Embedded newform data - 5.19.c.a.3.5

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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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 1805, 'analytic_conductor': 10.269306885488183, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [5, 4, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 3], 'dim': 16, 'field_disc': 64617904847139057821344511731129218957197010591052700524736510813874384190086821102559522998940680987528265793536, 'field_disc_factorization': [[2, 16], [3, 8], [29, 2], [22031, 2], [732551670313, 2], [26192742940353308400870696954148933, 2]], 'field_poly': [223860255706571447791285331558400000000, 0, 174469353400289826571825446912000000, 0, 38033703783600508125786931200000, 0, 1698608176414048875695308800, 0, 26804517896227604816896, 0, 196541937723225664, 0, 735328563216, 0, 1365649, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137757720581, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 87071293440000000000000000000000000, 'hecke_ring_index_factorization': [[2, 39], [3, 12], [5, 25]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '5.19.c.a', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.19.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(2^{5}+\\beta _{2}+2^{5}\\beta _{4})q^{2}+(-1259-5\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '18.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.19.c', 'trace_display': [510, -20130, 3145170, 78767350], 'trace_hash': 269417467714289546, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.647', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.480', 'prec': 17}, {'__RealLiteral__': 0, 'data': '686.482', 'prec': 24}, {'__RealLiteral__': 0, 'data': '283.942', 'prec': 24}, {'__RealLiteral__': 0, 'data': '54343.822', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.246', 'prec': 17}, 'traces': [16, 510, -20130, 0, 3145170, -30766728, 78767350, -217339260, 0, -635093930, 4719921012, -22715951880, 8689116940, 0, -59706310410, 10530345976, -221748184620, 654304109970, 0, -878373508140, 1431507507492, 2209421844320, -3507966822690, 0, 10464353188900, -23324455191468, 11679867134280, 8077754165240, 0, -80865025845360, 53033402941772, 20394786468360, -4953707733660, 0, -82375887392730, 263454471040956, -29247362581160, 391580910829560, 0, -918259855204500, 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• 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

  
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'embedding_m': 13, 'embedding_root_imag': -49.92167090215478, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 137757720581, 'label': '5.19.c.a.3.5', 'level': 5, 'weight': 19}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	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_prime	boolean
  level_is_prime_power	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': 1805, 'analytic_conductor': 10.269306885488183, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [5, 4, [2], [1]], 'conrey_index': 2, 'cusp_dim': 16, 'dim': 16, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137757720581, 'hecke_orbit_dims': [16], 'label': '5.19.c', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 20, 'mf_new_dim': 20, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 8, 'sturm_bound': 9, 'trace_bound': 0, 'trace_display': [510, -20130, 3145170, 78767350], 'traces': [16, 510, -20130, 0, 3145170, -30766728, 78767350, -217339260, 0, -635093930, 4719921012, -22715951880, 8689116940, 0, -59706310410, 10530345976, -221748184620, 654304109970, 0, -878373508140, 1431507507492, 2209421844320, 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1826472379865579293321540704, -1816491202531126145058174770, 427007931021526741286993820, 0, -2026963472433611783814298980, -31168792857118991185974108, 457472599603442042814938520, 4424765111720792609147478720, 0, 2207625821377861298476293600, -1723894475167146289179607168, 5449501673098962316171708560, 612842678706039384579792000, 0, 5568377206418310936950148480, -5789369558854076553807938100, 1865589833384670024807818720, -3895194024445315579710419370, 0, -5911382208031068379623682880, -4565696162688192414019216800, -4914386145709938546319507500, -745578063556130251916551440, 0, 2658500644715547159305640480, 5567439021120392415175717052, 4277719381408555162889481120, 6490974187254085373992677540, 0, 6106758591795902273074158000, 5498563247010458911913824992, -2752723116787526096583411380, -5777526148881149941928145000, 0, -640024061161401361569487500], 'weight': 19, 'weight_parity': -1}
• 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: 1683341
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137757720581, 'source_is_minimal': True, 'source_label': '5.19.c.a.3.5', 'source_level': 5, 'target_conrey_index': 3, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137757720581, 'target_is_minimal': True, 'target_label': '5.19.c.a.3.5', 'target_level': 5, 'twist_class_label': '5.19.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 19}
  • id: 1683342
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137757720581, 'source_is_minimal': True, 'source_label': '5.19.c.a.3.5', 'source_level': 5, 'target_conrey_index': 28, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 412635627565, 'target_is_minimal': False, 'target_label': '45.19.g.a.28.4', 'target_level': 45, 'twist_class_label': '5.19.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 19}
  • id: 1683343
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137757720581, 'source_is_minimal': True, 'source_label': '5.19.c.a.3.5', 'source_level': 5, 'target_conrey_index': 2, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137757720581, 'target_is_minimal': True, 'target_label': '5.19.c.a.2.5', 'target_level': 5, 'twist_class_label': '5.19.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 19}
  • id: 1683344
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137757720581, 'source_is_minimal': True, 'source_label': '5.19.c.a.3.5', 'source_level': 5, 'target_conrey_index': 7, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503737385091097, 'target_is_minimal': False, 'target_label': '25.19.c.b.7.4', 'target_level': 25, 'twist_class_label': '5.19.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 19}
  • id: 1683345
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137757720581, 'source_is_minimal': True, 'source_label': '5.19.c.a.3.5', 'source_level': 5, 'target_conrey_index': 18, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503737385091097, 'target_is_minimal': False, 'target_label': '25.19.c.b.18.4', 'target_level': 25, 'twist_class_label': '5.19.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 19}
  • id: 1683346
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137757720581, 'source_is_minimal': True, 'source_label': '5.19.c.a.3.5', 'source_level': 5, 'target_conrey_index': 37, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 412635627565, 'target_is_minimal': False, 'target_label': '45.19.g.a.37.4', 'target_level': 45, 'twist_class_label': '5.19.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 19}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 19000
    {'charpoly_factorization': [[[1072186429916249717253255199269056413696, 110059136490767729815501193055483985920, 5648744092965067983141525089628979200, 148382190198623441796630025768796160, 2091583767947079003141774336065536, 7420233815601311422415414231040, 9774658538667452735579750400, -43006886902619289110446080, 125956549612125923721216, 69188900336749916160, 74879881992921600, -312191887768320, 723287090176, 139466880, 130050, -510, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 2}
  • id: 19001
    {'charpoly_factorization': [[[37620783077594692821390538912944923515356308187592484996745178791936, -811429789774301241589849447060798804484630932908297903026626560, 8750725661068071981665667741654522162708679128642429388800, -25260561179451189014952974520231987435269222946241812480, 20973808238398065687682002585951311151043441520706816, -1148317882699752103251157678518296279407097051520, 28369725041079495791410079000036931572109600, 2354393050757424222955298584914880887840, 325120640186054325616086518424657936, -11986231514024842765387671689280, 311090312545075982884424400, 30541650218931385535760, 1646587363550058936, -7732969307640, 202608450, 20130, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 3}
  • id: 19002
    {'charpoly_factorization': [[[44841550858394146269559346665277316200968382140048504696226185084473314645947539247572422027587890625, -36971295673757340014380310947752904385049323491928665100236806040356896119192242622375488281250, -881704379531922390256753162887036768391576732617487266452371841296553611755371093750000, 6410037768577241170797657745062222745023941539166401071270229294896125793457031250, -2295546387376263173701961917225894405092390115896705538034439086914062500, -915843641091344551990023831536391618612924503395333886146545410156250, 477330139945498174855464945665062259649857878684997558593750000, -97310330252754355521538798257097369059920310974121093750, -42931169243053793458795553306117653846740722656250, -25509319213778037773838266730308532714843750, 32801877447376286134910583496093750000, -16498372322994470411682128906250, -10840411319618164062500, 7935242407053281250, -286129430000, -3145170, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 5}
  • id: 19003
    {'charpoly_factorization': [[[557265115145585482831927496544963685651986923337680204935558384155740090508819302367511344667497859202676959654045433856, 110407078586643593866372037858069447948739428861868690027322054778583434446788565560424388473933113690026655539200, 10937094993693199228601867256028733923252613678909298519702598917341899169048806794577482093129496382720000, -1080868841715648431189132557953968908470841943482075955520217944022114671007578832149312007371110400, 92624997619033409454927784643641447226524670934345256388175110639996192413981886270098355456, 4599671026396086845744272812541445494933371487301552673012500672375872694625877654400, 141631993614546872931447039831316263803030965219220597183609245361167699540000, -2581299484801044060298548148698501906394654936968649013964101097832800, 31341093000469888150879961470133349622677511924634863009658896, 1142416125538049479762724900311359862700032282766913600, 59612925986759945064871185973945739234253010000, -1450386843795522084267573587242528833200, 18059873157257863030330565727416, 52805151986969440867800, 3102147713011250, -78767350, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 7}
  • id: 19004
    {'charpoly_factorization': [[[2902622410291852407190621969425396253199078589731329418759271472066379776, -31070333730157189391390142124515119419579416732661637514462418944, 115627355340229910377560730119185480958024377402039459072, -162761540301320832770586238526475584425163388192, 38845726382849286762886409021709370320, 42624500362071474952320658992, -15766259203373880328, -2359960506, 1], 2]], 'hecke_orbit_code': 137757720581, 'p': 11}
  • id: 19005
    {'charpoly_factorization': [[[17757852684922008898324956424557824270159433054061168718828424162314040038355284881811832694006183706833147113454858341029260973750671054730470011434247874816, 35480448148776510131480481226631588906786615976329848070908119316347233858317064694059078462565615094387321098941991713345563389596601723323341242880, 35445225928327023658264028691254462326162558876790545824888023361373164370485132235912662887495632963945332676008448692459599352566019699200, 18454902494610523028114125978121292575533168192557137648382350841798989705304991501773393767928953317799918590428874434590908304640, 5634236393297433786431119463615826764042696647872125163543855602232927597566045446938933307271493676193041033722539077376, 849253667749524200349991571052008736145149158325011713497649083332928898833558302229314753371114911974069221760, 40367035655996855783009407335989652755294248639943695508996832636414559239427562329688638208071638400, -4706598661719441552166364131968925083021072667706170218028467588468567317514965166859782720, 1420183733706591771836747796004634792234387468169949835292405049898098479025886176, 115837687543086596233122468830204969660973850918679966742232597937439840, 5062272693484790932913185230962402043959208060369980961205600, -1058461920267908314386898448890462371395609434862480, 115391797879067002556682103255237735822256, 665217435208160771055808880520, 37750376598497481800, -8689116940, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 13}
  • id: 19006
    {'charpoly_factorization': [[[30198650334496507014342099025849790875367904588704156052253276709971219069194988623994303062944823205590775074098493612617924145074239866937005525178431399874922536068280576, -1990977448911527814315032877409484608513937850502679426975722331016352898357870329711208226557281208121405188316247960030345169777984772426158443678976756181219840, 65631926562395255754756365303845575987151205916184005470505806179720570283823462176399679718142064180010334079644603476421527371691350429643853885452800, 9698540272117376244375571440656562671052403028287772649836915650966611146352180939918221941097268826373669102972652245674350663499898223962880, 1143700041713916517740276157616920723145701873604831513327271117905117331221206053150078770116574635081653643773480160151202400343296, -16255563692661115012403838885805780448084186771962427855571383309563743122750582792864531988551529802296076195112002116480, 143452281516363484630180650671744791493875030894211696349212380090813672252643985439981349677901841151575561600, 4407891227633334379796197168165348979470033641110195442623926286047238208456024746572862575090743360, 227208007105436936370482219950669005165955949548041090231454051927411496157283469115721056, -2258747152872047371519610007413148958914575792149144590689515266956614397303520, 12928429525132708341774017526374599248214781644149884978577870338400, 101311872983438621931307130841024295061550771861448346640, 621510628988049611484534939640653779283295696, -3389172736173313275489100337885160, 24586128691132802272200, 221748184620, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 17}
  • id: 19007
    {'charpoly_factorization': [[[63553624216318756148975337113006552486690188044632576922595749835868657312326521401490130206419688328725138157059787049118809853294758551646340977761994678049177600000000000000000000, 0, 15739752688638193228656949505597505761344168818045948191384068218930038356242812635313161898228648926157933197722950245598785797325741991154155520000000000000000, 0, 1455288025244048348118089582503996420931014580089734177009385822633914923799806639276776437097667855443068291913214632854552576000000000000, 0, 64597292487681171903930150854394511436280427331998681672487835111103199639122790682283309936957144263229440000000000, 0, 1541095255650554658208057886946298881165652289214149603882385085506098938023260957184000000000, 0, 20685675162934107633017259501847740626143976000283414150147343680000000, 0, 156169922541705481355349442735663897293506400000, 0, 618611518655262862124400, 0, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 19}
  • id: 19008
    {'charpoly_factorization': [[[2175641090473540203591311614450354271866072484130511368541017955902881877354273854768103896771325087484222869556433141697749212370640031758887728465012724131790026881712569606134311496420048896, -95569971126404800075982980905440061168882832165624933663134973378942579880017139620560232170896165539469651424906029519747201705741480429703499805114570399276606536032695012968980480, 2099063908356746670470886325975677320860384934616456252401729059691586835716850186185111983477261983374364758476626119523244167058255193826369150937512015634596380682291200, 1391272584802184526651671460343771231997011736775231601026410317044784751252562434090241504562257085317642725333497936272931774241354769723491004408704257320960, 468454486950131900293197209149894508468509308577162331544780197696951838615225816337006572806127516903309556711148088626279170251632442909529543936, -229927040596681827857096256880941317660684014471527937937490510955863138502634024246891115759123930161927437214615371431865495256933760, 2977475009847352069725175751102378635354886008004258207764149083999597531609529730614397895732706426438130969695958509914400, 1903889208039568305333771104373226076313789867012691785234084832721078872440489896364540236352988918185559487520, 613296998070986871489088370474682485907174415889837878701087064004228711069188665386705555808588816, -79016545914824096882035435043355496229900670617460372239219455368389797032979494335040, 299943203034557388455317176617731195309767390697698146493177086968286907600, 175291168809650092174430122403393691748829007991127460820600080, 51459671520633295589412575127044702389124522433976, -1819128889612319677793020313040225720, 6152915614546886949418050, 3507966822690, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 23}
  • id: 19009
    {'charpoly_factorization': [[[251404327132493627953512994788817199334821554354907854631528267849387880558704276228804426489851745328119082300414584647463392812993602328396615786996148420938993109389462511841676204441600000000000000000000, 0, 266611594951006500783497881288245661829594346651613380173083472142018618090214920896326981464984080287212735878587761849810239725633233346419756554116017773162350510080000000000000000, 0, 36517773553984617120253805214296965326411400760884856304662585606405040202496480965380461481067312510263043052925513738836798268270403698793906176000000000000, 0, 1671562408112745284428596294860881600236660001630388222638783930385118980674886798077654049371351764667556800752492415549440000000000, 0, 31111142351385725448284010577805877252296643166059553337252840048591716175744115257086850624323584000000000, 0, 259298428970786028960625950243165097411081743542703606496044048156301639680000000, 0, 1000516803266403454568118734664905522098222362470400000, 0, 1693465480447533285204614400, 0, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 29}
  • id: 19010
    {'charpoly_factorization': [[[-1303089935568337473119714240724090716305721927879266652199835209617684903429158157080095754046595581917184, 1723243374416594793745775622036739872362139737532354454645613290199370248079388212631237039616, -138497243416315969460209734773471121109192577111492346677183777600706576874141568, -21361297413938359516412708678219315002989620540529570801835182656992, 912572445559903844847260635897958473788889477560712720, 55146524371477114022914132397186187501872, -2056352324801555254898711408, -26516701470886, 1], 2]], 'hecke_orbit_code': 137757720581, 'p': 31}
  • id: 19011
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  • id: 19022
    {'charpoly_factorization': [[[1782857960355442222811243034089515260727939523294653455924960983603240521372865752965202659864656591897826286610423704216568537724889238411212252288690525623499390861767824644984130870466491124273977380508732131339742025566992138654362317397802173363245417604075993145163776, -75970073076558187710938664382736750605699346224369575110932208434196139080655643841239288257768978467229307771130348664710308845410496931815054388505497611205543849062001310849039577790184567390375588045655143136041025188562902332708057824845093387681341440, 1618595572837153221020824517037971271189208761864221169380716533775763021440984187567010814534239444011873962805874870931750029060521016100585252324179517137165373254027269427715751030448614724866272790594341479666461336010313765207136716800, -10050148373464463632400179441930366444425480292905156380620183376853257044468858165990122547017250509044823375983629567149462927200989292119664830968178379822476548850238945078546725429192815817569119102246378651173366609920, 64329284684814009473792533445806282186273174699966121826554217914204260064465684193631556180929493245523735539682908603958159019880283794888841714484493457240335884366088627433587638735723639110572566205696, -1315333556653287889028753975014579348627642253079316674144259963400424595780550424406400467018988201905515061944324387187265824758450324970811932985634610393754551748253096112919831148055680, 25972698452922205315876333268885929941339974731094455087143411287031843705787594720525962282391591740882299762755253205100870777096009060885119376543690031297672685587949600, -173649565288069469235555769543793919674066817296435871559359876117944804074476516340212415421982382551770075251318270571370340856907847424468954506953510240, 680512025814903710823237358591072819853049154456860250939472204277674956941411291123690770371056993717434995695651199961837443882153456656, -4122255459988859666711809312352496474284866247932197988059404027318922906968219174315251761873030956300919080753739280320, 84776390268326000117641402363013356639214064363188401433380039940531648851739886019617927976330601720400, -570865776179461438336851567191105699512463516358867818379585839670105059845780721987760, 1945553046876832885843382371761010289265551509975097222504538054189496, -1695244171169189084353145605872312912769278925147560, 49302043601534782002261375315894450, -314012877447835830, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 83}
  • id: 19023
    {'charpoly_factorization': [[[80671381304551187637739839038692121791495066861560214776001676189287679589221533798020600749679044574016466350178435469424722258371836991214280520046737205849017507502404720271105783931075885377983777538597602028540994944545797420140966037758661849880985600000000000000000000, 0, 82973601957074423769585294498267411978513441882198660413386503406463567025819399414024918970558896476287684546882647390808566630178166556559003299872747159463774234654960901843989034137581828912739720806888765233202277667307520000000000000000, 0, 28896347644231153863033030644244339541402636411987499204518985104318555254975154262477854480242731970852882759470991274900192531213064998541488214265528242331514353597721636436991137030163709034496000000000000, 0, 4029404296495995678373710072184320359192253885099763677841180786490173551193567672734580704955718521935481453082861891040713576904322285513031444459057062875821506560000000000, 0, 209994889713044959423932028469760465458413873623126358400826374615011194331024212323172512426680029717148466454855810143876341039104000000000, 0, 5176064891574696366935325828823830322019064442137237489396695139347381681127909050718728385614315520000000, 0, 65419979183213398129483347942479744729240514504919712442886813286400000, 0, 409279884489808508309578322888217600, 0, 1], 1]], 'hecke_orbit_code': 137757720581, 'p': 89}
  • id: 19024
    {'charpoly_factorization': [[[3892914224953292740455424764007963053753800617305690868649953500279505205598785851880028908987128248384027814775527625336000946655881626796044636761143110755431941490422019143003674967336259058225101508845661377040827960378609962423578685773299134587718690158384677233325046332334336, -1327885414956075415022057405262441562647621862993421391686999623773919548054913977033972123855956820302985160562891149819145663242832175032945204748412790505314998113744775861232778637552810254961340734384511031153870004668595290466621190524628322854175264155432960, 226472967725640610134999397035773063394265385815737094099185844609339876695131878018930424107108786525617112381458752331089212701558023562660950933664474037972200874302491681448020275360645741828883991634122590608471194343351296578140802162892800, 433459822283991981882350262526154188947546379237997932341956942819222863433369984030604003437334190494023374813569325817279923108619988773322564400162465655262660881855603011803850441615110545312938218559196017982871654656822584320, 4332226556402521271089368727535839804671842687906685319958313286886460190355299121217957817722325001337273052334069849499940267151680748163805442521307675263575568307036691054545782020239825292162882087108275599616, 11013690713777202877074239431166986059551998734026724122291000986685983014719852291419144776950711913051073242915915027251751120496627692153158325236412062154404262024531016431861511037823242247680, 20123139830912823630207441238950732401950438974713463194086820460602062262848808965516524862532917642686230132048798159428707726092907254146949508101786300722178938560677699737600, 95461398556355564132483652602578913991796256123160883665603646037809338517601262464058672436884904294306846457350109550421427948388806496134855597429353232797440, 556591248861861803109847665862551804095889907833900187073629710101634748535952809266488844220010151634673832551341628773563479537473281290135136, 1724102631671561774467616825781078603038257930898303715591741707227145625767621253731410007977777526353625789899535279361371520, 3194498342339849052871258968382519765424083455862351211013064525005089116464290222964907744045924206381606400, 3464841042613651633612688244065727433652985154245051383524052075959206793562676823187796160, 2216496305408378930330988644921343819917972891864541816346695710686971536, 1003897623766109266981805377839110583725694294006713760, 1426364253927037456872309426773763200, 1689002222572272080, 1], 1]], 'hecke_orbit_code': 137757720581, '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': 3, 'hecke_orbit': 1, 'label': '5.19.c.a', 'level': 5, 'portrait': 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foxzUK9zR2HYhwpAZfZBWgmBlnYZgZGdv+eXyz/SJrEjX/6N771rYbEH+vx5x7gqyt1gH+9tnr+/ief/Li8utC+b1O5ro9d8ti5BTw8Xr8kabcN28YVBVcztxRxZS5lchkWmoZtm+v8y+9f4c59Ba4tjDC7WGJuWTO/YplfTpheSllsJlSHAu4/0uLuA+DKAp7yWFj1s/92VdAOIUkMvmso+SmDAwkGuDqf0GjBjnGHUiHEWgHCpdUxbJ8IWVnTYDMqstaCMAGLZbUesWXModlRCGURJqTiO2zfFLDWFlyd1aRGM1yRlH2B50CSCNqhZH5VMrdiWagleF4ATsI9h1rcd6NgtFJgpVZhasFjdhkWlhPmVxNmV+HiiuH2g8v81A+ssmOsyPJahan5AS5OF5leEBQLMdsnUlptw/FLCqEDdk1IXjltuedWN1npjD7//kc/aG69ce/zfoF/tLgsGB8tv9Uw+UMff24B/vQTn8bRyj1x4qRcigc+valy4d3Nesj0QsyRvQHnrw5xfCrivXcHjJWKTM4WaIeSOBGsNRKW1yKW1gwLdcHkKoyNNfjXPzTPrbs8VtaGmFksM7/iMb8iWaoZFlZS5msprSghNAn7trU5sBtWa5KD20IevNkQJwqB5XMv+izWfbYOhUzOKVqtMjftTVlsJFydhRu2SS7Mwj37DcaGtGMfT0dUfM0LpwsUCzGeSohSS5pq7jrY4dK0xw07Yq7MwnKtxE17UxpBwKUFxbahkNVGxOefL2KFIk1THrqlzZ5tlvk1h1v3BOzZ7JDERdqdAnPLPvPLgqVaymItYWHVcG1VsNCKuOWGFX7qB1psHqowszTA4mqBxZrL4qqi1khJEkMQGq4sGsqDHd5/l+XMpRLn50KObIf5Vc3gkOZb3nNPuHX3u//d1s3D/+Tjn/wCH/nW97/VkPmGjz+XAD9z7OMcuKWiHvtS7Z+fPX/lx14+eakyMRR7b7vZcGmqyhtXYu44kHLmcoELCy2+910tdoxUmFkss7SmWW3Aaj1ltR5Ta6QsN2BqTeAUAu69cZXveDBi11iJtVaFxdUCS6suy3XBat2wUjfUmoZGx9AILe0gYbgSs33cAALPsUwvOgjpsWNMsWuzZfNYm4VayBsXyty2z1Is1Dh5cYhyKSKKHIYHDZ0ADm4P+O2nquzflhCGlpEBSZx2KPsepyYDCk6JW25IOH45YmHFZcuwx65NsH0iQqmY6WVwHYsQlh3jCYNlSbPj0Wo7NNoOqw3F6hqs1A2r9ZTlesp8HVaClO1bWnzHQ8vce0BTcCrMrVRYrnms1B2W17Lffa0Rs9JImVqxbNrc5nvfmTA5NcTJqzF3HLScPO9xbj7mwcMB28ctVt+c+sWt/+ro5ZF/uWdiLf2xv/4tbzV03vT4cwXw33/sDEoXCstLU9t3Fk98+9nLiz+1sDTNoe0B1+YLvHEl4ZHbLFemK1xbStk6JPjaG5ZD++b5sQ+lBJ1hpheLLK85rNQFtYZhrZlQayTUmpb5umC+ZbGixYcfqPPeOw27N/lEUZFa3Wet5VJvKmotQbMtCEJLlFjSFJS0eA4UPEu1YhkbitFOwKW5iBMXPUxS4t13RWhnjdfODLBzE3zp5YQHDnss1jv4WpGkMUODkMQO2klYWSly/60NvvRCmV2b4NULIQ5F3nWnIREdTlxKuTLto6XL+KBmsCQoeALXFSgBiYEotgQRNNuWtZah2TastQ0rLUsnTdmxtc17767z4fsiMGVW1gZYqhVYqTus1rNgUGuk1Boxq/WU6RVYSyP+rw+vcWTbME8fK7B5NGBq3uXyQoeHbk84faHItcWYneMpWzZtw/E3/9Pv+Y7tvz88uvMadDpC3PFWQ6n3+HMD8FeOnmPf9nH3iZfO/eDZy+d+Plg+JpZXOvLKcsIPvrtDHFb53Sckjr/C3/6w4sK1IRZWNOenDC+cr/FTP7zATbsqzCxWWV7zWa07rDYEay1Lo5my1kyotwy1lmWxKZirGwarbd55e5N7DiTsGFdUCg6Npo/nSEARJRJjBMZCOwCEYbAccGHGYmzE46+WCNsF9m5xufdIm9is8czRKrfsc7gw36Jeq3D3kTZffc1jfMhy5qrl//pQgzOTHuNDkieOKu49qFhtN7g8NcQtN0Q8c6JDEha555DLnm0BnaTFY68pSAWXpjWVokYLaHckxgpSY4kTQBq0a6i3LKVyzLZNIfcdbPPO2xKGSz4LqwOs1H1qdY9aU1NrCOotm12XZkKtaVhpwJVVweH9K/ybHwx54Y0dnL8mWailXJgL+Dvfvoy243zsCUlsm3zPuxMmZ0rExjHve+dhu2vXkR9zyrf9ehxMR4MjN7zVkAL+nJQJa41EdoLGBz7/xEf3RkHl377y8itqfNhSKSjKSnPisuGWvSGHd1Y4drnEq1eWObQ15tCuEru3QYcmg5UWI1UIY42UFkdbXEfju4qCpyn6inIxoVJMGS4bNg8IllplvvBsmU8/HXLTvg4TQymtdsB77g7ZOWFIUomWliiBr5/yubbos2nQcPKSD2aIA1sVt95i8Pwmz51us7Q8wI07iySixtyiwx37YHI+ZqTkMzoE3rymHXgsrGoc7bBzc53TV4a49aDHldkG12arvP/ulMX6Ci+frnJqssTt+wt890MByBZvXDGMDbVYWIp55g2HIFZoCdpYdm6KeOfdEc2WYvOg4dZ9EEUlVutFTs55rLUcGm1FvSVptKDRTmm0UhqthHrbUmvBQlMy3zTsaAW8finmS69GXJuXVCotbj7QxtdVXj/n0Y7b3LzfEoZFgtjg6JZ87dXnmFty/ov2Xy0+9OB3X7Q2+LwQvnmrsfWWA9zaFdJ05fvOnHzt5774zOWhI1vbHN7hslCDWhrxtps9Xj0/yq5NLbaMWi5N+/z650YZHmrywftWOLgjYM/WlGdPCPZtabB9Alyd4uoU3/Eo+A7llqZRkJQ7DgMlTTtIaXVSxkNDJ7Q0A4/VJZ/pKUuUGGbmEzzPAgJXWbQUtDsKgUPS1ty8U7Bns2X7ljZh2uTLryjOXhzk0ds8bj1Y4ze+bHFFkZ1b2hx/QbGlqhiptPFVgSh2WGxCyddsHRe8fjbi1hsKPHjLMh/9QgfXKfOOuyyO1+bJlyO+9FKJ01cK7N5cZOemlNHBiF0jMYd3pihl0MoClqLnMVr1iGKHZtvl5AWHVqBpdxStQNLqQCuwtNrZ797spLQ6lnrHsNYWLLQU82uGwUqNh2+qc3leUAuXuPNm+OB9IWOlCucmK0wvWkolwY6REs+8LrhpX50kLXJu2uP1yy863/JO+3PPv/ja6vY9d//9K3ONj+7aVPnfF+CLywFLK+KvNZY++9NXL3x16OJkyu5Rw6N3dDh1ucKnngUpW7zzdofBkkunrRgbgi1NzbmpKv/5kwVGRyIuTik6nZTJxWU+dF+H+w9FVIoVVuolig2fVtGh2c7Kca1A0gk07VAThJYgMkSxJY4tSZo9o8TFGpBK4GiB7wqqZcFgGSZGDFvH24wM1vnKa/D1Yw7SDPDobQ43H2jy3OmYKKhw782CeqfD4kqJe24wjFTbFLRHkCiWGjHKCG6+QVMshxw95/O2Wwe4+6YmR88psAPcdsjlh96/yldfj3jilRJnrvlsH1VMDBUYLBcZKEPBA0dblARj4cwVQZoK4kQQJRDGZL9jmNIJs+pIOzC0QkO7A40QllqKxSYEpsM7bl3hm+5f4/veFdNouzx8c5OJIQdhK1ycGmR+RWPSiLU1zVePGd52c41dEz6f+prPiWsJD90e01lr8okvfGXo1tsbf1NK+dG3FN1vJcCvzdSIk+SHzpx89qcvnXl27PiVhG++T7CwonjtYpM9m1Ped9cgX3qlgOM2ef9dLlKU8D3F2GCCEJbFhsfKQoGSY5HAbz9Z5MmjDR44ssb3PFLn8K42w9UiK2tFWh2PVsfJga2yZyQI46y0mCSQGou12edT0qI1+C4UC4ahcsyWsTYJLS7MxPzeMz6Xp0pUvQJ3HNLcc6TBy+frPP5ihbv2+Wzf1Oa3nxIo4VEpx6y1QowFJWC00qbRdDFJgQ88sMjHvlRkz4LPe+9qE8UrPHNimDj1ufPQGO+9o8G+bXWePNrm+FSRN664bB2SDFUERU/gOtlNKAUIYTEWjLHESX6zxpYwzm7kMIJ2BI1AsBYKVpuADrhl/xrf8841HrgxZWzAZa1RJQhdNg061OoeSzWfxVWPTigwVhClMbfd2GTXhM8Xnq8wtdLgjgMhw8USj71aZefoGidefWbf+x+975PWNr+AiX9ZqKG3BGf/y5PMX/+t3+WG7S6NNt/vysa/f/noqZHBwgzL9SGCKKK2Jjh1FQYGQ4YHPGZmHdbaCW+/zVDxBvKsP6bRSmh0LO0g+9LakaAeCmoBdOKYnaMt7r1pje95R5tb9gjStECSeLQDn1bHoRNqolgRJ5IklaQm+/IEFiksnmso+gmeG+E6ITMrIS+fk1ycdrkyXUAZjz2bXA7uUtx2oIHylvjFT5cJmkO8627JTftn+Oe/VuHwljJ3Hg74/It1wvYI3/fehCBd4PPPjHDXgTL7987zE7/qc+uOCu++x9COl/hvn9W4VLhtn8uBXYK929ogm1yaC7g4A6+cLTK9UKKoBZ6WlDyL74CU2RdqbXazJilECUSpoBVmwG7EEJuE1Abcvq/B97yzwQOHUzYNuYRhkWbbp9lxCSKHdqBpdTT1lmatqVhtCFYbKeVywCO3BzSamsnFDqNDMcOlEqcuFVltJnQCwcJayC37Jxgev3F502jp/5VY9zd0usD7v/n7//IC/Bd+7fcQ6RzKm/juq9cm/79FeaoqrccbFw0TIzFHdpWZW/aYXYS51ZRmkFL2BAVXUikpqhWNtRCEKe0gpd1J6UQ2pxqWTpwBvRnKDOgmZXggYHywzbc/VOfAtoSgo7lxl2V8UBHGDmmqSI3EdsEtDY5OubpguTIvWOsYPvtckZnlIjZyGPQVm4c1OyY0u7fAjXuaGLnMr3yxyMpilbsOeLzz7jpPn2rw1ItDPHxzgRtvqPPrX0mQUZXvf29CLFf4zS8OcNOOMg/fUecrx5o8f3SER29zuevGkLn6Mr/+JQ+ZlDi0w2HXZoddm1M2j7YZqDSJ0g6zqzGffc5jpe1xdc5hZt7FUQIpJQKBsZbUQGwsaWIYHI45sqtNGMYc2BbybQ+FjA0ohsouceLTaPl0ApdOpOmEmk6QnXKtQNIKJO1O1sm1FoYqlmrZUPASioWYVkczt+Qws5Qyv5pw8/5lxodcjp31EDrinpt2rY0M7/qbz7109nfe+86buPeh7/pfhrn/ZRTl9Rd+l5vvOSh+/b8HH3np5NVfdsy1YqxLXJoVtNuC1y9byuVVHr3NY2G5wuySy0rDIU0EQoJSAikE1oKSCiWzo9kLDYFrCCNDMYZSZBnwU4aKgnYkaUYlrkyX+De/MwQmQSQJtx1ps2siIkmyKSBrsyaOFAKpBNpxOXfN5cxFn5KvKbuSkaJgdFgyNqTZPKrYsSll/441UrHCf/5UhavXqtx1g8OBnSmdpMmLJzyqBYfhAUu1HFEsZFTIGEk9UKy2LCv1lHqrwP03rvHqmTZnrymqFZ87D1X56x9Y4b9+Go5eLNHqWNaamoXVChMjRcYGA3YMB/z4R9pUinWOX4FzUxLHsShlEcIANvufhSSBnRMp9x5OSGOHOPGwtkgQOcwvu3RCTRA5BKEijBRBJOlEkiAQdMLsGUSWMDZYm2lilmoghSZJJasNy9xKxOxawjvvWeVddxuuTJe481DAhSmPC5evVCeGzS/fd8/B5N4f/M6P/4f/VrR/70e/+S8PwH/pNz7FV17frM5NHftwu3n1N65emfSHBi233Abjg2UuTUuUlHzxeY2Qq9y2t81th4o0WkXWGi6dUBGnliQVxLEgigWeo/Aiieca/Cglig1hZLPXOCvtRbEhTCBKBEEsCVOPOPU5e7HEG2chtZYM2hk3diS4KtN8lD24cRNUCjBQkgyWFcNVzdgQbJ8I2TS6RmxX+c+fGuDS5QFu3a3YvVWyZ2uNr51KWFgZ4LZdksGKwXc7eNLDKkGSSoS1JGlEreWzsOJw64ECN9/Q5LmjPuODgqJf5tYbDH/rwyv8p08bTs2UWWsZ1pqKpZpmpFpisFJgsDJApRgzWorZcWuE5yQ4OkGpFCmyZMKS3VRxrFhc0sSJIk4UUawI4/w1koSx7HsVhBEEUQ7sKCWMDFFsMm5vLEmSNZhqbVgLEgaHAt5+V4f33+Vw8eowV+c0F2ccVjttHrktYnHhXHExcH7jY//mN8w33z/6qXuf/p303oe++88ce3/mFOXEK7/G6KBSZ6/E3/b0a8sfPX72jL9vU4ETlxTlaouPPJxAUuH8VZ/TVwxnpmOsbvHI7U2+9QFDwSmzvFag0XbyxDCLMEEo8i+ADNDdakiS5q99zxSS1JKm2bGdGoEx9MAtBCgJWoLjCDwt8D1B0ZOUioqBomRwQDA2lLBjok25tManno945kSZteUKR7Yr9m13ue1AwODgHP/8o0Vsp8L9h33uujFgtrbAr3yuxOFtgzx4q+Twvil+6fOa+bkh7jxY4IFbWgRmgZ/49QHGC2Vu2euwfycc3r3GYmOFp08pPv/0CFVXs2NMMFrVVCuKgZKgXIRSweJ7Bs81eDpFq4xqyXy00lqyhpURJEaSpIIkEcSJJEoEcSwJY5EHBZElplEeICLTA3gYQxAbgggaHVhoCNxCwIcfWuOdt1ikHeLsZIXTlwTnZyIS0eFbHo4YKRQ5eQU2jdUoD9wUrMa7fqAWDX3CV530x3/4z1aV+GcewZNUyan5+Dtb9clfGNRX/aJTZHIh5v4jihdPV/j4UzUO71rltv1FRqoDDFVcjl6QfPIplyuzq3zLAyvcts+n2S6z1vRpB5p2oAlcmQE9EoSRII5V/gXJLMoklji1pKnJwZ1VF1KbV0ryaokQAilBSYHWAlcLPFfie5JSQVApZnxzfChkdLBJYtf4+LOSX//SMGO+z5Htgu2bHHZuNuzYVONTL1pWV30OTCgGK1AuxixMShZrHu4uCGPB6ICkWoULVyy1hmF+2WffTp+339bkC1/3GS6D57ooWeXwHsEPv3cRRy7yuecGOT3jM96IGasmDJQU5YKiWJAUPI3ngueA1jYDuQAp+kBOdmOnBtJUkKTkQIc4zU69OE6Jk+wkjGJDFBmC2BJGlk4E7dCy2pasRoZbD9T41gea3LnXZ25plKNnC5y8lDK12uG2Q2vcuENR1IO8cAKO7FslTsp85dkpf2xC//KWTbHWVv0uWZz5iwnwz33+00wtme9PWif+3csnZis7xg2P3hWwtOpT8gV33ODw7PFBPnaxRSdp8547AlxnBGsV7qTD114d49j5NX7iB5Z58KYE16lQb3q4jkMQaoIoM+EJo24kyqJSnGa8s1vX7n6pxlhstw5IFrmFECgl0Erg6AwgvgdF31AuJFTLCaPVDiODazx/NuI3Hy9w7kqVnQMOeyZg64TL1nHYv71BO2nw8pkKBeUwOqiolqFaDhkcSHBdjRDZzdUJXVYbMWttS72VsFhz2T5R5u4Dizz+SptzMxWKXoyjXIQYYM8Wxfe+Y5nb9y/ym4+XeflklZWWZqySUC0mFH1JwVd4jsBzJI4j0EqiFHn5MEO5BazNrkf3miR5AEjSLCgkiSFODFGS9QbC2GaRO7K0Iqh1FEstwwO3LfH//MAaQ4Uhjl8Y4+Qlj9fOxVxeaPHI3W0+8iDMzA3y7OsuS2sdXj49wHw9pVxIcOJzlcW55D8/+uBh92tPfvbXH37kg3/xAD4110BK+de+8uVP/vTF89eGqyXNy6d8HK/Jo3fWGKkUGCwNYIzDmckyLxxzWF5pcmB7m5HBKlsaKSY1vHFtkP/+ZMgdB1cYHrBIUcZxUgLXIYh0Dm5JHMsc3CIHtyTJI1VXT9IDd9akzCM3aEXe2rf4rqHgJ5T9hMFKyKaRBgv1Nj//WYevvDrEaq3E3lHB9jHBljGXrWOCXZsDtLvGx57RXJ4qccO4ZLAsGSilSBkys2TxtEQKsFYQxZodYw1eIaXRVtQaloXVAjds9fmWh+p84kmXyQUPR8cI4WBsiTiR3Larxo7vavCVo21++ytDvDZZYsugYKSUUvJTfFfgOQLXkThaoBVZ4ixFj4taspusWy9PTQb4HshTS5Jkw9xxkoM7EXQiQT2UzLVhqFTn+9+xxnCxyslLI0wveizVBAODEd99a8gNW0qcPF/mzBXJ+amY+bpleLDDI7cLCqrI6cmEIX1l2KY7/u1D7/ywsnbtV4So/sUBeKPRQmv3rx5//bGfTluvjq2uwc17awwWRvjasSq//Nkm77ynwfvubFMqjlIp+VydU8wse1wwlpGqZGTQwZiYWgdePjnEK+dWed+dLVIjUSrFdVK8SBPFOgN2/sz4ZVbX7nFtm1VfbA5ukR/dSmVVB0cZXMfguSkFL6FcCBmptujEHZ48Yfm9rw3w8skqg67D4S2WTUOS8WGXzaOSreMRu7fUOD7Z4bPPjjKgNKMDgkpJUCnG1NspX3rRp+xahMiA1Qk1H7g35IsvGeptS71lWKxpto6V+dB9LV4+2+TMBZeSl6CkyEBuigSRYscmh+99e50bNi3ysacbvHC6yrVagYmKYMC3FF2Drw2uA1oJlMxu5CySQzftMjlVyyK5zaM5PfFWnEKcCMIUOrGgGQtWI0EYBdxzxyr3HNRcmx1ieqHA4qpESTiw1Wek6HLyvObqvOHsVMzlpZD33FPn3XdoVlYHeeZ1wWonYPdmxWPPvD5m9MhPP3T/I6ZRb/xaZeBPv63/pwrwJKyDM4USze87fuyVn33sq88OD/gr7N9e5pnXKzx0a41Hbh/hi89X+MzTmlp7lXfcNM8dB4fYMlpkua6IIolUlsGyYqgiqVTrzD8d8fwbivfd3aRSEmid4EUxYeQQJ1llIEkVSSJJjCRNu+CWmJxvW5t9sULYPKnMdBxam+xmcWMKXkS50CGlw1ePSn7nqSonrwwgYo+dg5ZNVctIVTE65DIxItk8GrN9osHUUpP/9vkSSVhg61ZBtayplKBSjBFORKNTolq2iLzMGSeSIU+RmIRm7NJsp9QaipmlAod2l/mRb1rj3/6ux9WlElrF+Y2hSRKfIJJMDHvctrfBkd0tTl2d4fe+VuDx16rM1guUPEXZhZJjcbXFUaBl1s4Xgr5Inj2MgTRPQrO6ecbN41QQpdBJBa1Y0EosYRxSEQ0euqVFKh2ePyWYW4BWJyY1lnoLzlwUrDRiZlYN1m3zkUcavOOWIiu1IZ48CrWgycM3OZy/pgjTFY698uRYO1A/e+imu5Nnjk3+9wPbhhkf/dMD+p8qwBvNDp63/YPnzr30X08c+3xl13iLRuiyd3NIJxzgq686HNljuWmv5vULHp94fJTnj9f5u9+2wP5dRYKgRCtwiCJJaiRSWt49XON99y8yNBSy2kwYrzapuhFR5BLFLkmiiRJNnGhSI0lTiTEyb95kwLa9hBKkMJkPiDLZjeImOCqi0YlZasT8x0/5XFkc5OiZKta4DBcEYyOWkQHBcEUxXHUYH5ZMDCdsGW0zXK3xlWOG105XObJVMFiWlIuSStFQKkQIJ8TzNFpl728tpKnMmykxiRE0O4Zmy7LacJhfqXDP/hZ3H1rjY0/4FFYVWsYZGK0mSV2iWNIJHUaqPrfvaXH73havPDjL1SXJbz5eZXGtyPSKh6skJUfgdmmYzBLPXiDvUhVyPm5EBnADoYFOAlFqEEkMSUhBdRgeavM7X3H5/AseM/OwtRyiZFY6jBJBM4RGkrJ1vMnf+7Y624crnLs6xPHzGle3eOQWzbVZn1NXQ3Zv0Xz9eINLC08Ml3znv955x521Tqf92T9NTP6pAfylo+cYHB5X/+4XPra3tXq2UsJwfrbKmZmIB2+uccNmw56tFYxRWCPYvdkBa7m0UOXH/qPPtz60wt/+0CrDxseRDsZIHJ1SKNRx/Jgf/69VTl92+IH3tdk6ErNjc8g9h9sooRgqaMibDsYojBFYm+mluw+BRUiLEilhbLEkIBNOXZG8elbzhZfLnLpWJkqKlLVitGAZKlkGizarg1c0QwOa4apgYihh82iHTaM1njkZ8ktfGGNTVTNagUpJUSkJysWEghfy/HlFEGmcUgYqawVRIvG14pYbOrx0okqrA41OylrDYXnNY2F5kB957wLTyyu89PoojgREjIHsho4dwkjS6mgGyz7VSom7b2jz4JE23/XwEmenDF982eflswXOXy6RCE0YKtqxQgmJEOJNiWdqIbWGJCPnOCJmwI0oioS7b2+xa1PA1tGYH3hfh1OXFT/+XwpMLaTM1jSuymigoxM0IT/yLat86wOGen2E81erXJxyWKzF1OqSr70qKZYaPHh7m7cd1pydHODM5TpXzj1eGStP7r3l7h9QzZUzaXn44J8fgH/52ePYYtn9zGMv/SAm/nf1+jzbdgY8PGHYOlLgiVfHeEav8ePfNceW4QLFhSpR4mOMgxQx7pLPp5+Z4PiVBttH23zPozUk4OiUJ1/TfOxrE1yYLpJYxf/nd4ewacL4aMihHSHDAwnf9vYO28c6xHGWUEIG8F7BJOefUhqEFHzy6QLHL5UQWnN1tsjMQhG/oBjwBNWSpeIbKj6UC4KBoqJSVgyWNcNVGKkmjA8HbBlrkNo1PvlshU6rxL6tlkpRUS5KygVD2U9wnIivvOQTtiXOGEjoUZRSQfHuOzt8/ZihFUpanZRGW7PW1MyvFDm4q8y3PdDg6KkiV1fLKGmAOE8MHeJUEcZZqbQVaOotl3KhSKkQcnBrwF37A6YW60zOraGdlDcuaz7xtSJCqQzc1/sPWgMYrDEksWHHeMy3P9JhpGI4sN0wPmKxRmFSnwcOG/77P1vhY0+FPPZaGaUkShi+99EW24Yl+zYXWVmpcnW+zOSsZmo+YWox4dqqYWKsxY99Ux2ZjvDVV4qcn47wvZjF5UXCcPe/W5l9pj28eeTXg/rzkT9w358PgF+busry8sINFy5P/fz0pafl/TdqXjpVpVxqECQdhss+l+cH+Nnfl7zn7iYPHEw5uGOYNClgDEgRUahJJieHeP3cIJ99MSZKkqzNHCuMdZCexM0DsrGWhZZl/g2DFSmffjlBihRrDcIa6CsF5rVAhFAIIZFKkcQaaTSOlpQ92DVqKTmGomcoelD0BKWCpFxQVIqagbJksALDAwmjgyGbR5uk1PiPf+Dz3Ikx9gzDYDGP3kVJuZBQLESUih0KhSKekiiZc3Ay3hvHDkFH0AlTmqGiFRiaHZONzJVcphcGuP9QyN/6yAI/9wnNtTUPIQzWxpjUEicOUSwJQodWR1HuaEq+S7HgU/SK+F5MuRBx274I14m5Y1/C9zzSRqskbwIZhLBvIuXWZrmLEBLf1YAkiBRrawpjZR4vLDvGUn78Iwl/+0M1rBXEiYMQBVrtEnNLJeZWCkwtaKYWEs5NJTSSiEfuWeP9dyYMFYa4MuMyVF3j5qKm4hV44bRAO0/LSin6+SDc8WwcdU7+aWDzfxrgF47/HuOjTuHoiXMfPl07LlpJnWbs8o47JK+cHmJ6zuA6loNbBVeXBviVz3jMLdX50H01tk1o2qFDnBiESPCclHpbsBY6tGOPxEK2eylLDrtfgkHmR2oG/iRPlPpr3N1qiRBZG14LkXUqFfgFi68tvkrxHPA0+K6lkAu7igVJ0dcZwEuCatkwVEkYroaMDbXYPLbCL33B8NuPj7OtqhgpGyolRbmoKBWhWMh8CudWDJfmPHw3k99mAMo6qUGk2TVhmBgJaAQuncDmUVyy1tSUCz7lYpXveWSRy3Pz/PJnt6ClxmJITUpiLHGiCSNFJ1J0QknblxQDTcFzKHgp9WaWY7hOiqNTHCdFy2xQQsoUKW1G3UQX3SKnLNlJ2Gh1R/Zknsv0Nb5bNr83BKmRhLFDq+NQb3qs1F0WVjWLq4aZxYSODfnw22t88z2CxZVxzk4WgJStI0UuXHN54mTK2FiNcmWNzzx+XAjP+XCxesOln/tvf9D5+z/6PzfI/D8N8NQqd3Jq+h+a8Mo/3DESywvXhvnEUyl3Hmzxjjs7PHxbiWvzBeZXBJtHDdcWJM+/Lih7He47FDFUcWgHDqnJqhuuNhTDbLImTrtlvi5XpAcSg+jVcy3d137OnT2ltBnApcnGu1RWWXCUwNE2qxtrge9JfFdS8BQFX1EuSMpFy0AppVpOGKqEjAy22T6+wsvnQz729GYGfY/xsqFSFBm4C5KSbyj5CeViyMvn4I2zRfaO2pz3rrfNO6Hijv2Wfds7vHKySju0dIKUVkfnIHco+gUKfpXveNsqb5xf5KUzE2AVxqSZHDaxJLHt6Uk6oaYYWAq+wncNnuvguSmeNmid4miDVgalDEpapMykwVkkt6zHELGeoEMP3MaKroYLyP5u0kxfE0aKdqBptDWrDU2tAWuNhFaY8OgdHd52qMjrZ4e4Nq9ZqqUsrCquLgmMaPHInS3uPiBYWB7lhQtSyuLcPz9yoOQOVsr/CojeMoAvrbZkp9P+yU9/7Jf/fnNlzl3ruNx/o8+JC5pXTgWsNprcd2SZA7sdDu0qcnm2xNZxh+0LioL2iGKB71lKBUkU64yuSHC1JYqz9nHaBXj3SffVbqhtd1+6EO/WumVfQ0fJvGOpwNGZGtHNu3+eq/A9RcETFAuCcsFSKaYMlBKq5ZDhgQ6bR2u8dK7DT350nGvTVXaPGKpFqBQUpYKi5EPJTyn4Ma4TUA8sSiocZZFy/eZLTQaKOHGpFGLaiaEdZvt52kFKsy2pFxTFpofvldk5EfMvf7DOT/yG5MUz41gUxppchpAQJYYoznQ6HU9SCBW+K/Fcm7ndaoPjZPV+rWwGcGXzm9/2SqdZ3ml7AKZ3zfPonVdcupUpk/ca4iQDeCeU2WdvCVqdlCAyeBrCdpnnjnpMLwrmV2Muz6cYFbJve5v7D8O+TSUuThY5fllw074aC6tX3T1j/L/f/8Efcf7a9zb/qRDlP3E7/08M8Chokpr0X33sU8/+3Wb9mt8OBrk8m7B5vM63PKJ58cQAr5zR/MbVDls2dXj7rSvcf2iVVnuAtYZPnErSFDzHUPAEgadIEoPAZoO+js0bD6xHcdsXxfP/s9d9rm4JLIveGT3pak2UysplOh9Fc7TEcyWuo/C9zJKh4FlKBUO5kFIpxgyUI4YqHTaPrvHS2TY/8esjnLs2xI6hrMJSLkhKRZlF74Kl6KcU/Zg4jfitJ8pIpXDyU6QXwW0G8CR1+N5Hazz2WkQz8mjnAG91FM2Wou5pfNfDcyrs35bwUz+0wj/7dcELJ8cxVpIaQ5KaHOA2E0T5mY7b8wS+I/DcrLPpatvr2GplkCqrjUuRAb1bI+/Rle6jB/B+sK9TrdRkMuAoFhlNCgSd0NIJs3Z/kgqOnlXEacpKO6EVhdx5uM07bo3ZMVqg2arwzGseL54NOHxDm52bNFFY4I0zM/6N+5/8e+PbPyBWVlv/aHio9L8W4G+cvIyx5u5rl44W6s2ITcMx91fLnDoP4wOr3HmjwpoKZ69JpqdcfvlqkS++2GGs2uC7Hllh54hDJyiTTFdYbag8miqszaodTp+OxBj7xwL4+pfUjeDrnTylBDoXVGUAlziOzPQbrsD3Ms+Top+1vSvFmEopolrpMFqt8/LZNj/5a0OcujrC1kHBcKmPmviakp/pVwp+QsHLLJNnVgZxlEBJk5fl1pPMNJUkiWLToCVJYhqxTye0BKGhE6Q0A0mhrfBdB9fxcfQAB7Ym/NRfXeIf/yq8dHqM1EiS1GRS4iTNNCSxIfQMfiQJXNWjYI4Djs4oWqZTsWiZUTiZA70/im8ssK5f64yqrFOtJBdtxYnIdUHk43LZUPOVJUEjTtgy3uEHP1RntCLZMeoThZmHzdlJyavn2mwb73DzzgIvHHfxvBUGK4rnXni98Pbiwbv/ZzzK/0QA/9KXv4JWUfF3P/GY66t5Ztoe86rNh+6vUS0PMr80SqVg2LvN4jgOY1XJ3IpidsHl+PmUl852uP+mJkd21hkpOBjjYQFHSywgpUCnFmNMn0iqj4d/g8jdBXi3JS1ENqcolehREyUlWos+egK+A55rKPiWgpfx52IhplKMqJY6jAzWee1CwD/7lUFOXB1lc1UxWjIMFARlX1L0FcWCoOBbil631R/x0hlBK3DxFflNlnFw+qJfnGhKvuKeG5u8fKpCOyaPfintjqLpKTxX4Tpuzp+rHNxm+Jm/vsg/+EV44cwYsZHExuTD0uszmKGbaeVdR/a0KU5+c2fPXKrQbeNfB3LBm6+x3UAV+5SJJtP/xPkTQEqFcGPuuKnGkV0t3nbEUi2UmV8e4NpsgdklzdyyYWohouQLxgcqvPiG5MxcwIcehKqvuDRdp/T8F9z9N7+v+Owzj7UfePBdf/YAn5y+xLYtm6uf/NTn/9v8WvNtYyXDfTfCV17z+dWvNPjOhxc4tNvFdyVJmlApe4wPu2ypucwtG67OxVxdLvHFr5d4+VjMnTdoRqoZe5YyA7mSAm1s3mq3ZJU/22tKfKNHFrkzEAmZT+fkSsEM4FkUd3QWyVwHXMfgu7nAyksp5PSiXAgZKHcYLDd4/WLIP/uVQd6YHGOiqhktGgYKUPIFpYKiWFAUe9E7xfcSysWAZ95wWav7DA6ut8nJQWNMPv2eKsaGFY/c3OKZVw2dSBBEpg/kEt+R+I7G0S5aF5DScHCb5af/+iL/4BctL5wbIzaaOM0VgKnNKYvBi2VPXehqida5CEsKlM6ui8rzk6xPIDYA/HqIW0RfJF+njutAz/6upGC4qjmwy+GuGxXDlXLmz3KxyJVZh7kly3I9845crlsiA/P1iIFKyA9+U52iKvHYyw67NrVx9eLblubP/+pD7/imH52evri2deveP1uALywssLq6+g8uTV7+zhvGVzg96VLy1ij5Pi+eGubSdItb9rW5cVfEzbstW8c9dmzyaLQ8Flc1zxyTdEIYLYHvuoShIggNnit6PDlLYmxPAWivpycbQC7WqYlcpyb9vLurGNQqS2AdbXGcbLDYdw2+m1LwE4p+TMkPKRcDhgbqHD0f8g9/cYTXL48zVnUYK6YMFG0O7jx6+5KCl0V/30soehGJCWlGHkJJnG4E73Hw7IhPjSRJJHHsUHKDTC4Q+Qx2QR6ktF2Vr0SROFrjaC+rfgjL4Z2Wf/ujC/zfv2B44ew4sdGEqSBKcz4eC/zY4DkW1xG42uSnl8xOs/xEy65PPpXffe07BTcCnPXEs0tTeq/9jgSCggu+4zKzMMJqLcUiuTov+PobAYtrlkZgsNpQLoXcsbfDjTsNt+0RDJdKvHjGYdNYzPZxh8dfaHPfHWe/89yZXZeSJP7Hf6YR/OU3Zhkb3bTjU5/51SO15Rlu2t3hhu0+c4sjHNoi2TIAU0tVXjle4snXQlwv5P7DLW7bH2FNhySVrDTLSOlTLUEhn5jRWubcuE+gnycz67XZ6wAuoCsCFaKfd+fquXxCp3sMa21xVAZsV9ueetB30pw3xxT8kMFKm4FSk5fOJPyjXxrh2OVxRgc0o4WUAd9SzsFd8LNyYhfcBS/FdxMqpYgzk5anj5ZwpcRR2WRNP1gygEOcKhKjeei2mL27W1y6VmC0mGmvg8jmw9V5FNYKrR2UtHnTyHLjDviZH17mH/+i4dlTowRxgTCVRImlmGSUxXPIQK67p5fJAZ6pMrMonklquxFcCtHHx3txpAduut8H9jrKmJVDUZIoFqw1JcY6FD3FYMUwMthgYlPA4DhgU+7Y3+H+wym+8ml3qpy+XOHZRUmtCfW24VMXItCGHXMrDE++euR9H/jRHTa5dlXo7X/6AD9+ep5Csbrz4rnn/oOJlj6obcDjrxXYs6XOzk0tpOdw1xHL1IKHwGF60WW55fLkKxUefyn7QsqeYEsVxqpZclb0Va/+nCVA69YHGyIGGy8s/cDO/7peFrRI1S0LZpMtKrdyc7TF1QbHMXhOmgHcTfC9iKIfMjTQptZs8/WT8DO/M8HxiyOM5OCuFizlgqDki16tPKu8mCx65z+r4IVEaUrQ8fFVdpP1ANP9vfJGSpZo6ozL6zCbmolFH8ANrpviOhrHkWilUNLpARwBN+0S/MyP1vjZ30144ewws/UKQUlSTS3lxOI7Fi9/Oj2Kll+XPHpnAM8oiuzLX3pBZMNnXw8y1yf63VM0VbbnVJCaDOzGCsaHfH70/SnFQoQQApMOEEQOC2s+V+c1j72SMLMcsm9bxGpbcnBXzI5xj6vzMLdQ/+ClCy+ke/bd9PdsMjMp9JY/XYBfnbmA5xXvOnvh5IcvXT7L0IDPSElzcXKIl08lNIKQB48EtANLK1BMDAomBnNehkCKrGJR9LOSWsHLAOK5Aje/6DLP6vsDR9ZssH9ISVBsqOF2qwEq/zm6p/fOZLGONrg9eWyC72a+J0U/ZGioxVKtw0//VpHPvjjKcmuQ0QHJqJ+D2894dzFPLAuepOjZPIJn3Nv3IiDiqdddarHLsMcGPTai/2jPeHgUayqe5u23tnnpXEQz9hjIB6iDyOCGmVbd1RnAsxvWQcisOYOFA9skP/e3G3zxpQ7/6tfGmV4epFPVVF1BOTEUE/DizHrZVZmhkdNNNKXoJcHdz9rNZWQePTZEcrteKb++D9HrHCuDVjKvrCjCSBBEinZQYLHm4TlZ0DF5sg2Ckh9xaG+HPdsjHjiSsNYqs1YvsLhqUSpl8tpZJieHPjw25PxWu9OZ/FON4HHUQjvFfefPPvV3ZsTrjAz4XF0QjI4k3HXIZ3LWZ2G1yKmLBiksY9UMCEqtXxkps/qz68js2OzNDxqcPJpIYXtAWL+Agj+0asJ6k0IKm9lLiOzidYcZdC6NdXTmd+I6Ka6T4LsxnhtTLnTQus0zb6T86pcqfOG5MSJTYawiGPEzWpKVALt1cpU/RR65+6N3jNYhz5+u0o40m4o27xheH8G7TRJJnCh8R3H3wQ6JyQDeiUU2B5nXtoPQZMmhFnkUZ73NTnaNRqqC73y4Rdmb5de+1OHrp4eZjwu0fUklsZS0zUCu8zxE2V4lRUuRf84uxVsHuOgP3+tRp/d92OsjuOjeLCav1hjarsRtC9acrOeg9ToVFYBSUCr47BpVCGG5OiNZWM7WsuzY3GTnhObilMvvf/4U1r3x77zjwQeP1ZudCwPlwv88wK9eneLsiS/jF6qb56bOP3jifIvYOBzZLdg0lnDjjja7t2TbEhotTZRkF0XKjRyuy411DrreMZm3jNcrDZZu7bXHu3Me/iaA90dv0f05/QA36+BWmRbDc2JcN8Z3IorFANdt8zuPa/7Nfx/j0tIQjuczURYMeSkVz1LyoJRP2GenTpea2Fy/kuYnQUZPlhsprcjFVQpXrpfhejctWfQ2tjv4K4kSh4ITMFHtsNYu04lFbreW5QqOk+ZlPpWXO9V6c6aXuGbKxw8+0OKOQ0v8zG8G/PZXRllNSrQ9h5IjqehMg+NpcHP65Kju9aJXUZF9lK/X+LkuiveD+/rCViZN7p4OptdcU13uLzf+uO7gtxBZubHRNszWLLO1lJWOZOuaZdt4iNOMeP3EhQeD0GyurdUvzM/NMLHpj6Yq/0OAp6lhdOsjO69Onv6l02fPMTpQ5KUzmvmVJvuCiJNThm+6e4pNo0XCsEg7cImSXJNt1jUj60DPRfc9LUQO1A0RodtM6NNEfAOEi+7PEt2GhUVJk3PvTHPh6DSnJwmuziiJ54Z4TofJhYRf/mKJTz87zOWFQSpFhyEfBr2Usmfz1nsX3DIHt+w1hfyce3tuduNUSiGfel5z4WoBP49evXEx1lHes3GwGQ+PE82BHfD+O5r86peHaRU1ldgSxBYvyvMGZdBa5iChD+ROH/CyU2H7iOQf/ZU2R3ZN84tfGOLy/ACrSYG2oykpQTEHuittj6roPGfpng5S9PUUrgP4Bk1Qv3zCXi+XsBtuliy/2jhWlNp1TVEYQyuCdpJSKLT4pocTFJpD28ARRSZnHTqT53j47kO/9PZ7H3xPo9H4H1KVPxLgsysJm4YUX37yja0zV0/vkSywc8sAlaLm9JVBTp1PmV1Jee71IsgO3/voEncfsAyWMxlnahTWSjJhjuzpGTJe3df+7RPzdL/4rIMp10HO+thZL3p3L6Jcj96yB/A0Fxil2eSOTvC8EFeHNNOIn/+4y699cYKZlSpGFRgaUAy5lgHXUMwjd7HXvpe5TiWnJnntvAduN+tehnHEhWmPVuQx6OWg6Uvauo2e/mZPkkriWFMpaXZtjVBeQDMq03EFhdyuwc3plZNTFJ0nhpkE+M3Ja5IqRgba/MgH23z4oXl+7YsNfvmTwyx3SnS0j68VRS3wlcWXNovmXaoi1qN4FlVtj3r0A7xXC+92Nrujb73nesez69LRa/GzfmOAJTWGIDZUyjH3HGrxvY+2kaaMp8vMLRWYWVScnrQsN2NcZ4mZ6ZN7tk7orRPbbp+0toMQfzhV+SMBvro8h4nLo9KxH/+dL73h3LitypG9dW450GD7pgozix5T84oTlySnpn1+8qMVbjnQZOd4SBAYwjDhoVtD7j8cY8kuvDWSaslSLQuSRGGRWKtyI0zVGztLTTZ6tj403KUpXda5HiEyemKQyuRHokGrNB9OjvHdCNeJqAcRzx+X/M7jFT757DBBWsZ1XYZcQdU1lF1L0bMU3XVw+57E8yReTk2yxlBemcgB7jpZ5/PKnOXrrxWJYgevZN+UYHYfpk+oZIwkihWOo3nkjiYf+2qLc9MlOn7e+nYsbgJObHAikx/xeVlPyHVzny7A8xp7aiRFTzNe7fB/f0ebg9tDfvvxMq+eGWCpUyJQLo6j8bWgIMGVWUTXihzk3WsrkNdF8K7oqgvmNB9zi40gNpnZZ5hAbC2ITBQ2VE6olhKwKSK1uNZwx5GQt98SZCZOgWDnmOW2GzSdzjBnJqscv6CZWjDMrMQsthL270q4fafAiZ52tHvk42G0enMSNZb+xBG8XByTVydP3HXy+FcGtBtx7GLCM8cVD9wccGDnKlHscNdNsLxWoR0IGh3NlUvDnDhtCRMIEsvXjidUSglJmhDGBmzCw7e0eOTWgHY74cZdCbs3G6qVrATWCRzCyCExqmeMmY2g5Yo2kRUPyFVwXXD3oncX2DrBdyOUjqi3Ep47Kfjolys8fnSA1XoZWfApFRSDjqXiGoqOpehaCi551M4id8GT+K7CdwW+S67QMzm4DZ6T8W+lQ85Pw0zdzxor+bBvf+OkB0RygOQgT4wkijTjFcG+bR1OXEtoxw5h7vHtRhlXdlSaU5RuowbkdZM53ZunV4ZMNb7n8O2PdHjXnTWePNbkN75S4dUzFVaaBerSo+VqXCVwZTa/6Yjss2vxZqqyIRLbHNBGEBoIYgjDFMeJGC8FbNsScGRXSLsDb7815MGbYqxRRLGTlUcLkmrJJYwcotihFbjMLrg02y6zS/DquVX2bE/YUpC8e2fA225KaDQ1i6vw5NNPDNx3t3PX1h2HvswfYR70RwI8al/zfNf+QtyZLH347oBmq8TMQpnLM/DC8RQpOzxwuMNqwzBUdhgqw+Ykd0hKbDaVHWk6kUOQiNxjAz799WF+76uGKEo4tLvFDZvbPHp3iwPb2xzaLhgZdmi3s20F3WhkzcYwKITpoycm594pjpNXM2TMUjPlmdcUX3quzGe/PsBio4TwfZyyQ0XDgJNN8hQcctoBBVfkT5lLTru1eoHXjd5dgOsE181uJGtjnjrqcXWuwMiQwJGmV5GQ4rpChAXbBaERpKmiEzrsGBc8cmubT78Y0YodOrHAdyxukkXxMO5KXdOMg+flPITcQFOyZ/cEzJwGkkRT8EK+/eEO77xjhc882+SLzxV55niZxXqRjnDpuBrlqHw4RKKFRQuBEpn/evc9utE7soLIZvqXNIgZq7Z54IYGe7cHvOeukN2b4NAuQRh4dMIiQegSJA4YB5NqFpYVk7OKOJZE8bq/DcBwNeQdd1ruO2KxxmV6ocpTL0mmllPq7ZDd266VjhzmF6an5g4CnT8RwIvyBYzoYCM4O1+i6IfcsMtwcFeRq3OKtaZLbW2QkWrWMYO8Q5cYkryTFsddAVDmade1OG5FmnasmV0qcPGa4bHjAQNOg+94xyo/8s1ttlRjXO0R5dPy1sq+etS6UF/KTMzv6gTPiwnClHMzMDmr+L0nKnz51QqLqyVwfXTFoagkZW0pO4aCYyk44DsZuH0n8yTMZKay7ynyf29zkJseyF0nG0+7NGs4ccUDx8GR61YNPWepPhK7zl+zSkpWTcnsnA/vCjm0tcXZmSIdX1BMBF5sCRV5ac/09DVZotktQa5zlR437t5ARpEkijjJXGQLhZDvf0/AB+6p8dhrLX7/q0UmZ3zOzhaI1jxSTxMqDSozRZVcV+bMAZ7aFJum+LLD/k1NfvhDq3zkkQhPefhekUbL5/KURxg5BGHmyd7pLiDIjT6j3BMxjjNFYmqyd/DcAmXf54U3BGtNy9V5g3aabBlP2TLqMbMAX37uQvX7PvK+7+6Eya8WvG8M5T8U4M36lEji9t+5cO4XRqIkZXQIym7K7i0tto9FbBkrs7zmEESZ9DM7sshXaCjiJFtxF8X0arntMKUTGNqBpR0ZgkgwXBA0I8FqUGSl7fOLnykwP7vAP/2RVQ7tjGk3PVKr8gQ15985sD03oyNJkjK3KnjiqObSlM/TrxSZqRW4NFME30OVHHwtKWkoaUNBWwqOxdOZcXxWlxc5DRH4efT2cx1IVrPvA7eT4jlZ9HZ1jO9HXFmCM5NFHLmxPNh/vHf14L3qQ7eSYmTu6+JwaEeHfWNtTl5OaCcO5VgQanBzlynVB3ApBULKDZG8R1O6Iqjez8/oSpJq4tQhjFwqxZDvfTTkgSN1Zmp1nnrF4/K0x2OvFZld8Ug7DqnSpE6eTGw4hwyYFNoRe3fV+Sc/usr7bxekcZV6q8j8ik8nzC32Qod2oGgFilZH0e4IOhGEUVbrj+P1jRRJatdNidKM9izX4cK8ZetmiXYlJS+hUJCcOXOm2mw+9LfiKPo1vnGr5A8H+GNPPI81yXdePh+Vmq0CsTEskBLriCBtU/Lq3HPYoRP6NDtOZsmbSKKulVqS2fFGsaATZb9Ys61ptFKa7YR2YOhEllJsqYSGAVew5Erm6mU+86JhdFPMP/3+OmPllCRRdPvFUli0lxKlcPma4MQVzRMvFTk56XH6coFG6BGGHrguakDjKklRQUlbCjoDtacywGbg7spms66ql9MS11W4rsz/G7vOvZ006yw6XZ4fY03EwqoktB5ayyxZ61UhNnJw2Mhhux4uaV4PF2hGhyKkCmjFDm0t8BKLG68LxrQyGzqQUvQX2rtuAgJrZG+srAvyNJU4qerZT7Q7HhODEdvHI27bHdKJOvzAlTonJx2eeKnAicsel695xKnK/KVlzsSFhSRlfDDgb3yoxgfutASdKsu1AeqtAu3AoRNk/pGdQNIKFPWWoNGyNFop7bBryZyd8JmTFoRJ5q8SJoJ6AEGcsHVTyK5dEfs2R+weK2FSjyR2sO0Vjr3yJEqpP5SFfEOAf+KLX2R1ramOvnpRLK4KBistHjzS4Rc+V+bTL47j6YhNoxEHdkS87cgy9x2KiSIXgabgasLYIYo1QZStwGgH2QKolTWHxVWdDRw4CX6U0xffUgqzGnYnkcyvePz+FyvcfyTgr7y/TdpMabUzgE/OKX77iQKdSPH6aY+L1zyW2y5h4oLjgnSQFY2nBL6CorQUNHja9ICddfMycHuabGytC25H4ua0xHOzjmtWNcla5o42uE6Sd0RjCn7EYi3liRfK1JsegwMCLc36IMF1Da8NIDd9CaGRhKFiZFjxrnsCHnu1w7V6iY4jM5qiwUksTg50ldsjS5lm5UL6vU7k+pyq1dgeVRGYNDstUp27gWlNkjpo5eG5MSU35oHDMfccCvnQQwEXpiRvnHZoR9l1vzLvAIJ2S5C0Le98pMW3vzdAyyKNVoHVRpGVNZ92RxPEWcDrRIJWR7BST1muZdunmwG0Q2iGZNE8gXYCrm/QIiaKY+65scMDR2IObjdsGRV4UjG91OYXPwcPHqmxY1MRz54To+M3qNePfSa55dZv/uMBXEkYHir/fLHcuGl/0bKwUuDZYw5VR+EPK6JY01ot8rU5w7PHEwp+TBglHNrV4VsfbBCFkjCUVEtw54EULR1aHZ/ZpQFSM0AQKYQU+K7JPbuzI8pzDdP1mNFCkyMHA05e0nzysSLHzjt87hmPIJEEkWZuwcWgiHEwOOBko/FKKlwpKChLQYKvcuWgyrt3Oqv5ug64+cCD253L7IFb5TOaYj16OwbXNXhOl3dn0dt1Y5SK+NoxxadfLKNcjSdtNqLW1xH8wyJ4b+wrzRs+qSIIHD5wb4fPPt/gt58aoJX4lHIe7nR5eExfB9jk2pHundTVWMoe189oSv50JG4qSZ2cFukM5FonxIlGKxetErROGPJj7t2fcvf+CCsM3/b2FkGcbXH7zNd9jp3X3Lgn5vg5zZEbYhCGmfkiS2suUSxITNeiOVNI1uoJp6cTZmsp7TDLnW46GDJUSoiilDC0fMtDHQ7vsLQDj5KnKbolmm2f1RU3M+ePUx48IpDW58wVaCdLN43vuPXnUyN+5I8Vwa2dB8Yr509+Yv8zQarGh+sc3uWwWh9gx4Si2Ra0OoZ627DWTKm1JI2OQxIKXjpe5fnXDWGSEseGgYGEu24MKbqQGI0nLKNeiutkYiU82fvytbLs35ny8F01to4t8Lb7GrxwxuUnfmaQM9MOsdJYoUBqkE7+qhFSI6XAU4KCtPgyi9SuysDs9ECeDzrodZtkJ/cDz/QxG8GdRXaL62a2F16XljjrehZPx1gbMbPsEoU+3oDEzeW5qltD7u9idiWnrLfX10EuSfMS2mBZsW0kwhUBncSjkwgKOkvG+jUkWfWob9BDyN572R5dERhj+kzwTXZDbeDmKTqVOEqjVNYY02lKFOdgVwlKJWwfS1EyQcqEw/sbnJ5R/POfHuQ//9Yg994j2DJQxhciF1P13dQCsIKdmwWHD7bRTgtrYoqe4d4bY4YqEIQuUeSSmipR7GKky2rN5UrTYbWhWGsJWh1Lq2OoNQy1TptNowkmddWLx83+v/JdH6qcvVJrHNg1+EcDvF5fBrH2b0vq5Yfv2b/KsyerfPalBt//rnnu21MgDD2Wah7zKw4LK5paI6XRTvJ5QksQi8wr0Aji1OPcmWxY1HVgtALeBIwNg5+rCHUeWQu+YXwoZs82y7Zxje9Irl1SXFtziFRWnUC6PWBLkXX0PAm+tHjK4MoM2E7uw+foHOA5uB2dTdRnq/fA1TKrWecioC64Xd2td9t8YMDmij6Dq1McneA4MZ4XM7Vs+M3HSqBdHCnWE8zrlHlvVuStR/BsgFhmdf80A/n3vKvDZ57pcHqhTCt1KCYi/91EruHJO475Tp7ee0EvktNLZuWGLQ89WqQzEVfS5eV591enKgO6StFS93oLSmZA1yrBJWZ7JWX7noTPve7zueeG2DmsOTARMzqQ4nuyJxDLhrsV5aLDnvEyo1UHx0kRQL0hWallwx9RLAnjfPlVR1JvKVbrloVaysJqynI9oZMYdm9v8cMfrnP83Ca+8EKEWz3z8MMP3Ppvozj5m//DCP5fPvpVrJXutsoKZy5ZTk0LJucr/Kc/aPPonS0eOLzG8JDPcLVMqVBhccWh3lZ0AkMYG+LYEKeQpjbXDGfJkOtkI17VsqZUgKJve9y24BlKhZjBSogUKQZYbkqefc1jdc3NFuZID5SDFApH9rWZpc3NJS2O7DZEMoOfngeKpk8LnQ/h5hd+HeDdP2fgdh2bS2u7CWUWtZ08ers6RsqIq/OCpYaP0BpPsoGe9Nrzfcq5/ra1uc5+Ic35cZQ4DFdCdkx0ODsf0kk1QQp+KnAS20s2VdLVjZjeDSSE2hA6u6UFY7Pxv25nODGC1BhSI9Am6zZqLdFprjvvAjyvu2edYYU2KvN/tJLhaoe33R7x8ccN8x1BZAUrTbDWUPRNlrg7EjenostrmtQUmF328bVBqu5nyzdNpII4znYDtQNotAxLtZhrSxGJjPHLEY8cCXjn7SkDBZ8waLEWONTCaTpLf+Am6Zv7PW8C+Feeu4axgpu2SQ5vj5maFQztkLSiCi+/XuTp11L2bm3x4E0hoxUfJV3KbZlvW1gv96Tp+uRNdyOa7wpKBSj5hoKfj4rlWuqSH1MpBZSLHSDi2eOKN64WwfNBFRDKQUvZ49a+zAEtbQ/Muuuimh/jXYMf3R/B+8DtODKL4m4fuJ3uvGYX5OtAz1R92aIn141JiPni8wUWlgo4AwpX9rW5+ysofINGz3X16v6mTxBmDrbvva/F88cDGolPW2sKSSYt1sl6l7QncRU2b36tV1N6up8N85MSYyyOWb+xHGNIlUF3Qa5StJKkSpHmwE5VilYKoxRGKyyCqGO5aXvC/Te3+NzLZWphGU9KrM0WgWW9g8yYP9ubZGgHKh9wUXSLH5njLr0tE2Gc7QVqdQyNTsrOrREP3BKyd5MmjodZWHS5EkiCCOYW29x5cI0h7yTfAN8bAf6lL3+VcrFw/x88/tQdVWeRgZLgPfcY0kRTayqW1zSNlqXWLnBtzjJasQwPxJQLmWNqFGd3YdefuzvOlA0T23zI11BwUzwvzXTUXj4u5kWUix3Ghhtcmo/4L783yOnLA1AuIJWLrwRFZbPEMaciWtqeHVvXtUr3ordY/3NOTbrH5Xr0ln1R/Dpg955pXj3pSy6dGNeJmK8bjl4sgHbRPXpiEd+g/r1BjYfoG6KmF1W7JcMkVcSxw617Q4arHeq1Iu1EUVTgJNnvEqUWlVpU3A/wvMPbe6c80ezKj1mfd804uOnt6+m6DaRGkCpBqjLQJ0qilSHVOY3aYOUGh3al/F/fscbJiz7nZhwW8EisYiA2lNy8FOta/DClHXTLrNmKFZFvnshOlmxJWLa8NtvmFscZhd0x4pMGFV4+oWi0YKkuqDUzCzsrLJcXPE5d2XrHrj0fuP/oy9/73G13vf0bA7wdJCRp530mlbdMLjmcu5ry6J3LhNJj51a446DPUt3DpIKCl1IpJWiVZuv98o3BcdJnQJ+r/6TIJ2vyqRovn6jJdBwxRT8Dt+e3OXY+4XefKvPShSEoltDaoagFRZmDO5/QcbqDxHJj9O4Cu2fw0wO46LOMkL2n2+Xcmh7f9vqoSf+gRObvl6B1jCDmC896PH+yjPQ0rhQ9eqKuq56sdwGv72ZuVFFmAFKkRtEJHO65scP7H2jyy18oE6UerURmVZru790zNsppipR5FO9/K5lHSZE3lmzO/bvRXGCU6VVZHCV74E6VQemMvqRGkiqJ0RJj0p4+qNkU3LGnww9/aIWPPWl4/cIws2GBui8Z8LL+QzFvqmUTRSbzilHpuj7Hdv3Jyc33s9ckzfwkm29IfM9iTMxiA0aG2gxVDdIY3n17ytKajzHyFmMa74P4uW8YwU9fmMXzK+86+cYX/kpZz9IWJcI05enXHGZqFt9v88DNyzx8kyFONILMoXRkIKVaIuuQxZpW6BBEqnfxutphmWu0dT544KhMYlophaQm4tpizK99yePJo4NcmB6gZUp4npN1H1WeRHbph1zn2N31fxvAnU8Pad197QJcbgS4k4G7F7n7Zjbd3nhbV6qa9D1jImJ+/2sVUuvm5Unbp6de16BIIXqVjQ0cPN9G3B+9TV4uzJJNjcDh29/e5re+GLBmCnSMT2BEpi5UoJKu2EysUxQkb9YeSTZKk7NTo5d4akFqbR69MwCmSpBqgTY54I3J/pnJrl1qZC85LvqSv/b+gIdvW+JrR5v80peGuDRXodXycQuSkiOzQYv8+3NEnxkpgtRm5vthDI0AwhSsMZTLKUMVQzMEEVnSJOWhW5q87YjB1xUWVopgJMoq3ji3hDe4+Ffe/c53PR22rj7mlXZsBHjJCyl4am+nHe5ZrTd41z2GalGxuOpx5prgd58qcPxKgd97KiROUlJjsLHlzptC3nZTmzSO0BLuOhizdztEoZMlNiY38xG5Ab1M0SrBcWMWapbnXpa8dNbhseernJopE5oCynGp+CLrPiqLl0dunTfTulRkHdzrUbvrgdIzuNGgleyjJzIfnRN9/ihZdOlN3Ov106bnypqDXOsYz4k4elFyYcbHKhclJa40aJGNzPU8EfsI+PVVlO5zXft+XSRPFXHisGdzzKHdbV48XyRWLp1E4Etw0lwIJS0qsdlxL7oJp7yOqqz7C/ZArrvvbftkrzkFMd2ILkm0QafrgE+NybqhWvYUi6lRFD3NjTsCDu4IeeSuWb78wiovnynw0pkSSys+ytFIqfPPuTEZsdZiIsP2zQHvvKWDkoY0tjxwS8T9hxOiWJAm2fUYLiuEdfndxwucmdTM1i0jpTZ3H2gStYM9tVqyN+iYx94UwZOgRkyATSPW6opnX8/UgIttQ70FZUdScBRRoLEJRAmEieCrL1sefzkTrGuRsHdnh01DEXFsMN19dTkZz47OrHatdIGlhsOFiwXWAo+OcVFaU3EEBUUP2N4GXm17R3NWCyYX/3dHovrBLnpjUroXvbvPPvMfbXtzit3o3R1OdnJa4uZirmwqKMYS84mniqysFBCe7klMlewH9zdIMDfUwdcvzfU67jSVJEYRx5qRIclHHmly9GKFMPVpKxc/zbi4FjavpIBMbF53zzTYIBEbIrns+QxCvjPT2t4GOmOya2a0zW+ybBBBG4FRXfq0Tl2yik/eLEqzFTKd0MV1Y/ZORPzND8V833vWOHO5yUojs+3o1U67k035/hRjBFGkmBiCAzss2EwrY20ZUOhUEwmNEJqVmqTgh9x2oM7ubZKVlgOppKh86o2I6dlVonBdXNgD+Ozl38Z1JHGrzcGdLlqVWKkJAgGeZ9m6NwNWYixRtK4ObEfQDiSdRBHEDlNTRc5fgSDN9rYYY7DG9ibje+Es77wpKdEujCjwuw0aaXuRuh/YagO4u8Bej9pd/0GV8+7Mi1D2IrjWMqu9qz5w5w5XTh7BnV7FZD16dymKVlkyfPoqfPzxMqF0evTE6TP67FVQWI/cb5rb7b72pl/6a9TrIPdTzUceDfjol9scv1wgUg5tKfFSkysWRQ7u663rbP6mXfU5va0XNj81rBYbhhZMvm3N6K5/oiLVWWNIqZyiKNFLPHXurxjrFK00kUpRoYuj/YyKqpRb92VUVop+zi16K8bTNJMMZF7nDrW6Jowy1WO7o2mHiiCUdKKsTp6moGQJ1zFEEYRNWKlbBAmta+f5/LMzSGE2Anx5aZ7hkfHi80/+513zy5c4MRlw56Em99ziYBOPIHJoBYogzKZMOgFZVynIMuN2kOZNHtb3xCcQ98xtcmFRfjG7X3hvGkfY3qiUEusJY5fTrgOZHoC7dsjdqK26Bpv9UVvJXvTuVlK60Ttzt6Lnl+L0cW7dTSy7w8o6yRogOkE5ERdmNM3IBeXk9KSPf3+jBPP6Ksp1o3r9TZheFDeKNMnUfyVHsH9LwPELEcZ4BKlLkAocKXog7zpeye5cXO/0MHmiaXoBxnY7nKyPl9k8muuupYXJhsKNlaTSorvrBlOBUpY0bxApaVCJQkuTG+tnmnUpTD4zuu5c29/B7ReAZWN7iihRhFHW6GnnzZ5WR9Ds2EycF2Zr2jshtEJLFCckJOzaGnLnDTFnr2omJsZ2/Yt/+DeL/+Yf/8321q2bMoBPT8+zslJ/dHZ12z+Ymr/ADVs0L59UPH+6w10HGxzeqdjqKcq+ptHyaLZdVuoOS2sOa01Lo53S7hiCKF//nLBB/pikXT3EdTbINlPA9uwGRB/oZd+Ut1z37+g9+0EtRd/f5To90TIDgRa5F0jWEM0crnL7BMesGwL1vFO6s5zrM51ax3huyGrT8F/+oMxKx0d4TlaylBvH0/qdob6Bzmoj0Mlks9Zcp+HOuW2SaCpFzY99S5Mnj1ZYCV0iqWmnEleKdYfYPncBkVOVjTUbsJgc3CYfFcze1xowWuAo25cTZLXpVGc3T2oEKrUkyqJTS5LKXCoge17jXWcDeR2o12/q7phePsnUrbzlVbgokgSxpBMK2h1otC1rzYSVespqw1APLI2OoVyK8XzDTXta3H4ASCpcuOpR9QNuv2XiH1y6eOG5MOx8phfB3zhxEt93OXX2Epdm17jtoGXXuMuXXylz5orH4EDEzXs67N8R4KkW+7dJqgMFBgfKzC77rK5pmn5mVBNGeQ0zH3roATzfptt1izUmPzj7fTXeBHbRO/LfDPR1L0Ml+0w288nzzGBS5hQntw7uRm5NDui+ykk3scwn8Z38iNU6wVHZ03Vjfu8ph1OXCiAdhFyXxqq+G7O3Iz7/Zb6R/e9GM//rkk2zvgoxTjVJ4nB4T5sPPtDgo1/2MdojkC4dKTJqJC1KiI0uBSKf7RPkFEXm+hTTN/AtesmnzvXp2na/n+zapia7fqnJgK5TS5LbTEgps6RafmOP8fVSaF+3NrdczuYGRF5iFrlJEIQRBBG02im1RsLcaspyO0U5Efv2hLjKcHhnyKFdiuGyxqYFvviKSyKabB6PCFpXmJxUmCRcpyibxzMOmuxMGXINU4tF5pYL3LFP0g5clus+r50s88TLKb4XsnNzxK7NAe+9wzIxJBG4eJ4kCGWm702yjlTc233eBbrJwN4P9L7J6/5crBeFRH/ZbaML0/pky/qcYtd3b0M9vBu9c3A7PUDbHNAbn7q38qNLTzLXqlrd8LmvlVmu++BnnVVX9HmxXE9R+pjJ9Z3MfqrSP4m+rvyTvZJhnGgGK4pverjNZ58PWGl5RErTSXN61B0r67tm69w/W00CpjuqvQ7wLl1R64musdl1NRZUDm5jBMpkv18q8xsptflkP296z42/m8hXheeLZpPudgtyYHdtlzO8RHEWJNtBymLNENiYD71jjT0TKXsmwHd8ao0R6k2PU3MO7UCwdTBlZnWQx15NuPNmh73FbOMEgI5bx9HF4Z2L1579W/HaZVoFzeiwZPf2mM1DluWaz/Siw3LNUmum1FouS0uGlZWUnSOwa0JQKaa4jiUuZE7/3TsyjiFKVG/veRxnPtZxsi6T7R6HJg9n69aDYoPdQm++sS96y77IvW6T3AV6X+RWfeab2m7g3d2qyTq4u8DOqYnKkkvXibgyKTh/1cfgIqTuSQXW1YP9FRSxUWjVv5eSfm+RrAFj7UYhVDeCG5NVKbCaAzsi9mwKWDlbwKYuHenipXkUT/s8Z/qiePdd7XU3mLWmr2wo+240gTZ9VRWTG5ia7jXPE9vcSaxLiXp3se2nI12TfPIV6xDloI7yUz6K+4Jgt4OZZnMCUsKhrZq791aQOFyZdqk1s/0/yzXLzJJlqRGzeTimUs6CwVOvzuAN7Ppb737o/tefe+XUpL4w5eJ6YmJ2yn3X5Ws1VuojnLrmUi41aYYBw+Umd95YYWqhQK3u0upku8wNoIDUpJQK2TObLewCXGaTGVFufxBnEz5xL8KbXLOSA93a7IvuBjj7DSyRrwO57EVvuR7BJX2rSrpGk+uGkxvAveHP68B2ekKjpMe/lYr54otlLiz74GiElHiir3ryDTqX19tFfCOasm6cIzY80z6Qp0YRR5rdIxHvvafNK6eLYBySVNERmQZGX5/D0JVa9U9Srr+v082BMLlFtexFW6vWS4dKkYFbdcugOW0UIjNvus7arTuK1109s74BIp/YyfO0MM5eu+Nq2ZaKrEqXZouAcB2BTTRff62QaV+STC671kiZWjGMjzXYvdOwd1xS9nyUFFyZm2fPJvuuicF0wldMat+Fgp8ZOp6/VmaxHrN7c4qnPV4+7rPQaPHj37XC4T0DLNc8OqEiSbNfuOCllArZdIsQmVF9NzOOc/ljEGVlnnYo6QSCIJJEMflYm8n1BxaTz+KZPrP7dR3HuuvpOkXpB3gWuaVcpyS9Fn6+tmMjwK/n3Dkt6cpF+6iJoxIKxYgXzyk+87USncCDou5JY/sXXcnrgN6rZPwhIO/eyG+iKfmoWX9dPIo1AxXNhx4K+PLzbV4+50LJITASN81dbE0GRmlApOtlQtEz0My5sbU9Tr5ekzdoKzBKYixZFO8CXWZcfN2Fdj1y54ftmyhJarJBh+7AQ5TkoA7TnnNuEBnCfHY3TtmwVU8KgastQZQwv5Lp3hMDndCw1BAUBkO+7z0BS8vDHD0ncb2QA7tCPJ0l5s2OoBNIdL0Zk5iIhWWDSV22jTqs1A37tqbcuq/EWksxVm2xZXSZ0UGXOFYkJuc3eUKm5HqNc32+UBNF2bhao+3Q7GiajsINJEGURfZsODnj61ljweYJzsYjtd+zusfF84gt+0uHqr9t33VRzQ04db/L7MZOpc7LgbpnkZaXBVWC60TEUcqXXyhy+loRHAchVc87pMu/N1KTN1dQrjffXE/ybJ/j18aOZi/ZTBWpya7nwe0J776vxRuTBcLEJZUOnTT7PGpD9M6SzPWkr8u7bS6+MqzXxcEqi0VmfQsl+qK4wORlWfMNKkX9Rqn9mx7SPGonaSah7kbtbOjc0AwszUDQigRBLAjTzDAoyauZSmT0z9XZdRbYDOAJrEWCbcLh1RMj1OoerTBk06jm2qyPFIahCmgZ4+oE/cILv0NqNWWnxnvvn8eiWVip4DgFqts7DJRblEsdXr2YYG07Pzaz8hI2F9tflzXv3GTZMQFB6JAkPq1OkaVaESU9lFBImSWBmWVAnk33ZLbrU9XW5t1P1umJEOvA7lZU1tv0uVtql3dL23Ov7YF8Q2J5Hbh7vDvtTbJ4bszJq4LHni/Q7jhQ0kixXj3RPWDbNyWXbxp0eFPh7rrI1+XEfa37fs1HFGsqFcm77wv57DMBb1zONPKhkLSNQKc5yOnn4LbvHcWGP/evhcneOwd3t1adR3NjBWlfJat7YnVv3N7v0I3cKet8OjEZ144MncjQCiyrTZhvSNZCQ2IS4tiwfSJk++Y4L2F2r53MEuSu4tKYbH2ilZyfKvOJZz2G/IhqWbHYlCyuhRnl8Z5h34VX6IQp+o49MzjaslQTnDg/SidUlHzD4b1rhKbNbz6pWGxUeerVElJIrIEoNZkeJTXY3urs9XTmloMRdx2IaHUsdx9sc/f+kJFqtrC06wetr6tnR1IgE0Eiskie8cK+aCjEuoCp27ns/Ywu7847nrrbLDJ9kTunKCpLLHuLUfsSS636nl3Nt034wnMFvn6ymG2skjk9Ed0tZW+mJhurGOIPoShdgOUt876o3rWq6y8XGpNF8SBwePDGNu+9v82pqz5JqrFSERgHtwtwIZBp303Xd1vZvpBru8PoauOcqO3+3ZiMpuRU0PZRFGH6GlhdepVrurugjuMM5FFeHQkiSzuwLDbBuh3eefMa9x0MaHfgjgMJdx6Mu4lBdyApG5JONGHkEScaayVChDxxNGSpqfjC82UWmz437VLsGXOoB4qXTid89Vgrw8BvPbYJg8RTbeJojeGBkJGhiK8egyePDbG44jHgKW7ZkrXNjYVWCPUg8zNJ0nU60b2YMzPw8auQWsvXjibcuq/FD75L9Nrvvpd7e2iBijKPvX5JqUjJpbbZT95AT+RGYOsewG2v+9nl3VkEX6cmOpfsZm3k3FpZpev/rK9qklVOYo5dkXz8qTKQjcsJsU5Puk2N/sj2jTuYGyNn949dDp79vRs5+2vhpo+mrHc3rVV8+9s7PPFCwKuXXJAxiVS0hcyjeF5NSXOOrPsJn+2lnwa7EdS9E8ViZKZBUTYDtlUZnZFWIGzftFLfSZSm66W+9UTS9mhokmYZwbbxhO97X4vb9kiqpXLuvCWYmhNvqqMniaITujRaLp1QZxNIynDj9phKsc0de0K+9kbCycki+yqGnUOKA7sEg2VFklr0zGp2pFSLgq1DmuXVCicvClod2FyCg+OZT18mUs+O0FaQMrMYs9q0dHMZIcQGLYYSIBUIHJLWCK+fkxzalesn3DQb9k1y4bvIRqrSFFKZu8hau76DJ4/c6zsv13UpPWD3KEm/8f161F7Xo6cbDPG1Xo/YvSRTpZkkNk14+uUCJy5mlROkg8qTy/XmzvVd2PW59nWh7B+hRaHLxc1GXcqbdOIyi2ZKEUUOh/cEPHhXFsU7aTanGgqHdh69s8+xvk9+A8jz09FaQNkNiW43eit5XTTP6Yu02dP2rTmBbGghzdv5cZLVsjthNtmTpLmwDCh6cGCnS0FMcHEqU0CuOwT0veZNqtRIVusOU/MuzU5WhNAaPKdA0a9QLafctjvlwCbL7Aost0K2jwVsHlFEMej33BHhOZKppZSj5w0mjRkfKnLjLonnWApeVmXJ5idTquWIa4spiy8oClE2CaM36EC62pDspvBdSbWiGBnI1GOul0VMyEpIbqjAaqJ4Y8dP5n/u7XDsi9w9nYpa//N6Yrm+k0d3gZ2vsNYbwN2N5GnfzGF3gjzG1THn5wS/8ZUyYexC0QEhcQS9hG5DeTA/wjZsKPtj8u+NZcLrun89S+ksghuTzWwWvZjve0+bL3y9yLkZB1SETSWB0NnNl3YTTXKTngzk3cqJxq6/r6K3UMrafNqtG9HzJLi7T0LlvodWZv+dsPnvmh9H1mbjip3Q0uxYOpHtjZJplS0TWFlTvHpGU61ICh75Fub1k1d1vy+VDX0HccpL5zpMLygGi12rPZktInAFrusyOhiwaaTO6GDCuekxXjxbygLWtn3fPb68cP6fNOsv4FPAK0pu2Jayf1tItRyhVIIQCcVCiJARxy5pnjxRZmmtwFBRUC6I3sCuozcuWvUcQcGDSslSLSVUijGlQozrpChl8qNY4SifWjOze8uGlfuqEf2URK5z7V7FpBuxu5xb9e3m0f0Az5/arA/S9pcEe/w7RuuY0KZ86qkSr58vgKdAaKSUONKuV0/67JvXV35cN8Xzh9XCu3XoDdy7D9z2zdUUY7ogl8SBw617O3zL21v8p9/16BgFQpEYSVtIVPeoT/uaPclGMNOrnmTvrZXtRW3TfwOqjXTK9gRcorc0rJv8O3nXdKUBSw1BkutdtMzG16y1SJGQpIZGK9uY4bndGdnc9SAXwvmuoVIyjA22ePD2Ol96UXD8oocVLkVP4QCOyDZb7Nsu8N1iZgeC4JvfcfM/ueXIvh/WpyenqvW1+ntSUee+WzXNUFOpBHRsGycNePW05olXC7ieh6N9llc0nbbH1kHJSFVRKioKbnfn+7rO2nPWF6yWCgmlQkK5GFL0IjwvpuDFFL2YCzOKaysjzCw6pEZs1J90mztiI7h1f1KZj7CpbiLZnRzStg/waU5bunw7LwXmE0b9VROtMs33uRnJx54srvuwiMx11RG2r3KysYP5pgSzv13fRX6vwdLXetkA9HXRlTXrXc7UyCyap9kwcGI0rtF8xyMdPv10wJkpDUJBmhkitfNcRuR18PXuaV6WVDanFnnfQYleRaUnhlNd/Xj+gfsc0oTIJQB5IaC72a7gSkoFRcN2uNpMuDLj4viKgiMpOZaBKNtc0Q5TGr7J17/IfN34+qvnZvuQgkgiKXBke8qeiTbztRbKaVD0I556VfPqWR9RcFlou4hJSyuUjA+tUnBm3rO2klT11oGAChEXFuDpY5KrSxpBCUEBTbZ9t93J3rjgCgZ82LlFMljRDJQUpYKg6GWa8Z4LlGN72w8KXua+WvIjKqUOWgVYQl6/CE++7vPC2TK1VZe9IxGjA5lVsevIDXXWHuC7q+/6OpMbn+vAzmjKeuRW2qBlXzNHGZw+U5vM+yPrWCYy5fPPljhzoZDdsUKDVGgBjrD5oqt1+vSNmjobTG+uYysbomGf6AoyQHNdRDe5fbTJS4amS1UixcG9IR+4v82lj3lEJjtprJCEQq+b13erJ3nVpr96o3uT7XlUz/MswzqdweYcfsMJZXs0Ush1jX3Bs4wPprzznhbLjWWOXoAnjhV55UKFeuCzKDXDBfH/4+69wyQ7zzLv33lPDhW7Os70TE+ekWaUJUuW5ChZGAdsAwa8mGTiJthlAbPsgjGwnw0sGQw4W45ykCVZsizJyjmPpJFGk3PoXLlO/v54z6mqHsnYJhn2XFdd3RPU6q65z3Oe93nuQNFM8cwUKxOimyucxmTBtExBuyvo9gwa7TKVostkSRZHw4h5+ysTrrlQngdIIoSScmxeZc8Rg0PHNVo9Bc0yoKMKOr7F2jHBJZsFc0saSw3p/pkkaf9gZ+jSN9uxBa6t4NoprhVjm1moaq6U1yNMUxpT2qaPrvdIUp/H96TsPS649o4ys3WXetuhaOpMFxOiMMHPffdUpa/EyGeuw0uc/lZyaDqiqYOZtzrckuTAz3ttTfqI54dJtV+9w2yxE3HglMqHbijQy0yGEBpqXr37QU3pSw6YfaAPAVp52f5kZdvysszCoZFh3G9XhrjiiSCONcwk4pfe1ub6ex0OnFRlKU0EiaLQQ0X0J+GSmzzoqdOhnl8CXc68UzlMGP7G1PwbzhZHsTwcJiIlHwXkzglW5imjphbb13q8YluL/3DVEvONBT5zh8Pu4zY7dxdZ7pqoqoqrCzxdpmpY2sArR7a3MmGj3lSZrwtc28A2TUwtRdXkv0GSSpwuNVJm6zETI20KRkSaZqJlRUlIkpSFOszWQ87dtMSFW20OnSyx1NDwQyXrieUPYBoptpFkue6yQnu2tH4wjRBdCzGNgG4Q0uhEtKOIT99hc+h0gTufKBBFFomqYWsq425K2Uoo2Ckirxz9/fHgcZ97jahiZVuSL27kwXH4cBKvALg61Iqs/DzOqnh2wNRCmn7CR24qcmLOlOBWNFBkMljOO1GyZYpQ5MJ7Zd89gPS3WtGvaEtQVh7wzpiH96OykzP7cZU4lWPDqZrPz76lxQc+pdMIskqgCGIUuv3vMBv/DVXwQVx69nsrqrkymJPnj5v+ITpFZAupHBzDPJg4UWh2DdTlAn6o45g+M6MB73u3TxAvcdeTDQ7NqVx7e5EoNZhvW/RaOq6mYKkKpqbgGCmeleBkba5tSLAbmXBcKJkJf5iw3Eo5NBewatzn0h0J7ZYsiCmgLbZVji8KIkI2r9K443GX1160yNnrA5abBfxAJUkle0xTpeLFNkMcW2bfmEZIvR2hKCEREU++qDK3rLDzkMFtT1SIE4NW24JUpWiB6WZ5MGqMqYGtp1i65G8PP9b74BaD/k47o3IP2IFDlVobrt5JH9CqeCm4NSH5JmpWvTUj4st3WHz4Sx5+nEl/FBWRTU+0IWC/nC3ECqAPEey+1RlzcNhU+r3xymnKMNsw9xkcAnmsEgsNU4v4+R9qs/eIwce/pmWbGNmcROh0ECQoxICV9d16CokKWgZy+ZRIs8NmzlcZetwoKUo8dPZIIBHpYPua/fUklYS7nq/SVA2iWNDRTVlMsoXaa84NUJSQH7qiQZwE3PGUzrMHDU7XDXbtdeilGr1Q4/CSzBBydLLspBhTi9Ez864kkYkhC52EreuavO4ck31HLaZGWoxVYjQzRbOMlHIhZXpcYaSo8M2nCjy8t8uHf22eHZtazC0aEuBZ/2oYEYdPw75DYOgRQkv44t0u83WTVFF58ZDD3LyJZQscQx4sxioJppZIqwNB/6EpBH0rYxnjPchLzB/9w5HcfdeqHNw51XUFYWo4hGowMckBLj9PGDaV1FTpNbhYh+vvclgOdPkNZWafQlEygA+iD1/2YDm0rCIfFX6ba7BcWUml7XumJAPAS/u1nIiloqZqRqdVKekxb3tdhxsesFlsDh0MgASdLtkhNUkx1RzMcgWfCEhyNU/WpgxX8371zoTjipBmQapIVgA8ZyBGkWSPip4mZW29NPsS8v3Ts7Rpywyx9JB3vDLgJ67yOb3U4vnDHSBhtim4/m6XRKgYuuDYnMHeUzp2VgyFkIzLubpg41ST975rkcbyap7br5LECrXxFE8kaBrSmkHEguNzCuVik6DRY//pLr0w5MZ7PLqhhsiNdAyDJ/eYPLvfxNQEqlBpdnWURD5ainbKWaszRbweZxYM0qIhr9KSQilX8sOC4UF62Evn3v3tZAbu3Ku7Lw5WhxiBKwAuwS0yzaAqcrBnZpL5y4655S6bx561SMhcbBUVEPJGy2+4PtfjjHEgZ/bgQyX8O7qUFROMl8QrDq3wB+AfHDpJBa842+f7L+7w6Vs0+bhJBgFVaarhp4JYUQhSMIWSWT1DJMBIIRYpwxrNQWXOAMqg8MRKSqySCZXToaVU/u8rWaNRLH8/CCWHCYWsIKUD38fM+9G2InbMSOcwiLhyW4Sm9dC0mGf2C57ap6Prg9FwL4Sb79WYqXUIIp/FbpeJMQu/W8CPTNxURzMMsMyUkVLCSDnlku0+Ba/JJ24psfNImaMnbRSEPOVqMpzI0mGVN7BwWFtMz3CXGrYqzi3SpJxMAXpBQr0V0ekNhAxqH9TDIoZBz62pA5rrwIh+SPmejQDVIT6JOly9RZJpCDOwiwgh4v5K/sBRwSdvcTnd0qX8RxGgqP0NrUq6os8ciAqG2I7fEs9nLHnSl6ncwwufFaqbwcFzIIwQQ45YWT8eq4x5MT/5pg4PPmdx4HTWU/UPNAmkKpFQiVNBkCr4idIHepyCIfIqPNR6DO1c8zW6EAIRgxorkhwXp5kMbcAmTGKpzidR6PgaSw2VTi8/y8lZd9/ktP8kTrMhwIDtqaopqpIwMxqzZdXAgMnUQ4QacM35PXYfC/mtj9ZwDIeSA0VTErv8KEVLkhShxHR9n2f3ubzq3AK61mD30QqL8wW2TqZ4puQZGRn9dJh3IS/R75dzgOr5XFMXMkkhS0xwzJRWL+XhXdDqQcHOKp4Ykp+JM+Rm2kD9nguF5V2fCYT1aKDCWbGZHFRvoWQf+5/H2TQlohvD313n8cCT1qDpVyTIlQwn6gq1zGCpk1dzzqjoZ37+kv47XdmH98dxQwfOZEUP/nLVXAzallgliVSuvMDn597Z5H0fUvEjshV9ghyKq5CqpIqkPMeKwBdSvGwnYAkFI5F20wNGp9JvsPsMxey9UONcgJyixUPAzm5SoaQUnIgwDjlwXKfdEViWMvBg1wWGAYamym2mNjD2z2kA/ZsqHzRkGlrLjHGtkNVjbcKJBoFvUBAOF67vcmwhztpq0FIEui5zIIMINL3HnU86JJHNeWtSqkUFx8q3TRlVNeuRB+Y1A4GCyKqv3GTmESBgWwmeHTNR9WmFTe541mS+aeGYOaGKIXAPGWdmd/WwlbE5ZESva1H/oxQo5Ct3+VFVEhnzIZLM9SnJKL4Z0M2U+x83ueFeG99Xwc4PaKI/HVhBiT2zPTmjTeFlAP1te3BerpLTr+JJunKNzxmtigS+HCGaZszbruxyx30W33zMkR7LcToAuCL6T6dUyRiKQiUQKj0Bdgp2qmS01Azo2aSH/s2dyfSilFBN0eKkn9ocZf4qKXLbWy35tKMWTx0uEHYsJiqpDNm1pMusoWcbTE3p238M2qrBmj/HSN4dWGaKaycsNy1GqyqvO9/nied9LD2W1TuQGUXaySWV5SWN+WWHTWsSntgXsmtfgc0TBqtqKsWCimPJvEZdy5IFshGN9LMYxL+lGRByW4Z8m+lYMa4VUS74TNaWeWxfl1PLY3Kymg61KRnDUMsV8MNWannVNjKAG1Hm9CpfmhYOgTybiqgxioiIJZWJVJH+hiLvKUVKvS245X6bPSd1OQdEDIFADMaBmaBXvISCOgD1yvn3GZ+8LOgH1bFfyVP5WM9FEH0a8hDgV3qq5G6v8hUHClsmIr7/ii6PvaDT6KogYiSnXrYkiqIQp4IQQaJopEKTwglVx09U/ETBSwT2EC8/34fmm1ElJ0blII9SIi2zmsi+/7yNGy93MeyUXUcM/Eih4sS4ViLzR/WMyJdZ6uV2dzlpK4qk2keu+PMne77pFJwumKxujbBjpkWaNHnhqMtEETat6lGtdNF0YtI4Za4Oza5Cs1Ni86TBRE2hUkjxnADblKDSNRm4mveEQaDR7Og02hpBJK3BREZ0krEf0v/bsUOKrk+12GTXoTb/5zMV5hYc1o+kA2+T7OmQG9UPfLkH6QpyASDBbeq5jXH20kIMI0TXAlBD2p2ExQU4taRy3TctDp0SFN2UX3hbl/FqTLmQ4JVTPvk1hw9f78gOM19NDpll5rPu3Gfk5caBytB/sWKioqyA8j+8zez329lcfPj3U/lfn2n1MKjoZJtJeaATKvz82zscPKnx8S+5eKWEUjFhvBrzC2/rUnTh0AnBdXfanFzUWWrotNsGQWwSqwZtzSBMBGEqjTGTfg+etydpJhdMs4kURKrSP1xGmTtsnCi0uyrTEwa//e4lfuOjKs/vrzIRCMqWXBLKdDskFyWbpKWppNi2utDoytTsOHvUSeNVufW0dQXXFhw+KZioFdk0ZdCsxihJhCZUktRAmx7zGSt0mHRbhLGHqiYU3XYG7BAzA5CuRZhmzKkFhbueMJkcSTh/k4JulNFUDz9U+9RHPQOiZUY4ZkjJ61JwWzyxx+e9Hylz4ESF6aqcgRvamab0uePr4ABi6nG2+pex2ZYhl0qGLpdKtuFjmT26YcQLR+DuJ02e2GdxwwMOiiLodQVJlKKQcNODHkKJuWRrwDWX+tzxkEm7IcBZ0WT00Xmmz/e3VO18ixPmy/Xgw313Ovw30wEPmn6VzsUHw0BXhg6jZz4mJLnJKyZ8/6t6GDp832U9Lt4SIkixbTm+jCOFd1/VQxEpNz1o8sQ+gzufcDh0zKHRtfB1iziVQI8zlc2gEU37fbFQcgpFghYKAg3CUOmnF/d8jaWGy+Ypnz/5hVP86t/FPLZ7hKqlMeImuHqWWaonfSUWqVTdL3UTWmHAeVu6jI3E3POEwdEFDcOQNs+6JjDaKlZd4dC8QumIglBVGh2NjqazakJD60Q2za7Fje0uGwAAb+9JREFU7uM6B06nLLUkMUk+8jRABcWSmzw9pdFUefGAxng5YdOaiB3rNM5bD64ldYxm1kZYRohrBRS9LkK0eeZgzP/86Ch7j48wUVYpWQm2qQyINtm0ZRjceapZDm5JzAmxzCBbMklgJ6nPMwdTrr/X5sb7C7xwwCFRddJ8GqIroMWQRrT8AOKAB56SMSqbNkQ88lzMcleA8fIAHdT0YWCnK9mDZ4BZWfEV/uHrzBl4XpH70xOkWebKqj70BBi+a5QUocFyXWXvfp1XnR9wxXkBJilxpBH2DOJEJU1FFhSV8MOvjXjnGzrsPtDhxgcsrr/HY/dRj47v0tRNIuTsPVtdymdVljStClDDNNtVJGiagq8JeqFCNxAyQrJtMrtYZMN4zB/97By/+rcRO/dXqPckI7VogqMnsg0eCjC48tyA7RsDtq2JGC1HvO7smOWWgqYP8o8S5BRJSQSaSFlqabxwUGFiJGWsCtqx1lT9yLHgGweOV9866saM2zK3cKGesthICCK5YcsnJ4YGF62XAU4WKmoqiOKQghvgWNKc0rUlsJOkx8HTETc/bHL9Q+McOFZmvKQwaicUrBTXlJxe08wis/M0ACPpx2VbeRqEGfWBbRk+jt2j5HXZfTTmS980+eTtJfafckGxwNOzLHc5w07J57URqSIQYcwrLujwF++t4zoJBTPhb75YoO6rIFbW1QFOVx4wV/YdefOdkk+UziRYnVm9X/L58MqclQCmL0oeKCxfcgbIqqqqpix3BX/zRZc/+YSH66R84ndjXnVBSBCZ+IFNlMWjk/08qi/5OFtWBfzGj/q887U9PnVHmy/dUeLFwyW6jk1ialmvL2+1YZan6LcqSh/gRqDQ9QWGpqJrOkK1UUjZMKHyJ79Q52uPtPnaQyV2nywy37IoOSolU0asu2ZK2YMkLBB0NfYdSTlyIsa1EyYrSV9JRQpBqLDQUJlflnmcqoi5YJPPqy9SvrFqo1fX2oevnx0X/IExHb/VNLu8YkuPXi/loWfL1Fv64CEoBodBXZNEmHJBYawSU3Blj10pdqgWOyR02XUo5tbHTW59pMYzByqYhslkKaFqJxTtFM9WsC2lH5ktP8rQVcuQsjbLXBlxYpsBlilzfIK4x1fvV/jErSVue7BMT3FQLANd1TBUpZ/ho2bADBOFVmTQSWJWjzX4+be2mB6JEQn8yo+3aPYUPvbVEp04kf4L6YrmYYXy7OWq9vDHwV9Vvm0BH7QYQ3W4D3SlD+qBlpKh1mT4+5FtQjdO+dRNLn/26SILPY3FDvz9jQVmVjeoWgadno0fGCQZwIWS9PcFfmBi6AHToz6/9eNdLtoQ8olbe9zzZIXlboHUMkiRgkx5Ew/MNSXYMymimgyMT1WBquryzI7cxq4Z0/jVH27xfZfMceujdb7xWIGnDxZZbNhUCypjiaReHD0tVUElT8U2VXlOE4Mxdf7T1zsBj7zQoR3AhRtDAop84vrjf6AoR2Y12+5hGTDXSnlmd8JyQ6FgCMJYsHpcx7XS/ngsp67mrLGiG1L2fMaqbUZKDZZbHW57ImHXYYPr76vxwgkPJbYY8QQVO6FoJngWeLaCawkcU8W2NCxTKjtsUyauWWaMnVFt++C2fByzR7HQJqbHZ241+cC1VU4uF1AsG0PXsYSCq6ZYWiItjdVBWFOSKjRDhVOBwrvf3Oatr0zxWzYKCWOFkJ9+c4eHd1o8vkfPXHHORNBLgX3m7w+QnR05/wF8DyiyQ714f1KS9eJnHkKzPx+ervSfLopULD21V+cTXyswV7fA1UhR+er9JlvWpvzXt6k0Wi5d3yBNlCyQIOfHS+JZmEV8W6bBmy/tcvFZy3zw2pCP3xTTahdZckwSRNauDA7gsvgl2eEzzliXQi6Fht4H6XSl4jkG21a32Trd462vnOeG+xs8d8jh0X1l9i+6tAKVMI5pdwM8R8HUJcBXnokUHEuhWoYLtghsO2T9eJdjSxZzDQNDi9FURYNUoWjFjHqCNPKojCicvzmgVl7A0FOSRM0Me6RGSRUpphFTcHxq5RbLrS5fvDflxocK7Dro0QpklajYCkUjxTNiHDPFNaVkybVl7IVtqdiWwLEUbDPFsdIM5DG2JQURjhXgWD1sq0fBbfPMvoi/vKHIXU+WOdkoorkGtibwNLC1BCszzdf7dm25SX5KJYYdaxPe8gqTXk8nTRM0LSRt+2yf6fHqi7s8d9imlySSTfRSjPd/8RKgZ2/48MLnO7lWOO2uAPVwz51X78F2c+X3JUNhe37KPY9ZPHvQBtcCzUIIjTSFL99vctaahKrjEUVKJgAZ8Heko640std1nTDWCUKdqtvlv/9oj4u2nOIvv+rz5L4qy9ikqcieK8nQZCV7IuTOV30nBNF/P5JUxpWEkaDn6zhWwMyYzy+91acXNXn2UIsbHvT45pNldp10qRUUypacyGnZjLwbKvRCIJVTtpGizrpxm6KpslRPabYtSAziKEZzDGmu0jYSUiVhfCSlUOpwcD7iRD2gE0IYxpy/IeDcTSl+oAEKlhnQ6gXc+IjKtXcU2XO0QKdn4WqCiqFgewmmmmBqUqpkGVIY4VhCVm9LlS9TkUwxa0DBdaxQvuwAx+7h2V1ct8XO/TH/9S+rPPFihdRwsTyNggaelsoMGC2L7FYzB1kV9CyP3jQErq2xZUYnDOD0QhfH8rHNHqRQMCJ+6poeN98bsvtkuqJFGRTmlxkVvtzn3xm2V1z58W1Aoz2TPvuyJwPyiYYqEvadVvnkrR5RaoJmoWkmJV2hbCS4qct9j2tsXavj2QmWKc84+QItyJIsgkjFiDTCSCWKJJGr7Pj8yOs7bFozxy//ecwTe6vUbZeUfHGU9M8Ag1DaONPSqtmNn0svIIkVokhGwnd9nUbbwjLk0/rSzT7nzHT5kVe3+cw3HW57vMjpho2uS2Z7FMZs39Tjwg0BgS9TMDRNZbGlYi1r2A50egp+LwtGGB8bRQiNQmGZWukYu46YPLLbxlRVFGDn4ZjFVszEWMCqWkCvF5AmEUIz6EYl9h32iCKdkilYNSIVGlpmpZsTpUxdkdtMY7hyaziWgmNJcDs5uO0Q15YqIMfqUnQ7hFGbB55L+Y2/H+PpfVUU26ZoKBS0FFdfCWxDG/BgZHpDJtKwVMoFHdtMWWrYaCJnNMpNZxgajFe6TI6F7D4ZD0FOeSmolTPVLWecNYer+HCJX4nLl0xEhqcpOY12+JZaseDJb7z8+yHh+KzKiUUDdB2h6niaQsWQ556aC71uyqkFhUpBxXOEPOfoiYwr1wShrmLEMWEUZwCXBvx5RMk56zr8xS8v8ZsfjnnyYEy9W0RBEtLySp6DfCVtWCWfR/XF1Jm9n6Zp8pyUGeebRoxrBWxd1eV97+7yY6+ZJYxjVD0ljlQ6XYOpEcGqmmCp4fDcPg9Q0I2A3Ud97njaZNVomZGKSxTFaFMb3obrujy/61meeOhmSkWLK7bD2okuDz0vOHDCoFZTCSODgwfhSB1aYYKpKpRNQdVOKZdTuZky5BBeemRkHnOCPhfFNiW4HUvDsRUcO8W15MrVtSW3wLVCHMvHtbtUvDbdsMXvfdLiujtHWAxKGLZJSYeCPoinM/ue34MlQJ5obBoC25TV23FkDLaMjdYIQo0w1NG1ED/QKJcVfvQNXZ56ochyckZrckZLMuClKCuBfubanpe2LN9iTnOG2OGlIogVX7kPfvm1mwFcd5vF8rJ039KFkLmi2dJN1RSiJKXTlYGuKZlNhymzTSNd6XtKGrraB3m/kmfV/Ky1HT7/u3Wuu7PHb38iYaldysbJMviK/qZ3COgoKBlxLRfRJYlsVVSRZn25vGk1Nc1ENC5F12fLqi6u3cHQQ7o9i1MLZZodk0PHBYYecHS+w8O7XNaNmZQLBhfORFx91fls3LydbqeFVvJ0dNNi3aqUXaMtbntKIUoFMyMahhBcuk3Q6cnTcErM3S+GHJ7XmC5A1UkoOVCwFRxbHhp1TSGMUpabEV1fjo7MzD5CVm61X7ldK8Wxc1FymL18PKdLudCiF7T5wGdsPvWNMTpKAc/WKespriGXA1ZeuXU5N+3n7wwJWE1TYJkqliVtMPLK3Y/OHlKqCwSGtnJG8ZIpyfCk5CWclIGO9KWtykureD5BGVBTBxKywbZSGQL9Syv48FcLYpG1DdI6wug7AMj/e5xkDlO+QAgFUiE5J7HInIFTdFX2x7omwT5IYVD7eTqeo/ITV7cJw1P8/qcTljsVpNW8jErpT976WTlR9r4NKnn+/mlqStcXLDYkvVbXFFxbx7Njiq5O0TMoeya1SoPj8zoPPlMkTQw0NaXj64yWAt7+Kp/p0TZJGvPV+3SOzits2qwTRLrkmikKdAOFMNBYXzOxDZW1EwnFQshC0+fICYdt6zTWTjY51e4wP19i3BOMFKHkqRRdjYKrUnAUSl5KEAU8/JzUWJqGbBMsU44DbVP0we3aMd4wwB0fz+5SLTVp9zp84HMuH7llHF8pULEFFUO2JLaRCZw1+bX1vsn9IBNT76uz5QjSzNiQqiofo32LtGTlZnCgmTtjyaPky41vZdU2ZPezYl3/8qrMFf12f8a9ckWfZBvM5Exwr/hvZLVcsU5V8rCAtG/rkKaQxLknd9InzUnDTRkYFsWpfP8iyeEPQkFoSKDLSi5T1eJYUHRV3vPGFml6mg9+NmWuVQH0PsgHg80kozzE2fuirmCcunZMuxfxwiFBGAqKrkLBUSm40vS/48unR6XYYd9Jn68/4rOmpnH2+piTy11eOKJRcjyazSKWGaGrbWwzew+EgqYoKp5jnl5sqrd3otGrd6xvM1qFE4shD+5SiEObs9YqXLB1idONOkstl1UVlbEyjJQ0ykWNSkFQLqRUSwFrxlo8e6TDwXkPWzEoK/SBZg9VbtdOMnCHeHaA6/Qoul1Gy02WO13+6DqPj9w8Qah4jDiyl3SNFNuQxi+mPlBh54nGMtlhwG0xhrjoOeVWRm/kfSuDSpnF7PWrrTIY9UnH1vQlwH7JJrNveNlnppxRv5U+qIdX9SsPlEMgl53tGeKHwedntirD/b44464aGGOmBFGCGimILA4uN6uPIiWTBUpCk64l0gZbF5nddQbw7KlXcgU/88YWcTzHH30+Zb5RJUl1+V7mZxiFFT25JEzJf5PEVLCNmLVTy9z6tMqLBwqsrUGlICh5Gp2eRs83iGMFzylRcpdR9DZP7dcouTrb12tEaYfnDvg8sMumWkw4f6vHWCW9HWGfVtUu2sy6TXzp+k8eti3jrwrlsauPze3GjxSeP2QzUdE5e13M1Ng8Tx/qcfvjNsuLLpsmFcaqGrWyzkgJqqWIWtlnZqIJ6iL33OJwfE5jx2pZYU1DyIOeqeBaSQZuWbU9J8BzehTcLkW3wcMvBHzpviKfuHWCRHEZc5FTAFO2JbahYBlKli8/TLM8w3VWzTMxlezgOfAuzCvxGb2CxN9QJeyDW2GQQbMC2MoZIF/Zjw/dJ0Obzpdpxvvc76E2JUmzgKiVPPBhc87888HXWslMyX9frvyHcpLiLGImM7QnO/iFKqhRRqLKiG+BLo3og0hGBkqPRNneJbGgXFD42e9vYejzXH9fyCMvjjKHOWhX+hvgJJuqDKp3YMl1/raphFed2+KBZ1WWjzisH42p9aTVsh9ohJFOmhbZuDrl3Ve3uP2JRR7e43FswWb7TJFz1vXQ1RDX6LJqajPdoPVXO3fedPjqq35CujNsmIywLIXWcsyejkIYm1ywOWG0ssC9z+lEzys8f6CEJUzOnhaMV3VqFZVaOaFWChmrdhmr1llsN7n+QYtHnquyqiJwLbBNuYWyrcxmwk5wnQjPCSn0wd2h7DW58YGID3xmhH3zI2jCZsxJKZuy53ZM+uC2DNnX67rou2kJMQAXykpeee5l2E8CG1bkMDgUISTNV5GaLBRk2OqwBnM4N2iFmkc5IyNz+Eb4Fi3K4DXow5OMT52IgT4yydPQVoBb9JU9aSpIEUTZbDhlZfZR/+sk+dkjJY4TolhGkqTICi6i/GyR2VJrinRS0EWWxpDIA2ks+kBPUoWSJ/iJN7R47UXzfPDTEV++b4I5LEiHKnkGcqHEmV5ApdNTaHU0Ti0UuXxryE9fs8D1D4bsni2y2oexXpgFm+n4oYYflpmqmfzkG1o8e7BDHLe4/xmH2oJByYlZauo8e8DEWzJJYvmzyBCq1dtxHZujc4Jk734Wl0P2nzAp2x5zcxpJrLK+plApCqpFlWoJauWI0bLPxEiLammZB3YH/NF1IywtFSjrKuPFlIKj4toqni3wnBTPjvGcGM+W4C7k4C7WuenBhPd9rMaBhSqeY1KzU0pmgmdKw0a56VSwdCG5K5k5jK7LtiT3x8ujM3LA5aLl/ks9w9dEyNO+qiZ02vDoLoNOnBn9nBENop7x8cx0h2HNYp7RMyz+fQnIM8FIIrJ6lw7EwMPgHngUDhnkD6l64kSqpi4+O+TLD8b0knQgAs7/H4mknPY1lElKmn2Mlaz1yf4sb+k1VZF7BAOsUEgf90QyEaMsMS1XFBVdwYaJJu97zxJJAl+6b4IkNVe0K7KQxENVXMXQVcwlC0Mv885XL/PaC+b5oy/5PPxcheWuzuogpucndHyNVkdjoe5SLdqMF0LiNOKSLQoFN6LZjolSlQ0zq1i99iyCoDMA+PjEOKhr7zhy/L4Peo77GwpdFFVgmBqXnK1iqSpxKiMlim5MpRhSK3WZGq1T77X4tY86PLV3hFbDYboM4yWoFlVKBZ2Cq1J0U4pOTCHzJyy6AQW3R9FtU/IaXH9fwvs/XuPAYo2Sp1OzEul8ZKW4puS9yJfoH1ZNQ8hKbsj2Q0HqAju+jKLL+ct9FUrfxzvpk/WlfE1+rqkJS0146CmTXqShWKIvVVuRP59bJQ/HeQz/WlkZPnXmnPxlFzgJJEr2EgNA5tU8ThTUl/iiDKciy8P7ZeeHlLyQXiMhTtPBTZG+9P+Z/17/Zkukx0jXj4lj+Qc5w9M0BEE+TowVoigz5l8RmiX/bLwoeP97ltHUlM/fM8FpLGQm5/B0JR48BYWKUHTS1GW8Klg9ovP+dzd5cn+LD3xulGePe0xXYKwTUW/FzC2pGLr8uU1ToeSFpEnEQgOEWiD2lz54+UWb7njmxZMDgCvaDH/x5+/rJKl6qOQmzC4EvHjUJFUEF29OOf/sTv/xWHQCKqU2trnMrU8qXP9glad3lxixBZvHUqoFhbKrUipolAoqJQ+KXkzRjSm6IQXXp+j0KBXaFAoNvvZgyvs/Ps7+xQoVT2c0A7drydW+YyrZKl8aNebtjqzoGSnLkKLkMFQ4clrGouRv4PBUQ+kTdYbBPRAj+yH0Imn0oyiZn3n+FMj68H4VHyKfKUPgV8TQFGW4dg+NF1Ne7oCp9IO4EpH2D4Vq3rIM5UwmycqQKtmqqNhqhGPEkMTEKUTpUP5mmvYr+jCwc5WMUKAXpMwvR0SRfNJJHa3ADtVsZKhm4mKR3YBa9rWVIYqBYKyk8Ns/VScME758/wSnEocka1fSjPzbPx+kQKoSJzpRrND1NUYrJled26TiLvDVB5vc9kSVpa7FaDuhZMubN0kVLtses329ZBd2DyosdXTq9eVDf/GXf9D5lf/6vwYAB3jVa34AXbfYt/tewt7DXLKtR5z0ODibstTuMF7WqRQ0Eho8+ILPdfcWeO5AmYKus7mWUnah6Ir+yLDoCkpeSslLKLpRVrV9Ck6XktfCtJp89QHB735sggPLVWqeSs1KKGSeda6VA1tqQm1T6/NW5CQmyRZE0tizUuhx8HTMgRMeAg3PUVEzHkYOtFxXOUjlTVAVCW7DiPjM7SYHTxugamh5ioNyhrutkLpTseL3c87FUBKcogxVc+UlBz/OqKZ5YkKsgJJkXycDuRgCdJKkWf+78hVFKuvGU378DW1+7xMl4jQhTEWmqxxqVXI3K+TNqKpgG9IBeKwasOdklyMnLSpegmdJGkVoJnJMGKdSrBznlhWQpFof4LnKP00VRouC9/9MC005yVcfGmOu7WWWc8nQK+23TGGkEoQ6XV+l1dWoFCy2rOrwvh9v8ENXnuAL93k8ubtCc1GnXEoYqYa0w4hr77BIYouyE/G6KzfzhtddTqfb41c4A+C1agXTcjh+2OTp/RHWSRnx9ugLNjNjE7zlshhn4ywfvy3lC3dNUDIt1peh6qUUHAXPlgsA15Hz8KKbDKq2I8FdKnSoFFscOtXlk9+wuP7+GieWy4y5gqqZULRSXDPFtfLKLTJQaxl3RYoUPDvBcyI8J6LoBIyUO5SLS3zsTocn9rlsnoyl6NmQFZFcanVmPy5ShJqLkmPmmiZ+ZICep6hJ2oGWE/uzdiSPLslTxwa5nbkFhtI3lxq04coKfCdZIVux9VQUEiWVOe4ZwEUsv34cC2I1HfTj+UEvC4uNYg1bV6kVIkgikiQhTFSioWAo2XcP2IqSTiHfp7IXsWlNi0awxB8+P0YjMBn3Eop2IuffSTwICovVrPdW+2eCFaPM7DwxWlJ4/3s6nLftOJ+8dZQ9xyr0YpUwgSgDeBzLCMEwlBOTTk/Q6pg0WjrLTYNK0WbrqhZ/9LPLfO7ugE/dMsa6UZvvv0ywdlWPh1/sEkUJhCm66eB6Iyhqp/+eaoM3XQfM/YbhHKiNVNcfPJoSRRpvvFDhnE0Bteoyn7xN4aYHRtlY01lVlhW74Kg4topjChwbXBs8J6LgRBSzSUmp0KVS6KDqLZ4/FvKHny1yw32jOI7DeEHOuAsZuPOWxMkIWbYlD6qORTZeTIa+vk+t3MZzl/js3YJvPFqhooqhkNn+rrA/PclBLoY8U0wj4ugsHD5hEmMgVBUz8yIc2DUP9KOSYzOIER/uwwdxJrkVtDJwoB06XKaJHDIkSda+JFn1zhdK8WBMmU87oljIGzNOiYRAzfxQ4iwsNkk11kzGTI33OFH3CHWNMFFkP54MKvmwHrQfvaimRLHONRfBwVOn+PydE4SRyXiSECVJXy2fH+JlqyMPmLLN0oamPGRuuArlgsovv73FmtFT/OnnAp46VqHnW4yEKn6U4ocpfhjLRIheQrur0myrOJZgsWEyv6wzv2wxMeLw9ksXIF3i+rtSrrvT5dz1Y2yZifCDNqcaNq7rHii4xn7SsP9e9+0V//RP/4T/9J4LD0yMGqN7jzZeFXTbXLZd4YJtDVphk3ueSfjmo2U21Aw2TqpM1QwmRnRGqyojJSlQLhcSqoWISjGkUvAZKXcYrzUpOA32HO/wpftU/uyLNe59foyCY1NzoGIlFCzkgdJWcK2MTmurOLaGa6u4NhScRL7ciKIXUnJ9qqU2llnnC/ekfOC6KZKezXgxwbNFfzxpGQqWyZBCKOnL3yxTajqLhS73PavwyZsqLPcKGKZGMfNNNDXkxnSI6yKtCwb5nJo2nLCsSOsMdWVo1mAHk1luDFXzl7teVgfan8tnN6oy/BRKMY2Ighewc7fKnkMOmDqmqsibVc3jzBWMbDpi6CqmLgbnGSNhtBzxyu0tmr0uTx+06YW6NBxNh7/joWgUhhZN6eDX8iX6hK2ta2Iu2tai5HZo9RIOzOu0ehpxqpBmW9Q8rKrrZ1GDnZRWR6HVVWl2TKLI4Zx1EYgux5cidh1OWW5oGFpMuTaKr23866eeP/yRKy654KUVHMB1BNWS9vV2oL/FdtRznz/aZN+pkBcP27TbFuet1ZkaVamVBbVSStELsYy4LwvTtQTbjHBtn1q5g663OXTK5/oHDO54coTnjhZRIimAKBspnikXOG4243YskXlmZC2JLeQTIdt6ek7cb3fKhQ5j1WW+fH/MBz43gR+4TFYyI8+8sg5NPfKIQfUMS2VTj4jCiKd228y2ZRaPLZCc8lw0kVVxrW9ItDI2vB9GK5SM5D/ow4ejTPIiniTyEBynymDjmFfW/k2Qax/l9x/Fed8/VMVjKUzRIo1Ii/B9g4oTcP62Hrc84RNGNr4uW4J4+JXmEepZD5yFsHZ9laWmw9Soz2/86DJLrVk+f/ckiqJDGmcuuEPpEECaqqSptI4bFkr3x5txHmSrs3W6w3t/pMvbrzjNbU/W+er9ZfYfL7DUNhkrphRN6SarazJmHEXaShRdhZGiyvyyyarFMS7c0GHL6i4vHO1hqW0C36Zos7OZGl8XRCsKhTr8iz/60+uYVc4+2u4pFx844Z8f+ykqLrbmMDNhsGlaZfN0zNaZNpOjy0yMLjBeXcIwQmwTXCegWmqzenyZg6dafPw2wd/dWOGGh2ssNkoULYNRD6pmSsFM++DO+23HUnBsDcdWcVeAO6HgRH1pXNHrMlZpcLre4Y+uq7Lr8AirSgojTkrBoc83z4ldlpEJKQx5A1pGhGVJd9yi1+bJfQl/8tkyRxdKGLZBQQdXS7H1TACdVfHByl/pb0lXVvA8Ujzz+BDKivW+FM4Pr+KH3KuGq/fQ2GXAVhyasfdbonxalPRfBSeiVvF5+gWNY7M2iqFhigFHXlbynK8jMvcxJfOQzDxHURivxBTsDo88p3BiWQoncvnfkICu//3m8bODHzR3xJVtTBSrdH2dODGYqKpcui3k4i1tJkbaHF9M2X3cJEYlTTJNcC/mdL3LQidmsQ3zyyntblbROxZJZKELhXJBsHYixdC1Wzxe/Ot3/9h/XAHwFRUcYPvMBIoicGhQcxsYWo96a4Sz10WsX93ENJvsPBhzyyMm7a7HWCFhopLwtitjRkptNK3BN3emfPhrFe5/roypGKwuKriGtEzWsqpoaNIOzsrm23JaomU9t8j4Kqms2naE54YUHZ+C16VWkuD+3U+WeWhXjYmiStmKpYm6oWT8kxyAgxjvvvtslkdvGiF+GHLLwybPHXPBNLAEK1RBwypvCQBpUqOf0Z5oObhzysDQ/Lu/TUzkgCxJBlRYRYGYtJ9DmSed5X1KP28+B7sQiAhCkWbVXCVUVfRIrrS7PYMtq3zeeFmLpw8X8QMDXxOESZYZn1mtyZc01gkyN9heIOj0NEzDZHbJ45KtMb/7U/P8zicUji7XUBR1SFmfvIx2OmMLDiUo53n1fqii+zrNtsVSU7ourBvr8Ytv6nD++jn+9msdHtk9QtCymSyk/NBr2kxUVKrFFu0g4OaHbHbud9h70mDDuMZZM4JGL0YIOGt9kQ0btpCmyZlwfinA3/Gm16KqavClr86zZ1+DDZMm52xqUC0vceNjgsOnTPYfMQl6BrWCimJrjJdSDG0JoTb5u1tU/v6WCYgcVhUUynaCYyYY2Q2ekltwSWu3M8EtFT9IcNsxXgbuguNTcLtUiy2WWm1+7xMeX7l/nIJjULVlq2OZSkbCyu3ApPhBWxHdnRl2ajJ94oUjcPvDLlFkY9oqriYBrmc+jGeCvA9uLQe3GHxUB+nLYuhgmWYb1vwfPY7TPsjzopdvJtXheG1yuVruCSgQJISKJEqpQs22sxphFKNFGn5g4DgG11zqc+P9bZ446NI1DYIoj9YeAnmUswtltHrPV+kaCWZPx9AtDD3mrZeHpMzyvz+ucqpRITf/kSU8WenIkvG9lZyHqeQ3t6TgKsogEULXYpYaDiXP5Zx1bf7qPzf56K0BH755Ej+ymDtdYsIzcLSQNbUu636gy4vH6hw+Dffu9AgPWqyu6UxPRFiF1Wzd8cYgjqNvD/CxsRFUvfjrl10ws23D2KFXH5td4oaHTOaXqnQ6AkNVWVUU1NaojFVUVo+lbFnbwjLr/O3NBn97wwRFw2SiklBx5DzbMmV1i6KUrp8QJ/JRaGXbSCtb4gzAnffccvNZsOVav1xos9xq8b8/6vLVByewbEtaUJiJ7N0znxUzf+zqrLB+03OzTk0eMMM45Mb7DR7dU0BxTGxVwVZjTC3N/FnyG2SIhtuv5kPg1sSA9zKU45kbSCZZvHXu4xhlXJB8giIUOVtPhCI3mcOc77wxVzJnKRS5TBIi28YKVFUljDS0MCFQddptkws2Bbz5ygYvHCvQCXS6moIVgxWRATt7hQlBIPANhZ6v0NFVdE1D1wy0zKj0bVcso+kn+c0PK5xuljPRQu48kGaStby30lCysZFcemU5qIlc73d6cuWvCqnkWm6alAsmtbLFL71lCZRZPvGNCZ7ab9LpxRydNRivmoxVCszUAjZNBly6NWZuucldT+kce7HGD27adM/U5OSvLy53vj3ANaPEiQNfaY7X1D33P2xe8fz+slpzdUYdtU8sKriCWglWjfpM1FoEyTLX3gUfuXmScU9nqpRQdhWKrpCzcVuady42Ig6dCPomikamlRzwxCW45RInq95OgOd0KRXatHst3vcxm6/cP4bp2IzaKQUzkYdUU4oqTENgGJmjrZ5iGJk7Vma6ruuZeZDh8+KxhOvvL4JqY+oqjpZiZVpOQ5W2E7qqSG2npqDpuUFRVsn7wFb6rkwDclcmNFAkDmT1lEQnP4gJowHzT1UVRE6wUtPMfySrgn0tZm5Ar2R+LwmqMqjimqrJA3Sk4YcmTujz9it63HR/iycPO7QjHSdKCSKGXpI660cJvUDetIYvFT26pqOJBFV1ECLmLa+sE6Unee/fCea6Jfk0UXLBMZlkTcm4JmQ3nuhnKsmnYcz8ssJCXRYhz1EpOCrtrkanpzNW0XjPNUvEySy3PT7Cs4ct5usJUyMqJ0sqRddBCAehxCB8LtyUUPfTOEr0PR/9wm3Nn/3Ra14CcJWXuX71l3+Edrv19cBf/gFdaU0stGKmRhWmxxTKBY2N0z7bZupUK4vsO9XkvR/xePjZEVYVNNZUU8ZKglpZp1aW3/TUKGyc9lnutbjzaag4IhMhZ9pMW6a1eXZGpXUjCrY0Eyq6PUoFScj60I0af3/jJMIpMGpD1U4o2OBZA6V+vhRyLXDsXO8Z4diRNCayAlyri1A7fP5Ojc/fU0NYLgVdpWQkOH0rMfpcl9wC2sjanz64M8s5Qwc9sxXX9bTvzmXmBqRmgm3K2fzpxYjlpgR4lLUqw8y/4Z62n7yW9er54z0XWPSlc2JI1S4GbMmpWo8jcwlPvWDRw8TMn0CCTOkzmP4IIYbm+MrQJCijBaNwzqYu7U6P+5408RVDrvnJWZk5Hz4fZ4psbCrfB9eO2bxmjkd299j5opY9Och45vIJFEQ6YHD52SGvvWCJpw/B/lMKs4sKvV5CGCXM1WPiJMJ1fQ6c1BBq8RnXK79N183kxi99+ttXcICp9e/gofs+Fo+Mrkt37q4zWU1pdHu0uzaXnd2hGy2z51SXh57XefC5GlHXZlMtZaQA5YJGyZNqjEoxpVqMmKh1KXnL3P5MTC8ckXHMQtJdLSPrwU25fvdWVO4eRa9Nyatz59MK1907imJ51CyFihVnUxhlUL1NTUrUjGzurWcvQ/obSm9DaUOx71TMZ++oAA6WpuJpyQoJXD/zUxND/omiP3nQ+21L1sbkESt5jpDGkGF/TNGNsKyAe57RWFhSKdrZXD2bzCRJipblYiaJIj8f4oj3gT5MIFMUVEUgMuajtILQ0bSYXmBg2xY/9voutz7Y5JnjFk3NxNZSzOzpaYQpfphkZwr5savm5wl1sO0VaWYHkfCDV7R5fPccdzylMIcre+6hSi7psLnoRMPUlWzEKZ+kpVKLQ4sujY7GZCWm3VPp9jQ6PZWOb9DuCZptg7FKi/e+s8MDz/s8/LyJ71scmnW47GxI1YDZRYOxUsrMpk2pEGH80y9Tvb9lBQf4sz/9C6VcmSo/t+fFy554PjEKps66VSF1v851dwu+em+ZudkCZdNg3ajCeEWlVtGpVXRGK4KxSsL4SMD0eJtKcZHP39Pj09+sMOYajBSg4Ao8R8seU2l/keM5snIXXJ9KoU250OCOp+DX/36CA8dHqLmCETumYKeyclvKShsKS2SVW94wfRsKO8CxpN5TN9t89CaLL98/iua4lHWFkiGj7GxD2lwMTPtlS2JmZv6GofaTnQc3Qg7ozDBUSzEMSQKzrZiCE7JqtEWkLHHDIzon5i0sLV255Bmu4ivmzLnyqN/k9pVCg9GhMlQ5s2VQllq8ejRgvhnx6DMWPcVEFwJDpa/VHGZEKrmHydB4E2VwU4Fg1WjKJdvaHDoV8vxhkwhDPgmGxCF99qYq2xRDk4skQ0+5aEuDburz0AsO3Z5ASROiKCGKIAgFfqDSyawkVOGwaUrnqgtDVk/4nF6OabR0JssWW9f4aHal/epX/cDfrF+36YG/+LP/+90B/P/7wJ9x3qXXPGlZI++xOVDavrHLnmM+33zMxlSKbJ60WDeuMVEVVIsa1bLGSFmlVobRSsR41Wf1WItSYZFP3Bbx9zdX8TSX1eWUipeTsrQ+b6XgxHK174UU3B5lr021WOe2J1L+50cm2H+iyqinUrVjilaKZ+XzbiUDdk7GQoqZrbTvS+5acvnkWD08r83ND6b82Rdq1MMSnqlSNhI8I1cMgaUrma3v8KE1B/fA2N/U0pUH2T7Ik75xqGPGeG7ASKlNq9vi5odtTi05WMYgFuVMtviKWXn6MiDPl0EMbTtFTigbKJBEJjpeP93l2HzK7oMOiaZj5JGIw3waZUA3kOPIgWJJZDI8RYE4EUyNpFy4uc3R2Yhdh01iYaDl6qbMWlma5MvFl6aK/uHcs+Gy7Q2CtMc9zzl0etoQyFP8AHq+tF1eqOucmLOYW3RwdJNzN4a0wpCd+yQl+tWXX3xKpEvvPvvsi8NvhWONf+B60+s20mkvc0sr4ptPCkylyOVnaWyeDqmV25xesjk1b6Oq4GTtRdENKRekEMI0l/jQ13Q+/PVRPN1mTVWaKvard953W0m/LSk4Pcpeh0qxwTeeSPlfHx1n7/EqowVV+hpaAzKWPUSjtbJxo20m/Qhxu2/aKR1pXbvHYiPg724qcWi2hFHQKWrg6HKRY2aV29AVjGyenr/MDNx5TLnsuQc8FS0XUwxFGxp6Ir3MM7tnVZVEqF6U0g1lJqTW75nlODBNJSc8TmRESKwqxJqygtPdV6WTjQ77fPcUVVXlYTPQ0dSEthqzZjTg59/c4MFnPU61dBqqhqkqWaZSOujJ+yFdSr8qq4qaVXK9r2NVFJiZSPmDn2kCcOsTEyjYKOQ3RCJ7cBFnEycpbDAMA1Urslqk/Nw1iyTxcT504wQt32J1KaXTi/A6MW5GslNVwamlkFP1lNGiztbVZUarIa8+12ffnE3P2IZplf8hCP/DAC9VRv16q/GL3XjrF9fW9rk7NjYJ0y53Pe3i6gmjhYSSl1AtyjBYx5J875LXAtHgb26x+ditYxR1i+lyQq0AZU+l4Op4jshaEymEyEUQJa9DqVDnm0/H/M+PjrP/xAi1gsqInVC0kqxy51Ra0R8xSnCnA474kHGndKX1sdw2Nz+m8szeMsKxKOrg6lnvnR0Kc62noYn+TN0w1H7GkNn3LR9EG/Z54sNhtVrajzfUM2KXUBKUNCZIUvxYEMSgJ6AlIOIsQyEjRolEVtgoTtFjZYgNmDc2YkgXKgYAF2rWi+e+gyatlsO5G5u8akedL9xp09QKMo9HpP3zgwR3PsePEUJdabuWy/qGWqWZCfg/72mSJAq3PzWOUGz5M4KkIecTpf4iTEPBRKHExIjgZ65eRklP8eGvVzmwXGA0UCh3ZR6ma8WUCyqrRhV2bOnhGEvcu1MlOFhg22qDKy7a2DY07RdTY9L/RwN8brabVMubH/u+1+uNL3xpr/uVe22aHQNLNVGKGmZVYWayzWi1jW0G6GpK0evwwK6AP76uyr7jFaqmylQpoVJQKHtS5VP2VEpumtFpB+AuFzqUC8vc/UzMe/9+nP0nR6h54mXB7eTih37lzlxpjdzAUxrlW0aIZfoU3DYP7kz5wGdqLEceBUtQzMyDrP7EQ8laENmeGLqa2U5IZy7LzG4EQ6ZPSGAMBMwKrJhkiAxkQsSZR4gEiPTnyymsuaBBsgmTfIeSTSZUAZEGehJnXOvhaYsYWFbkkxCV7P+b8W4CybkpeBG/8a42JxeXuHeXQV21MFUhN7tiqIqLZGiComaRIuJbCkvXjsMHfq5B8vdw185xlNRGkGTTnWRIwqeDIkhTXYbFRoKxqsZ7rqnzmvNO8ofXdbn32RplW0NXE1wdproJW00NT/cYKVq866oujZbPgVmLbdtf05hZM/NYu72U/EMYVv+hP/zDP/oDDLPQaTUOPaSg/MShoyfUiarJxdtSLtwSMrOqQaws8MnbFTQt4JwNHR7dHfK+T9bYd3SE6ZJgVTmlVlKoFDXKBZ1yQaVUSCkXYkpeSMkLKHtdysU25WKdh56P+e8fmuDw6RFGCyojTjLUcw/UPbap9glZjpX2/Q3lDF2KIFxLehuOlNvsP+7zy39Z5umDNUzLYsRMKfQPlnKOLkXNou9X3m99DPo3kG0lfRdcO5vO6HqyYmspsipuaEl/7l5wfOYbITc/6HJi2aNgKdi51VxW6WR8B0RJShBCGMsbIRnaqeTAUvqkrOEDpvxcVQb8l4FQOmXVWMSOjW0e3qVzfN5G6AIj77+HxdQMS0mzpc0ZFnJ5iHmcaExUUy47q8ULh2P2npSU436eaPZND1RLIhM+CMJIRqWvn0w5f0OdF47DnuMWrz23yTtes8wzR+DorMKR0zC3nKIqCr0wZnrdK0LLm/j+rRvXvBimFn/4gd/7x1VwRXHYt/8gpr3l+OSq6MAFW17YcnK+iev5JFqXrzykc/cTNUZsi63jCkdOn+QzdyQcPFJh8xSMl1JZrb1c5aNQyIQQJTei6AWUvC6VYptyYZn7n4v57x+a5OjpKqMFRU5LTDktcSxwTGnDZlm5dC2nejIEvKhvlm+bckkUxR1ueMBkz7EyqmlRNsDL5t2WIRmIpjZUvbOe28w9y80UyxxyvjVl6oShy9BZFIV2R6fR0YmzxL5EHci4vvX7O5g4aEL2xHEC7QBaPQkmXUtkqG4e05cmDMdsKxkIB2oiITWkQpUtk5qgCkOKqrsxm6YavP3yRfafsGj0ShhCoInsaZRPVpQk47HnbEgxRJ6ir/BP+2NNmBoR/Ol/bPCrf5tyzzPjpNjkfJWEhCSNMuWORhCq+IFGLxD0QmnCuXlNyk9e1WJ2tsQqr8LWcZc//vkl7ni6xZ1PudRDncV2QpiOcPU1Ww+ct33t8YXZo9TG1/yD7/E/CHD5Dqoc2XfnYdct/dzI2LZ7m82HWVg0uO5uixcO2WybUDlno85Z67ostGIW2x7TNcGqaspIWafsadlGU3K6PTvGc6USp+j2qFVaFN069+1K+G9/O8WxuQpjRUHViqVRvinBLcGsYhsS4ANP8XRQUU2ZlmubIbYRYls9ysU2X7hb8LdfrVIPC1TdrDXJjfa1XHuY5zaK/uTEzAz5bSPFMePMATeSiyNTLo0cq0fHV2h1yrQ6FmkKlikBE8eCNLd2GFJk5rUwz37UBP2bC6DRi1nyY9o9DddUKRgJzjB/hXxzOKQJFRnIsy2iUCXIVVXrtyuqiCkXQ37+B9rsP7bAZ79p0NAcTJEve7K5dy7OHra9SEVmb5FL1ZQh9b+kFkxWFf74F1r89w/Bvc+OEcUOcSopCXGcEGZ8716g0vXlq+frhKGCbYxQthaoFno8f9ik7Dqcu9ngrZcssnEi4N6nTOqNlFddsYVWL/y5m+984PBrXnHet4XvtwX4xvVrCIMWmu6edJw77zt54rkr9xwO8HTBjtWCLWsMLtzmkyhLfOgGmxPHCmxdBeMjBrWylk1NkgwgEoCeHeBl3uKtXpN7d8H7rp3k+GyViQKyclsyBUJOS0QGaDVLg5AiBtsaAnffMD/K5t49im6HPUcjvnBXhdOdMgVLo6ynOEaCrUs2owR21n8bAlNXs6kJ/dbEthLsbCMqzYp8PKdHtdhkz4mAz99VQU8EJUtQ8pSMG59mKpihSMA+r2RgOaEJ6c5lGdKyrOSpnLWpA8Y8X7zbZM/REhVPYySJs/FhPiwc6m/Jt4/DLzFQL2WUWlUkaB0pAP+h17Z4Yv8SL57S0IQpF0VKIn1g+lTcAZlKytBEximRXobSY0Xp+6MkqcJUBvI/+PQpHntxlCN1T/qBxzIOp+vH2L2Ediem1VZpdzR6vk4cF9iyNuKX3tbg47foPLFHQSg6YVSlG7aZGQ9Z7JRZNb35vtdcfsXJVrtLwXO+LcDVb/s3gN/7vf/Du37kqkXT9JqqEr7z6PEjnF522LZW5bLtXWKW+MjXBXsPljh7WmPtpMHqMZVVYzEzkz1WjfayEaBc4BTdLmOVJrP1Fh/8tMmf3zDOYqPMpKcw4iSUnFznKfkKjq32V/DyQEm/ZXCy1sTpz7vlOLBcbDPf7PK/P1LgxofGMC2HqgWlPgc9xTIGfbeVTWRMU5UUXku2JY6Z4pjD4A4ouF1Gyw32n+rx25+q8fWHRkkDDddSMq+W3DBHbjFNI6Lg+Cw0Qm5+yOVU3aNsQyGzonMyqkHR0xgfUTl/U8LVF7bZvHqJXQdiDs/ZKKo2sK8Yam/k+S8XOYtB1RUrKbvDydRCUTh7nc/kaI8nntM53TQlb2TohlAyr5acEUiuyu+r+hnSYw4MiKJEMFZReN2FbdZMNdm5T+PookWqyJvBj6DtK8zWBc1uQhTF8rwRqUSxxfaZmDWrGjx1QOXYaTminahEHD4dsnHzJWxct/5/HDx0+P6N69d9J9D9zgAO8N7f/AN0e7pddP2Zbq+z1VEXmBwJmJmq8/HbFHbvL3PejMHGaZ31q2HLmg5bZxZZbNVZbLXYsraNZcQ4VsBoBu7f/6TDF+8dJ06KTBUUam4ss8YdhYIj9Z6uo+HZWuZem40CrXRFa+LkbYMV4tg+BbeDbbf40n0af3n9OIpaoGorlM0Ez0zkwTI/VJqKBLUxMOq0zaw1MdP+k8ex8ydPTwqnT3f59Y+M8OCz42wYURgvpbiW6D9hTCPte29bZgbwpj8AuKPgmfKQ61hCGiQ5GkVXCjRUobBjfcDWtXWe2Q/HFx2EKvoqf6EMeCIDZ1tZ0iV3ZPBnw37luYBC1xQ2r/E5dCJk5x7JLdGFGFTwoRsC6CuA4kyXKS0sxADkicgka9LGouzBuRu7TI60eHK3ytElk1BR6YaChW7ElnV1YkJ2HdLwA0khDiONMHTYvi6iWGpy5zMOnhExv5wwMbWZs86+8KuXX3L2x4qeVf/AB//4O8Ltt+/Bs2v16inS9PnDjJ33y8+9+Jy695D5luVWyD07VQ4d87h4k8nWtSqb1wSsnVwmTJt8+SGNu5+0EQn86o902bFBEp1OLXX4/U96fOWBcXTLZdKDqh1TchSKjoLnCLxMk+lkB0kzS6IYRHun/RQ2q6+xlD2xpnW4/l6FP7muRpg505aMBNfIwG3ITaWVbyqNod7byBOas7S3bORoZ3Eqnt3DsVp84V6bh3bWGCsreEbSj9eIkyztN3t0p+nwYXMgXBiklCkr7CdAsg47PZ2lhsfl23v88GuW+N1POCz2ivJQqCbZgVDpjyJXiJ8V2Y/LbaQYaDmHDI/UdkLJi/jlH26z3Jnn+oc1lgIHQ4js6w3CbwGSOCGMQA8TfE1gZpE2YZRbKw+MQbOCz0hZ4S2X1SE5ye98IuLA/Ai2qXPe+oRffHNIkvb45lMyOn7+oM1iI6XT1QiiETatTXn9eS2SwGN0xMRyyzet23zhLz/63Ikjr9jxnVXv7wrgAIpyFs8+89CRDesve25xvveWPQefp9kyuXSzw7mbUjatWQZ1ma8/CQ89W+T0nEPZ0VgzrtNsddHUE8w1u7z/k0W+eN84muEw5kpWYMmBoqtQdASeq/U3na4t2wRDlwe33EdQJkcMxXubeYRhl/lWwAc/O8LBExWKBY1K5rWSK34sgxXgNvX8RX/OLV+DG8gemqd/+nbB526rYVgGRUPmxKiqyLaRrDDYGU4nzkE+WLGn/cqb/7dpKiPS/UCl0zNodVz+w1VLHDw5zydut6jrRsYKXGlFNzy/VoY8Wfpti6L2/RiFkt8UCWsnIn79XXUe2WVzqG70t5x9vooKSigrtxLmVhOJtMQOVIJQ2hvHiegr6+mfC6T0+K1XNKRo4iMKc80aNcPgyLFJ1k5GvPOKFlec3eb+XR3ufsrl1C6HU0sa9WaF6WqTU/NNbOccLr/kkufmjz595NJLXvHdQPa7AzhAqTTN9OpVH3z02QPrF1tLP7J5YpHxagvPa/DYvoibHijRbpq4psZZqzWmxzQ2romZHu/y1P6Ia++o8cX7ayiG9B8sm9IyouAIio6g4GoUPfmozjkqriVTlhXAD1SCUPRnzbqWYOoRpi4VOl2/x59/0eH54xUs16RipnIKkTnTyv5dDHgm2TjQzNoK01gZQjuswPfsHsutHtfeUeF43WOqSD+8VFWHFDwZkPNs+ZWRDkN57wxmzivUP7HsSf1QpdMzGauavOvqJjc90qDeHcFRpTJeE/nGEjQ1GbKrGGTjCGUgOsh78eFD51LTY+NUxC+/c5Hf+bRFIyjjaApmlJHIohRNkT9HEKX0Qvl1LF3yfYJQ8kjiRMtMQAfOYapqoqoxKAlvvaxLECzziTtUjs2XuX+n4NSCxfSEyapRj3dc1ub157e56aE2e08U8PeYjBUsXnVRhemZ8S/s2Hb+BxcXjn23cP3uAb5m7Wo+9Nlb6j4zP/OqC3atOnoivOKx3TqP7XWot022TlisXyvwHMH4iGDdZMjM1BJ3PdPir24cg8TFteUb4epSeOzZWc/tSqptqQAVL6ZUiCi5AZVCF8vyWWoJgqhIFJtoedKumqDrUl/p2l1uexyuvXkEobtUTCgaWSKEOQD3sIpoAG4GFVxP+hHiOc3WMgIcp8tnb9Z4fn8By9Bw9USKITItZp/VtwLTw5Hb8tfkvfHgd4ZcrmRrE8WKBHmg0/Utdqzr8s4rl/jQjQWahomtKRgREoAqaOEAWDlRamVGsxjcTCvMjxI01ePHv7/OnU8vc8sjDi3DxI1TrCR3wJJCjm6ksBQk1FsKrq5QdaWnSRjJvjzNUh5URUPT5PtomSFhqBMEBlecrXP5jjp/dUPE/U+M0PVTGm2N+SWHgmtRKRb52e9boNVd5NFdNU7XU57aP3b/j/3E+M8c3f/FzppN7/yXBzjAL73r+9m758lOmrwlWFz8CrY5h6ObXHGRxUQt4dSiSq2gsm1dl9XjC9z2VMDHv15hpmSzcRKWww6P7hMIDOkZnk1Lip5GuQDVojT4rBZ9xqtNFlstHtiZct1dVS6YMdg6rVEpSn9cTZUaS8vw6QQ9/uqGCm2lQNkUlM0E10xkupuZ6T8zcNumms26BxyTAc8ka336H+VocHYp5Kv3F1gMXEY9JRMmp5mNxGALmIN2pYJhkCIhht9MJWcLyhGgtFqQfXgYqgSRSrenU6sY/MCrOnzlwRbzDYOOrmBFKUZIVslz560kezrkG2zRf2bkOslBTy5ddTUtpqIH/Me3Nrj/6QKdUKenK3ixvFV1VaFU0LhkR8I5W0/yhXsEj+wucWDeZnUpJU7kIkf+OBqaEOiaim3IcIROEPL47iKddo0Nq0v87PfNE8eL3PVYiVYvJYphJAh57kDK/mM1Lti6SLsXUSmt5s3f/9bgqWdF54Jz3/CPgeo/DuAAa9duJk2TRy+5aMdln7/hYft158O5m+rc+bRgbrHE+Zt6WPY8tz8d8OlbR5gumWyd1rnorJRqtcvylzVmTxm4liLB7Q7APVIKGSlL99r5RpPf/5zL/TtH2FjTabeg2VEouLISyQNniOd0ufEhjacPVDAMs0+BzW0pBuJmdWhqomTKnWFgJ326q6FJcBtGiGn4HDuSMjvvIISOk1FkNXUwgx5em8MZblbf6o3sm1YOfArz+XIUS8/BINIII4OJqs/MaJsTi0UpQQtlRKIeSymaNPdX+vPrnHKbpKKfBJGmot//54sdTY0xDYcdMyFXXVjnyw94tAyLUiy3lqqKtOazNUrmCL//k7Pcu+s4v/3JcfYtFJlJU5I0QUllFo+q6uiaHBIoimDPcYOPft1iwhW02h5b12n85FULpOkyO/d6HJ3zOHt9gmL0uPspjcVGgfFa4kfW+P0za9Y/KoTgH3v9owFumB5zC93fmlz7hnTHtuP/bXlpl/XCoYigV+VNrwjoJQ3+73Uqx2dHmS7rzExqbF6jsmH1MvtO91isVxjxFMkH9zTKBYVqIaZaDKmVOxLczTq//7ki9z8zyrqqytoaeI7oj7G0TOfnWj7Nbsjnv1mh2/OoeVlrMmQF52aeK3Y25zbNTLOpMRApaAOqq67J1kfXYwxNAvwbj5nsnXNwDIGZ0Uz7ExBlaO6cHea+q6ufxzNIIJNWxdIdqucbTNcE11zc5sHnevQijZ6mYEcZnyVKCTMetlCANHNhTRLiWIZsxdm8WqpwtIF3euY0MFIO+LHXd7j9qRadwMS3pCdhmo0Im22VI6c8hEi58qx5fuc/zPL+zyQcXCxlSRMJihKhCtBVHdtSWahbjBabjJS77D9qUXR0EmzWT43x01cvcfiCBp+7A77+iMcVO1y2reuw0A6YsjcueFbvbSMjpdY/Gt3/FIADjI7YyRe/fMP7HHc8jIP6ew8eWTA2THc5MN/l4ed1Oq0C560RVIuCVeMqW2c6mNYS33jCoNu22DoDlYJGtSCoFhOqpZBapcvqsTpzzTrv/2yBu54YY21JMFVJKRWklZtlDCYophFScLt84V6NB3dVsE2VUuaYtcLnMDMUcixJnsoPk7o2OKTJfJqB85Wuynhr2ww4tZjw3CGLMLEoZZmcfd/C3GhT5HPm7w7cZ1op912hsq1hHppaVHTOmgkZH+kw13Ho6SphrEhSViwf9WpmBpSkaf8mCbU02z6qg3m1krEFhZ79rCaW6XDJNp83XVLnc3cVaDtmX5zsBzGtrspiQ8M0HDS1yuvOXQBllvd9Gg4ulrMllBQdq6qCYWicmLc4b5PDGy5q8hcHbfYclRK9MDKZr4+xZqLFO65s8egLPfaddKmVDKojk8HWTes+Ml71gn8KPv/JAAfQ1DAYKU9+YG6xE3Tj5vub7a7YedDAUor84KtiZpdjVEVn7USIpi/xidsEz+0psWVSYbSiUatojFYSRisBo5UOU7UGc4067/9MgTufGGO6JJgsJ1TyNDdHwbVlKrJthBTdHo1uwHX3VmmGDqsLaWYjMeSY1fc4FHLsaMkRoK7Kx3RulbYyCULSTDUtwnYCHt2nsGu/g1A0rMwzZTiy+uViBL8rgA+b4eeJDENRh3LTZ7Bjvc+50x1uezrCtzSCPJKkH1OiZL4rQJiiCGl3EYbSByXJrdaQQglVVdFUXU6jOhYjJZt3vKrDzY+2aHQM2pagGyR0/IRWJ2G5pWEaBrrmooqU15+7gMIsv/tphUOLpSziOwFChFDQVY29Vpnz10X8xBuX+MrdgqOz4NoqzW7Mo7stLt+ucf6WBk+/GDNW0ZP1G0beXyxO/clyc+GfDPB/fHOTXW9/2w9R73a7MzMbv/rKi3ekmkhZU3V56+UdunGLI6ehWkjYsGqZfae7fO2BCpMFnTXjGpM1nclawsSIz3i1zarRZRrdZX7nUx53PD7KZEFjspT2U7dKnkrBTSk4kgpb9HrEaYc/+7LFA7sqFA2VYmYjIQOvpFZTbgkFRUf6lZcLEdViSKUYUHAidG3IwEbJ89YThConKd1ezMPPG5xYtuXBNGPd9WVewxZrDNIcvlNwD/rwgVQtGTK6j2JpfeYHOrWS4OKze1i2Ty9Kpe/g8Mw9+3JhDO1eSr2VsNxKqLcTmp2YVjui1Y1pd1PaPYVWV7pZtXs67Y5Bp+fwim0qv/JDC6D3WGgL2j1odxNa7Uh+vaZgsWFwetFhfrnCVedr/N5PnsQr1jmwpHCyrjC7lHB6IeDEfMyhkwZzi1XeeqnKzOo6+04n1FsRa8ZDDLvFTQ+mHD9RIgg0ptZelG5cv/mrtt7sXnPNO/6p8PynV3CAKy5YQ3lsdO/BvdZ/VBAfau58RNz+pE+j6XHeBo1zN9c53arzxbuqbBw12DKtMT2hsXosZLLWZazSZrRaZ67e5rc+XuTOJ8eYKOpMlhLKnpKNDuX4sORJWVzR61EutHh6f8DXHhgjChyqlUHf7WbhtHlGUDEXWHhh39bZsXx6gcahkyV6gSqz23O3qWyEZughXT9m916PTseiUgE9U/CoQyvtlRxq+E67lJfqMenPz1ckOcSSYlosapy9KaRs+cx1E8JE9AEuFMktNw2FZg+OLCv0QigaULQTgkhOaNIsmFUIFVUI6VmiaZiaQbNjM+n4vO3yBrc/ucwTL5qULNFvCXU9lJ4pmoquGmiqixAJrztvkQ/8zEne+9GI/bNl6j1BO0jww4A40kkTCyHG+JEr5zkx2+TpA0UKjs4rt0Ysr21wfNbmyksvS2oTZ//Hnrp1byBO/nNA858H4JXxc3lxz/5g86ZXfvQbDxx1FrsTf3p8dpbXnKuim3VON+f4u5uqJD2H7Ws11q9W2bCqx/hIE9etc+Bkj7+9RbDraJVHnx9h1NOZKCSUXSi5efUWlL2YciGk5PWoFDuYRotbHnfYfarMZEGhaMbZOFDpCyLcLACr6MaUvZBy0Wek2MF1Gxw4HXHrQzU8TVApqJQLYBvyoSaUrA/XIh7ZLXh0n4NiqBh95ctKzobyXQJ7BchfgvJhkMu1f5RkVdzXuXCjz/aNHe7YWSZIRHbAk9+PrisUHI3VkwrnbV/i64+HHDxVoBLojMWJzMpRQGTaS01VMzMjFVPXMQ1pqbZ2tMebLmnw8AsFZjueNETS0sz2Tkj3K1XOuzXNQYiE1567xF/+p1leOLrELY+WOHC8QMPXaXVTgkgnSS22b6jyP35klo98zacX2zyxu8wrtgVMnVVhbFL91csvv+ijR48ciC84e/O/HYADbNm8gUNHT8Y//Nbv21+ujjYnSt8o6OoCJ2Z1wqRCt13gsi0629bBpukmYVLn5sdCbn/C43R9lBNzKpGiMu4qjLpydV9yM4lbQVApxlQKIdVij9FKC89Z5vN3q1x3T42CaVCxZFCsayrSjN+SLETPgaKbUMrE0KOVFqpW50+/LLjxoQnGbZtzZqS3iWNJPgWQBVPFKErEi8dUDpxysB0VK/Pazl2rVm4vhw6KrAx9egmoYUW/viKsKlfBkIe0CuIsI6fbM1g7prB5uscdT4dEiRRZyJtS+rc4tsqaMcE5mwx+5DUL3PjoMn99/SpONsyMZpv0eTBalidqaGkmDNYwDAvH8vjBKxrsPnKaz90rONawM7+TBE1EmaOXltm8meiabOsu3dbklWclXH1ewFxjltufMrj/6RJP7ScDusMrtpdZNx4xVrE4cMrn0HyFd/3gq5rjqy7b326ciNes3fDPBct/eg8+fHmOTcH2b/rB73vFf3rNq163WO/W2DAVsbBo8KqzNV6xo8fWdbMsdOb40NcUPnnLGEZc5pJpmws3h9hmSslMKdqSLitVQCplL6VaiBgpdRmvNnGdJW54SOH3rp2k3ihQc6TXuNxUSv64balyxp5ZLxe9gEqxw2h5mc9+M+XjXx/HSGxqnlTCxzH9UFWRtSemEXFqKeGup1xQTCwNLC3pR5icGSabDM2yybwFh/1MhoyRV4oJhg+p2TQmN0bpJ5glktQUhBpxYvC6833WVrt0AzlSTLJmPp9gRLHCUsMiiSv83DURP371SU43Q2bbgkYnpdVNaHdjOr2YTi+l4wtpvtPT6fZ06k2Hkuvwv3+8xw9dfppW2OFoXWGhCcutmHo7otFOqLcFjbZOs23Q6Rp0eiqPveDx7J7VEE7xM1dr/OIPLOJWGjx/vMMjz/s8sNNjpGyx65DC9nVFLr3s6kW7csV/OnDMv0k37H9OSP7zVXCA2kgZgJOzzWs3b32NVrDTD950652jpD22rm9S7/jse77Lp75RoaTZXL5ZZc2ExvYNEbpV59c+UsU1JMmqYKsUnGxtX4wZKfeYGm1warnBjV+3uO7eGvWWx6iX4umJtGLWFan4MdWMYy1V+yUvoFzoMVat8/yxHl99eArPsrI0CKnkUdUB407NYgV1PeTYiZRnDrjomoGrS2N8Tc0OmNlAcBC0OlDdpMlg5JdbsOVXThhbmd4wYBj2TXcyeUOcKP1RoR8aBKHJjpmANbUux+oxQaLKiUtubB+n+IFCo60zv+ziWFXecskStz++wAtHxzCEQM9tpHOpnqFi6VJU0u1pmLrOYsOlUhD8zx/rsmX6JF96oMbhuSKqSNG1CENTMA0D21CxTZ2Ca6B1BH9xg4WbCs5e5zIzZ7NuVYv/72fmufb2Lov1EruPCrat0Tl/m8f6ra+de/WVV/wGcXjt6MjEPyu44Z+5gufX5FiBTs//eHniyt+8+Pwdc6ka8MCzKQeOFzh4rMKqgssFGwx2bNQ5d3PC+VvmeHgPGGiUHfBsgeOoeK5C2UuolnxWjTY5ttDgfZ8s8KGvrCYNXKYKCZZI+/EiZh4bbop+9S46EQUnYKzSYu/xLr/1kRqHT5SYKiQUbXAtyUfJTXty/3DTCAmjkPufMjm56Mqvp8kbycgy71PycV46lAs0FNaa26/BS6r5cPTgIGdT6XurqBlbEOTaPghV/FAjCKTH9mhZ55Xnt7H1gG4mUJY0XWmo2Qug3RU0WgbzSy5rx1w++LPLbJte4lRDYbmr0O5Cp5fQ7cV0eyndQKEXiL5fYBwbzC+XUKnxn9+i8Qc/OcvUeJ1DiwqLLWi0Y1rtmFZHodnRqLdMktjhkm0tHj/o88y+gJ174ckXi8wtTDAz7rF+3OCyHQGp0mZ0bPvcW7/v0t+E4OOKVv6XgOK/DMAB1q0uUUxv/Oh5W8Wvo00vrp/QmawGeJrOWy+PuPL8iPO39Dhv82mePdrmoWdLTJcURsuqNH4xBAUbSl7IRLXNgVNNfvdTBXbuq3H2tOC8aTh3fUK1HBElsp80coBbCk4eVuUGVIsdLKvOJ+6QgbUTHpSdlIKdtTOZuLi/qs8AfuR0zGe+WSBJLMomMlI8s3bTsjYijOlbEUeZoWYeFZKnjuWv/FpBg8o9BofCoAxtsIRSkPTZni85KZ2eTrtrAhbvel2XmYkW7TClFykD19gs56bdy4FnsVgvcO56i59+wyK9qMNsW9DsQruX0OnFdH3pMBuEcvauqgnz9Yhn9pk8f3CE5w5Mcu6Mx+/+1BxrpxucWBY02lmbE6Q0O4LTCxan5stcfpbOtvXLPHk44un9IffvDLjpfg2/53BsCV487HDutpnFo3X313/3r+/5qKJU/qVg+C8HcIDq6nfxzYfMT124dea/TK2eap6YU9iwKqZUCOjGLRz3NLtPNPiLL1cwYosd63XWrxb0Qsl/cOyEkZLPSHmZa7+p8ey+ETaPwYZxwfb1Bj96tc+OrW3aIf0JQr89sfLe26dSbHDtHSpff3yEqqsy4soeP/cztC1lyKxTsgcNzefYPOw+UcRzBQUjwbNSPBuKjpRSNbqCVg+6PgRhKu3Hso1iHMvWIh3WZOYAH5KbqbnoITPVl0+iVGYdOSEFNyIIVeptnUZbgrvrmzSaNhsmBWtGOwRxTDdS8EMFP0jxg5SeH9PuQrMjaLQ1lpoWS/UCV10A73rDHHPtiIWOQrubyirux/T8lCCUKnnLiHhib8Bn71DYuUfnwHGPA8drnLPW4d1XLXGqFbLQUuj0EuI4xTZj9h9P2LnXhrjKr7wjZMPaZZpRF8tqstQO2XtCMF5MmFq9qqkam//L5RuST73vP7/1XxKC/7IAB2iFvWSua3wBffXPnnPWjF9vhTy9z+DenQanF1Suf7DE8pLLximN87YknL9tnuW2dCgtuTElt8Vn7055cFeFmZpguiZYPWawYRrOWtehUgxIU0lZlYlhA3AXXJ/RSpNT9S5fvK9Ku+ky7skJTaGv95S+KtJ2QoLbNgOixOcLdzvoQjpgeWZKwZLOXGNVnS1rVcbGehyvQ7Ob0g1SCfI4zTaJecKw0p9tMyQGGLQomTdg5t9n6NKws+gGTFQbnFhs8cIhhZPzGksNnWZHVvGObxKGNj/62hZFvUcrUOiG0AtTen5ewVNaGcAbLYPFpkvJ8XjnFT1WV+vMNhXqPYVWLx1U8VAhjAUoKQvNlF2HUw4cjzhySnD0tMPR0zUu3yb40avmWeimNDvy3FEp9Hj8QJOn94bsPeIw4nm89TKf8QpccW7KeRtibDPEK67tnbd14me3bVG+4BXbyT8ZYN/m+mc9ZL7c9Qs/9W4WFxdi07QfXFg42Ty1dB2H9x40z98oOHSiSMWK2DadsGZcZWZqmbuelakFBRcmax3aYZOv3FtAi21WV2GsqjNeE6ydaHF8PuDJ3TZ2Jj+zTQ3HRub6uJK01fHb/PF1BXYdKLGqmLcmEtyeo+JZ0lfRGfYxNHzaQcSLJ1w0VadgxHIEacuZ/MSIzrZ1PbZtqnPf7iJmx8YxEgIrzcj/arZ8GSSOka48ZA7Pz0XmiaJlQmXHjCl5PRx3iesfqhA0QrasESiKnFdbpo5tGQShxYZJH8tqs9R16YYKvQC6QYrRi6U7gJZ7LGoYusFpw2PbmoD/8c5F3v8Zi1MNF9eQtOKOndDpymmK7+tctLXBXU/7HJ41KLlgmwa26bDVKfODVy7y0LNtji8WWDOeEMeCHRu63PuUzppTGkXPodGCteMW+08k7JipMza+pddNJ3/8qUMjX33xaCP+b7/4E//S8PuXr+AATqGK7dgnV0/P7CiVVr37qkvXdvyMZWDpCqMlgw2rI9phi2f3WkxVdWYmQxKlzt/cZDG3UGCmBqNljdGKylQtolxo8eielP1HHaoOkmeS+R0W3Yiy16PoNnliX8o9z1XwdI2al2SqITWzbhYUXBl05Vhx30/FMn1ueUhn30GPko2UumXjR9dWKXlQcGIu2Rpx9YV1TjehGyp9U/u8Rck9Q3J/p0FSw7Dr1CApWdfkOcAyY0bKXe54SuHx3TatrlxtNzvQ6soph+9rNDom29YK3nxZkyQIaYYKnQA6fkqnm9LuRLQ6MY02NNoayy2DpYZNt1fk8rMVLtq0zFI3ZrGt0OymtLMVfqsjWG5ZbJ7SuHBbh8VuzKnFmLmlmNOLOkdPF5gsevzSW5dJ9S6HTsecnDe4YL2GY3c5cCJibkkj8hVEEqMqMT1xPuvXbfq5//XX53xlbbkd/7dffNe/BvT+5St4DmIg/tznP3fqxaMvfnHT6s3amun0QyZ7Sz3foDQhqFU6PLxbEPQ8tp+XYlkN/v5muH9nmZmKynhFoVrSqJVkZe8ELe562kKJDUaKSKmbCyU3ouQFjFdb7D3h88HPjdCqe2yoJZSy/rng5E5bCQVXZgG5doBjSXAnacCBUxZRauJmeT2mrmRjNIFlJplhj4qlxfSCFD/ijNQG0bdcS7O5eD75VvpxJANnq1xbqWsphhbjmD5+lGZUV0UmAfspvUAmovmhRhDqkBqsHw/RhE8rNGgHso+XXBoQIkKoilyta5IoZS45rJ3s8d4fq3Niwebw8arUrJrS9LLe1mQm5ajD685d5sFnepxccih5EZ5j4FgWpl7hNTtiUBb50h2C5w54rJ3wuHDLMk8+F3LklEBoJnPNmOnV0/Ovf/2blyZXbT508L4gLRfO/1cBN/wrVfD8+rEf/TE2rNrEe94Wfu6Nr536r5PTr1lohiO8cCzg4OmI+58uccFGlVKxxXX3+DzxfIlzVpmsGVUoe1IdMloJqBSaPLQ74Zm9BdbWyNbsKpViQrUkwZ0oDW5+zODgbImxApQdadtc8DSKnkqlkFIpxFSy1GTP8bHMANMMODaXcO3tHuhCeoBnKQ66LqRtsiZHeEmqEIcJSSzjtuMhJuCK/jt9KYG2P/vORcI5NzufT+sRmi7/TpzQT0QLQ2WgZo8EvUDjXVf3mBzv0AlTmqGg0VVodBXq7ZRGO6bRCjPSlUK9qVNvmswvFZgesXnjJUvEWofjdcFiK2W5FbHcTFhsaBw5VeT89RqXnN1ivp2wUI9ZbsQsNgSHTzk8v3+CSzfbvPOqRZY7LZ580eDVO3RWTcWsm2qzZcbi+1535ULgbfvVDet3bNZ0HtA0418Tcv86FXz4+vmf/il+/qchjZc+tXqTrjWj+z6w74W7Rh/Y5bN5yuLCbW0e39fgmT0lXrfDYXoi4uBxCa6Cm1Ir92j6bW573KXm6oyVFKpFnVo5pVYOmBxpoevL/O3NGh+6cYKKoTPqxpnRvkrJ1agUoFqM5ISm1KNa7KKqIYqI0USMQkwcqwNBQyZL0/ppxplOUcDmNRGWHRHERgbqlGRFGvDL0ArP+K0VlVxIwUW7m/LiUV3av6VpxipMM+63ZBjGsSBJVHQ9RaQxcZJQDzV6kWCpC6NeQpKkQIwQIbqqZzI9HcuysMwiv/CmeRJO8+Gbpzi2ZGLpMsPStU2KrsFYo8w1Fy7w0LM95psOo52YIFRp9xJ2HtA4fGqcK86f49jpBo/v0hkpF7l48zLNdo2rrn7tnDf66vemSfSp/0WAIb5bFcg//fpXreAr/lHVCiA+9o63vOY3z73wtXNjpRFefV6bRFlibsHlVds9LjorpBV1aXRTTF1QdGTY7BP7Uw4eL7JmRGGkrFOrCMaqIWvGmjjOAn//dcFffHUcS9iMezEFh4GouQAjpZjRis/aiQa1yjwnl5cJ0xamHpEkKnGiQjIUB5LNqoVQENkiBqQC//sv9xmrxQSRQpJFXefkkyEh/cox4dDH4aYlB7qupRyfV7j9AZMgyy5I0pQkzuK34yE7ilSu5lFVFEXQi1JUvcPo6DInWiEH5gTzjZTlZsRyM6LRgkZbpdHWWazbhGGJ//LWgJ9/8wmWwh6H5gXzyzELSxGzixrHZj02Tticv6nFbDOh2ZHOtwU3wraXeXR3yD1PjDJW9EBt841HQyxjlKuveu3cyKo3/KapGx9bs6r8vYLZv34FH74UxWF2rv3R8895ZbRhyvjTxx7/RuXOh2MKVoF1q0K6UYdDJzQ0Q6UXSePLo/M9brq/TM3WmKwKRisq49WYteNNisV5PnKrziduHaVsmNTcRCYmm9JIqOgKKoWEWtln9VidpU6d676h89x+j6vOS7jmYkG5EFBye1x2Tpf7npEwXLlKTweStCG74RW87jM1PcM0Wl6efCXfjyESVvb1Vip90r7nSpL9maam3LfTZLlpUzIVRr2EN14S8LoL6zxzsM4X7qlwcMFDFSmGFvVdeT1bo23qLCw7lAuCn7m6RRLP85FbRtDnLXngtgSubVItlPmBy+Y5eLJLL/QwjYAgiNg4KZhdbPPC4QIzkx7XvKLBkfkCI2u+b+mc8y/6NUOPP6ko1vcSYt9bgAOMjbqkaXhtsXDR4r2PH93wmsujPzx+5AG93jFp+4JVVYPlTo8gcvCcLh+7zWRh3uOs1YLRqs5oBdZMdCiVFvjYbQY33D3KurKGUOR20cjcYx1LpeBCtRQyWWuy2F7m9z/n8dTuCtMllUNHNfaMJWxa02B6os2VO3zufSrNNIys5I3Qd8p+CXhhEKtH/++8FNHDRvbpcOpU/88V0ozXkvQPqitNhBQFNC3m3mdNWi2bmWrClklYP1qh5tq86zWLbF49zx98NuXYUgFLl/mjBUfQ9QVBpBLFGifmiihKiR96ZZ00WeLa2yscnrOyQ7eBoXlsWxfyE9c0uPZrDqYBvbDH8qLNZC2g2fQ5OhtyzfZXhufsSH596/bz97c61s0j5e85vL53LcrwpSh6ErRP3/Qz737n37zy4i3/+cLzr4ijxEk6HYOZyR5hkLJlOubAqQ4Hj3lcuFFn8xopZBgrhzh2nQ/fYnDzPaNsGjN49bkaW2ZCFjshQpFbR8tUKDgJtXIXVa/z+5/zeG5vlW3jKmevURkt6/QCnU7XIAhMklghTeK+mCBX6QwU6TLc9esPGpyaV9HVgT/gIP1suCoPGCmDqpz2abXDTlhhpDBVS7jqlQGavlKp03/Psq+pihChKghN4Jkppq5walFn14Ei+46Ocd6Mx2/9hwV69JhrQqsT0fWl+CFJFCrFJi8e6XH3ky4Hjo/xtstsfvZNyzTCgPl6QrubsPuwwhO7S2wct1i3usneIwJN0zh4OsHWNGoVM7nowivj4sj2/zw18+6/OXx04aaRsvYvvsT5Tq5/EwAHKNU2c/TwgcCwpq6dWbPhrJk123573ZoxntwDU1WTszfO8+Q+waZxiwu2xjSCDp1ezPR4m0f3Btz2cImJos7Z63Qu2hYzM93GjwZEJlOXfeNIqckje1L2Ha6wdVywYVJjfMTAc6VGMcqSB9IYRBrLSQiZAQ6sAHmcwIuHNHptgaamg82kkvukpJkNcTpU6KX/SR/UWe7OoPWQVNeiA1tnQoRIVyQ85Ob30kJNxqQoqoqVhbymSUqrnXBiXmHfMYd9x2psmXS5eGuD2VaacbLTzDtRoGsxL54KefzFkOf268wuVHjjRSoXbG1weF4mTxcKDZ58MeTAsQrnbYx47nCTk7MGZ6/t4ng1tmza/tsTUxvP2rB28tqgdzh4xYXrv9dw6l//ZgAOsGZmO5OrNnR371va8+7/cOkHYn3d+zeuOyvuofDZb5o8/qLHeRuhWl7k5FzKqtGYowtdvvGoQ8U22LRaZ8PqFM9tcN9OhbU1A0OXPBFVhWohYNfhgD/5/AiriyqbVulsmdGYGpVjPwk86Sj1fZcGbFzfozccUJee2Y2kfTPNXMI2yKpPh1ITpMkOStrnjeeErChPbsimI3HG/5bbz5VqiTMbHVOP2XVA4ZaHXAxVySi28iB6cj5k96GYPYctTi+M8GvvDNiyvsViS4qSTSMhCOHIqSpXnuvT9HscOBby4mGTZrPCGy9JmBxvc3wOpmopC502T+8VXLBB5Yde41MuBqyb2R6/9tKZ9+899YYPaNH8nnUza7rbz9ryvYbRiut73yS9zPXGN72d//uhL8a/+ks/8TsHj57Wv3Tj139wtLNr2u+FdrHQ4Yb7XVZXXbatW+Zrj8acPFngvPUG61eprJlosfNQl6XGCFdsUTndDDm1nLJd6BS9HvvmUwzFZv2ExtnrBZPjDR57QYG4wOSIBGYUq4yWBAU7ZD4ZcocdtltTkEFRikARYoVD7CC7Pu0nmCkiyTymEqIEKRbO7R6ihDDOqmpWWWWLlL6kNRn8/yW1t9mD5SULS5OU2SRVqFUUUtHm8Reg67tYps15Xpmq2+XEcZm4MDnSZqnZ4/Hny1x6jsPW9S2ef1E+yRzL4/wtIVfuaHPz/RZrJxzedHmT+57ssveYSzus8Jard/ibt7/6/5rm1O8ceuFzzGz7se81bF72+jdVwYevX/2lH+boqSUs2/5fnmOd9aZr3vypy88ZfUC3jMjVBVNjLZ45FLG45HHhJpXpcZgY8RmrNtl9XKNoyGruuD69EBwzoRf63PJggdVlwbopjQ3TbZp+nT1HZQsxUvJR1YB6y6TZdun2UqI0HTpkDgRlw6BXlIzq2o/7zvSLujTU0dQYVUgTStKUMEkJYoUgUgizDWgYptmv5Yxb2jsMFED5zTUsgxMiwbRSTEen7KSEacp8U36DW6ZjXK/D/pM+B47DidkCb7oUNDOk54NhRLT8HvuOp3S6LhtWx5xqJMwuBRw5HfPY7hJVr8D2jW2OzbdoLAnGR51osbP6vquvfuc9kzNv+tMjx0Z+K03n/s2CG/6NVvD8mp6ogJQ38tcfv+kXfeOiguvV//7tV+9+58PPHBcHj5lUSwaeA7rRY8+xmIlRaVBT8gS1Skh1OeWUpTNWDXnkxYT5BZtz1spDaKIs87k7HAqa/AduBw0eekFnZtTjrA0+ayd6nJzPjYHkwVGKHGQbkbMDhSBTpmex3wbSWzxzpzX0LARWkVKfOEnoRhq9EPwwpRcm+GFCEKoEkSCKRLbgkT6GeRKxNPTJWxlBHMPh0zqeLjh7WmFqKua5Az4HThTZtMblR17f4a++0mXPUZWpUYMdmxwu2dbk+HGPTkdntmExW09ZaugUrYRqIWTLDPSCiFOLOgVHZcdMynIXFoJ1yTuuWfelbeu9n19uHmzWRs77XsPjO7r+TQN8+PpPP/0WwvYLTc2y/svC6el9qE9v3zBdf9uTu/bi+ybNdgSpyY0P2pSdENQYVQ2x1YDxskq52GTfsxpVR2f9KkGhUOfeZ1NaDYfzt6tsXtPga48nPPGsg3exThRrTFRS7H5IlYykjhOGqqwsq5oKhpoFSZlZnLgd49rSNN82AnQ9lOmuaQxxSDPU8AIF209xepK/3fNV/ECRII9V0lRk4mcpJhaKtH3o+dALJB9ldlFFFzBS1Hj1jhDL7PCNBxw2HjO44jyPV57T5IGndA4e15iecFm/qsdze31ml3SCqEeSRpxeEgQYvOWVPprikioB7Q60ewGacw5uufLVi7Zuf64wNv7n++b95sXn/fMo3v81rn83AAfQ3W0A8wcOHv3f287dtnZL71kMd/xtz7/wDIcOBLzxshaPvWCybjJkfjFktg67DptcsC5hoRWysKgzM6GzfUOHo/NNvv5glR3TOmsnU6K0zeyioOpJJb4qIp47aONocgs6UlLxHMnSaxrSoD6OVRRiDAGGDpYhhc6FjK5bdHtUS22KbhPD7Mp3O4khaNPqKJxMLDShYOkya6jTS+gGKn6gEsWyY9eEtHV2bcldb3Yi0lTSdv3A4OwZ2Ua1uimLdZPxskDoXQ6d0pk6XuDNr+hy6GSLXYd11kzoTI6ZVEo9Dpwocu7WiPn5gGbXZK5psG5M5aHnYq66MEQIm5n1l1Cqnf3Vqy4/61eWlluHq7XJ7zUEvuvr3xXA82v9umnS+MRhxJZfMwzv2vHJ9b+8ZeP+V50+/TQTZZ89J2zKlkovCCBxmKyF3P20QrvtsOP8mFStc/eTLqsrJtNjGmsnesw2Y07N26ypqoxVQlLRIU7LVFwoF1TWTsU8e6DO8VMGOzY4dHyVKBEoilwmWbo0Giq6KZVCQK3SZnp8iYVmm5seVvjGYyVGyxHveUeTXys2ufURj9ufKnNsoYQQKqae4DkxnY5KL5CjyiSRfBjbgEpR5ZxNXU7MN3h6T5VywWC5ZaEkOoriM7tsstRQWT2pUy2FHJmNmD5tUClWef25S3xqtsszB3TevtriNefXefJ5j3MSB90MUZSU9RMJh45bbFyjU5l4BZdvW3vvQmv0z6emZ57ZdyI4vGnNvz9ww79TgAMo6hTAvm6Q7htdxXN7PCZPr9rydyeO7dp44IEn1ZGxlL1HYe2oxtqpZe7dpTAzoWNYLa79hoUjCkxOCyolgaqFPP9iQhxqTNUEltXmL79isjhvs3lCoeQJpmod7nu+x9EFlZnJlCCQYUuKkmKq0nu84Ej/lolam2pxnk/fBV97ZIxn9jicPp1y8eZF3vPWOS7cqHHZ1pC3XrbALY92uP7BGqow8ZyYaieh05MK+iSV0xlTVyjYgtVjPss9n+MLCesmZO+8Ydrhv/xgnS98w+LkvMO61TrnbWzw4FMOiw2d3YcMqqUKP/6GJe54tMOhkxa2o3No1ufYKZNNq7ocOp4yMapz5SvPiXectX3f/mP8wtazLj8J7FEU5Z/4L/W9vf7dAjy/bEMB2HP0xNKeYi26xrHVVWedfdGXnnriruKeE8fdbdNddh9tEQVF1q+NOTLrI+ISr9jhc+S0nHqcXhQ8vc9GVTTWjEecWu5y8GiJTZNST+laCpWCj2VDkghpZBnnkwyBqUuTz7IHU6MdKuV5/u5Wky/cXkNJdQq6Qq8MidEl8h3m5os02w6bV8Gmt3eplRf4+K0VCgs2tWJMu6vhBypJLL28VVVB1+Vhs+mrLLblhjFNEw4c99g4oTA60uHorEmaqJy3IWH/oYQkDujGCg89n/La81xWTfTYf9zk/K0am2ca7D9Z5g2vKDBSW9W+8oqrGmka/NCqyS3H161TD/97B3Z+/bsHeH5NT1Xo+enh6dW1o61W82xDFZe+4pLkw888vzuyebB6/qagUCv1uOFBk8vPionSNn5YotVr041UbMvE1XRWjbX4zJ0m564zOWdTl68/ZFMuxHhuiwSNFJHRYTN9papgaDKlYrQSUi0u8fHbbW57YIQtoypFRyrd950CXbPp9Aocny2x/1iBIBKU3Ig3XdQgjZtcf6/KXF1lTTfFDzXiRBlkM2ShlSoRHT9guW0iRMQtjyict67Eq85d4nO3xSws66TCYaImEFqMqQkMvcvjL1i88tyEmx+MeeGQw0i50nzTq3csjo7v0DRN/FxlZO3DxWK5DkmiKN9xuuS/+ev/GYCDlJUByfzs6aXpVdPfaHeWN//aH9zo77z9t/+H/sjOd1etx8ML5vSta1d1rLufsJkaCdh7DM7dGGMIhVVjgrbfw1A01k9BvdOlVnIYG+ny9P6InXsN4szbTREpqiKBrqkCz1ZYPd7hnufg3kcrnDNtsH6VQNUUur2IgudjWrD7YAFL1zl8QqXTBU3T2bCqyuvOW2a23mbXHoMtXZ0wktU7TgaLHlUknL/JZ8fmLqeXLRbqKkWvyf4TJTbPmBScFkdPlxkbM+mGKeet8dl7VGPzaoVnD5mcXi72dEfdfdnFZ+vbdlxw7YFH3vPHq9Z+wiwWR3rtTpiUSv9vVO3h6/8pgOdXbWwc5Py8Mze7D03T/lAI9Q9j/TL1Na8q/c1IaX5zMzh5hUgPqt1Q4dicT72hsn1NwsMvOpxc0nnljpDrH3S4YF3K8cWQY3MjTBRjTnRiojjNvFMCxooqjhVT8lTagc/zBy22rTLZshaE7nN6UWV11afoJWyYCvnIrSU2TCUEfsBkNWJ2KeLZ/RZhVGDH2mUOHPVptC26fspCQ6EXSe6IpqZAwvySxfZpl+NzPQ6fcnjlWTFfvTfmyvL/3965/EZVR3H8c393fnPvPO/cTqdTOrSlVEBoLFIIIbwSE4ENK6JujRsT2bkzrlgZd/4Prk1MjImCKwvRjSLUII9CC1TaTh8znce9c98/F4VoSNyhNcXP7ix/53zzW3zPyTk6R/ZFrDQSRnfE7KrGrLXyRJqgr39XfHrn8LU9teK90d3tiykRxxkzw6snP1fjY2PuVtfrn2RbCvyvVAZegT8/wcjptN7PmoadL69+8uU336aNzOM4VzCm+sqpw2HcoJh2GbLzNDoexbSkz4q5/wSqRcn+EcF6U9FyNi3A+Sc6R/cI5h9G6CmdX+4lLC3nOHc0otHzCDopmi2d3dUYP9wclBJPu5m9UGAXdaIkwgscbszmOHPMYGqvh+fkeNKA63dzjO9QNHuKUt6l50fcnrdw3TR7h7vMLUS0uibFfJcHCyb1pqDf0tCMXQzX4p8dx79+8thOfWLyfGBmBj+OY69p28WtLsm/yrYX+PPkChZAE/gA4NbNaYSmnd7ouGc11X0rCBr7Jprw670ZrHyajLHBYl1joOCSTwvsYoogiZlbCri/UOLU6yGG1NB1xe35NFJKZNqnsyKplhS97Oa9+pQu0MTTTmYMbqTRdgUtx6BiJaw2Y6JQcGAk4qdbm344Is25QxGzi13SUmejG9J2TDzPwc7FOEGAUjlGhkL6q1PYw5JCJne32l/4wg9zV/pR02+cOQFc3Oq0bxkvncCfZ+LgaYDp0FufBq56QTAeeGuJ68wmlfLYmFU2Pprcv0LBMlhcXCabaWAKje9nBFmp0eyGSN2gkFNIqZMugJEKIClg5Z3Nkx8y3mz1Px2VjWMNP1L0fFhzdColgRPDejsgUTrNriLwFeWcQ8EUHBlvU18vISWMDRWx7AHy2YR336mwse5/OtdcnX/z4HFRG7QFmnwAXK4N9m11av8TvPQCf4Y0ywCXn8U/3FzANNOlh4+WfhzccZf+shlO7j/woePHZzSl0fZCZn+7wcyjVcyMQRRr+D6Ucwor28HKpsgaHaQQ6MIFZaKUT+AbeJ6g50Z0HZ21tmIlo7G2ERMlOsNVScVOYcgUJyYC0GscmjpLEGURIqYXGN+ppPNZvxXI1ybH0Y2h6bcJNjTtxe3U3k78L/C/4fjBYYAN4CuAVmMJTdPuOF5UVQmJF4a06g+4v+xSzgr8SNFoOeF7F05csrOPz0cyEw5Vush8gaFKh7xtUioGHJ3KYOcFNSeh1ifJViJqlk5pUMnKUOlrO3PlUqmgSykF5axk3bWojRxGT6UBJYJI1tGYH9354lcNb0e2ny+0hSzMXQNE1e3csX5flmqgz6XeyFOxHdqOQSEbcnXGoJDRaPUUA8UU9XZEJS9oeUIbrQ23lFL18+dObfVTtg1/AOvhqVF1FNSeAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQzOjM0KzAwOjAwXyTwQwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0MzozNCswMDowMC55SP8AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 19}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 24329000
    {'hecke_orbit_code': 137757720581, 'n': 1, 'trace_an': 16}
  • id: 24329001
    {'hecke_orbit_code': 137757720581, 'n': 2, 'trace_an': 510}
  • id: 24329002
    {'hecke_orbit_code': 137757720581, 'n': 3, 'trace_an': -20130}
  • id: 24329003
    {'hecke_orbit_code': 137757720581, 'n': 4, 'trace_an': 0}
  • id: 24329004
    {'hecke_orbit_code': 137757720581, 'n': 5, 'trace_an': 3145170}
  • id: 24329005
    {'hecke_orbit_code': 137757720581, 'n': 6, 'trace_an': -30766728}
  • id: 24329006
    {'hecke_orbit_code': 137757720581, 'n': 7, 'trace_an': 78767350}
  • id: 24329007
    {'hecke_orbit_code': 137757720581, 'n': 8, 'trace_an': -217339260}
  • id: 24329008
    {'hecke_orbit_code': 137757720581, 'n': 9, 'trace_an': 0}
  • id: 24329009
    {'hecke_orbit_code': 137757720581, 'n': 10, 'trace_an': -635093930}
  • id: 24329010
    {'hecke_orbit_code': 137757720581, 'n': 11, 'trace_an': 4719921012}
  • id: 24329011
    {'hecke_orbit_code': 137757720581, 'n': 12, 'trace_an': -22715951880}
  • id: 24329012
    {'hecke_orbit_code': 137757720581, 'n': 13, 'trace_an': 8689116940}
  • id: 24329013
    {'hecke_orbit_code': 137757720581, 'n': 14, 'trace_an': 0}
  • id: 24329014
    {'hecke_orbit_code': 137757720581, 'n': 15, 'trace_an': -59706310410}
  • id: 24329015
    {'hecke_orbit_code': 137757720581, 'n': 16, 'trace_an': 10530345976}
  • id: 24329016
    {'hecke_orbit_code': 137757720581, 'n': 17, 'trace_an': -221748184620}
  • id: 24329017
    {'hecke_orbit_code': 137757720581, 'n': 18, 'trace_an': 654304109970}
  • id: 24329018
    {'hecke_orbit_code': 137757720581, 'n': 19, 'trace_an': 0}
  • id: 24329019
    {'hecke_orbit_code': 137757720581, 'n': 20, 'trace_an': -878373508140}
  • id: 24329020
    {'hecke_orbit_code': 137757720581, 'n': 21, 'trace_an': 1431507507492}
  • id: 24329021
    {'hecke_orbit_code': 137757720581, 'n': 22, 'trace_an': 2209421844320}
  • id: 24329022
    {'hecke_orbit_code': 137757720581, 'n': 23, 'trace_an': -3507966822690}
  • id: 24329023
    {'hecke_orbit_code': 137757720581, 'n': 24, 'trace_an': 0}
  • id: 24329024
    {'hecke_orbit_code': 137757720581, 'n': 25, 'trace_an': 10464353188900}
  • id: 24329025
    {'hecke_orbit_code': 137757720581, 'n': 26, 'trace_an': -23324455191468}
  • id: 24329026
    {'hecke_orbit_code': 137757720581, 'n': 27, 'trace_an': 11679867134280}
  • id: 24329027
    {'hecke_orbit_code': 137757720581, 'n': 28, 'trace_an': 8077754165240}
  • id: 24329028
    {'hecke_orbit_code': 137757720581, 'n': 29, 'trace_an': 0}
  • id: 24329029
    {'hecke_orbit_code': 137757720581, 'n': 30, 'trace_an': -80865025845360}
  • id: 24329030
    {'hecke_orbit_code': 137757720581, 'n': 31, 'trace_an': 53033402941772}
  • id: 24329031
    {'hecke_orbit_code': 137757720581, 'n': 32, 'trace_an': 20394786468360}
  • id: 24329032
    {'hecke_orbit_code': 137757720581, 'n': 33, 'trace_an': -4953707733660}
  • id: 24329033
    {'hecke_orbit_code': 137757720581, 'n': 34, 'trace_an': 0}
  • id: 24329034
    {'hecke_orbit_code': 137757720581, 'n': 35, 'trace_an': -82375887392730}
  • id: 24329035
    {'hecke_orbit_code': 137757720581, 'n': 36, 'trace_an': 263454471040956}
  • id: 24329036
    {'hecke_orbit_code': 137757720581, 'n': 37, 'trace_an': -29247362581160}
  • id: 24329037
    {'hecke_orbit_code': 137757720581, 'n': 38, 'trace_an': 391580910829560}
  • id: 24329038
    {'hecke_orbit_code': 137757720581, 'n': 39, 'trace_an': 0}
  • id: 24329039
    {'hecke_orbit_code': 137757720581, 'n': 40, 'trace_an': -918259855204500}
  • id: 24329040
    {'hecke_orbit_code': 137757720581, 'n': 41, 'trace_an': -717170436410748}
  • id: 24329041
    {'hecke_orbit_code': 137757720581, 'n': 42, 'trace_an': 1119760897992480}
  • id: 24329042
    {'hecke_orbit_code': 137757720581, 'n': 43, 'trace_an': 1295649718427950}
  • id: 24329043
    {'hecke_orbit_code': 137757720581, 'n': 44, 'trace_an': 0}
  • id: 24329044
    {'hecke_orbit_code': 137757720581, 'n': 45, 'trace_an': -2413910465914410}
  • id: 24329045
    {'hecke_orbit_code': 137757720581, 'n': 46, 'trace_an': -6165422784262408}
  • id: 24329046
    {'hecke_orbit_code': 137757720581, 'n': 47, 'trace_an': 5324712362382270}
  • id: 24329047
    {'hecke_orbit_code': 137757720581, 'n': 48, 'trace_an': 7675815427929360}
  • id: 24329048
    {'hecke_orbit_code': 137757720581, 'n': 49, 'trace_an': 0}
  • id: 24329049
    {'hecke_orbit_code': 137757720581, 'n': 50, 'trace_an': -10266398091964350}
  • id: 24329050
    {'hecke_orbit_code': 137757720581, 'n': 51, 'trace_an': -5996743906200468}
  • id: 24329051
    {'hecke_orbit_code': 137757720581, 'n': 52, 'trace_an': 5457051468349900}
  • id: 24329052
    {'hecke_orbit_code': 137757720581, 'n': 53, 'trace_an': 25019175284457720}
  • id: 24329053
    {'hecke_orbit_code': 137757720581, 'n': 54, 'trace_an': 0}
  • id: 24329054
    {'hecke_orbit_code': 137757720581, 'n': 55, 'trace_an': -28447209909214060}
  • id: 24329055
    {'hecke_orbit_code': 137757720581, 'n': 56, 'trace_an': -22879869030140400}
  • id: 24329056
    {'hecke_orbit_code': 137757720581, 'n': 57, 'trace_an': 26327201869272960}
  • id: 24329057
    {'hecke_orbit_code': 137757720581, 'n': 58, 'trace_an': 72036625362175440}
  • id: 24329058
    {'hecke_orbit_code': 137757720581, 'n': 59, 'trace_an': 0}
  • id: 24329059
    {'hecke_orbit_code': 137757720581, 'n': 60, 'trace_an': -129993967558538280}
  • id: 24329060
    {'hecke_orbit_code': 137757720581, 'n': 61, 'trace_an': -55112667981951388}
  • id: 24329061
    {'hecke_orbit_code': 137757720581, 'n': 62, 'trace_an': 98952816959518920}
  • id: 24329062
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