Embedded newform data - 833.2.bc.f.656.7

Formats: - HTML - YAML - JSON - 2026-01-14T13:13:15.441845

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 3332, 'analytic_conductor': 6.651538488372656, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 119, 'char_degree': 16, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 29, 'char_orbit_label': 'bc', 'char_order': 48, 'char_parity': 1, 'char_values': [833, 48, [52, 785], [8, 27]], 'cm_discs': [], 'conrey_index': 31, 'dim': 160, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [1, -64, 2732, -71664, 1322440, -5747592, 13187520, -462357576, 2556781720, -4047457424, 27642669992, -56517327096, 157769196128, -672351133944, 2141417475260, -3857077592336, 11124771740560, -18818508977472, 7661010758168, -95512121457776, 94630258368128, 153565916136624, 69706254702356, 5655911596120, 43577745980056, -48655159420072, 163555385722016, 339606862818272, -817161703953336, 71467996098000, 582970980430608, -432168779521632, -24494606259692, 4115030891632, 171364394325604, -72747346226680, -58675641848160, 148166264713512, -136289906039380, 56547495914192, 8498389306575, -20735965776896, 17150545887692, -13070672954920, 9162158801088, -7457992675688, 5663633752768, -3319738192752, 1642563138072, -802740184296, 363280861248, -160913906392, 67943047920, -13010747472, -5906568020, 6102102040, -3387855264, 1758332960, -880333516, 442463648, -204225696, 50347096, 10063976, -15221288, 8032028, -3490896, 1613024, -759392, 269280, -14096, -44232, 26624, -8556, 2136, -616, 168, 8, -48, 28, -8, 1]], [3, [199316241922731493298176, 0, -33391332764467017230188544, 0, 4006829583051878066749845504, 0, -278043314639479618274777751552, 0, 13649394955423977726872273176576, 0, 50629468002543497066002120685568, 0, 133325873839294215441902710109184, 0, -34216084896286419675119188630016, 0, -627817581758817179567685610793536, 0, -2726847949726763221666862410675712, 0, 28796735743350910933433360493184, 0, 5051136426215864390385845811321536, 0, 10448667891187179375911337731188512, 0, -7129892379808097521486525374183680, 0, -6210068240438997550038207891075416, 0, 17984185798857516852488173829922552, 0, -1318289667279481321483044699558943, 0, -1805923178408990224874956548286712, 0, 8243996739173393795663309774530836, 0, -1302238062510204283344547773950464, 0, -26568168141363905282563826739425208, 0, -9307478279054999656742398214930360, 0, 36192456899557957858636394428660288, 0, -17013482041963921961602176893321008, 0, -40510870250797560382624441176708062, 0, -1802596521083257211101257553021024, 0, 23195079472641454027817501562308316, 0, 20466989904094335739191053378509560, 0, 10959552644828291945713683058039904, 0, 4864112396142425032822260202118160, 0, 2153944573919449752344011426699284, 0, 1047891212209728054697269031623736, 0, 309941380503737221828161600333121, 0, -104155716138347322539459782756792, 0, -153547360618442899891392276395428, 0, -79364025465359343806253810723400, 0, -28592110597499578177743986116720, 0, -10185234842674753213608789319688, 0, -3272880615251466017534243680868, 0, -434462999646567579969791594640, 0, 440529079602037408293394143394, 0, 479566551942477829515002795384, 0, 251267979412250369699456290328, 0, 87654238789903698130386622152, 0, 26270826202843009463771787016, 0, 8300367327429392654884274568, 0, 2386142170402232088821480068, 0, 658229933919089740259296384, 0, 206166536341183690572618532, 0, 45947140273369140968961600, 0, 10555913676304654588739324, 0, 2540386600387113009848256, 0, 512543221219548114905224, 0, 91459122050385883468640, 0, 25621356846383645741904, 0, 3477167752538941351696, 0, 201440676606257938322, 0, 146767561014324405352, 0, 1767611444010839564, 0, -270156837706978504, 0, 415184725945195120, 0, -115802726129327912, 0, -20292679203757772, 0, -3776788514788520, 0, 295533153377953, 0, 7385667549200, 0, 16681878847508, 0, -885692393464, 0, -43085646112, 0, -6871772992, 0, 3058090036, 0, 24463280, 0, -43967534, 0, 4039712, 0, -340480, 0, -4152, 0, 584, 0, 240, 0, -20, 0, -8, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22519922315756353, 'inner_twist_count': 8, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0], [1, 1, 7, 3, 1, 3, 0], [1, 1, 7, 4, -1, 6, 0], [1, 1, 17, 5, -1, 16, 0], [1, 1, 119, 16, 1, 16, 0], [1, 1, 119, 19, 1, 48, 0], [1, 1, 119, 20, -1, 48, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '833.2.bc.f', 'level': 833, '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': [7, 17], 'level_radical': 119, 'minimal_twist': '119.2.p.a', 'prim_orbit_index': 19, 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '1.2.3.c48', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '833.2.bc', 'trace_display': [16, 0, 0, 0], 'traces': [160, 16, 0, 16, 0, 0, 0, -32, 16, 0, 0, 0, 0, 0, -128, 0, 0, -32, 0, 0, 0, -96, 16, 0, 0, 0, 0, 0, -32, -112, 0, -16, 0, 0, 0, -96, -48, 0, 0, 0, 0, 0, -32, 16, 0, -16, 0, 0, 0, 0, 48, 0, -16, 0, 0, 0, -32, 48, 0, -48, 0, 0, 0, 96, 32, 0, 0, 0, 0, 0, 32, 80, 0, 80, 0, 0, 0, 224, 16, 0, 64, 0, 0, 0, 224, -48, 0, 112, 0, 0, 0, 512, -48, 0, 48, 0, 0, 0, 256, -80, 0, 144, 0, 0, 0, 160, -64, 0, 80, 0, 0, 0, 64, 96, 0, 64, 0, 0, 0, -608, 64, 0, -64, 0, 0, 0, -576, 48, 0, -176, 0, 0, 0, -480, 0, 0, -128, 0, 0, 0, -448, -144, 0, -320, 0, 0, 0, -512, -32, 0, -208, 0, 0, 0, -288, -160, 0, -176, 0, 0, 0, -320, -64, 0, -32, 0, 0, 0, 0, -32, 0, -96, 0, 0, 0, 320, 96, 0, 16, 0, 0, 0, 352, 128, 0, 0, 0, 0, 0, 672, 48, 0, 48, 0, 0, 0, 672, 224, 0, 208, 0, 0, 0, 1248, 0, 0, 96, 0, 0, 0, 480, -64, 0, 464, 0, 0, 0, 608, 48, 0, 272, 0, 0, 0, 384, 336, 0, 384, 0, 0, 0, -224, 144, 0, 176, 0, 0, 0, -512, 64, 0, -48, 0, 0, 0, -800, 16, 0, -96, 0, 0, 0, -672, 0, 0, -256, 0, 0, 0, -992, -256, 0, -112, 0, 0, 0, -544, -128, 0, -224, 0, 0, 0, -480, -224, 0, -176, 0, 0, 0, -288, -400, 0, -272, 0, 0, 0, 0, -144, 0, -16, 0, 0, 0, 160, -144, 0, 16, 0, 0, 0, 160, -32, 0, 0, 0, 0, 0, 640, 16, 0, 48, 0, 0, 0, 864, -160, 0, 16, 0, 0, 0, 448, 176, 0, 304, 0, 0, 0, 736, -16, 0, 288, 0, 0, 0, 384, 48, 0, 352, 0, 0, 0, -160, -48, 0, 96, 0, 0, 0, -256, -112, 0, -128, 0, 0, 0, -160, 48, 0, -16, 0, 0, 0, -352, 16, 0, -128, 0, 0, 0, -1280, 0, 0, -320, 0, 0, 0, -544, 496, 0, -352, 0, 0, 0, -1056, 80, 0, -288, 0, 0, 0, -672, 16, 0, -336, 0, 0, 0, 32, 288, 0, -336, 0, 0, 0, 0, -16, 0, -336, 0, 0, 0, 384, 112, 0, -304, 0, 0, 0, 704, -16, 0, 0, 0, 0, 0, 832, 256, 0, -80, 0, 0, 0, 832, 64, 0, 224, 0, 0, 0, 960, 224, 0, 496, 0, 0, 0, 640, 528, 0, 432, 0, 0, 0, 768, 304, 0, 512, 0, 0, 0, 224, -144, 0, 288, 0, 0, 0, 192, 32, 0, 192, 0, 0, 0, -448, -144, 0, 208, 0, 0, 0, -864, -192, 0, 224, 0, 0, 0, -160, 0, 0, 160, 0, 0, 0, -928, -48, 0, 208, 0, 0, 0, -832, -384, 0, -336, 0, 0, 0, -512, -112, 0, -160, 0, 0, 0, -96, -528, 0, 48, 0, 0, 0, 0, -368, 0, -192, 0, 0, 0, 352, -752, 0, -48, 0, 0, 0, 1184, -240, 0, 0, 0, 0, 0, 608, -464, 0, 0, 0, 0, 0, 1152, 16, 0, 272, 0, 0, 0, 160, 128, 0, 496, 0, 0, 0, 224, 96, 0, -16, 0, 0, 0, -128, 96, 0, -96, 0, 0, 0, 480, 96, 0, -80, 0, 0, 0, -800, -16, 0, 128, 0, 0, 0, -768, -128, 0, -288, 0, 0, 0, -288, 320, 0, -640, 0, 0, 0, -1728, 0, 0, -416, 0, 0, 0, -1376, -208, 0, -768, 0, 0, 0, -960, 192, 0, -256, 0, 0, 0, -1056, 304, 0, -464, 0, 0, 0, -896, -32, 0, -720, 0, 0, 0, 0, 128, 0, -208, 0, 0, 0, 224, 96, 0, -240, 0, 0, 0, 704, -192, 0, 0, 0, 0, 0, 1600, 144, 0, 496, 0, 0, 0, 928, 608, 0, 448, 0, 0, 0, 704, 288, 0, 576, 0, 0, 0, 1312, 240, 0, 720, 0, 0, 0, 640, 416, 0, 320, 0, 0, 0, 384, 544, 0, 544, 0, 0, 0, 288, -48, 0, 560, 0, 0, 0, 576, 624, 0, 400, 0, 0, 0, -768, -32, 0, 528, 0, 0, 0, -416, 0, 0, -272, 0, 0, 0, -544, -16, 0, -80, 0, 0, 0, -512, 368, 0, 400, 0, 0, 0, -832, -160, 0, -320, 0, 0, 0, -320, 80, 0, -32, 0, 0, 0, 0, -560, 0, -128, 0, 0, 0, 352, -400, 0, 32, 0, 0, 0, 672, -240, 0, 0, 0, 0, 0, 736, -544, 0, 112, 0, 0, 0, 416, -304, 0, 192, 0, 0, 0, 992, -336, 0, -560, 0, 0, 0, 160, -48, 0, -144, 0, 0, 0, -416, -112, 0, 80, 0, 0, 0, -896, -384, 0, -128, 0, 0, 0, 192, 288, 0, -256, 0, 0, 0, -1312, -384, 0, -384, 0, 0, 0, -352, -576, 0, -688, 0, 0, 0, 32, 0, 0, -192, 0, 0, 0, -1024, -240, 0, -304, 0, 0, 0, -1152, -144, 0, -672, 0, 0, 0, -32, 160, 0, -240, 0, 0, 0, -512, 96, 0, -512, 0, 0, 0, 0, -576, 0, -416, 0, 0, 0, 1408, 176, 0, -80, 0, 0, 0, 896, 176, 0, 0, 0, 0, 0, 1088, 432, 0, 624, 0, 0, 0, 352, -336, 0, 208, 0, 0, 0, 1440, 384, 0, 112, 0, 0, 0, 288, 560, 0, 224, 0, 0, 0, 864, 112, 0, 528, 0, 0, 0, 32, 144, 0, 576, 0, 0, 0, -320, 176, 0, 464, 0, 0, 0, 192, -128, 0, 352, 0, 0, 0, 96, 656, 0, 496, 0, 0, 0, -192, 0, 0, 816, 0, 0, 0, -704, 176, 0, -96, 0, 0, 0, -512, 352, 0, -528, 0, 0, 0, -416, -128, 0, 448, 0, 0, 0, -928, -352, 0, -32, 0, 0], 'weight': 2, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.43136142368811836, 0.5621611522152614], [-0.4147417416180572, -0.027183609919670275], [0.12886656188877085, -0.480936556365612], [1.352982544707383, 0.459275686968729], [-0.16362201865344284, -0.24487765601570272], [0.0, 0.0], [0.9806024395052293, -0.4061788297392085], [-0.8201730977816959, -0.10797783677695169], [0.32543752733935366, 0.9587080404560084], [-0.5357116144270255, 1.0863156913738046], [-0.0665199340584323, 0.19596140664479147], [0.8258864201879415, 0.8258864201879415], [0.0, 0.0], [-0.5486535658506245, -0.22725974801968868], [0.22013610320228133, 0.12709563844219238], [0.9366779773209779, 0.35019189996612077], [-0.29309008999356406, -0.5076469270637876], [0.1900485142126723, -0.14582935398068647], [0.39523667614515196, -0.591513487135588], [0.0, 0.0], [-0.8417698054177183, 0.16743842478435242], [-0.03838207181990796, -0.5855972536590559], [-0.41773817046057327, 0.14180300105263643], [0.826274269351033, 0.6340225463456443], [-0.1080257195548367, 0.8205368035887446], [0.7448701870381809, 0.14816389229429322], [0.0, 0.0], [0.191549885917806, 0.9629863061867869], [-0.10891138147799005, -0.40646280919837485], [0.051005201398006676, -0.7781889940997816], [-0.1150300423847324, -0.8737399175307794], [0.25171194997640817, -0.43597788623137457], [0.2071824638530781, 0.6776232475188544], [0.0, 0.0], [-0.1576233762481051, 0.3805364926852125], [0.7109721490984364, -0.3506126633635403], [0.16395919532117983, 0.04393273397796685], [-0.3200789980031076, -0.36498014657179134], [1.5132860450086822, -0.09918600761984549], [-0.10420812279405864, 0.5238896111228708], [0.0, 0.0], [-0.6283284026712452, -1.5169189513531434], [0.4534136138201529, 0.3976330673207614], [-1.0600882897740844, -0.5227776912914375], [0.31264348170673245, -0.2741809747649109], [1.843390308270779, -0.4939349444365136], [-0.08784471257722254, -0.05869596039826086], [0.0, 0.0], [0.0, 0.737992163546223], [-0.3789599756436743, -0.17070148724832462], [0.5036281143545561, -0.2907698273940666], [-0.378317491187931, 0.04980644259588874], [0.23801627993476696, 0.48264927011542036], [-1.2237268487373913, 1.2237268487373913], [0.0, 0.0], [-0.08278522004993631, 0.05531531557281588], [-0.4587262599566812, 0.5230770486031504], [-0.5462794075653371, 0.7119251845998095], [-0.1800006193122901, 0.2345813742149072], [-0.6740611671019431, 0.7686194505171232], [0.4594692978549118, -0.3070075696064316], [0.0, 0.0], [0.6213034915290034, -0.6213034915290034], [0.7381003574351909, 1.4967194634151133], [0.35366865596533953, -0.046561361876214395], [-0.01600780671180528, 0.009242111514196277], [0.2891265569711195, -0.4053546546863276], [0.0, 0.24391498813756923], [0.0, 0.0], [0.2391528293429333, 0.15979681176490773], [-0.8481220518811254, 0.22725361888457432], [-1.2002011432836301, 1.052548153516741], [0.503786777255412, 0.24844014489855787], [-0.32545540794469907, -0.285416732521207], [-0.04564376870183692, -0.11019380543779529], [0.0, 0.0], 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[-0.3130249895720517, -0.7557091751865439], [-0.027382511835645586, -0.024013818377481767], [-1.1240969795643225, -0.55434328388775], [0.0861734049986071, -0.0755720479197208], [0.5815300945695006, -0.1558205192142921], [0.052324331911578696, 0.03496200082671596]], 'angles': [-0.04652722050928782, -0.2729010677051818, -0.07126547787264143, None, 0.1764526948437339, -0.025745382623382905, None, -0.33505793439785525, -0.4630188057269464, 0.05042076023408416, -0.42583304332096844, -0.2580529672974249, 0.07427883821850134, -0.4092220331826864, -0.09001665024248223, -0.30138596944427687, -0.46988636533765593, -0.470808512980238, -0.3348042820065096, -0.13328175593530753, 0.2825174577883473, -0.32539196026570005, -0.4515232143816, -0.05291453757922683, -0.3422253866393622, -0.41813507658965693, -0.21462638526937589, -0.375460121286462, -0.10398257274887895, -0.020327483161195415, -0.436502334708686, -0.40381766778918277, -0.1155228203736939, -0.37040710728433596, -0.48097062962121884, -0.4241327280956204, -0.1394608103676518, -0.17042669183530368, -0.05997776357130781, -0.12321096137323403, -0.49277050919719706, -0.3312623590656714, -0.3646673047118543, -0.4543111285499674, -0.4461696460554455, -0.16078658798497683, -0.15710530508653792, -0.20532781922750312, -0.4001502261592324, -0.20902906842489663, -0.07567699526181525, -0.367082149345143, -0.0893752607126661, -0.1979652898328381, -0.4577284092928094, -0.16872912448014543, 0.0794221132987717, 0.20801765423020122, 0.042503482933066224, -0.07802913596952807, -0.1984502919951295, -0.2797947991731455, 0.08998492141442249, -0.3538242190897615, -0.049412283694256674, -0.3320123948127966, -0.46162444184818846, -0.289827182574587, -0.46653157769437664, -0.3634400842827596, -0.48338905593659154, -0.1581657690980372, -0.0029026524574460337, -0.2882338510614473, -0.24651334962832808, -0.4002087282114498, -0.4783753206119784, -0.2877068774728692, -0.16862128629973205, -0.2669819958615274, -0.33427165851691226, 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-0.12275536950221223, 0.05900846089084436, -0.48447452769882593, -0.11028070799783443, 0.029234142296402893, -0.2814097760164337, -0.465524979536562, -0.24659922005062815, -0.36314227832473295, -0.341156196335607, -0.4078703224792802, -0.45285699646888583, -0.27027150873986133, -0.42057676998232857, -0.42471914476641204, 0.09903483960422697, 0.09391641181346477, 0.21222018914180002, -0.11774891126350244, -0.22256816700034876, -0.3611544067975264, 0.09595526113705842, -0.005785141883614717, -0.13458361180795686, -0.1871421957354358, 0.02141761765766495, -0.1364513901017161, -0.10689246389917563, -0.35869782279823753, -0.4826408684136683, 0.022128009051634794, -0.1409756663857726, -0.3560803173048627, -0.22195334662160018, -0.3769755304845317, -0.3431561068492951, -0.4562796741413929, -0.15766291760526624, 0.04717604506497397, -0.07683216450294668, -0.2848758237408014], 'char_orbit_index': 29, 'conrey_index': 656, 'dual_conrey_index': 80, 'dual_embedding_index': 7, 'dual_embedding_m': 17, 'embedding_index': 7, 'embedding_m': 127, 'hecke_orbit': 6, 'hecke_orbit_code': 22519922315756353, 'label': '833.2.bc.f.656.7', 'level': 833, 'weight': 2}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 3332, 'analytic_conductor': 6.651538488372656, 'char_conductor': 119, 'char_degree': 16, 'char_is_real': False, 'char_orbit_index': 29, 'char_orbit_label': 'bc', 'char_order': 48, 'char_parity': 1, 'char_values': [833, 48, [52, 785], [8, 27]], 'conrey_index': 31, 'cusp_dim': 1216, 'dim': 896, 'eis_dim': 256, 'eis_new_dim': 128, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 1924178903873, 'hecke_orbit_dims': [144, 144, 144, 144, 160, 160], 'label': '833.2.bc', 'level': 833, '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': [7, 17], 'level_radical': 119, 'mf_dim': 1472, 'mf_new_dim': 1024, 'num_forms': 6, 'prim_orbit_index': 19, 'relative_dim': 56, 'sturm_bound': 168, 'trace_bound': 12, 'trace_display': [8, 24, 24, 0], 'traces': [896, 8, 24, 8, 24, 0, 0, -64, 8, 24, 0, 24, 0, 0, -112, 0, 24, -16, 24, 0, 0, -96, 8, 24, 0, 24, 0, 0, -64, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 45458893
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 656, 'target_dim': 160, 'target_embedding_index': 7, 'target_hecke_orbit_code': 22519922315756353, 'target_is_minimal': False, 'target_label': '833.2.bc.f.656.7', 'target_level': 833, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
  • id: 45458894
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 27, 'target_dim': 80, 'target_embedding_index': 8, 'target_hecke_orbit_code': 1030825705591, 'target_is_minimal': True, 'target_label': '119.2.p.a.27.8', 'target_level': 119, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 2}
  • id: 45458895
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 129, 'target_dim': 160, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22519922315756353, 'target_is_minimal': False, 'target_label': '833.2.bc.f.129.3', 'target_level': 833, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 2}
  • id: 45458896
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 129, 'target_dim': 160, 'target_embedding_index': 4, 'target_hecke_orbit_code': 22519922315756353, 'target_is_minimal': False, 'target_label': '833.2.bc.f.129.4', 'target_level': 833, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 2}
  • id: 45458897
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 27, 'target_dim': 80, 'target_embedding_index': 7, 'target_hecke_orbit_code': 1030825705591, 'target_is_minimal': True, 'target_label': '119.2.p.a.27.7', 'target_level': 119, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 2}
  • id: 45458898
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 656, 'target_dim': 160, 'target_embedding_index': 8, 'target_hecke_orbit_code': 22519922315756353, 'target_is_minimal': False, 'target_label': '833.2.bc.f.656.8', 'target_level': 833, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
  • id: 45458899
    {'conductor': 17, 'degree': 8, 'order': 16, 'parity': -1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 607, 'target_dim': 160, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22519922315756353, 'target_is_minimal': False, 'target_label': '833.2.bc.f.607.3', 'target_level': 833, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '17.12', 'twisting_conrey_index': 12, 'weight': 2}
  • id: 45458900
    {'conductor': 119, 'degree': 16, 'order': 48, 'parity': 1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 97, 'target_dim': 80, 'target_embedding_index': 8, 'target_hecke_orbit_code': 1030825705591, 'target_is_minimal': True, 'target_label': '119.2.p.a.97.8', 'target_level': 119, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '119.12', 'twisting_conrey_index': 12, 'weight': 2}
  • id: 45458901
    {'conductor': 119, 'degree': 16, 'order': 48, 'parity': -1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 80, 'target_dim': 160, 'target_embedding_index': 8, 'target_hecke_orbit_code': 22519922315756353, 'target_is_minimal': False, 'target_label': '833.2.bc.f.80.8', 'target_level': 833, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '119.46', 'twisting_conrey_index': 46, 'weight': 2}
  • id: 45458902
    {'conductor': 119, 'degree': 16, 'order': 48, 'parity': 1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 80, 'target_dim': 160, 'target_embedding_index': 7, 'target_hecke_orbit_code': 22519922315756353, 'target_is_minimal': False, 'target_label': '833.2.bc.f.80.7', 'target_level': 833, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '119.80', 'twisting_conrey_index': 80, 'weight': 2}
  • id: 45458903
    {'conductor': 119, 'degree': 8, 'order': 16, 'parity': 1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 607, 'target_dim': 160, 'target_embedding_index': 4, 'target_hecke_orbit_code': 22519922315756353, 'target_is_minimal': False, 'target_label': '833.2.bc.f.607.4', 'target_level': 833, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '119.97', 'twisting_conrey_index': 97, 'weight': 2}
  • id: 45458904
    {'conductor': 119, 'degree': 16, 'order': 48, 'parity': -1, 'source_conrey_index': 656, 'source_dim': 160, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22519922315756353, 'source_is_minimal': False, 'source_label': '833.2.bc.f.656.7', 'source_level': 833, 'target_conrey_index': 97, 'target_dim': 80, 'target_embedding_index': 7, 'target_hecke_orbit_code': 1030825705591, 'target_is_minimal': True, 'target_label': '119.2.p.a.97.7', 'target_level': 119, 'twist_class_label': '119.2.p.a.27.7', 'twist_class_level': 119, 'twisting_char_label': '119.114', 'twisting_conrey_index': 114, 'weight': 2}
• hecke_orbit_code 22519922315756353 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 29, 'hecke_orbit': 6, 'label': '833.2.bc.f', 'level': 833, 'portrait': 'data:image/png;base64,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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44944609
    {'hecke_orbit_code': 22519922315756353, 'n': 1, 'trace_an': 160}
  • id: 44944610
    {'hecke_orbit_code': 22519922315756353, 'n': 2, 'trace_an': 16}
  • id: 44944611
    {'hecke_orbit_code': 22519922315756353, 'n': 3, 'trace_an': 0}
  • id: 44944612
    {'hecke_orbit_code': 22519922315756353, 'n': 4, 'trace_an': 16}
  • id: 44944613
    {'hecke_orbit_code': 22519922315756353, 'n': 5, 'trace_an': 0}
  • id: 44944614
    {'hecke_orbit_code': 22519922315756353, 'n': 6, 'trace_an': 0}
  • id: 44944615
    {'hecke_orbit_code': 22519922315756353, 'n': 7, 'trace_an': 0}
  • id: 44944616
    {'hecke_orbit_code': 22519922315756353, 'n': 8, 'trace_an': -32}
  • id: 44944617
    {'hecke_orbit_code': 22519922315756353, 'n': 9, 'trace_an': 16}
  • id: 44944618
    {'hecke_orbit_code': 22519922315756353, 'n': 10, 'trace_an': 0}
  • id: 44944619
    {'hecke_orbit_code': 22519922315756353, 'n': 11, 'trace_an': 0}
  • id: 44944620
    {'hecke_orbit_code': 22519922315756353, 'n': 12, 'trace_an': 0}
  • id: 44944621
    {'hecke_orbit_code': 22519922315756353, 'n': 13, 'trace_an': 0}
  • id: 44944622
    {'hecke_orbit_code': 22519922315756353, 'n': 14, 'trace_an': 0}
  • id: 44944623
    {'hecke_orbit_code': 22519922315756353, 'n': 15, 'trace_an': -128}
  • id: 44944624
    {'hecke_orbit_code': 22519922315756353, 'n': 16, 'trace_an': 0}
  • id: 44944625
    {'hecke_orbit_code': 22519922315756353, 'n': 17, 'trace_an': 0}
  • id: 44944626
    {'hecke_orbit_code': 22519922315756353, 'n': 18, 'trace_an': -32}
  • id: 44944627
    {'hecke_orbit_code': 22519922315756353, 'n': 19, 'trace_an': 0}
  • id: 44944628
    {'hecke_orbit_code': 22519922315756353, 'n': 20, 'trace_an': 0}
  • id: 44944629
    {'hecke_orbit_code': 22519922315756353, 'n': 21, 'trace_an': 0}
  • id: 44944630
    {'hecke_orbit_code': 22519922315756353, 'n': 22, 'trace_an': -96}
  • id: 44944631
    {'hecke_orbit_code': 22519922315756353, 'n': 23, 'trace_an': 16}
  • id: 44944632
    {'hecke_orbit_code': 22519922315756353, 'n': 24, 'trace_an': 0}
  • id: 44944633
    {'hecke_orbit_code': 22519922315756353, 'n': 25, 'trace_an': 0}
  • id: 44944634
    {'hecke_orbit_code': 22519922315756353, 'n': 26, 'trace_an': 0}
  • id: 44944635
    {'hecke_orbit_code': 22519922315756353, 'n': 27, 'trace_an': 0}
  • id: 44944636
    {'hecke_orbit_code': 22519922315756353, 'n': 28, 'trace_an': 0}
  • id: 44944637
    {'hecke_orbit_code': 22519922315756353, 'n': 29, 'trace_an': -32}
  • id: 44944638
    {'hecke_orbit_code': 22519922315756353, 'n': 30, 'trace_an': -112}
  • id: 44944639
    {'hecke_orbit_code': 22519922315756353, 'n': 31, 'trace_an': 0}
  • id: 44944640
    {'hecke_orbit_code': 22519922315756353, 'n': 32, 'trace_an': -16}
  • id: 44944641
    {'hecke_orbit_code': 22519922315756353, 'n': 33, 'trace_an': 0}
  • id: 44944642
    {'hecke_orbit_code': 22519922315756353, 'n': 34, 'trace_an': 0}
  • id: 44944643
    {'hecke_orbit_code': 22519922315756353, 'n': 35, 'trace_an': 0}
  • id: 44944644
    {'hecke_orbit_code': 22519922315756353, 'n': 36, 'trace_an': -96}
  • id: 44944645
    {'hecke_orbit_code': 22519922315756353, 'n': 37, 'trace_an': -48}
  • id: 44944646
    {'hecke_orbit_code': 22519922315756353, 'n': 38, 'trace_an': 0}
  • id: 44944647
    {'hecke_orbit_code': 22519922315756353, 'n': 39, 'trace_an': 0}
  • id: 44944648
    {'hecke_orbit_code': 22519922315756353, 'n': 40, 'trace_an': 0}
  • id: 44944649
    {'hecke_orbit_code': 22519922315756353, 'n': 41, 'trace_an': 0}
  • id: 44944650
    {'hecke_orbit_code': 22519922315756353, 'n': 42, 'trace_an': 0}
  • id: 44944651
    {'hecke_orbit_code': 22519922315756353, 'n': 43, 'trace_an': -32}
  • id: 44944652
    {'hecke_orbit_code': 22519922315756353, 'n': 44, 'trace_an': 16}
  • id: 44944653
    {'hecke_orbit_code': 22519922315756353, 'n': 45, 'trace_an': 0}
  • id: 44944654
    {'hecke_orbit_code': 22519922315756353, 'n': 46, 'trace_an': -16}
  • id: 44944655
    {'hecke_orbit_code': 22519922315756353, 'n': 47, 'trace_an': 0}
  • id: 44944656
    {'hecke_orbit_code': 22519922315756353, 'n': 48, 'trace_an': 0}
  • id: 44944657
    {'hecke_orbit_code': 22519922315756353, 'n': 49, 'trace_an': 0}
  • id: 44944658
    {'hecke_orbit_code': 22519922315756353, 'n': 50, 'trace_an': 0}
  • id: 44944659
    {'hecke_orbit_code': 22519922315756353, 'n': 51, 'trace_an': 48}
  • id: 44944660
    {'hecke_orbit_code': 22519922315756353, 'n': 52, 'trace_an': 0}
  • id: 44944661
    {'hecke_orbit_code': 22519922315756353, 'n': 53, 'trace_an': -16}
  • id: 44944662
    {'hecke_orbit_code': 22519922315756353, 'n': 54, 'trace_an': 0}
  • id: 44944663
    {'hecke_orbit_code': 22519922315756353, 'n': 55, 'trace_an': 0}
  • id: 44944664
    {'hecke_orbit_code': 22519922315756353, 'n': 56, 'trace_an': 0}
  • id: 44944665
    {'hecke_orbit_code': 22519922315756353, 'n': 57, 'trace_an': -32}
  • id: 44944666
    {'hecke_orbit_code': 22519922315756353, 'n': 58, 'trace_an': 48}
  • id: 44944667
    {'hecke_orbit_code': 22519922315756353, 'n': 59, 'trace_an': 0}
  • id: 44944668
    {'hecke_orbit_code': 22519922315756353, 'n': 60, 'trace_an': -48}
  • id: 44944669
    {'hecke_orbit_code': 22519922315756353, 'n': 61, 'trace_an': 0}
  • id: 44944670
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  • id: 44944671
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  • id: 44944672
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  • id: 44944673
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  • id: 44944674
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  • id: 44944675
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  • id: 44944676
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  • id: 44944677
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  • id: 44944678
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  • id: 44944679
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  • id: 44944680
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  • id: 44944681
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  • id: 44944682
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  • id: 44944683
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  • id: 44944684
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  • id: 44944685
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  • id: 44944686
    {'hecke_orbit_code': 22519922315756353, 'n': 78, 'trace_an': 224}
  • id: 44944687
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  • id: 44944688
    {'hecke_orbit_code': 22519922315756353, 'n': 80, 'trace_an': 0}
  • id: 44944689
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  • id: 44944690
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  • id: 44944691
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  • id: 44944692
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  • id: 44944693
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  • id: 44944694
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  • id: 44944695
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  • id: 44944696
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  • id: 44944697
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  • id: 44944698
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  • id: 44944699
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  • id: 44944700
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  • id: 44944701
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  • id: 44944702
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  • id: 44944703
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  • id: 44944704
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  • id: 44944705
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  • id: 44944706
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  • id: 44944707
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  • id: 44944708
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  • id: 44944709
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  • id: 44944710
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  • id: 44944711
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  • id: 44944712
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  • id: 44944713
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  • id: 44944714
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  • id: 44944715
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  • id: 44944716
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  • id: 44944717
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  • id: 44944718
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  • id: 44944719
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  • id: 44944720
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  • id: 44944721
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  • id: 44944722
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  • id: 44944723
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  • id: 44944724
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  • id: 44944725
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  • id: 44944726
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  • id: 44944727
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  • id: 44944728
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  • id: 44944729
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  • id: 44944730
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  • id: 44944731
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  • id: 44944732
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  • id: 44944733
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  • id: 44944734
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  • id: 44944735
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  • id: 44944736
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  • id: 44944737
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  • id: 44944738
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  • id: 44944739
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  • id: 44944740
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  • id: 44944741
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  • id: 44944742
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  • id: 44944743
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  • id: 44944744
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  • id: 44944745
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  • id: 44944746
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  • id: 44944747
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  • id: 44944748
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  • id: 44944749
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  • id: 44944750
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  • id: 44944751
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  • id: 44944752
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  • id: 44944753
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  • id: 44944754
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  • id: 44944755
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  • id: 44944756
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  • id: 44944757
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  • id: 44944758
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  • id: 44944759
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  • id: 44944760
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  • id: 44944761
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  • id: 44944762
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  • id: 44944763
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  • id: 44944764
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  • id: 44944765
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  • id: 44944766
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  • id: 44944767
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  • id: 44944768
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  • id: 44944769
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  • id: 44944770
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  • id: 44944771
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  • id: 44944772
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  • id: 44944773
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  • id: 44944774
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  • id: 44944775
    {'hecke_orbit_code': 22519922315756353, 'n': 431, 'trace_an': -80}
  • id: 44944776
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  • id: 44944777
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  • id: 44944778
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  • id: 44944779
    {'hecke_orbit_code': 22519922315756353, 'n': 449, 'trace_an': 640}
  • id: 44944780
    {'hecke_orbit_code': 22519922315756353, 'n': 457, 'trace_an': 304}
  • id: 44944781
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  • id: 44944782
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  • id: 44944783
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  • id: 44944784
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  • id: 44944785
    {'hecke_orbit_code': 22519922315756353, 'n': 487, 'trace_an': 224}
  • id: 44944786
    {'hecke_orbit_code': 22519922315756353, 'n': 491, 'trace_an': -160}
  • id: 44944787
    {'hecke_orbit_code': 22519922315756353, 'n': 499, 'trace_an': -48}
  • id: 44944788
    {'hecke_orbit_code': 22519922315756353, 'n': 503, 'trace_an': 0}
  • id: 44944789
    {'hecke_orbit_code': 22519922315756353, 'n': 509, 'trace_an': 0}
  • id: 44944790
    {'hecke_orbit_code': 22519922315756353, 'n': 512, 'trace_an': -512}
  • id: 44944791
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  • id: 44944792
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  • id: 44944793
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  • id: 44944794
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  • id: 44944795
    {'hecke_orbit_code': 22519922315756353, 'n': 547, 'trace_an': 608}
  • id: 44944796
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  • id: 44944797
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  • id: 44944798
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  • id: 44944799
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  • id: 44944800
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  • id: 44944801
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  • id: 44944802
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  • id: 44944803
    {'hecke_orbit_code': 22519922315756353, 'n': 599, 'trace_an': -288}
  • id: 44944804
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  • id: 44944805
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  • id: 44944806
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  • id: 44944807
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  • id: 44944808
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  • id: 44944809
    {'hecke_orbit_code': 22519922315756353, 'n': 625, 'trace_an': 192}
  • id: 44944810
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  • id: 44944811
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  • id: 44944812
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  • id: 44944813
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  • id: 44944814
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  • id: 44944815
    {'hecke_orbit_code': 22519922315756353, 'n': 659, 'trace_an': 704}
  • id: 44944816
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  • id: 44944817
    {'hecke_orbit_code': 22519922315756353, 'n': 673, 'trace_an': 928}
  • id: 44944818
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  • id: 44944819
    {'hecke_orbit_code': 22519922315756353, 'n': 683, 'trace_an': 576}
  • id: 44944820
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  • id: 44944821
    {'hecke_orbit_code': 22519922315756353, 'n': 701, 'trace_an': 384}
  • id: 44944822
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  • id: 44944823
    {'hecke_orbit_code': 22519922315756353, 'n': 719, 'trace_an': 0}
  • id: 44944824
    {'hecke_orbit_code': 22519922315756353, 'n': 727, 'trace_an': 0}
  • id: 44944825
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  • id: 44944826
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  • id: 44944827
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  • id: 44944828
    {'hecke_orbit_code': 22519922315756353, 'n': 743, 'trace_an': -512}
  • id: 44944829
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  • id: 44944830
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  • id: 44944831
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  • id: 44944832
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  • id: 44944833
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  • id: 44944834
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  • id: 44944835
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  • id: 44944836
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  • id: 44944837
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  • id: 44944838
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  • id: 44944839
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  • id: 44944840
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  • id: 44944841
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  • id: 44944842
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  • id: 44944843
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  • id: 44944844
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  • id: 44944845
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  • id: 44944846
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  • id: 44944847
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  • id: 44944848
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  • id: 44944849
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  • id: 44944850
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  • id: 44944851
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  • id: 44944852
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  • id: 44944853
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  • id: 44944854
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  • id: 44944855
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  • id: 44944856
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  • id: 44944857
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  • id: 44944858
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  • id: 44944859
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  • id: 44944860
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  • id: 44944861
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  • id: 44944862
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  • id: 44944863
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  • id: 44944864
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  • id: 44944865
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  • id: 44944866
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