
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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, 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16887293540908, 0, -12571012090540, -715602655000, 0, -417189758083144, 175773034923936, 0, -9017598437500, -128922717667984, 0, -366497003208932, -143961750323564, 0, 4969558231652, 99344765561036, 0, -57781954275184, 118816953802500, 0, 14772829315836, 16934438914232, 0, -7967684030000, -102766909797408, 0, 172937979197120, 31382581687084, 0, 7924562622856, -17612872011136, 0, 111664849009576, 17686501562500, 0, -122848753069420, 152767365230620, 0, 123020834045000, -112811529134512, 0, -218332731389472, 36983845863244, 0, 101203703223642, -261293730652328, 0, -210825888893748, 114422036210000, 0, -274198783294688, -172307640835046, 0, -17714774122500, -253284461540220, 0, -45437184572724, 71471313161840, 0, 444604860949120, 161903931341644, 0, -139415694481584, 0, 0, 213636002062452, -210119692182912, 0, -91433848730000, -33780210137756, 0, -170307091792216, -65969620006176, 0, 215109876267944, -297868425512528, 0, 6918567667088, 47701034460000, 0, 131092825693704, 156841308237468, 0, 3076171875000], 'weight': 10, 'weight_parity': 1} -
mf_twists_nf • Show schema
-
id: 241689
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '315.10.a.d', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '105.10.a.e', 'target_level': 105, 'twist_class_label': '105.10.a.e', 'twist_class_level': 105, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10} -
id: 241690
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '315.10.a.d', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '315.10.a.d', 'target_level': 315, 'twist_class_label': '105.10.a.e', 'twist_class_level': 105, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
-
id: 241689
-
mf_hecke_charpolys • Show schema
-
id: 695800
{'charpoly_factorization': [[[98176, -3176, -1486, 5, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 2} -
id: 695801
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 13510799049883963, 'p': 3} -
id: 695802
{'charpoly_factorization': [[[-625, 1], 4]], 'hecke_orbit_code': 13510799049883963, 'p': 5} -
id: 695803
{'charpoly_factorization': [[[2401, 1], 4]], 'hecke_orbit_code': 13510799049883963, 'p': 7} -
id: 695804
{'charpoly_factorization': [[[1148378893077283840, -48564359413792, -2162338768, 64546, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 11} -
id: 695805
{'charpoly_factorization': [[[2087026326330661408, -669830386558904, -20066723020, 29390, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 13} -
id: 695806
{'charpoly_factorization': [[[23643620791926137968, -3273574151231632, -1021907296, 278788, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 17} -
id: 695807
{'charpoly_factorization': [[[14061271076636993781760, -276910148680515072, -325534602472, 929142, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 19} -
id: 695808
{'charpoly_factorization': [[[5966021920127888330457088, 969674846427772928, -5034099067840, -526064, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 23} -
id: 695809
{'charpoly_factorization': [[[3766007080432888249726960, 15134129989563532144, -20358284192256, 365860, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 29} -
id: 695810
{'charpoly_factorization': [[[-5385635343022604213661696, -21725149147137154368, -17686242474264, 4977954, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 31} -
id: 695811
{'charpoly_factorization': [[[-5088496785531912875269172592, 914993329780710880416, 85601056204152, -22846008, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 37} -
id: 695812
{'charpoly_factorization': [[[-1741578412433279227809520400, 406342713096885770320, 162580566718208, -28257844, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 41} -
id: 695813
{'charpoly_factorization': [[[-1311716368077162409808986112, 1030839323943145039616, -67591670628160, -23603420, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 43} -
id: 695814
{'charpoly_factorization': [[[58750683296154636210276888064, 10165695914301742510528, -609401836084656, -30058700, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 47} -
id: 695815
{'charpoly_factorization': [[[-5946443092673369326785565289120, -217933635127886700312376, 1245720788606852, 113767294, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 53} -
id: 695816
{'charpoly_factorization': [[[27156748975898541464680775718400, 669081110427586618619584, -7777091445832560, -151786220, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 59} -
id: 695817
{'charpoly_factorization': [[[-16981990365992492188163092764816, -1515722828930685240938352, -10944770775397920, 191130108, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 61} -
id: 695818
{'charpoly_factorization': [[[92317476355389379730513402355712, -1642942349754709805428480, -22240166599204864, 147812356, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 67} -
id: 695819
{'charpoly_factorization': [[[-4894253701710975234271575758336, -526440466314243787832096, -13808634857887440, -37100486, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 71} -
id: 695820
{'charpoly_factorization': [[[447903704912081261447069859001312, 3401210165731866226669880, -37217154536905564, -163444574, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 73} -
id: 695821
{'charpoly_factorization': [[[5169499193774871049013505273364480, -23158811501607203084808192, -119878312216534720, 327433200, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 79} -
id: 695822
{'charpoly_factorization': [[[138099202193482303564454264960509696, -80418557737296956207892352, -732292832079288192, 216775352, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 83} -
id: 695823
{'charpoly_factorization': [[[-6835983574581693283029248756411120, 149171279988298405308465888, -117075883075032232, -792987912, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 89} -
id: 695824
{'charpoly_factorization': [[[124012033707089187564609857759868352, -653564638904263631364784056, -1119228055421794132, 640730334, 1], 1]], 'hecke_orbit_code': 13510799049883963, 'p': 97}
-
id: 695800
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '315.10.a.d', 'level': 315, 'portrait': 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', 'weight': 10} -
mf_hecke_traces • Show schema
-
id: 35504131
{'hecke_orbit_code': 13510799049883963, 'n': 1, 'trace_an': 4} -
id: 35504132
{'hecke_orbit_code': 13510799049883963, 'n': 2, 'trace_an': -5} -
id: 35504133
{'hecke_orbit_code': 13510799049883963, 'n': 3, 'trace_an': 0} -
id: 35504134
{'hecke_orbit_code': 13510799049883963, 'n': 4, 'trace_an': 949} -
id: 35504135
{'hecke_orbit_code': 13510799049883963, 'n': 5, 'trace_an': 2500} -
id: 35504136
{'hecke_orbit_code': 13510799049883963, 'n': 6, 'trace_an': 0} -
id: 35504137
{'hecke_orbit_code': 13510799049883963, 'n': 7, 'trace_an': -9604} -
id: 35504138
{'hecke_orbit_code': 13510799049883963, 'n': 8, 'trace_an': -7767} -
id: 35504139
{'hecke_orbit_code': 13510799049883963, 'n': 9, 'trace_an': 0} -
id: 35504140
{'hecke_orbit_code': 13510799049883963, 'n': 10, 'trace_an': -3125} -
id: 35504141
{'hecke_orbit_code': 13510799049883963, 'n': 11, 'trace_an': -64546} -
id: 35504142
{'hecke_orbit_code': 13510799049883963, 'n': 12, 'trace_an': 0} -
id: 35504143
{'hecke_orbit_code': 13510799049883963, 'n': 13, 'trace_an': -29390} -
id: 35504144
{'hecke_orbit_code': 13510799049883963, 'n': 14, 'trace_an': 12005} -
id: 35504145
{'hecke_orbit_code': 13510799049883963, 'n': 15, 'trace_an': 0} -
id: 35504146
{'hecke_orbit_code': 13510799049883963, 'n': 16, 'trace_an': 554577} -
id: 35504147
{'hecke_orbit_code': 13510799049883963, 'n': 17, 'trace_an': -278788} -
id: 35504148
{'hecke_orbit_code': 13510799049883963, 'n': 18, 'trace_an': 0} -
id: 35504149
{'hecke_orbit_code': 13510799049883963, 'n': 19, 'trace_an': -929142} -
id: 35504150
{'hecke_orbit_code': 13510799049883963, 'n': 20, 'trace_an': 593125} -
id: 35504151
{'hecke_orbit_code': 13510799049883963, 'n': 21, 'trace_an': 0} -
id: 35504152
{'hecke_orbit_code': 13510799049883963, 'n': 22, 'trace_an': 2767732} -
id: 35504153
{'hecke_orbit_code': 13510799049883963, 'n': 23, 'trace_an': 526064} -
id: 35504154
{'hecke_orbit_code': 13510799049883963, 'n': 24, 'trace_an': 0} -
id: 35504155
{'hecke_orbit_code': 13510799049883963, 'n': 25, 'trace_an': 1562500} -
id: 35504156
{'hecke_orbit_code': 13510799049883963, 'n': 26, 'trace_an': 3920706} -
id: 35504157
{'hecke_orbit_code': 13510799049883963, 'n': 27, 'trace_an': 0} -
id: 35504158
{'hecke_orbit_code': 13510799049883963, 'n': 28, 'trace_an': -2278549} -
id: 35504159
{'hecke_orbit_code': 13510799049883963, 'n': 29, 'trace_an': -365860} -
id: 35504160
{'hecke_orbit_code': 13510799049883963, 'n': 30, 'trace_an': 0} -
id: 35504161
{'hecke_orbit_code': 13510799049883963, 'n': 31, 'trace_an': -4977954} -
id: 35504162
{'hecke_orbit_code': 13510799049883963, 'n': 32, 'trace_an': -7227279} -
id: 35504163
{'hecke_orbit_code': 13510799049883963, 'n': 33, 'trace_an': 0} -
id: 35504164
{'hecke_orbit_code': 13510799049883963, 'n': 34, 'trace_an': -2976030} -
id: 35504165
{'hecke_orbit_code': 13510799049883963, 'n': 35, 'trace_an': -6002500} -
id: 35504166
{'hecke_orbit_code': 13510799049883963, 'n': 36, 'trace_an': 0} -
id: 35504167
{'hecke_orbit_code': 13510799049883963, 'n': 37, 'trace_an': 22846008} -
id: 35504168
{'hecke_orbit_code': 13510799049883963, 'n': 38, 'trace_an': -27001832} -
id: 35504169
{'hecke_orbit_code': 13510799049883963, 'n': 39, 'trace_an': 0} -
id: 35504170
{'hecke_orbit_code': 13510799049883963, 'n': 40, 'trace_an': -4854375} -
id: 35504171
{'hecke_orbit_code': 13510799049883963, 'n': 41, 'trace_an': 28257844} -
id: 35504172
{'hecke_orbit_code': 13510799049883963, 'n': 42, 'trace_an': 0} -
id: 35504173
{'hecke_orbit_code': 13510799049883963, 'n': 43, 'trace_an': 23603420} -
id: 35504174
{'hecke_orbit_code': 13510799049883963, 'n': 44, 'trace_an': 9817860} -
id: 35504175
{'hecke_orbit_code': 13510799049883963, 'n': 45, 'trace_an': 0} -
id: 35504176
{'hecke_orbit_code': 13510799049883963, 'n': 46, 'trace_an': -136600280} -
id: 35504177
{'hecke_orbit_code': 13510799049883963, 'n': 47, 'trace_an': 30058700} -
id: 35504178
{'hecke_orbit_code': 13510799049883963, 'n': 48, 'trace_an': 0} -
id: 35504179
{'hecke_orbit_code': 13510799049883963, 'n': 49, 'trace_an': 23059204} -
id: 35504180
{'hecke_orbit_code': 13510799049883963, 'n': 50, 'trace_an': -1953125} -
id: 35504181
{'hecke_orbit_code': 13510799049883963, 'n': 51, 'trace_an': 0} -
id: 35504182
{'hecke_orbit_code': 13510799049883963, 'n': 52, 'trace_an': -183429274} -
id: 35504183
{'hecke_orbit_code': 13510799049883963, 'n': 53, 'trace_an': -113767294} -
id: 35504184
{'hecke_orbit_code': 13510799049883963, 'n': 54, 'trace_an': 0} -
id: 35504185
{'hecke_orbit_code': 13510799049883963, 'n': 55, 'trace_an': -40341250} -
id: 35504186
{'hecke_orbit_code': 13510799049883963, 'n': 56, 'trace_an': 18648567} -
id: 35504187
{'hecke_orbit_code': 13510799049883963, 'n': 57, 'trace_an': 0} -
id: 35504188
{'hecke_orbit_code': 13510799049883963, 'n': 58, 'trace_an': -323185726} -
id: 35504189
{'hecke_orbit_code': 13510799049883963, 'n': 59, 'trace_an': 151786220} -
id: 35504190
{'hecke_orbit_code': 13510799049883963, 'n': 60, 'trace_an': 0} -
id: 35504191
{'hecke_orbit_code': 13510799049883963, 'n': 61, 'trace_an': -191130108} -
id: 35504192
{'hecke_orbit_code': 13510799049883963, 'n': 62, 'trace_an': 292486944} -
id: 35504193
{'hecke_orbit_code': 13510799049883963, 'n': 63, 'trace_an': 0} -
id: 35504194
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{'hecke_orbit_code': 13510799049883963, 'n': 977, 'trace_an': 52913423694730} -
id: 35504386
{'hecke_orbit_code': 13510799049883963, 'n': 983, 'trace_an': 36500761529956} -
id: 35504387
{'hecke_orbit_code': 13510799049883963, 'n': 991, 'trace_an': -99445993838176} -
id: 35504388
{'hecke_orbit_code': 13510799049883963, 'n': 997, 'trace_an': -9595976347294}
-
id: 35504131
Newform data - 315.10.a.d