Newform data - 3.16.a.b

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• 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': 768, 'analytic_conductor': 4.280805152997612, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [3, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [72, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599895805955, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '3.16.a.b', 'level': 3, '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': [3], 'level_radical': 3, 'minimal_twist': '3.16.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-72q^{2}+3^{7}q^{3}-27584q^{4}-221490q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '15.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.16.a', 'trace_display': [-72, 2187, -221490, -2149000], 'trace_hash': 1856072086816376119, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.879', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.637', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -72, 2187, -27584, -221490, -157464, -2149000, 4345344, 4782969, 15947280, 37169316, -60326208, -279974266, 154728000, -484398630, 591007744, 2492912754, -344373768, -4669782244, 6109580160, -4699863000, -2676190752, -18467933400, 9503267328, 18540241975, 20158147152, 10460353203, 59278016000, -115953449418, 34876701360, -56187023200, -184940789760, 81289294092, -179489718288, 475982010000, -131933416896, 614764926830, 336224321568, -612303719742, -962450242560, 549859792410, 338390136000, -982884444028, -1025278412544, -1059379803810, 1329691204800, 2076144322896, 1292533936128, -129360509943, -1334897422200, 5452000192998, 7722810153344, -12048378188130, -753145430616, -8232631800840, -9338144256000, -10212813767628, 8348648358096, 23087905758324, 13361651809920, -8505809142442, 4045465670400, -10278600381000, -6050404892672, 62011500176340, -5852829174624, -12331010771476, 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764886107264385769200, -1574264294186699437056, 1037658202401854880000, 843577085862194544000, 2304925045688437183440, 1408421507915617447680, 147890888795809613232, -1349400894128377599168, -317360003841578766672, -626101667888910704640, 313085114450864392000, -477053220708207161064, -1969455034456589235258, -872049352057853407360, -2149805010045642920550, 440220548663247431880, 1251124222854917396648, 2614440083875716096000, 109418989131512359209, -89461510754358549600, -2450245166225600333112, 513123211535257719936, 4269932606402497031222, -621443973150917449344, 62662053792490578090, 3415474188231081984000, -458335235964395230416, -189357288583929500880, 1733018098259810146124, 3755955600024419692800, 2859325038386343861048, -1864221460292978640000, -2637392592178860942888, -533960301834138009600, -3520259119322341160220, 717101902127962006416, 275862014689251278844, -2555929631031811186176, 878286716947718316000, -417729975991882164000, 2270780863225341131216, 1227017372493172506624, 3475772616479779709244, -2337406696150032757536, -6879408474573463456080, 620068984533085248000, -1729593775012451254882, -726833702480606958240, -1501245269424069472800, 4494433053440181104640, -206739307377029676726, 985664088792522929664, -2366772029578721534000, -2604733396214923505664, -2640941424247966792740, 1956703354149057260544, -6464019468163935290184, -589255869247462047744, 3014896872258279403778, -1273818653280371520000, 5024366196552807779862, -1152303685374238820224, 8993573445851655191118, 338479619498507457504, -1041721005982938820000, -2345558659760633324544, -2889310933306024290000, 651804917480221753872, -2567725495285743968040, -3740918658029923518720, 2192587943771382589152, 3314804163327546019200, -1212914036018474785854, -76453063144101998592, 11990838316801163284980, -1591322343306584120352, -5928074382697292701924, 4092993566172022061952, -1105872238655012029464, 2550268028217451104000, 4577871221965860966000, 772513892660687026176, 2381407671391288397572, 1270767569518343899728, 5836217888052054261900, -5449364761629448540672, -3838366691486956153674, -1580208248637545184000, 5175646661692132615584, -3428846993198002176000, -1732810409694114808806, -2024174374096978426896, -208513499673057180120, 743883120650301643008, -8790404060278134000000, -1132626281698437926400, -5352259656122480719998, -1834696264006516571136, -6179484613496049460710, 364822614781150456080, 1878617849653764389252, -6873490429855394688000, -3363753125534689855728, -1645228211836402676160, 12284101589998974880680, 3222174334351312576512, 4589856324625766238832, -4629274991635880764368, 2877743597177795346000, 3359412478489854585600, 3932268132964473965214, 1564780661077170346128, -7929267104294759032504, -633067716876862205952, 1507123182442617911700, 3572345482173955872000, -1970382647944955013516, 2436537556469762726400, 2439296401238354534870, 919773636336259577280, -1727640837305291030166, 1693957668828651978752, -322484465100848513022, 3071780003966584485024, 1292508990402061554000, 4787826926054478068736, -587736108097155309600, 1688210467032972459168, -13531760328063565580040, 4523384284348769280000, 4816013684334500097775, 5243233311536913940752, -1345667000275544248242, 12373365245129073125120, -6024460801738700298510, -714969643387504192128, 6007938062524251455000, -7120684811825518878720, -2761725016326393864612, -3327782809084102738800, -11353437725352313122000, -3558594308118145906176, -7300380742815491712322, -1316086836991765776000, 4947072997484141549640, -1775922715573972125696, 11647548526020459616746, 1638641552188740225984, -10547266915019125915180, -6005011298806099284480, -2584265693535439830000, 3397184233680411964800, 12551434448806603131552, -1934545982531365601280, -9766776138906669138540, -2729510251806703404816, 7331241602283208557201, -3330655260241971200000, 5944068093462418468800, -4044073827013451808480, 3452365689782086836616, 4785685732013829755904, -2581782790342181565294, -6209368378178007571200, -5700996535122661500000, 338419699520022898560, -15729434024599653568090, 1633190222864384441280, -7651522295298749653254, -4865549147797105704960, 18041243903277819739794, 44548366239472375224, 24186595800427801953212, 19252291927991953349376, -11183749918901256696120, 7163195817841159155552, 7053924937177774969416, 5842275443543849610240, 13451913623527484224000, -5777501963802559290720, 850314727824861176676, -4412793294001899759616, -9695141895041143458624, -2502659632330909424592, 11309138623413214489800, -13959407475974209536000, 11307984316767521182800, -9371427608792162944656, 6515079152569192497600, -2446077473840393409600, -30035555650204688410020, -1471529691344281792320, 4619422231762768164000, -9256596206208479364096, -7002255328715702987100, -4890781416949911281088, 24849773221164628033316, -4021826750342168567040, -2019470807180969920386, 9594915399284735520000, -2838476812290294806928, -6035852024697964511232, 2143773542412970392816, 7337488688627218403760, 4120202295640379654460, -18790063556642484804736, -21717673346071795932000, -1877525849599448476464, -18776233023497018050840, 17774466980411925504000, 2818179357318109805652, 7786196991396189416016, -16515455926007411925552, 4818668075814281472000, 11397890501171369689250, -12176149113650513764224, -696824754201924806952, 21444522510761132359680, -2617287766783916273694, -1959618028453791552000, 604085412406606852092, 10731148118697574219392, 18437066060834734004952, 3300608896776234190368, -20523232815300023913360, -5818885934637017189376, 12436616676467017433882, -1907952634648938528000, 17241412478705378244846, 12684370164462035343360, 17126622755410193418150, 8524652872440193126128, -10154774025565705494000, 13645131095911676461056, 4978939942873878030000, 2630386259392395229056, 1260351475004993827068, -9647287783621772774400, 1570607702925053126620, 6233680279750931416800, -19060557962729652937998, -23279178914474241024000, -21988685539240808634486, 4149145394935340973840, -20915110206193568999040, -1865305110445181697024, -9425774050721648238456, -9468904255313006880000, 21355444042160995998000, 2930807840955613839360, -20308280415767347689951, 12392521858927652888160, -1954778101569432911196, 24840168116346848406656, -9252600901737969703140, -6249366494864942400000, 1211298094334384529464, -12148235277971791956480, -25459653695546633527512, -8608128770386775501280, 12682461590851990463460, -1380070140010807917888, 41922313852843761484000, -4418427939970283045568, -11352259126209264570450, -5026999072169221070848, -3293667221387184381006, 8733142682593338663648, -13465982674361890421784, -790338405035235530880, 5267658095645466801654, -17428079196362353310496, 37416643572958489895400, 5225464600190815380480, 32865325731273244145220, 20812451970558677556384, -9757593885838963248000, -36063841727868728423936, 18151844452205131735200, 2835102433811896365120, -44030538212918474533408, 10391272444871442432000, 27773752478566318798284, 9127279806920807616000, -43756518309647134471920, -3479367998714360894208, 26206656072475624653998, -10515511996615329522912, 6430658271458251136490, 11527590082790156544000], 'weight': 16, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [-72], [2187], [-27584], [-221490], [-157464], [-2149000], [4345344], [4782969], [15947280], [37169316], [-60326208], [-279974266], [154728000], [-484398630], [591007744], [2492912754], [-344373768], [-4669782244], [6109580160], [-4699863000], [-2676190752], [-18467933400], [9503267328], [18540241975], [20158147152], [10460353203], [59278016000], [-115953449418], [34876701360], [-56187023200], [-184940789760], [81289294092], [-179489718288], [475982010000], [-131933416896], [614764926830], [336224321568], [-612303719742], [-962450242560], [549859792410], [338390136000], [-982884444028], [-1025278412544], [-1059379803810], [1329691204800], [2076144322896], [1292533936128], [-129360509943], [-1334897422200], [5452000192998], [7722810153344], [-12048378188130], [-753145430616], [-8232631800840], [-9338144256000], [-10212813767628], [8348648358096], [23087905758324], [13361651809920], [-8505809142442], [4045465670400], [-10278600381000], [-6050404892672], [62011500176340], [-5852829174624], [-12331010771476], [-68764505406336], [-40389370345800], [-34270704720000], [58989192692472], [20783645646336], [-5609828808070], [-44263074731760], [40547509199325], [128811273418496], [-79876860084000], [44085867821424], [159918683826800], [-130902305218560], [22876792454961], [-39589905053520], [57675894342876], [129641020992000], [-552155245883460], [70767679970016], [-253590193877166], [161513464264704], [-362287610413974], [76275345874320], [601664697634000], [509419474905600], [-122881019738400], [-149482391248512], [1034310069223560], [-404465507205120], [-539786645144926], [9313956715896], [177779686179204], [-511414034638400]], 'ap': [[-72], [2187], [-221490], [-2149000], [37169316], [-279974266], [2492912754], [-4669782244], [-18467933400], [-115953449418], [-56187023200], [614764926830], [549859792410], [-982884444028], [2076144322896], [-12048378188130], [23087905758324], [-8505809142442], [-12331010771476], [58989192692472], [-5609828808070], [159918683826800], [57675894342876], [-362287610413974], [-539786645144926], [-422221178347794], [-145688745672808], [-408695540692284], [1101336449315366], [-2130233234977134], [-6259615459994176], [10105943855780268], [-9937386711103302], [-19507824035757916], [15893535235551678], [31059679780457192], [-54137154349185802], [-55461201814975732], [-5835518490234600], [44095788247355046], [-51059364411094020], [31614318157549790], [94429139943986496], [41774350542859586], [-148382887404728178], [197555277031230008], [-448570375765990180], [159976555031971424], [145802883930618060], [681194299472247854], [-389035242122156838], [67622720071243536], [-900528136468490734], [1589287890480009012], [2297378233448929026], [-505657173596256072], [-2447306655748733754], [-1538067272763918544], [-789959230592268418], [-615302697885479766], [-1262791502664103276], [-3498638452354252242], [1288605101654371196], [8430299982091785096], [7883590525242514058], [-8715390014965547754], [12699475298841480932], [-6642495975233647438], [1878345205444740564], [-14854522384172753098], [-8233804259497859166], [18741679085116355544], [8631166293762742352], [-9959748640666138978], [10094912534452874420], [-27176435474292461952], [-9052846076114191026], [-17649549576643665274], [28113532973569144818], [64295485994942788394], [-23447367597680173044], [-72822684882457138066], [-47183114356672388400], [37909864608426436178], [-22683197539783117240], [-99488830803349432716], [130158716788780040898], [-101909565119822477830], [-108141624880502630778], [169113182134034913392], [-45841790233003252644], [131512559101569540000], [61367054721809486744], [242056655505032684868], [146048777730768465596], [-168041101448914553016], [73770901329620743254], [322023389229689994810], [-11906438434832304988], [159032862912629245430], [-425405003091702113140], [271579107027983105574], [-268438020460265638404], [-134893481895995762934], [-681152988763547508364], [-242927194834338988606], [-106241037801969867804], [-770415330917081775438], [-75979555563455251992], [778002901832621528426], [321866863362683685344], [668866839020097172526], [-847904041901539441062], [-351027265883470736956], [-1307182814190830167288], [-1779752332105531922430], [-51826889078644584148], [1802684617653769664184], [601117375413388032198], [-1344920855032227778020], [300300755667143304062], [-2482520705609071596190], [-1840000480224181963218], [2191435379742904116228], [-525386955561768485764], [-3782273206208863287402], [-4246469902884102806194], [-317360003841578766672], [1251124222854917396648], [4269932606402497031222], [1733018098259810146124], [-2637392592178860942888], [2270780863225341131216], [-1729593775012451254882], [-206739307377029676726], [3014896872258279403778], [8993573445851655191118], [-5928074382697292701924], [-3838366691486956153674], [-6179484613496049460710], [1878617849653764389252], [3932268132964473965214], [-7929267104294759032504], [-1970382647944955013516], [2439296401238354534870], [-13531760328063565580040], [-7300380742815491712322], [11647548526020459616746], [-10547266915019125915180], [12551434448806603131552], [-15729434024599653568090], [18041243903277819739794], [24186595800427801953212], [7053924937177774969416], [24849773221164628033316], [-2838476812290294806928], [-18776233023497018050840], [-2617287766783916273694], [12436616676467017433882], [17126622755410193418150], [1260351475004993827068], [-21988685539240808634486], [1211298094334384529464], [12682461590851990463460], [-3293667221387184381006], [37416643572958489895400], [-44030538212918474533408], [26206656072475624653998]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599895805955, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '3.16.a.b', 'level': 3, 'maxp': 997, 'weight': 16}
• 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

  
  {'ALdims': [1, 1], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [1, 1], 'Nk2': 768, 'analytic_conductor': 4.280805152997612, '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': [3, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 4, 'dim': 2, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 268435459, 'hecke_orbit_dims': [1, 1], 'label': '3.16.a', 'level': 3, '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': [3], 'level_radical': 3, 'mf_dim': 6, 'mf_new_dim': 2, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 5, 'trace_bound': 2, 'trace_display': [-306, 0, 59220, -3522344], 'traces': [2, -306, 0, -5596, 59220, 354294, -3522344, 6867864, 9565938, -49738860, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 848
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '3.16.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.16.a.b', 'target_level': 3, 'twist_class_label': '3.16.a.b', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 16}
  • id: 849
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '3.16.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '9.16.a.c', 'target_level': 9, 'twist_class_label': '3.16.a.b', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 850
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '3.16.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '48.16.a.a', 'target_level': 48, 'twist_class_label': '3.16.a.b', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 851
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '3.16.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.16.a.a', 'target_level': 75, 'twist_class_label': '3.16.a.b', 'twist_class_level': 3, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 852
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '3.16.a.b', 'source_level': 3, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.16.b.b', 'target_level': 75, 'twist_class_label': '3.16.a.b', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 16}
  • id: 853
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '3.16.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '144.16.a.l', 'target_level': 144, 'twist_class_label': '3.16.a.b', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 854
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '3.16.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '147.16.a.b', 'target_level': 147, 'twist_class_label': '3.16.a.b', 'twist_class_level': 3, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 9050
    {'charpoly_factorization': [[[72, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 2}
  • id: 9051
    {'charpoly_factorization': [[[-2187, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 3}
  • id: 9052
    {'charpoly_factorization': [[[221490, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 5}
  • id: 9053
    {'charpoly_factorization': [[[2149000, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 7}
  • id: 9054
    {'charpoly_factorization': [[[-37169316, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 11}
  • id: 9055
    {'charpoly_factorization': [[[279974266, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 13}
  • id: 9056
    {'charpoly_factorization': [[[-2492912754, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 17}
  • id: 9057
    {'charpoly_factorization': [[[4669782244, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 19}
  • id: 9058
    {'charpoly_factorization': [[[18467933400, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 23}
  • id: 9059
    {'charpoly_factorization': [[[115953449418, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 29}
  • id: 9060
    {'charpoly_factorization': [[[56187023200, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 31}
  • id: 9061
    {'charpoly_factorization': [[[-614764926830, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 37}
  • id: 9062
    {'charpoly_factorization': [[[-549859792410, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 41}
  • id: 9063
    {'charpoly_factorization': [[[982884444028, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 43}
  • id: 9064
    {'charpoly_factorization': [[[-2076144322896, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 47}
  • id: 9065
    {'charpoly_factorization': [[[12048378188130, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 53}
  • id: 9066
    {'charpoly_factorization': [[[-23087905758324, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 59}
  • id: 9067
    {'charpoly_factorization': [[[8505809142442, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 61}
  • id: 9068
    {'charpoly_factorization': [[[12331010771476, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 67}
  • id: 9069
    {'charpoly_factorization': [[[-58989192692472, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 71}
  • id: 9070
    {'charpoly_factorization': [[[5609828808070, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 73}
  • id: 9071
    {'charpoly_factorization': [[[-159918683826800, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 79}
  • id: 9072
    {'charpoly_factorization': [[[-57675894342876, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 83}
  • id: 9073
    {'charpoly_factorization': [[[362287610413974, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 89}
  • id: 9074
    {'charpoly_factorization': [[[539786645144926, 1], 1]], 'hecke_orbit_code': 4503599895805955, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '3.16.a.b', 'level': 3, 'portrait': 'data:image/png;base64,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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19907088
    {'hecke_orbit_code': 4503599895805955, 'n': 1, 'trace_an': 1}
  • id: 19907089
    {'hecke_orbit_code': 4503599895805955, 'n': 2, 'trace_an': -72}
  • id: 19907090
    {'hecke_orbit_code': 4503599895805955, 'n': 3, 'trace_an': 2187}
  • id: 19907091
    {'hecke_orbit_code': 4503599895805955, 'n': 4, 'trace_an': -27584}
  • id: 19907092
    {'hecke_orbit_code': 4503599895805955, 'n': 5, 'trace_an': -221490}
  • id: 19907093
    {'hecke_orbit_code': 4503599895805955, 'n': 6, 'trace_an': -157464}
  • id: 19907094
    {'hecke_orbit_code': 4503599895805955, 'n': 7, 'trace_an': -2149000}
  • id: 19907095
    {'hecke_orbit_code': 4503599895805955, 'n': 8, 'trace_an': 4345344}
  • id: 19907096
    {'hecke_orbit_code': 4503599895805955, 'n': 9, 'trace_an': 4782969}
  • id: 19907097
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  • id: 19907098
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  • id: 19907099
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  • id: 19907100
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  • id: 19907101
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  • id: 19907102
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  • id: 19907103
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  • id: 19907104
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  • id: 19907105
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  • id: 19907106
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  • id: 19907107
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  • id: 19907108
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  • id: 19907109
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  • id: 19907110
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  • id: 19907111
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  • id: 19907112
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  • id: 19907113
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  • id: 19907114
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  • id: 19907115
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  • id: 19907116
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  • id: 19907117
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  • id: 19907118
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  • id: 19907119
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  • id: 19907120
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  • id: 19907121
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  • id: 19907122
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  • id: 19907123
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  • id: 19907124
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  • id: 19907125
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  • id: 19907126
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  • id: 19907127
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  • id: 19907128
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  • id: 19907129
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  • id: 19907130
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  • id: 19907131
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  • id: 19907132
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  • id: 19907133
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  • id: 19907134
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  • id: 19907135
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  • id: 19907136
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  • id: 19907137
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  • id: 19907138
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  • id: 19907139
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  • id: 19907140
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  • id: 19907141
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  • id: 19907142
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  • id: 19907143
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  • id: 19907144
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  • id: 19907145
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  • id: 19907146
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  • id: 19907147
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  • id: 19907148
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  • id: 19907149
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  • id: 19907150
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  • id: 19907151
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  • id: 19907152
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  • id: 19907153
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  • id: 19907154
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  • id: 19907155
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  • id: 19907156
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  • id: 19907157
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  • id: 19907158
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  • id: 19907159
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  • id: 19907160
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  • id: 19907161
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  • id: 19907162
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  • id: 19907163
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  • id: 19907164
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  • id: 19907165
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  • id: 19907166
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  • id: 19907167
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  • id: 19907168
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  • id: 19907169
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  • id: 19907170
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  • id: 19907171
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  • id: 19907172
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  • id: 19907173
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  • id: 19907174
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  • id: 19907175
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  • id: 19907176
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  • id: 19907177
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  • id: 19907178
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  • id: 19907179
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  • id: 19907180
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  • id: 19907181
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  • id: 19907182
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  • id: 19907183
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  • id: 19907184
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  • id: 19907185
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  • id: 19907186
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  • id: 19907187
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  • id: 19907188
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  • id: 19907189
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  • id: 19907190
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  • id: 19907191
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  • id: 19907192
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  • id: 19907193
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  • id: 19907194
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  • id: 19907195
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  • id: 19907196
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  • id: 19907197
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  • id: 19907198
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  • id: 19907199
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  • id: 19907200
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  • id: 19907201
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  • id: 19907202
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  • id: 19907203
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  • id: 19907204
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  • id: 19907205
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  • id: 19907206
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  • id: 19907207
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  • id: 19907208
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  • id: 19907209
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  • id: 19907210
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  • id: 19907211
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  • id: 19907212
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  • id: 19907213
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  • id: 19907214
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  • id: 19907215
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  • id: 19907216
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  • id: 19907217
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  • id: 19907218
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  • id: 19907219
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  • id: 19907220
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  • id: 19907221
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  • id: 19907222
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  • id: 19907223
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  • id: 19907224
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  • id: 19907225
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  • id: 19907226
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  • id: 19907227
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  • id: 19907228
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  • id: 19907229
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  • id: 19907230
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  • id: 19907231
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  • id: 19907232
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  • id: 19907233
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  • id: 19907234
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  • id: 19907235
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  • id: 19907236
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  • id: 19907237
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  • id: 19907238
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  • id: 19907239
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  • id: 19907240
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  • id: 19907241
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  • id: 19907242
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  • id: 19907244
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  • id: 19907245
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  • id: 19907251
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  • id: 19907254
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  • id: 19907263
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  • id: 19907268
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  • id: 19907276
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  • id: 19907277
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  • id: 19907278
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  • id: 19907279
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  • id: 19907280
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  • id: 19907281
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  • id: 19907282
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  • id: 19907283
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  • id: 19907284
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  • id: 19907285
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  • id: 19907286
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  • id: 19907287
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  • id: 19907288
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  • id: 19907289
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  • id: 19907290
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  • id: 19907291
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  • id: 19907292
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  • id: 19907293
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  • id: 19907294
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  • id: 19907295
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  • id: 19907296
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  • id: 19907297
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  • id: 19907298
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  • id: 19907299
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  • id: 19907300
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  • id: 19907301
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  • id: 19907302
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  • id: 19907303
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  • id: 19907304
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  • id: 19907305
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  • id: 19907306
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  • id: 19907307
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  • id: 19907308
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  • id: 19907309
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  • id: 19907310
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  • id: 19907311
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  • id: 19907312
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  • id: 19907313
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  • id: 19907314
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  • id: 19907315
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  • id: 19907316
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  • id: 19907317
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  • id: 19907318
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  • id: 19907319
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  • id: 19907320
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  • id: 19907321
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  • id: 19907322
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  • id: 19907323
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  • id: 19907324
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  • id: 19907325
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  • id: 19907326
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  • id: 19907328
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  • id: 19907329
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  • id: 19907330
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  • id: 19907331
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  • id: 19907332
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  • id: 19907333
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  • id: 19907334
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  • id: 19907335
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  • id: 19907336
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  • id: 19907337
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  • id: 19907338
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  • id: 19907339
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  • id: 19907340
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  • id: 19907342
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  • id: 19907344
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  • id: 19907345
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