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{'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': 5, 'field_disc': 20640809603908344224, 'field_disc_factorization': [[2, 5], [11, 1], [31, 1], [347, 1], [503, 1], [10837395197, 1]], 'field_poly': [-2721600, 583584, 7420, -1694, -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, [2721600, 583584, -7420, -1694, 2, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396814106939, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 120, 'hecke_ring_index_factorization': [[2, 3], [3, 1], [5, 1]], '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.j', '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': '35.10.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}+(168-4\\beta _{1}+\\beta _{3})q^{4}+5^{4}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '315.10.a', 'trace_display': [-2, 0, 3125, 12005], 'trace_hash': 2302503360923044619, 'trace_moments': 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mf_hecke_nf • Show schema
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[677784, -8216, -16, 1334, -104]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [163608, -47768, -1022, 52, 1], [-680, 4, 1, 0, 0], [-1595240, -12368, 9290, -8, -7]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '315.10.a.j', 'level': 315, 'maxp': 2999, 'weight': 10}
-
mf_newspaces • Show schema
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{'ALdims': [10, 8, 10, 8, 14, 13, 12, 15], '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, 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mf_twists_nf • Show schema
Hide schema
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id: 241704
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '315.10.a.j', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '35.10.a.d', 'target_level': 35, 'twist_class_label': '35.10.a.d', 'twist_class_level': 35, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 241705
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '315.10.a.j', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '175.10.a.f', 'target_level': 175, 'twist_class_label': '35.10.a.d', 'twist_class_level': 35, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 241706
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '315.10.a.j', 'source_level': 315, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '175.10.b.f', 'target_level': 175, 'twist_class_label': '35.10.a.d', 'twist_class_level': 35, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 10}
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id: 241707
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '315.10.a.j', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '245.10.a.f', 'target_level': 245, 'twist_class_label': '35.10.a.d', 'twist_class_level': 35, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 241708
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '315.10.a.j', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '315.10.a.j', 'target_level': 315, 'twist_class_label': '35.10.a.d', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 623000
{'charpoly_factorization': [[[2721600, 583584, -7420, -1694, 2, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 2}
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id: 623001
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 40532396814106939, 'p': 3}
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id: 623002
{'charpoly_factorization': [[[-625, 1], 5]], 'hecke_orbit_code': 40532396814106939, 'p': 5}
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id: 623003
{'charpoly_factorization': [[[-2401, 1], 5]], 'hecke_orbit_code': 40532396814106939, 'p': 7}
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id: 623004
{'charpoly_factorization': [[[27571885203237702993108, 3296304417114544545, -110128912828404, -5679236986, 10312, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 11}
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id: 623005
{'charpoly_factorization': [[[-4321830437079194451501210, 27595056097026758857, 2203903510021904, -12923085202, -158638, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 13}
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id: 623006
{'charpoly_factorization': [[[-772337674814567796372479166, 42253611036890340623049, 471291697825960, -439959433266, 31614, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 17}
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id: 623007
{'charpoly_factorization': [[[109818662196704761156760867200, -700242809692635570416560, 1284619458630083936, -57589329240, -1655376, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 19}
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id: 623008
{'charpoly_factorization': [[[-873252510339302546761673823744, 6490549882320920570176080, -1455777567628227872, -5025760153944, 796104, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 23}
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id: 623009
{'charpoly_factorization': [[[100186579581695513274568341090150, 517056407354653287766159785, 79484321181902706176, -44418842050450, -3353726, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 29}
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id: 623010
{'charpoly_factorization': [[[977545944395085550156053365043200, 2423026330374529912976437760, 103500163167038704896, -101217681695952, -2678120, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 31}
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id: 623011
{'charpoly_factorization': [[[466166097651159506109872922027656992, -74824559501632631566430811760, -965446568993425420624, 798736506479256, -50994846, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 37}
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id: 623012
{'charpoly_factorization': [[[2078171214778463490631256907783168, 267610986959028861507879168, -396293534152303065888, -74648313319856, 6330194, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 41}
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id: 623013
{'charpoly_factorization': [[[72669460717117044439427398331622080, 21886435026587446548873671888, 372324955468010097216, -282736410422136, -6149468, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 43}
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id: 623014
{'charpoly_factorization': [[[-8431458183581226470213243575736977272, 762526468693490696848184490609, 44855852145370562798036, -2702926117723274, -6897780, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 47}
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id: 623015
{'charpoly_factorization': [[[371945134516659957272968941124634070528, -33280455588812406315193312182528, 972689533435187161589056, -8038737544052544, -70886738, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 53}
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id: 623016
{'charpoly_factorization': [[[-149677442544014245873459625915842560000, 9585400885809730810936865587200, 968030213547746629591040, -8866115580226304, -152335168, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 59}
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id: 623017
{'charpoly_factorization': [[[-43053222080935091349723446710102162573312, -265755444710387424289125135237632, 11750598633894690427522400, -35395581124133936, -257015698, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 61}
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id: 623018
{'charpoly_factorization': [[[-32332162019360812837791600576482099774464, -401570569795953133055940228293376, 15997146279892312743954304, -79102421668667872, -133467828, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 67}
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id: 623019
{'charpoly_factorization': [[[-60304885247184747538840229161121454489600, -1166204866358672157288520413609984, -2346537604729072512368640, 74326608849492992, 522788960, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 71}
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id: 623020
{'charpoly_factorization': [[[42419054776641292870862733860890972409824, 2039504437001104484968680936885072, 8029711712934458535853872, -109777371538980760, -159370858, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 73}
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id: 623021
{'charpoly_factorization': [[[61915785050611919315172362155449111409400, -3200915000262828510323632924137935, 26006463237374361873364036, -3202458910064170, -464174900, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 79}
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id: 623022
{'charpoly_factorization': [[[11387277098504224134787341786316665023926272, 151646287071606027761739552239774976, 769744264445791300661079296, 1877557363616047648, 2207636832, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 83}
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id: 623023
{'charpoly_factorization': [[[1409581565756146158170592214722571238476800, 36512759270664978820733916463345920, 186886938927240859748636256, -62697182596926320, -1106708326, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 89}
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id: 623024
{'charpoly_factorization': [[[-53708189969078916117662065765402760046253794, -26070425744359890953795729503035559, 743442691547639347922883752, 281005969815146942, -1956142254, 1], 1]], 'hecke_orbit_code': 40532396814106939, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '315.10.a.j', 'level': 315, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 53728735
{'hecke_orbit_code': 40532396814106939, 'n': 1, 'trace_an': 5}
-
id: 53728736
{'hecke_orbit_code': 40532396814106939, 'n': 2, 'trace_an': -2}
-
id: 53728737
{'hecke_orbit_code': 40532396814106939, 'n': 3, 'trace_an': 0}
-
id: 53728738
{'hecke_orbit_code': 40532396814106939, 'n': 4, 'trace_an': 832}
-
id: 53728739
{'hecke_orbit_code': 40532396814106939, 'n': 5, 'trace_an': 3125}
-
id: 53728740
{'hecke_orbit_code': 40532396814106939, 'n': 6, 'trace_an': 0}
-
id: 53728741
{'hecke_orbit_code': 40532396814106939, 'n': 7, 'trace_an': 12005}
-
id: 53728742
{'hecke_orbit_code': 40532396814106939, 'n': 8, 'trace_an': 14136}
-
id: 53728743
{'hecke_orbit_code': 40532396814106939, 'n': 9, 'trace_an': 0}
-
id: 53728744
{'hecke_orbit_code': 40532396814106939, 'n': 10, 'trace_an': -1250}
-
id: 53728745
{'hecke_orbit_code': 40532396814106939, 'n': 11, 'trace_an': -10312}
-
id: 53728746
{'hecke_orbit_code': 40532396814106939, 'n': 12, 'trace_an': 0}
-
id: 53728747
{'hecke_orbit_code': 40532396814106939, 'n': 13, 'trace_an': 158638}
-
id: 53728748
{'hecke_orbit_code': 40532396814106939, 'n': 14, 'trace_an': -4802}
-
id: 53728749
{'hecke_orbit_code': 40532396814106939, 'n': 15, 'trace_an': 0}
-
id: 53728750
{'hecke_orbit_code': 40532396814106939, 'n': 16, 'trace_an': -526696}
-
id: 53728751
{'hecke_orbit_code': 40532396814106939, 'n': 17, 'trace_an': -31614}
-
id: 53728752
{'hecke_orbit_code': 40532396814106939, 'n': 18, 'trace_an': 0}
-
id: 53728753
{'hecke_orbit_code': 40532396814106939, 'n': 19, 'trace_an': 1655376}
-
id: 53728754
{'hecke_orbit_code': 40532396814106939, 'n': 20, 'trace_an': 520000}
-
id: 53728755
{'hecke_orbit_code': 40532396814106939, 'n': 21, 'trace_an': 0}
-
id: 53728756
{'hecke_orbit_code': 40532396814106939, 'n': 22, 'trace_an': 3659464}
-
id: 53728757
{'hecke_orbit_code': 40532396814106939, 'n': 23, 'trace_an': -796104}
-
id: 53728758
{'hecke_orbit_code': 40532396814106939, 'n': 24, 'trace_an': 0}
-
id: 53728759
{'hecke_orbit_code': 40532396814106939, 'n': 25, 'trace_an': 1953125}
-
id: 53728760
{'hecke_orbit_code': 40532396814106939, 'n': 26, 'trace_an': -10219060}
-
id: 53728761
{'hecke_orbit_code': 40532396814106939, 'n': 27, 'trace_an': 0}
-
id: 53728762
{'hecke_orbit_code': 40532396814106939, 'n': 28, 'trace_an': 1997632}
-
id: 53728763
{'hecke_orbit_code': 40532396814106939, 'n': 29, 'trace_an': 3353726}
-
id: 53728764
{'hecke_orbit_code': 40532396814106939, 'n': 30, 'trace_an': 0}
-
id: 53728765
{'hecke_orbit_code': 40532396814106939, 'n': 31, 'trace_an': 2678120}
-
id: 53728766
{'hecke_orbit_code': 40532396814106939, 'n': 32, 'trace_an': 130400}
-
id: 53728767
{'hecke_orbit_code': 40532396814106939, 'n': 33, 'trace_an': 0}
-
id: 53728768
{'hecke_orbit_code': 40532396814106939, 'n': 34, 'trace_an': 21548612}
-
id: 53728769
{'hecke_orbit_code': 40532396814106939, 'n': 35, 'trace_an': 7503125}
-
id: 53728770
{'hecke_orbit_code': 40532396814106939, 'n': 36, 'trace_an': 0}
-
id: 53728771
{'hecke_orbit_code': 40532396814106939, 'n': 37, 'trace_an': 50994846}
-
id: 53728772
{'hecke_orbit_code': 40532396814106939, 'n': 38, 'trace_an': 34907600}
-
id: 53728773
{'hecke_orbit_code': 40532396814106939, 'n': 39, 'trace_an': 0}
-
id: 53728774
{'hecke_orbit_code': 40532396814106939, 'n': 40, 'trace_an': 8835000}
-
id: 53728775
{'hecke_orbit_code': 40532396814106939, 'n': 41, 'trace_an': -6330194}
-
id: 53728776
{'hecke_orbit_code': 40532396814106939, 'n': 42, 'trace_an': 0}
-
id: 53728777
{'hecke_orbit_code': 40532396814106939, 'n': 43, 'trace_an': 6149468}
-
id: 53728778
{'hecke_orbit_code': 40532396814106939, 'n': 44, 'trace_an': 71225892}
-
id: 53728779
{'hecke_orbit_code': 40532396814106939, 'n': 45, 'trace_an': 0}
-
id: 53728780
{'hecke_orbit_code': 40532396814106939, 'n': 46, 'trace_an': -142845472}
-
id: 53728781
{'hecke_orbit_code': 40532396814106939, 'n': 47, 'trace_an': 6897780}
-
id: 53728782
{'hecke_orbit_code': 40532396814106939, 'n': 48, 'trace_an': 0}
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