Embedded newform data - 3.39.b.a.2.11

Formats: - HTML - YAML - JSON - 2024-05-01T18:44:30.962610

• 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': 4563, 'analytic_conductor': 27.439040710058418, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2], 'dim': 12, 'field_disc': 5923524141493974037280204000848685068730124824051878042100191539418008259090030258297435840312061996441379795735502326356263806438209442687720675030279644113924913267804109871798903799879680, 'field_disc_factorization': [[2, 11], [5, 1], [7, 6], [11, 1], [13, 7], [17, 1], [19, 7], [31, 3], [37, 1], [163, 2], [199, 2], [239, 2], [294847714303, 2], [285302839073223389384642797605713654936754063001089585539393, 2]], 'field_poly': [27342285412416035125187079526375866471795145886924800000, 0, 190068212511425710374530430459662273636990976000, 0, 420150309279704216298413492838082805760, 0, 323765701965839203118204176384, 0, 111006258614054318328, 0, 17353504902, 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': 69373788163, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 77281204908083943259471848277324310651235692944127792949567160320000000, 'hecke_ring_index_factorization': [[2, 75], [3, 91], [5, 7]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '3.39.b.a', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.39.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-9561867+97\\beta _{1}+\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '38.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.39.b', 'trace_display': [0, -114742404, 0, 8107872236538648], 'trace_hash': 2072132587456142367, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.577', 'prec': 20}, {'__RealLiteral__': 0, 'data': '7.534', 'prec': 17}, {'__RealLiteral__': 0, 'data': '680.726', 'prec': 24}, {'__RealLiteral__': 0, 'data': '1215.700', 'prec': 27}, {'__RealLiteral__': 0, 'data': '70205.327', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [12, 0, -114742404, -1699274528448, 0, -483611204680128, 8107872236538648, 0, -424319151461513940, 8521437485093339520, 0, -2862564534392665536, 1069098773333431501752, 0, 6325133233762551847680, 67078537203201948051456, 0, 1420463738762719667349120, 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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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'char_orbit_index': 2, 'conrey_index': 2, 'dual_conrey_index': 2, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 11, 'embedding_m': 11, 'embedding_root_imag': 65373.79357971146, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 69373788163, 'label': '3.39.b.a.2.11', 'level': 3, 'weight': 39}
• 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': 4563, 'analytic_conductor': 27.439040710058418, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'conrey_index': 2, 'cusp_dim': 12, 'dim': 12, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 69373788163, 'hecke_orbit_dims': [12], 'label': '3.39.b', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 14, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 13, 'trace_bound': 0, 'trace_display': [0, -114742404, 0, 8107872236538648], 'traces': [12, 0, -114742404, -1699274528448, 0, -483611204680128, 8107872236538648, 0, -424319151461513940, 8521437485093339520, 0, -2862564534392665536, 1069098773333431501752, 0, 6325133233762551847680, 67078537203201948051456, 0, 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• mf_twists_cc •

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

  
  
  • id: 786025
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 12, 'source_embedding_index': 11, 'source_hecke_orbit_code': 69373788163, 'source_is_minimal': True, 'source_label': '3.39.b.a.2.11', 'source_level': 3, 'target_conrey_index': 2, 'target_dim': 12, 'target_embedding_index': 11, 'target_hecke_orbit_code': 69373788163, 'target_is_minimal': True, 'target_label': '3.39.b.a.2.11', 'target_level': 3, 'twist_class_label': '3.39.b.a.2.2', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 39}
  • id: 786026
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 12, 'source_embedding_index': 11, 'source_hecke_orbit_code': 69373788163, 'source_is_minimal': True, 'source_label': '3.39.b.a.2.11', 'source_level': 3, 'target_conrey_index': 2, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 69373788163, 'target_is_minimal': True, 'target_label': '3.39.b.a.2.2', 'target_level': 3, 'twist_class_label': '3.39.b.a.2.2', 'twist_class_level': 3, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 39}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 9975
    {'charpoly_factorization': [[[243786563221986100607642760840979383224313101423415123969363148800000, 0, 11768522741474579470777736115742412736813523420393242624000, 0, 180656942559011757302342675759802698209123368960, 0, 966759205818764407083707779415801856, 0, 2301825778621030344849408, 0, 2498904705888, 0, 1], 1]], 'hecke_orbit_code': 69373788163, 'p': 2}
  • id: 9976
    {'charpoly_factorization': [[[6076396096647706909168138770838836135530328017648434830996201971201776350890241322455818405320466786549738961, 516133848492728558263090980722510599614034849610842913995005063390599217334138413982008482262615396, 728389806969142581446512172881810111580570517053057236598666573654552834171111200332437298, -2838155461505036121294050063980410518272855464493562416236407941855896634630381836, 1550174236674575066669410041390625342290444603248193399633031775168818959, -2735110955392205879158630549800052482170877380996728548457472952, 151906233658441352923099614536306680406603455056972924, -2024730708492394898431241855164972339594818168, 849503467879122982847204380366305279, -1151365315789059344216156844, 218742485368606578, 114742404, 1], 1]], 'hecke_orbit_code': 69373788163, 'p': 3}
  • id: 9977
    {'charpoly_factorization': [[[749694009202578931438170389196990522528524112693654797631120204862412926639940872571184054603118883361603198884310628800000000000000000000000000000000000000000, 0, 27158359614272682617906915059927785442970831497144093829004510200728505844185498165921728583485982832187200000000000000000000000000000, 0, 298137012645430869086749304350332844065579500543683155850545456774353088246861011128504320000000000000000000, 0, 1368911336897278256229889360662476372077604402683771084888300719924787200000000000, 0, 2928392754883541957615995777640155221299342243673600000, 0, 2831160793947408502749653760, 0, 1], 1]], 'hecke_orbit_code': 69373788163, 'p': 5}
  • id: 9978
    {'charpoly_factorization': [[[-347178907047567407238912142667498400176087921777433675281542174597928085088269861002306375000000, -149427007189562606617120093501238722022705039289792455308997347932118349067000000, 25847657750691049519267613456337854713807246586690892607678710000, 2296887358372662190562201246381383547274194340704, -363018607846913609843472235500996, -4053936118269324, 1], 2]], 'hecke_orbit_code': 69373788163, 'p': 7}
  • id: 9979
    {'charpoly_factorization': [[[173010469113009639248254695258445851402922980051975093027129614075511291161298790019699303289846684273706684732043211991962558155278361918578117723476380663166624086836750161660156526403123273439387684830571463601025680670720000000000000, 0, 960566663326712771983974655457677451634210638357510598960101442320644895707917354166348683036538291547192918316489865187541768137189802775866156471684405650099785755143262545773144238456832000000000, 0, 1736930658928225502360028508102972388822201684252245398154362929931023805467938923763429166871021227519404127327826027703791242889354075129619222521446400000000, 0, 1234167338332303472605260105181291729803846320951880426722032880246535467604222782007330846290090187181729191660748800000, 0, 320522361763651633582508862629047492131802227782912958108432247552141552129536000, 0, 31338736394660998113472688454607160605440, 0, 1], 1]], 'hecke_orbit_code': 69373788163, 'p': 11}
  • id: 9980
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  • id: 9988
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  • id: 9990
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  • id: 9992
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  • id: 9995
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  • id: 9996
    {'charpoly_factorization': [[[1018326575926426326594478523648079539011436490507262301732072513081557267057818757365290079564432132293139656594922093103916054543267655666571970448228191196554034494408341345013472277912869664562397047614207183936, -38623043933680284993530910099564050922695988461242945881353578162635775967122571623802109183116227775968614593874942333489426960115180581565787627758637892291943584006065746964160, 230276320915224380160936632536382299495625443820329956983637267535067625468995157319663876979887444604473355830084148591843665665678760462622448, 2710499640378926915806131824789581466222962362969709600244222932407641949447774320976898644658148977666218080, -1629170716056947458441984220381208617039404774150718120039854604086980612, -1690497465966280560812330822388817260, 1], 2]], 'hecke_orbit_code': 69373788163, 'p': 79}
  • id: 9997
    {'charpoly_factorization': [[[104318389574275427308891822813479675367141624559850251390187183192411083215509865973909248863480825968361198528757663381198041732241374433769917690195033244815027214550618429372225068593034176808186297566894450193755463466209399614323517561879351416714314359131939529381016173785778698657043052895736347080767282805249168687040327544165187189127490135005772599882221201084904416756532586447493377422284643110934544835072283063091200000, 0, 3486933884575718446021057496924083138756822942839275320416408759235001971945131747115667598981999324395563889349476253826673471461236845213464869430045798611988255533917682351436710087850044376968933054416858846662864100371871929401037385173943957780332400170531056270078672327398475499780474541354655600242367713471964330337805248911260017818737401962203971584000, 0, 15030542726295711200358988135905954885636835570613033433620642530188867914934390370751993284070034915665829308951137389787487631849802449620344231321858918385878340372682680355560197503675837550082764376921823796794381243265403563952061991446513581085656490466985742285855343509267384882954240, 0, 5717741300694832317220062851755647176144915939851179254854618156750043122313964741888262014983590102174656430603514146014101623867838575799117778521895955326008495061004267131117740048954277724253453634708945916658712576, 0, 807273771111269361365816640346106977222445531681310448982481484423637992981281981995225205959694882662931124282477979083108828570867193060896862208, 0, 48025042723537509221025708780138549694288550998572201067654595566514197248, 0, 1], 1]], 'hecke_orbit_code': 69373788163, 'p': 83}
  • id: 9998
    {'charpoly_factorization': [[[845858818749033255144510825471246674676284848021923574831009595750817225177833874382564171899400886468514989791969102532160168817753439785901389182968702330485619352513495449791487428354671483939144557722015077555537554728652737221275180956310318244424260102831090019384300421068100757579582863013046400551110397081639219274163632192911938813202787228469612039456814531520604054217828491670473852558219996450907623737124842373120000000000000, 0, 538633465872580034398653456649391279626088973044833430137199860936062351481867945019196143941966066274695973259136793324455861437926521260430750697700504183366660319908462388325652246485410499371211026833664121693009988092869673700241008562675612514073113964176320283690069398283816578387386372523114107937432003383125181727363534546250321585428070219762368512000000000, 0, 65140014929627833977051881176545894631521967313162646876623088270700926743515961945863334673591827649282137667371459352139498633473146622500747336763886889093749572303136812731798465153793013942751366292357254694335611724318573327490716679746417939089320658445072328921261080330992248422400000000, 0, 2926789635150124915502835119659824604483162459124482260449742335733271890163967963267836019449429267017694819462445876512074512531057984010939225715387102417807812071759500559862652116054326942821943195403797562969292800000, 0, 54159314660553496899125843411294504524870109013224750671572401930388007602706652676574518571597168836752586154139110103212678265974154743105806336000, 0, 407944218696062112155575446322222102765331011641452808263267024046362250240, 0, 1], 1]], 'hecke_orbit_code': 69373788163, 'p': 89}
  • id: 9999
    {'charpoly_factorization': [[[25954724784895922141221964853143457620122535354257280484113627486090797439317101842491297021432844482403883332544737892533412346536899311845966481506571838469167468934017211832458597200923476582586810051623968513971665475240000, -1145604409341724119626857016856148357514501761073468209436199105255285040637903570562354876597957079870246965794462441827662630057007191861100277327326973787858107739666243994925325288849600, -12476767607091852206031782234723053188447854602204116516694991330853463043921857312976116166143340473648890357279241237758874417833513931237656047370000, 928153017255484488281784799380513121064497952828119843982147401356590167370228586104739662476861875382871568850784, -4500726659862516383196921376806720600222221584317762182839029832449958434756, -124339694472009471030389375008285412364, 1], 2]], 'hecke_orbit_code': 69373788163, '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': 2, 'hecke_orbit': 1, 'label': '3.39.b.a', 'level': 3, 'portrait': 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OPKss+9N4as1lwOXxLcsiPC7+nkczHjAwbLdYeVRsriaszsSsJyJ6ZU8bl7X5fbd4EpHSzNYqlus7Cqs1gX9AKI4xTbTMnZCeViTApMLca0uzAxbJBzApQSIEy6XsqmkYBaUweVUZFmF4IYFIp6K2TDkEHH0xCaQqQBBdtg06hPsyeYmtdJUp1qQZK3BZYBcSzoBZLFumShplhqxFiWD0bMHXu63LVXMFhwqDUKzCzZzK/AaiNmuR0zNhyTtzW6fswtOxKOnHdYaIfcv18xM+cwW+vxHXf7LCwUOT0VYprg+4pExXiRxk07y/GH3pK8OLLlQ6mw9r3ouPzjqXnB5Ib8mw2VP/H6C8vBzx//JAMjt/NzP//3f/rrTz35Dz77lae31Rurk0HgyW0boNZRjFZSmh2NMA25cRssr7ocPh9xcHeEIXKcvpKyf3uXoYLB+WnJzTub7N0csnVDhKZpmIaGZerkHIlrSHpdg3NXbb55xGRqOaAdR5ybCRiu1nn33Q32betwy64WV1djVnsC1/K5PK9otXPcsEXS9BPOXNXIuzqnpmD7mMIPE/zERNcjynk4O2Oh6QmGjNEN8ALJrbt6eD3Jvm0JbS9haj7P5hGNnBvSDBRDpR6NbpvfewqOXkk4fsVnYqzG/p1typWQd97R4bvuU2wdyZNEJa7MFbk0ZzCzmDK7HDK9nHBmVrDSUSgVctM2naPndOZbIfftF8zOO8w3urz3Xo/l5QpPvx4zUA4AjaWmZKwa0Q1z7BxvSJG2J69cmdo8t+zfluiTztZNpW/9wse+xNe//LtvNmT+2OsvZAV/+bmvUPdu1TZVvvYvXj62+k9nZme0s1NdXNtASY1dG3ziBIaKkq++CPPtlA89FDKaL/DEYZ3Frsf7703pthxeORdSKoTsnTQ4fikhFG0+cJ/HlqEczW4hq+R1k9WWoN5KqbVSGp2UtpfSDhQ9P6ZaiNg0nAICy1DMLhsIaTExpLF5TDE21GOpEXDsQp4D2xWu0+DkxQr5XEgYGlTLKZ4Puzf5fOqpEjs3xgSBYqAoiRKPvG1x6qqPY+S4aUfM8cshSzWTDVWLzaOwaSRE0yJmV8E0Ms/JxHBMOS/peBbdnkG7Z1Bva9SbUGul1FsJq62ExRbU/ISJ8Q4fvLdNGlU5fsFi35Y2xZzDoVM5Gp7HB+73WK2X+MZhQWWgzfc+5LFcd/jyC3mGyhFxotg+FiKFwLZ8ppeqjGzYltTDDT/9gw9s+anHT8wnf/0j732zofNHrr9QAJ+dPovr2s6lKzObTpw8/6EkmP3Xpy9MsVAzMS1FOZ9QziXMLmsU8h7bN2l0WnlePimYrns88kDARDXHc6+bNIIe77mzx2qjxKvnNIYrLc5Nm7x43kCJLo/c0+Kdt6ZsGbUJQ5dGy6bZNWl1NBpdQacn8ANFGCuSBDSpsAxwLEWpoBiqROiGz6WFkBMXLdI4x9tvC9GNJq+dKTI5Cl97JeaeGyyWWx62rhEnEZUyxJGBbsTUai5339zmay/l2TwKr14IMHB5+NaUWHicuJRwZdZGlybDZZ1yTuBYAtMUaALiFMJI4YfQ6Sma3ZROL6XZS6l1FV6SMDHe4523N3n/3SEkBV4+U+DctMZwweD184Llrs8774BeO8czx1JGRjt86L6E+aUyL52U1PwuuzYllGydqRWNgVxMOZ9i6QYXF8G0J7hh69A/G5/c89mBoY3TUeh7+2/Y9WZDaf36CwPw5w+fR+mDphld+JsLc+c/+pUnjopGsyMP7O4yvWLS7BjcuDXF9xVDZTh8xqbmebz3nghb5Hn+qM7phYAPPdhiqOBw/HyO09M+m8d99m82ee20y6W5hI6XstwRLLRSyqUeb72lwx27YiaGNQqOQbtjYxkS0AhjSZoKUgU9HxAp5bzPhTlFqkKeeDVH0HPYtsHkzn09orTJs0dK3LTd4MJil1ajwO37enzrNYvhiuLMlOJ/e1+bM1cthiuSbx7RuHO3Rr3X5vJMhZt2hDx7wiMOXO7YY7J1o48Xd/nGaxokgkuzOgVXRxfQ8ySpEiSpIooBmaKbKa2uIpeP2DgacNfuHm89EFPN2SzXi9RaNu2uycUZyeHzAfu2d9g6anL6Uo7jlwMq1YAP3Ce4NFXk2WMp0uryvntiOq0cL50TDFcEPT/lpq0hrZ7PzIrGzdt00jSfWqXb1P4bdvzoDfsmf9Nr1UK3tPvNhhTwFwTgSgUyjrvvfvzxz287fcn6+dW5V4yEmCROmasrio5ifEhjtZuyZVhnviHZOqzx1GsaoWzzPW/tYYkiLx13OD8XMDzY4sAOm8CzOXkZXDvCMXO0OoJGO6LTS2n1FCtdwUoXoiRg/3aPkUpCt6d4x+0BkyMpcSLRpSKM4JljNtPLNqPlmJOXbEhddo1r3LwzxbJ7vHahx8pqjr2TOQqlBi8dNzi43abWa9JoFBgZUbxyRuMjD3Y5fEZnfMhgtduiUa9w8+4eL51MqDgl9m7rstxq8crpEo6e45adih2bfJBdjl0RDFUillYinj1m4EcaUkKSKiZHQ956e0inqzFWTrl5O4ShS73lUm9Z2dupq1FvC1rdGNfxcC2Nk5c0erHHwV1dRkp5LkzlePF0iG51+dBDQFTgqSOKybGQxbrOxAafWtNh44hH2Q2ZX8nR81PiyOC73nUwOres/8P77nnfxbzrfLVaMNI3G1tvuhel2epSawR//eypo7+wOHu5cuJUG01o3LIjAATDFWj3dBwjYWpWB0IObFdsGQVJiW+9VuSrzyVsGW9z2/6I8aEcTx8d5Kluhxs2t7lld456M0cY6VgVcB1Jz0voegnDQYoXKDq+RX3FZnZGEcYpc4sxlqUAgakpdCnoeRoCg7inc+OkYOuYYtOGHkHS4euHNc5eLPO2AxY3727w219XmMJlckOP4y9pbChpDBR62JpDGBksdyBn64wPC46eDbl5h8N9N63yW496mEaet9ymMKweT74S8rVDOU5fcdgy5jI5mjBYDtk8EHHDZIKmpeiaAhSuZTFYsggjg07P5OQFg66v0/M0ur6k60HXU3T9BJSi1bFZ6USMDDa5bULD0cs89ZrJ9GqPm3Z32DZqQlTgyVezSW43Udyyo8PmEZeFFclq3eLyrEXb04GUg9tiXnv9ReNqY+MvbBo6Wr/91pv/fhz1fks33P95Aa5UDxB/+5lnXvqZQy89WdHlEvu2CZbqOievGmwZTVAKZlcTTMNi06DJ6UuS5UaHm3YE7NqQ8p57Sjz3epVvvuLR7LbYMR7z3W9xOHI2z5EzEd9xd4MHb/G5PF+i60l6vsTzdXqBjh8o/DAljBRRpIiT7BPGJioFqQkMXWCbglJeUM7DyEDK+HCPgXKLx1+D5143kGmRtx0wuHFXhxdOR4R+gTtvFLQ8j+Vajjt2pAyUeji6hR9rrLQjtFRw4w4dNx9w5JzNvTcXuX1/hyPnNFBFDuwx+VvvqvOtoyHfPJzjzLTNpkGNkYpDOe9SzINjgaErNAmpgjNXBEkiiGJBGEMQkf2OQYIfpHj9T89XXFpK2bU14sA2m4vTNq9dSBis1Ln35pTbdjqcvZTn8WOCbtzmtv0dbtqmMVTIce6KQ0732DTU4fRUEddK2ToaUGsnzK0KgmCBp558ooKK/+3efXfpy6vex4YGnP/5AB70miQhf+vI68/+zAsvfWPo0nRAsWgxUooZq/osS4flpollRhiGz46JNvu3DlLMORy/pPP7T/rs3tLl7bet8Nbbi4wPO5y+anD+qsfwgM/BnQF7t+lsHoVSocekEnR6Jj1fxw81/EDDDwVBJIliQRxnr/rMcZs1lboOtgmuk1LJR2wY6hHT5cJcxO89a3N5JkfJcji4R+eOfW1eOd/iiZcL3LbdZtNoj089JdCERSEf0ewGpAo0AYOFHu2OSRo7vPueZT7zNZetSzbvvK1HGNV49kSVKLG5dc8Q7zzYZvvGFk8e6XF8xuXYFZPxiqRSELiWwDSyh1AKEEKRKkhTRRT3H9ZIEUSKIEzxQ0UvFLR8wUpPImYs4jClUGjzzrt8Rso2rXaBb75scHo6xLA7vO9unz2bLJZXixw+YXD4fIKZ89k4luBaCbYhaXQUSy0dS4eNAwGOtcBTzz865AXBz9x+231qeaX5G0ODpf85AP6Pfu63+JkfK3D1yuN/4+Tl6OdfOnJy4NJ0h15gU8qnrDR1fM+kHaVsqArabZ1aU/HqpYTveWgBxxpioJjj9BWNy3M6H/19n0ceqHP/LV22jZc4eiHP+ZmYP3jeZ+OoR6HYYctGj5zTI44tvMCi0zPxAp0w0ohiSZxIklSQKoFAIYXCMlNcO8YyQ0wjYK4W8OirkouzJldmy2ipxdZRk92bNQ7saqNZK5y4lGdDyWXvFhgZbFBvF7hhgyROFY8ftgh6klIu5uFbfb76bMT0Yp6d2wwWmj6nLhtsHC6zf/MKLxzv8NIpQRCa7NpcYddGi13jHS4t1Lk4B4fPuly4nMPVBZYuyVkK2wAps6ZKqexhjRMIYwgTQTcQtHxJO4IojVEE7CgH3HdLysSgg+9XOHXB4OillJlaj4N7W3zXvYrQL3PivMvpy3BqKmKh0+V7DrQZKFv0PJ1mJ2FsUFFyDbp+jJAGI1Ufq7fM2ZOPD62sLP78SqsS/72ffPy3//fvusK2G3/ozxVvf65N5k//4qf5zPPneGj/lu/Ji+n/osKFUsEJGShFvHI+T06DreNtHFsHpWNoJo2WzmtnE2ZqEZrZ40Nv6XFwq83Zq1XOT+mcmYppeAGDAz0ePBCwfcxkebXAiUs6Tx6NmW0HlItdvvv+Jrs2xviezt7NiuGyRhAZJIlGkkrUGrhliqEnTC0priwKml7KV15wmVt1UaFB2dYYq+pMjOhs2QB7t3ZI5Sofe8yltlzitl0Wb729xTOn2jz1coUHbnTYu6PFbz4eI8MSf+OdMZGs8YnHiuyfyPPAwRaPv97hxSMDvO2AyW17AxZaq/zm1yxknGPPhMHmMYPNYwljgz2KhQ5h4jFfj/jKCxa1nsXUgsHcoomhCaSUCASpUiQpRKkiiVPK1Yh9m3sEQcSujQEfuC+gnHNYrg3y1KsFjl2GlZbH5nGftxyIGS7labZczlzROD8Tc3Yu5Mbdbf7agwGGKDOzmOPIWUG9E6HrCilDLEdj+4jEMAIOXXAZyqUUc3Dj7tHmfbcO/kgSvPJpXz3Ethu/788Nc38uFTxMFZpAkwRDQ+VP3vfYc7O/PjN31b3/RknO1Gh3QSqfsQGDeqvA+Rkfy/LYNdFm9xYXTStSmtK4MKvxia8ZXNjX4r79C9yxv8im0RwXZ1yuzJt88rGIG7Z1aPtdlmopS+0cXtel2bb5uU+XIY0RccyBfT02j4TEMaQqRalsiCOFQGoC3TA5N21y5qJNztbJm5IBVzBYlQxVdMYGNSZGE3ZONElEjf/4xQJT0yVu22GwazLBizu8fMKi5BhUi4pSPsR1MiqUppKWr1HvKmqthFbX4e69TV490+PstEapYHPrnhI/+O4a//lLcORijq6naHZ0luoFRgZchso+E1Wf/+uDPQpui+NX4NyMxDAUmqYQIgVU9j8FcQyTIwl33hCTRAZxYpKmZeLEgHKHO/bX2LDBwfMN9k1YLK5WOHJa5+JswlzNQ1oeH3hrj7v3mPj+KCevWpybijm/ELBptMPOTWAbNis1g4VaxMRYQtVVmAYYRsxg/lip1dz+6zONe+K3PLzhcz/1Hz6u/sWP/8BfHYAvLDTQDXes15k5kgRThYKctr7zdgvTSKh1NKamLUaLKW3PY7iaUi0WOH3F5bcf89i7tc0H7osYKFWoFCwuz2k896rFs8c8bt3d5v79Xe69OcfuSYepRZsr8xZLKwn1TkTJEAwOJP1XtcRPLKLE5uzFHMfOQqIUGbQzbmxIMLXM85G3YO8oFBwo5iTlvEa1pDNUgU0jAaODTSJV5z9+scily0Vu3qKxZVyydbzB06dilmpFDmyWlAsptulhSQulCeJEIpQiTkIaXZulmsHNuxxu3NHhhSM2w2WBa+e5eUfKjz1S4z98KeXUXJ5mN7MlrDR0Bko5ygWHcqFIwY0YzEVM3BxiGTGGHqNpCVJkzYQie6iiSGN5RSeKNaJYI4wkSSrRZEI1ryCxmFky+eYrkumlmJWWh5vzece9HW7dKZFpiUuzeS7PSs5MRSx3fD7wljo3TNgcP1/m1FWQWpuRik4YmBzc0WFmxWS1o/H4y4NMjEy7iWn+9m99kvSDD2z54kP7PpPc95YP/+UH+Je+8nlOnXhBa7ebd8/MzhcOvb5kbRxW3Lity9kpnaWGBgkU8j1crcDXD8Xcub/NfQc0SjmbJ47l2Lm5xm3bYyqFMoMVm5GqxtSixgtHbF476/HQLS12bOiyc7PNjgmb5brB7JLDwkpC10+IYogSRZKkJCkZ305ZB7cQoEnQJRgGWLrAtgSuJcm5GkVXUi4KhioxEyM98rkmX3wx5NkTFZqrBfZt0pgYNdi+0ScRTR4/7JIzdAbLGnnX58Qlso37jYpeoLF/e8S+rYrFhYSVhonnu7z9YIfnj3tcmNPIORLLLHDDlpSf+hs1njnl8dVnBqi1FRNDCY2WTqmgUcwZ5F2DnKOwrRTLTLH0BF3LqJbsr1YqRTawSgVxKonXlJZI0vU05pYVsysxy80IJQIsJ+LOm0IevDklZxa4PFvg6rzO1YWUi3MBzSjklt0Nbtoq+dbhEicuBWweD7l7r8aLxxzCtM1wVTJSCWh0TI5d1inkJIOFKTvu2Z/42kvy+wv5wuf/4MufSr7zvR/5yw3whaVYRnHjwzOL87+8tHjJyjuCnGWy1PBwHUW1qDO/ovPK6YAffaSJaQzw/HGdSzMdhoodDJHnlz47wDvuaPGB+xa5bW+OydEiUwsGW5d0Ls+bvHjE5dEXQnZs9Ng0GrFtBDZvKJOkFq4XE8WKJFbEqSJVfaWkr5YIIZASNCnQdYGpCyxTYluSnCMouIpSPmW4EjBY7hCrJp97XvKbX6syZNvs2yTYNGowOZYyMdrgiy8r6nWbXSMa5QLk3Yilq5LlhoW5GYJIMFiUlEpw4Yqi0U5ZXLXZPmnz4IEOjz5nU82DZZpossQNWwV/553LGHKZP3ihzOk5m+F2xFApppjTyDsariNxLB3LBMsAXVcZyAVIcR3IyR7sJBHESfazdD24uuijmw0O3pAwMZqwY4NGq11kccnm0qzO7HLK1aWIpVZILu/zkXe0edetirnlMtIMedvtEdWcw1OvWlyYb/N3HwmpN/KsNjQ6PgxVFN2eQzkX022ctQeK0a8X7K26ljd/l6zO/Jldf6Zuwmee/DrVovn9Z85f+MUnDl0uDxQVvUAiNA2lLKZXDHK5gNt3J1Rcg0Kuye17QmyjQKPpsrBikTcFrm5wftbixBVIhMeGoQ5bN0SMVAWbhnXKOZOybdJsOZy5YtBogUoMLMPE7oPVtjVcWyNnZ6DIuxqFnEYhp1PM65QKOuWCRrWoMVCWDFUUw5WYscGQiZEOG0dWOXKly3/4os3Tr1bZWDDZtUEwPmIxMQr7trSJRJ3ffTJH5Lls22AwOSbYvKHNcsfn1bNFtgxLRqqS8aGAJ49lPpNqXpB3DYbLUCp0eOG0pNEyyZkKIXTC2MTULO7c67N3a4vpesrRyyZ+IImilCBM8PyUXqCyQY4HXU/Q6Uk6Xuap6Xiy/xF0PNY/PZ/MtFZV3LwzZf9mndAvce5qgeMXTA6dEpydCbm4GKA7Xe7Y1+WvPRSyb5PL/PIAKw2XomXQaju8dFzn2VMBo0MRvU6BVy5InFzEaFVHojNQjKkWYiIMRkuL1sKq/lCoNix+70e+9/VPffpTf2YY/DOr4N1OByG0v/3Cs5/+meXlq9WximLzCMyuSiwdTD1mqChodjSePhqzZ7LD6emUut9lx4Rg28YCV+Ztlus6tZZipSGZXjb4ytMOLx33GB6I2LWpzuSQxr03GwShy/yyyWrLotF20DXI50BKgVICpdZjJbLqLehXbtC1bGBiGgrbTHHsmLwdUy4EjA60WWr1+OhXDB5/tUK9kWPboGDTkGDDkMn4kGDzmI9uNvnMszqXZ3LsGJaU85JiLkHKgLkVhaVLpAClBGGkMzHU5jAJ7Z5Go61YqjvsGLd5//0tPv+kydUlC0OPEMIgVTmiWHJgc4OJv9bm8SM9PvV4hdeu5thQFgzkEnJ2gm0KLENgGhJDF/14OYGUYl0uU6j+d5F9pAYguHClwCsnoN5KmVlNCdKAwarPru0+uyYSxio6Q0Ubz8vx+jmb5TrUW4qVRsKVxZRE87htX4ONA4quF/HAAY2VZo6VhiBOFEGk0+wqplcMBvI9FlYuVwfkxM9/4JEPaa1272PFwp/NxPPPBOALKx0iZfzAp7/0zM+0Zk4OWWbKQFESR7B5OMGQCUGcMFpNqeRcWh2XM5dMFht5ltop48MeD928wq07TLaFeeZXbBZrOhuHYamuMV+zOHM+5tSFCMcO2boxZmK4xv03pkymOaLQodkxiZKMd16Pa1TGuaUATctUB0NLMY0Uy0xwrJi8EzBQ6uJFHk+eUPze00VeOVmibBrcsEExWpEMV03GBiXjwyFbNjQ4ftXjK88PUtR0BouCQk5QcCNavYSvvWyTNxVCZBNHL9B5950Bjx3KPDGtbspyQ2d8KM/77uryytkOZy6Y5KwYTYoM5KmLH2Zc//sebLFjdJnPPNPmpdMlphsOIwVB0Va4Zoqtp5gG6Jl0hZT0B0EZmCF72JXKfp7ZJWj2wEsSEhHwwE1dxocFO8cVjmlBWmC14XD8nMFiHerNhKVGynw9xUsiDu5p8eABn41Vi9Wmy1LNIgo15ucVXhIxVNFYbunUOpKCpWi0dLwAFmePDXVXyj8zNP7WNA6bH9fNb/8w6NsK8EajRal0FWj99bMnX/9302efr4bBMoNlm20bPJLUQoqYSgFeP5fn0GmfyY0dHnlQY36pyNmrOvmFiKsLBr/y5ZBvTvR4+JZl7t6rs2W8wOKqw0rToNbUqLd0luomtbbNlamEC5djXjiRUCkF/Mh7ugyU87Q6JnEi+9Uqu7FCqH5Tmfk4dD3FNBIsM8KxQvKOR4LHt45IPv1UiZNXiojIYrKsGC0pBkoagxWTkQHJ2GDEppE2MysdfuWrOeLAYXxcUMrrFHJQcCOEEdL2cpTyCiGyhy2KJRVLI05jOpFJp5fQaGvMrTjs2ZLnh76zyc//rsXUSg5di/oPhk4c2/ihZKRqcWBbm31bupyamuP3nnZ44rUS8y2HnKWRNyFnKExdYWigy2ycLwTXVfK+hJgKmj3Q3YAffW+LSt6iYOcII4t2y+Bq02Cp3vfKtyNWmynzTYWfRty1v8XbDvrsHDfodqtcnStwZU5yfjphth7wjrtabBuzOHUxx+uzAaUStD2N2ZpNyYVSOs9nf//JoaHN9r87ePBA/M1DF3/nrhsGcXPfPqB/WwHe6XoE0eb3zFx5+T+fOf5kYShfZ8uulK8fNrBME9tMKFoWV5Z6DA9E2GaOIxdNPtFo88CBFR68tcDpSzkGZiRTSxozMxa/PB3y+Gse3//2JcYGTDaN2vQ8h9WWTb2l02ybNDrQ6iiavZRe4DK/UufWXT0MPSZN5frrOKvcKZqm0LUUXY+xzBhDC2l7ESvtiF/6os2V5TJHzpRQqUnVEQwNKAaKgmpBo1oyMoWgGrNhsEe11ODx11NeO11i37ignJfkXUnBTck5IcIIsCwdXcv+fqUgSSReoOP5EXEq6Hgpna6i3jZYrBW4Y2eX2/c0+cw3bZy6hi4joA/yxCSMJF5gMFCyuWVrl1u2dTl83zxTK5JPPFFiuekyW7MwNUnOEJhrNExmjecayFMgSaHtCw6Mm2jpMAvLBuc6klYHGh1FsxtT7yhq7ZROmKBZERtHu3zvwz67xnWisMLUbJ6r8yYXZ1NOTwWMjHb4vncG5M0Sr51yaHttDuwMqTXz5NwAx8gsEN941WHTQBd5+VvVwZL2nx+852Cj0/O+8u3E5LcN4K8fO8/4hmHtV3/jd7fNTp8rzC02CZVGmLgUnBRd6FyZN5gYjeh5Jk9d7fG+eyIGygVePF7hc0/5/N331jiwK8XQixTzGsO1iOWmZHne5N/8Vp4wDXnk/hYFJ2C0pLhpl0a765AmBn6o4wUamkzZOKxhGT1c21v/+QQKIRWaSAgihSIGGXPqiuTVszqPvpLn1HSeMHbJ6xqDjqKSU5RdlengBZ1KUadaEoxUYsYGPUYHGzx7MuDXHh1itKQzWKDfuAryboxjBbx4XsMPdYwcsMbBY4mta9y0w+PQiRJdD9peQrNtsNq0WFot80PvXGJ2tcaho4MYEhARKRDHOmFkEISSrqdTztuUCjlu39Hjvn09/toDK5ydSXnsFZtXzjqcv5wjFjpBoNGLNDQhEUJkbxOyn8eQcHVO4/e+BVLE+KHCjxShUrT9mJt29JjcklJxQx65JyGOcyTxIFdnHZbqJourgvmViJNTEcVyj+++X9BoDvHNV3T8pMn77utwca5Czk3YPCy5uqCTpD12b9LZu7lHuxszdf65wiG5sO3O+79Hq6+cTyqDO/7iAPwbzx+lI0zz0W8d+pvlQvj/Xo7mafoK07JZbSlqrYhUBdy+W5CmOo7UOXnJ5CsvtvjQAwnvubfAiUsuK/Ueuzd16Hg2rm1QLpgMtVKanYRmR6PRNfj6szkavZhiIWRsOCFvB7zv7hqDJQ1Sg1gp5uoBKx0fTSYIFKrPP6VMEVLwhWccjl/KIXSdqXmXuSUX29EoWoJSTlGwUwo25B1B0dUo5DXKeZ1qCQZKMcNVnw1DbRLV5AvPF/C6ObaPKwquRt6V5J2UvB1jGCGPH7IJehJjCCSsU5Sco/H2Wz2eez2lG0i6XkK7p9Ps6CzWXHZvzvOBe9ocOeUyVc+jyRSISFNFkhpEiUYQSfxQ0vV1Wl2TvOOScwJ2j/vcttNnZrnF1YUmupFw7LLO5592EZqGEAJEJpIrsvG+pelE0kCl4ImE0ZGAd90VYpsGm4cVZdeg3q6ysGTR6Bg02pJGm/6aX5wtcDdidkwYHDmV58TlFGk0+O63tshbVZZrOdq9kNVGxI3bWySJSao0QGewEnJpfp7iwKb/d3n2md7Q+OBveq2XQqd4518MgJ+/NI1lLe2YnZv/6NyVl+XN2yL2TKbUWyGLdUHeBYlBq9fFdTts2VSklDf4vacKfObpFh952wrvuMuknFfknJidEzWGyg71ts1q06DeMmj1oNtL6XgpPU+j1TNpNBWt1ZT/8rkyfgLdMNuhbPoxXhyjknR9kiOEhhASqWnEkY5MdQxdkrdg86AiZ6S4VoprgWsJco4k72gUXJ1iXlIuQLUYM1gOGBvskNDgl37f5oUTQ2ytQtntV29XkndiXCck53o4joulSTSp1qtmmkIUGfiewAsSOoFG189+t1ZHo5EzmV0qcveegB/74BK/8Hmd6aaFEClKRaSJIooNwkjiBwZdTyPv6eRsE9excS0X24rIOyEHtoeYRsTB7THf+1APXYv7Q6AU0Z92JqmGH9i0e3naXRsvMIjjAoLs7XN11uB4N5Mauz1Fx1O0uwmNdsJqW1HrKmpd8CONl04qTue6jAz7fO/DbQZzJT7zRI7VVpeRwTaObVNvOQgZEaWCw+dcGt0UTdcwtWfk3s3eR3W56fkg8E9+O7D5PwzwP3jsc+TyjrMwd+4Rwz8lBooxtZbO1LJidDBgcsTkxCWdppcyUIRnXrfYvqnH1mGNiaE8x68W+cXPe7z9tg4TowlRlGIbAfu3tBgdshiu2qSpRbNjsdIw6XgaPV/g+YogpG8FzXYnwwjaXsqZ+YSLq5JYZg2lLkAXIptUamA7CltX2FqCZYClg20qHEvgmBLXkbi2ngE8JyjlUyqFmGopYKjSZWyoxq89mvKpJ4bZWNIYyKcUcpm2nnPBdbKcwoVayqUFC9vM7Lew5vQT+KHO5pGUkQGftm/i+apfxSXNjk7escm7Jb73oWUuLyzy61/ZgC51FClJmhCniijWCUINL9TwAknPlri+jmMZOFZCq5P1GKaRYOgJhpGgyyQb5csUKbIF5jTVmF4qcGGqRLurE0aZlzyIBEFIRlmCFM+P6fiw3FQ0e4pExMQqQdNDbrvJxzEUUSjYMhbz8EEo2gVOXsoT4bF/l8eujZIXTxsMlgPaXZPpRcFg1WPXhGBqSVLvWXzyK+fEru3qke1bNl967NFPe9/xru95cwG+sGyZ9UtL/2h+ceUf3bHFk1NLBgs1HZVKDp2yeeCmBgf3GqhEY6VeZN9GncW64qVFhaHDvk2ChXqex55z6UWKXpCiGxH7tweYWsyN27rsGO+iI7l1L0SxjeebeL6OF+pEUTZ6TtJMGWl7HguPC8otF9sATSh0CbpMsz+1TFkwNIGhq0w31kU2DDIljqXh2Bp5R5J3FcVcQikfUykEDJR7bBqu8cr5gM88M0bZthjOpxRckYHbkeTslJwdk3cDXjkHx866bBtUfd57bWzuBRoHdyq2b/I4fLJEL1B4fkLX0/sgN3BtB8cu8d331jl2fplDZ0ZAaaRpktlhY0UcKcJIIwizxtX1FY6tYZsplmlgmQmWnqLrCYaeomspmpaiSYUmU6SWYhsJq52QL76U4HUEulAkiv7yB/RCRTfMlkOSNGLvtoB8NWXHxoAbt0WYUnDzNoWhmXQ9Az/I0fVtTs1ZBCHcvUfgBxanLmikQcKTr2koIoaqPnfs0plblAzlE+brOqeuJPKmnXP/Im+WzMp46aeB8E0DuFJd2e15P/nv/+Mn/v7ZS3PmWF5nYVWwaaTHQEmj07W4Ml9maiGgWgwxzYg7bhIEgU0YmiysZkE4Y4MprW5Cp5fSCzU6vsGVyy4tL+HUpQTTiLHMiDv3h6DizPK5KeItt4SEoUaiJIaW8soZnW+9bjO1nKPspOTNDNSaBE3rj+M1kQFczxYFTENgGRLL1LAtDccSuI4g7ygKbkIxF1PKB1SLHmODDQ6d8/jJ3xpmerbEloGUkgsFRyPnaORsyNkJjh1hGj4tX6FJDUNTSHnNmZykmekqik0KTkQvTukF2fk8PT+h05O0HA23Y2FbeSZHIn7qb7b4l78tefnMMAqNVKUkSUqcxIRxShhp+KGGZ0mcQMM2JZapsrRbPcUwMr1f11QGcE2t/7NrRUyOtHjXPfM8/7rOodM2mgapyjadHjros3WjIggkKMU9+yNM3cDRNfK2TatrM7dk0vV0er5Gu6vR7GbKVqubsliXBElEL/K5abvHlnGdakGn13V57EVB148olwWbh1JSofC60+bVmYF/ePDu7zBW694/G6g4f+px/p8a4CppksbhT7/00tP/xysnztv7JyQrLRjIK67OuTx3PGJytMPOjTph4HL6istSM+DoxYjBcoe3Hki5ZXeOpXqO1aZOu6vT8RRekOL72WqVH0LL0+h4Bn5o8+wrGSWJ4oTDpxKeOpIQJYJEgakpVuuSestkyJIUHYWpi/VppdYfeqwBXNcFhi6xTIlpaNhWFsngWIqcnZJ3EwpuRDEfUil4jA02OXS2x7/8zQHOTVeYqGQKS96R5FyZVW9H4doJrh0RJSGf/GYeqWkYUqGJazJhqjKAx4nB972twTdeC+mEFr0+wLueRqer0bJ0bNPCMgrs3Bjzr/9WjX/+m4KXTg6TKkmSpsRJShSnRP2tncDOtpUsS2AbAsvMJpumrtC1NZ/KWgXPhl0d3aCY07l1q8+24Yh33B6hyTU6BRNDOqWcJAh1gkgnSXS8js6SZ9DuZvTICwReoPB8Mtmzl1BvJSy2UsqVHm+9zWOgYCNxWK5ZnLoi8GKf3ZM+m0ey3MfVpmSgEHJpJke1dNQ+/Mo3/96tt79DLCy3//HoUOHPF+Anz50lTdPbP/voYWdyOGGsmrLYMlhow5bxkNFBkwvTJo+/EjBYafLOOw0WV7IF2isLER97tMsPv6/Gjdt95pbztLoGHU+n54v+WlnG/YIAgijbm1zj2nGiE8UQ9rIeUicbXIwWBJMVhaatz+uykXzfUKX3DVW6loHbMCRWHwS2lWWeuFZCzsnAXciFlAoeg6UWr5zt8ZMfr3BqaoDxsqCau46a2Do5G1w7G/M7VhaZPFcrY2gCTaaZcsG1JjNJJHGsMVpWxHFEO7LxgjWum9DxJU5PwzYNTMPG0IvsGo/51z+wwj/5DTh0eogklRnAk+yhzyp5SmCl2KHEN7V1CmYYYOgZRdPXm9614Y/B/KqFJgtYRlbtRZr5GTQBU/OZ+zCKZbbrGWbcfK0H8oMUP0yzLMNA0fVTWj2YrsHWyS4/8K6QJKhyZS7LYZ9vBHzH3Q2qBZdmK88rJwXdKGHrWES7p7Ha0jl1MWTb5IvOysrE7UL86U+c+FMB3Fv6PPZQ6P7kv/ms2W6k7NmSIGXCxHBIu5vn1GVBseBz+z7J4rLD86dMnjjS4sCOHu97wGJ+OcflZcVsrc3eySZbNxbwQ5uuZ9Pzru1NeoGGH0iCSCOMIYoyF1ySZtsq6roXl1gfRWfRyD0/u9lpumaHFWhS9iv3Gj0B2wDLTHFshWNl/Nl1IgpuSCnnMVBu8doFn3/+sTInpgYZK2kM5lKKjiBvS1xbw3UEjp09HNmoP+TQGUHXN7E1+uPyjIOvLSEkqSCKdXK2xh17O7xyqkAvymiKFyT0PI2OpWGZGqZh9vlzid0bU372B5f5iV+Fl84MEaWSKE37fPm6HUxTYplpVr373hSj/3CvjfCFyB62IMq+rzhRgLZuZeiXiMxarFSm3iSKOM4KThirrAENs/ChXqDohND0BX6S4JhdNg63eOFYhak5ndlawJbxLm+9TTExUOSF4w6z9YBdkwFbnGzJpBFEOIZisWUy2gk4/OpnzIu1H3R/+qOP9/7pj779zx7gszOztLUNpbkTv/0rO8Y7975+RlBwJJ2ey/TVhJ2TbQ7udDh9xeXiTIf7bmyQc6ocOlXhU5d8DDvg7r1z5HMp//mLQ/zKVxR37O3x3rsaiFRnckSwwTTo+SZRbKDUmkFfI+7vT6b9/clsOpkpAbJPA6IkOxlhdtGk2dNQacZ/1+mJnlUy0wDTSLHNvsHKSnD69CLvBBTzHuV8m6MXA/75x8ocuzrESEln0E0pOpCzBTlHw3U03PXqnWBbMXnX59ljJs2WTbl8bUx+DTD97fdEY6iq8dCNXZ59NcULBX6YXgdyiW1IbEPH0E103UHKlN0bFT/zg8v8xK8qXjo3RJTqRElKGGcAXKvkViSxDIlhCExdousZ0DVNoMvsrZam0O7FzK+ErLZT4kT0bbbijSDvLzPHaeZAjGIIE0VM9nd2A4Vux2weDRgk4L13d7lzd4KuwW8+1mT75hbf8x0atpZnqVbgGy9LLix43H1jiiVdXj+fYNs9btlqMbsk6fbA0Nu8clK7d3zi1G/8xI988If/+nfONicmxv9sAb6wMIeur/zE4VdnPjw7m7ChmuPo+ZC33NJloOTy+oUSK+2QPZNd8raJpnW5ZXcH1y5w8lKOy/MW33gxhx+BHgt8H772YoWvPBeDCnnoth4bqhGdbsD4QI8HD0S4lkYqNNA0ZJq5A1MFAtEf4Cg0PcXSY2ZXBE+fHKRqaViGjm5koNZ1+s2lWncOWmaWFGubCY4d49oROTsg7/pUii2OnA/4R786wNHLwwyVDIbchKKr+uDuV29b4lhZ9betGNcKidOATmghNImxVsHXOXj2syepJI4lUWSQM/3MLhDalNdA7if0TK1/JIrE0HUM3UKT2VL0DZOKn//hJf7vX0556ewwUaoTJIIw6dO5SGBHKZahMA2BqacYhsDQJJre/1MT6JqkWlRs21Tja4dTFpdNdF1D0wRCStb8WUqpDOhCkYqUEIWbi3nLAZ/xgYRuFzZUYx4+mJAkNlFcJIwyW8FH3iLxA41ay+bErMHJSwlnZ0McW1CrS5xcjwdugUbD5vVzGq0k5e0HQpbrFkRdrPTCh0+fPHYpiqJ/8mdawadnF9i4YWTi33/0N/Y1lmuQ5BivxrR6GmenJZNjXT78VsnzRwucvGJg2j7lko8XxpTdmDv3FxgomSzXsgi1tUySIFL4oUY3dHn9RI4XAoUXpphWwpdfitG1lDhOSVPVt7xmmrIQAimyG6VpGrYhkAl4vsn+yZSxQXDtLLDSNOjf5MyEtOYetI2kz5sjHDugXOhRzHU4dCbmH//aAK9fHmawqDPoJBRtRb4PbsfO5MQ1cDtWgm3GFHIhZ64qnjmSw5SZuiMlfQ6eXWm/eYsSjTjVuf9AxLYtXS5NOwy6XHvtBwk9v1+FdQ1dN/rNYfbW2jsBP/t3Vvknv5ry/KlB/MghSCRhrHDjjEJYBhnI9bW3V9qnKxl1cexsQHXDlhxbxz0SFWKamW6e6eUKKdI+yEEpSZpAHGtoUjA+oLDN7FSNnm8wNZ9JuH5f1QlCgR9I2j3BUj3l3EyEZnbZsyMiDlP2bNGwdJeT502eP+Gzc8Jn75jFasOi2bUo2h5hc5b56ef3Pfjw351YXpyaGhqZ+PYDfGp6AcMoTp4//dIv1lq19xw61WPLCNx9Q8zVRZerS4rJ0R7Njs/okMJ2XFZrLl97LsfVlZjdm32+56GArRsMijkjU0z87EYGYUrQB3vG7bJxdhBLvMAkCkFTCtHnrxm4s6qoa9kQx5JgKUEhLxncKKkUNAquwrUVlplVbENPMfVr1ljLyEBpWyGuHVAp9mh0ejx3En720yMcvzjAQB/cJUeRdwQ5W6xr5ZnykmbV28z+W44VECYJvmdja9kanOxr4OtOPiX6NEUSx3rG5fWAIFR4kbgO4CmmmWAaOoYh0TUNTRrrAEfA/s2Cn/3hBv/ud2NeOltlvlXAz0lKiSIfK2xDYfU/xjpFU/3vQZKkiqWaxuHTZYbKRYq5GI0YLU3R9BShqfWBEGRbQVJlXpY41jg/JQlCSRhLwijLmcmaUIEfgheq/hArptaKqXuKD9+bsm+jztRCnjNTguVmRNPzKJVSlJCMV32mFh2uriTce0PMhkqHdnv1PS+8dDi5956b/l6rvny1WBn69gL83MUppObe1q4df8RNT7JtvMBQXnH0ksNAMWC4rBEnBhdnXC7MmbhOwo4NgpGK0T8uz6bnh4wO+JTyGl1fp+vJvsSkrXfkUXQttCZOFGl6Lcymv6cA9D3OUqwrI4aeqSGOJXBtgWsrHCvBNNLMNqqnmTV23R4bY5tZ7olrB1QqXVYaHj/zSZevvDzIarfMYFEyaPfBbWe82+03lo4lcS3Vr+AZ97atEAh56qhJIzKpWrzBj32tCmZSYZJkyw8FS+fBm3scOhfSiSyKUUrQH6yYQdr/HTKA65pCkwZCKrInHnZtlPzC/97msUMeP/3xYWZXy3glnZIpyMcpTgxWRB/k1wZdup7SC1J6XmbXXViVOKaOaRqY+prq8of95Kz7yNM0exPF/RW4qD9NDtd+/iDFC1M8X9HzFV6oKOYFs9NFLl/SaHUVXhSzbVPKDtvg4pyGH4YsNQRhmnLjZlhctYhCuDB9kbvvOvbIjTvtT7Y6vavf1gq+WOsyXHG3f+arL/z4737lDDuHbdJYstwJ2TQoSROdeltQzAlWWpLJMY9dm8C1InJukv1FUuFYIbYVkaQaUWTS6dnUOxbdnp6lTIVyXY7K1JJrHXw/BWFdLdH6+vZ6RTLAMvqLt0YGZilU/0FQ2SSzP82zzBjLiLDMiLzjoes9nj2W8BtfK/DoC0OEaYGhgmDAzmhJJgGu6eRa/yP6lfv66h2h6wEvni7RC3VG3YxOrCko1yp4v9FMJVGsYRsat+/2iNMM4F4k8K9PpAoyWpFJnFr/oVGZQ5LMMDVQEnz4gS55a56Pf83judNVFiOHriUpxgpXV9gRmDrrE93svyGQMptwWoboU5q+jKqvzQ/EOs1a+z0ykKs+yBXJusKi1u0TXR/qXWgEECSKNE2wW4ILyyBlhouCI5hpmOyd6LBhQLDa0agUBF1fZ7WZsGk4QBMWQ5WYqvkiQbj5xzdueevrSrUuCFH8Hwf4hUvTXDzzFI1yYWxx/tJ9Kuoghc5CXYLSWa373LAFdk/opInNal2ysJxwalrR9LOGMJM7QAidOJZUCiEPH6yzfVSwfaONF7h0egZBqK8nTcXXbeOkqn8b+7REymubOIaeYFuZ98O2QiwjRNcT0lTS6dl4gUmaigzk2rWpqGWEuK6HaXl8+hs6P/c7Q1xaqWBYNiN5QcVKKFiKnAW5/oa9Y2XTTrs/EMr8K0n/TZDRk9V2Qjc0MTUNsz9MWavesKZI9BvNJBv4hLGBY/iMlDyavTxeJPp9SdYrGEbS581aX+LTMnC+oXHNnI/vuafLwT0r/OwnfD71+ACNOE/PMsgbkryWeXDM/ipbqqAdQttPQKUYWqa2WIZG3krIW2vVPpsES6HW6VZWcNQfquRZkpYfC5q+oBumVCse+yc7PHxrSDknCWONzFfZXyVMs0Fe3hJEgcn8is6ZqyHFgs+tOwIM6ZKkiuVOjunFFubxs/eFp7SxwG9caKzOUR7Y8D8G8DRNGZ+4a7K2dObX/NXTbB6wGR9QbBnLxuQziy6X51KqpR55V7Jvu0GnleP8DMReQhhlnoY4zYLkgwiuJoqXTsQU8l0evKnF9z/cZHzYRJMGcaKvp02tSYHQ93OLzD8RJYpEpZh6RM4JOXZJ8OVDNikS0xLoQsM2Uh7Y32as7NALdHQtxdBiTDPEMkMsw+PqUsyvf83lS88NcHmpTME1qNhQ7t/c3BotsSSOJfvglutDIbvPvTM+H1HIBXzxRZ0LUw62JtD7DWa2ZHAN5esxDirj4VGss2sC3nWww298vUrX1SlEmSfbCjO+bGgpur7WUHMdyI1rN0tlb4VNA5J//JEe+zYH/OqjFS4tFqnHLl1DIxcLXF1hSugEMDjY4133tHGNFCEVlpUtQjx33OTEBQfX1tB1jTiVJLHEEP1t/fX3ByQKojQ7dCtJFZoWUcz7/NC76zywL6HkuMRxiSA0CSJJkoi+iiTwQwmhxvkrkqbXo1TwKbiKgbzJxWmHmSWIkgTTELiyyNLqFd7xjoO/duuDt7yj3mz9N6nKfxXgi6sRw1WdFw8dGZ++fH5rvdGh2RWcuSqpdTVSety7L6FcMslbLnOrAuGk7JqEiVFJt6fRCwRBBGFENk6OFF0vZW5V48yCya8/mucPDnUYKYf86PvbuGZKmkhUmn2B12hJ9rpPETx2yOH5ow6ObWOa2fF9raaOrUkcS2DpgqFyyvahNsPFBMuIsa2gD2yfThLy0c+ZfPyxEeZqJRLNoVLUqJiKopni9iu3uz6+l32fSp+a9LXzdXCb2fQyiEIuzFp0Q4uylVGBbEQvrnHYvgi0NuyJE0kU6RRyOpvHQzTLpxPm8UyB03/Vm3r2pjL6FEWXor+rqf2xzWucaAwUe/zQe3o8cv8iH3+sza9/ocqql8PXbbqGRsnIHI6TAyYP7asyXFaYRoRrh5hmyLsPZiH3lh2TcyKeOabztZdtFPLa+pu4tt+ZRcUpcmbMj76/y3BJMFYxqLcqXJiuMLts0elBGIl1ISHsa/6ZohYzOmRgSoPLs4IVt0fTl9x3cxeVOLQ6Oo4NV2a7XL58eqtK6nbPD/7HKIrfXWKV/KBjaZ975bXXjE6oUSqmqCRk50aBIR0On5bU2x5jIwEDRZ/b9oTESsOPNFSikbc1ojjbuMmqVRbt+/p5WGwoUCbNZpXVBvz4Lw6ty4BrG/BrwJBCZtNITSIBW2avRD2AIQsmN4BtCXK2JO9qDFUkKjXo+Q2GKj1yTodOEPDSccGnnyjwheer+Ekew7SomlAyU/KmwrUUrnkN3LYlsSyJ1acm2WCor0z0AW4a2eTzyoLiuddcwsjAyqk/0mCuvxXXOXiWOhVGGoah89DBDp/5Vpdzszk8W2R2VUNhxmBEKUaYommyz4kziXQ93IfrNfasQrqWznDJ4//+cI/dmwI+9USeV8+WWPEKkFpMFMBKdV49aTJUzdyTOSft+2liclaMpceYxLzzQMy7DqboWoImr9lt6asr65RDSYQoESc6rY5Op2dy/KLi9XNx3zeTvc39SBElmefHV1kRnGomfMetXXZtsZkYVtQaLicuDGAYAQOlEL+tMViB6SuviIXF8S3lTX/t/H/5tU+kP/J3/uSsw/8qwIVekfWVs7c15r9VLOcCSnlJnGbpSRcXTMYGfW7eKUkim5llydSMya9Mxyy0BavtmKFCl3fcGaHrOqSKe2+M0DW4OKcz3XDpxS6Dboqhs94ssfYR16RAKbIppa6t2V2vjdotc83mKnFsSd6BYl4xUomZGO1SKbQJ4g6HX4/57W/keeJIiXorj3Qsco5OyehXbUPhmgrHpF+1s8rtWBLb1LBNgW3Sd+j1ZUYzxTIy/q3pAednYa5lZ4OV/rLv2gN6/SRTkdGANZDHqSQMdYYLgu0bPU5Mx/Qig6Cf8W2G9NWPpE9RxLp5TP4hn0a6Tn8kaSKJEw3bMvjgQx5vO9jkqaNdfvvxIq9eGGC5m+PSIiRJwFBDo5jT+xq/jmub2CbYZoppZkqU2Vei1hpU2Z8gZxKiWKeSa/9mGArH7jEy2sM7Z3BlUUPX4Y79IVGq4+gR33mXRylnsdJwqTVMSMss1Q2eeU0RpQHlUsyGquLqgomhZz6kNBG6XSp85oFtnQ/f9P7vevxH/s6fHB70XwV4s75g+b765dfPXM6ttlNu2eUjEFyctxitKhaXHU5dDqkWW9y03eDAToOVusP0omSpnrLScvnU1xRNL0aKkGMXfQwj5exVi5lFh01VQcEBUxdveO0Jso2q9ZFx3w245qMw9KwZMvugy6RBleV4F2KGKz6VYpuEDs+ciHj8sMMfvFBkpe0gTRMzr5PToahnllrHoE87wDFF/yP7ltM+7zYF1lr1XgO4HmOaMbYZolTEU0csphYcBioCQ6b9hli8YdF3DeWqH6WWpIIk0fACg4lhwUM39/jSyyHdyMCLBLahMOOsigfRmtU1yTj4WsMn5BtoylolTVPZN2RpRLGOY4V8170hD93c5Msv+jx2qMSR8yXq0yaDq4KRckg5R386m72xrP53sC4b6tnDlvUBfZVKXG/cUn0Hp8I0U4quxr172mwe8jkzJTF1uP/GBIWg2cmx2hzgwpLBYk0yvZiy3IrI57vcvNOnknNoNA3ma1kvc242O7Ll5q0JzfBqMWfzK7Wlpd2A9ydh+L8O8OVTLDe6/P5zPns3alyc05kchpFyyswy7Nyk0WwXOHXV4ivP+9ywtcdN23rctMPm4kyehVWdRjul1dPo9Ezm5vJECeRNxW3bVObiM675I4Rc80CIvry3ZpLKunijP43LfCTZEMOxE/JOQjEXMlj2EaLHYjPkyJWUL79g8eyxARpNBzSdXDEbCrmaIq+nOIZ6A7htI8skzGym8rqP6P//qg/ydB3kppGtp12aTzlxxQLDwJDXohrkGle9bpK5FtmwpqRkakoW53zD5oA9413Ozrl4tsCNBVakCLQMWNnCguh/L9p1EuQ1rrKus68/RDKTZmODTs9B1xQfuCfh/v1dnjke8MUXXFbqNmcWbWRqMFRMKTsJOZuMohn9oH1DZvq5lkmW61TpOiomRRYmpMtMvrUtg/lVh7yTsmMs87q8elqj7UnaHUG9nbJYS7kwH7JhpMeNu2P2TUKvV+L0JZtGN6BYSFhs6Jg6TI6E5J2E/dtrXLh0tXTnPW/7nq6f/EbO1v7/ATzsXhZR5P/4t77xyQFL6owPKuZXLU5clmwe6yCkZGTQ56YdBjsnLRZWHM7N2Lx4qs27717hrhu7LNZKzC1ne5WdHgRhNrxRXFs+0PXMny21a0MRbf2TgWQta89YG7EbKbaVUMqH5JwATQa0vIAnjsL0isYLJ/L0fJvlFYtqXjAyCm0/mxIKkWJrKgO3mQXHZ45C0achIot7MzNqkgGcPufug9vIGlfTjDH1CNsOubICZ666GPKN8uA6ReGaH3wN3GpNSelX2Tg22DPhsX2ox8nLMb3YIB8JAh3MWBFE9Cv4NXAJKd9QyddoilKZ23JNsVH9v0ci8COTTs9A11LeeqPPvgmfTtDj+ZMaMysmL5/KMbtoYwiNoqUo57JiYBm8wZGoa2LdyCa1zFq7BnhNu/7+amiajlKZXu4H2XperZ0yu6pYaIVsGu1yx14NSxb41iGdhVrKbD1gfNBjaCBi+8aILcM6i3WYXjHZPBbz2IsXSttvuOvHLDP8OOtpk/+dAH/iyWcRIv6wo13NjVVz+KFOuSgo5mBmscxqK2Sl5hMLcMw2D96UYjg5Tk/r/OzvFrlzT5eHblrg1r0Wi6slVpoWPV/rZ2RnVW1tbUrT1HWA7oOjv32ia2k2YjcTTD3BsSJK+QzUV5cSXrkATx81ubSQ4/KcgyEMTDQGC4ItWxUFR2LbsNgKef2KjlTZa9/p823bFNh6BvDs038lmxqmKTPw98Ft9cFtGtk01NRjbDNCpSFLdUmgLHRdYkqF3o+GE3+Ig8M1kCdKrNOIpK+Hi/6WudR8upFBTxdYscKM1noQ+gsLYt2GK8X1QrvsA7zvuOw3f0JkD0dCzKkrOkurBRxLUHBThsoBYyWPD9/XQ2g+lxZ6XF4SPP26w/kZh+OzNhKdoivImwpLV9hG2g8VWtuWumYLfsObt6/4IPpuxETRCxQrLZhrJUxu6PJ9d3e5bbfi5KUir1+KWWoFvPVAG123kUhGyzYrDZvz0zFxGuMYsLgqOXJqilde/gaW8SdHbP6xAL9w6gkWV1raV7/5usjbsHOjxLJigljj4PaAVsem0daZWSozV4NWI+Krz8XUPZmdddO1ePKQzdHzPvu3dfj+ty0yUC7Q6VmEkZZVFNYGB32ra3/LRMpM87WsJBur6zFxGuFHmVoxX0v42NdtIqVx7GKOmUWbKDKxNcloTlDJQSUvKOU0inmNSkGybWNIK2xxfC5H6tvYOlkzaQock/W1NdNc+1P2wQ6WSV81yUbmhp5iGtkir2lk0XHLjYRvvpSn1bEoFwW6TLMmTF4D+R++1ipseh2NCAKNgarGw3f4fONVj+lWDs+QGU3RwYgVRh/oWj8eWcokkwsR67JdqvphR31OjsrAnXezLZrff9ElbKdsHdMoF3SWazqlgk21mKecD9g65LNrg8db93tcXe5w7KJGrASfeybHwqqFoRt4TYM0ljg6WFr2HRnXvX319SaUfiZj9ruGCTR8QPf5ge+sc9MWg6FCgSg22T4Gk0MpzZ6BIQfodnVmVyUvHVO0OhFNT3HjtuxIFs+3uWP7Knp4QSRin/aZzz8ef/gDb//vAzjA8EDxo0GY7D98rsD+TQYrsyl376sztZRQa7cZKJncd6vA0gyW6w5LdYtaS9LuCqIo8x40uxbfes3hwM6LvOuOFnFoE8c6qZLrAZhrx4ZImaLJBF1P6Pjw6lmNZkeQzyW8dt7g0ZddUlUgUSYLqxYFU+DoggFLUKpA0SFbFM5Jijmdcl5SKSpGB0K2bazzxFGPMMqRN9Y2dzKlJBtPi/XtHtPQ+juaYr16m0amJFjGGu/OqrdpRmhayNOva3zp5TyaqWNJla2oXeff+JMq+JoWnvFwSZRo+L7Bu+/0+MqLbT71VJFubJPr83BjjYdHaw2eWt8WkiJ7kq4FjfZ980n271IqfCfCthSFXJenT+UIw5jhska5qFHOZ+H6xZxJMeeu76KOlwO23hVgWwEP39wmoYYi4dGXbY6ct8jnBI2OzvEzDh1PQ2gSsdZYy/XOAOgfOJAoRBzzjrtXeMuNLuevjnB5SqfnQxhnJzXXWikLTcFSM8a1fDaOpmyd9FltGaz2DO7eE1BrGOycSKi3/P2F4fxHgT/28J8/AnClloChwvHDX9nZ82Kt0dVZaWto0mJqvsJgSdHpCJ5+TbBhuEvOVax0Q+6/YZW33KbT7hRpdCyiKHstvp0eF2YlP/6fTFSqs6aXXqNMawMLDSkNNE3Q8gxePeXQ6ejopkSKLJHJMSBnwK6BTKvOzE+Z9u06koKjUchLSnlFpRAxVAkYqrQI0jpfO1wiDU2q1ZSCnbkCbStTYwxdoBsyU2bW1tj0NZtt2nfjZbTEMPoAN2IsPUKpkLlVkzCwsYoSc41uXbc0IK6TPlHXa9biOpBnjWAYGZTzGhsHQkzh48UWXpw9zGG81mj2g0Nl2lefrufgon+qw5oJKkscANB1m42Oyztv6/DssRbnlwp0/JihXkIrr1HM61muSy479TnnWOScmJwT41p9v7yV2Rz+1sMx2jtDbCuk2VUcOq3T8bJ+CaEQ/QOxrg9DVH23mVQRF+c1/v3nh5EBCCKiWNHopdSDmFu2t3jP/YJax6DqpIxWbV476+JpiqFKikoiqoWYUk7Q7Iaa5/s73/7e9xSOX2q1928t/tcB3m6voMnGz682Xn3AtVcZG8hR82K6HQ9T73HPjT6ToYGpDbBUH8DvKrRA8cpxG5I2775nnoWagxApXT/m2OWUL78wwuW5fHZjxDUteO1mQ5ZdovU/hibIGYpqNTMHWXrG+7Jm71oT6Fiyv3ggyTuCQk5RysdUiwFDFY9qqck3Xw/5xS9UaDaLTFRgoJAdSeLasr/lkjVKa3uappHp66Z5zWZqGmrdhZhljMQYRoRlRcyspnziGznQTQwprjWY6/RE/JEKfg3k/dMm1BoP10iSDOTf+7DHl5/1OL2Up5sYuHF2KG2mYqh13is1hVijK32JVa07FdfyTTTitUouSuzbpPj4P1ziF7/g8+ThAYY7GqPFhEoh6adzraUEZH+6ttlf6FgzliV9R2Y/b0VPuHVH0rcmpEiRjf0Fa8eoAEr0i5nC0GMuL0TM1ZucXIro9gyU0FhspLzvDsHtOyvoqUZRk/R6Gi/NJZy42sOPEnZv6zE5ltBoWSzWda4sN+gtn3rgxumbfz5O4h/5b1bwT372myglzcmBKXZvkuSthLFBn3rbxAuKXJ4roGuSPVtTDtqdzDiUCgQpupHy5RclT76eEiYWUWRz/qqDa+jcOJa9Yq9fg1p/VfcfdNlPFNP7lcnQrllhTT3bDl87fcG2ZJZAZUPOSSnkYoq5iIGSTzHfIYi7PPoq/PKXB6it5tkyqBgqQrmQpVU5tkTX5DplEGJt0z47xsTUwejz7jVgm3r/Y2TqiZQhU4uClbaN0HUsyRvoyfp4Xqy9q6493GtS3jVnYd8fnmiEsUG1EDAx4nF2McBLdPwErERgxGq92VxrzDN6J/rAyqp4nFzLQ9e1LIcliNYqumBiVPD3Hulg6zHPnyxzYcWm2pMM5mOKbtLPeFnbWMoOEHDMbAk62/VU6z2J0Y+hXusL1hJ81x7kVK0BnD7AUwpuyP/5/i5nZrr4sSJKY558zeHKXIHZJVCkpGkCRDiWpFqwMbSUhSWNS9MGtW7Khork8mIC+hT12T8w4+SPznv+CMAvTF8lSQWjjkGtYVEtBEiy6SP0GK2ENHuSRi87nSzpj4d1mTK9BE8dHcaUOraW0YebNipsi2xFSl57Ta9ZLdessGsIWBuOaBromrxu+0Ssb8A7fbNTzs424PNuRLUYMFDuoGkdfv8FweOvuhw6XWHIMdgzljJQFJQLOuWCTjEnydlZ9+8Fgnav/2W8wX77h6t3uk5NjD7/jol47EWHpRUHo6hh9qnJ2gBEXC8RvoEHiuvyucV1jWY29PEDg+Gq4J13dXnxuE87tunqOnacYsisUIT9Kek1aTUrCloq0FKFQtDtJfhhgibBtTV6vkYQZmtkQagxOmDzU99f59C5Bb72ao4vPVtmvmkxUhAM5BMKdnIN4P2PZWZ7oqYJhq5l39f1g581hyMKrrMOpOm1h1zrS762VaKUjxkuRFhGxP73Bjx7vMuVpWzdT6V9KRXZH4YpxoYCSKF2TqfWEYwUTa6sJqysniNO/hsc/Nc++yiJcu8e1h87mHYMothmdhXGhxvs2yLRpc1ywyWORXYkdiBpdjPzTJpmVe+endkAx+xPvXRNZqZ5LWs4rsUmsO4wTNNrEmYmZ4n1M3MMvU9T+mqGbSU4VprFO7gRA8WAaqkLosup6YQnj9r81teqEDpsqcJIKaVSkFSKBpWCTqUIlUJCtZitqB2/aNDq2uScrDnSNdZX2rIqlaxzb6NPT0wjwjRCFlspRy46oBvoUmLIdD2OYb2Cc32TuR5m8YZGM3vQxRsnj5HJzdsCqiWPVsOlF2u4GpiJIIj7kqqm0KI+wPtBPkaaFYi8o6h1Y05NJ+RNRbWQ0PV1/H62SRbcqTHomdy+o8WBbW3GSgFPHstx5kqB2brJYEEwVEjJWymORX+yK/v399q2vr7mcNT+kF983UbbX1zp6/JCgiYEuq6hazqGbmcJB6ai6iSMbE9Q/W3/VlfiBYpuAImR8vq5IpruUy36jFVcllY0VJRw5Lx78Cd//J67H7x63wvjkx/44wF+YEuA1JLvWLzq3vTE8S5x2qUdGLx4vIyQAfm8x96JkE0bTJYaBqaM2b8lJUls2l0DP9Sy04L7GnD26k/fsA2SpBDHInOVxZIwFiTJtSO01wBuaApdX9ufVH3ul+L0m51SPqBc7DG74vPKhYSnjts8c3SApeUcA47G6FCayYV5PQN3UVItKQZLEcOVLKXq5XMJTx4doGJp2KaJFGK9emfNZXJNNTFiTD2r3roeIYh49HmLF0/mEZaOKbkmk4nrTWJrrrvrjxF5Y6O5VsWTNU08zdSUO/Z6vOueDr/+1TxRYtFLJFYCRqLQE4EWXZPi1gZhSmUUZqCkmNjYZbHt88rpAhNlwbAfEgRpFuATav09Sp12z2C44vIDb2/zzlvbPH28wzPHHaZXcxydzTGYEwy4GdCzKW52Ep3ZX4xYG+is9QFrtC9JVRZK1I+zSPpLLGsO0bUGPEu4XZM4sxDPpgepCrhpaw8pNeabOpuGPG6/ISXvmkhlsdKMGBxU2Lai0c3d9PghviMM9Rf+2AoedKcxrdzDV85+6yOPnegwVVMc2JZgtSRjJZd212a1FXP6YsixC7DSVhgyZakR0ww8bt2xyg1bstCeNMl+2OFKQt65Bt60X50836LeNml1DfxQEsWyvyV/rRoZ/QHPmjRn9TdmqqUA1+qx0Aj4zNOSLz6XZ3Y1R9d3yGsaW6sp1XxKOadRLGSxx5WiYKCUMFCOGK502TBU48UzIf/hC8OIwGBgU1Z1DY03bNuv7W2uyYKGHmPoEYYeERLx2acLJMpCSh1DqGvjeZlJZG/w1lzXe7A+iLmepsj1Pc01Li4w+NCDPT75mE8zdfBiG0eCKQWaUNe9HbI5gqFl5+GoPv3bNKDx4+/v8W+TiJdPVPFijTCKCeKUMDL6i8F6Ftzp61SLFkPlHh9+oMt77+4wW2vyhedcvvFqiTMLORxLYzCnyJkpjqmw+vdH7yeFadcDnGz1MAih5Qlq3SzjME6y3MPsIVDkHMVwJSUFoiRL2z2wtcu9B7NcmQPbYgSSlaZEpXl0IZifN2l2QTcDat2EfZMhU4sNLl+JP/Ld73vwmbMX576xa9uGNwK86ymUSLaduBBvrTWX2T/p4PuSStHjnv0eUih6vk6tZVJva7S6klbHot5SXF5IOHneQGkpfhATxQlKpXznvQG7JhOiRPVH05IwlLhGhxu3aFSLRWotmzCW/Q5/7VWb+Z9NI8E2s2GKY4UYeo/nTsClJcnvP1fmwkwBFZuUbcnWckqlnzZVzGVnSJYKkkpBUS1FDJYCRqpdRgdrPH865v/5xBiJ57JzFBy7r3v3N+RdK7OL2macjeSNGEPPNHpdj7GMkCMXJRfmbJSmo0uBtT69vHZ837UR+rUeY63fWG80187sTNe4eFbBk0QninW2jkXs2drj5XMukWbiJRIzEetRcGtgEiLrg8wgxQ8VvUCwsOqwfVOJf/6RGj/1O8u8fGIAPzLw45QwCrPQzsDoA9yk29NpdQzKBYeBssfe8S67vtvjg/fO8eXnbS4uOrx0tITSTFxDULSyVTjTAFPLJptSXvs1oxhWOpLUCLlhVwfXTIhCtZ6OECewZ3PCe+8JSFNBEGV5OLqw6PVyXJo1ee2UoNWFdk9R6wiW2tALIjQBD9zokbcszs0YGNoqYyVvaxSG24SKv/FHKvjlqQY51+f4pS6jQyEFx6UXRjx/WnJpESwtpRfBSifC0Vu8/x6PgaLFYs2lnHM5ddmm7WU/PEoRJfD15+Drz0Osrvkj4jgFkfB972jxofu6/S9Crm/r6PqaBTXCsQKkDFhpxVyZhV/7aoHnThQJAwdD0xmwoFJRFJ2UgiPIu9mQJ5/TKOcF5UJKtRhTLflsGGzTC5r8k4/rvHR6mKTnsHlQUSlo5F2dvAN5J6XgxhRyEa4d9av22i5ngq5lVVypiM8/5VKrOQjTwJAim9ytgfuPGfK8YdDzhzj4G3zcas1CqxFFBgOVgA8+2OXIhSJBEuNrJk6SJcAqBHGq+ut9qt/AJZimpNXVqbV0ZpfybBpJ+Vff3+DlszP80hdHOb/k9vMMY8IwOwHNDzQ8X6MXSDqeTqtrUMzZlPI+20Z8/uGHe/hRnRdPNvjVR3NMr+aYbjhITBxT4Bqsr8Ot2YSjWNAKUx65q8sPvD0CZRBF2jo1S9K+zSAW2ZJLpCETnUbX4OQlOD4VM9dMGSu3ef89PTTNZqVt4UfZvGEg7/PSSYOub4AMeddQGxU10dJr5sJ1gH/ui18iTTXKuWU2jricnRXMLFpsGwDbzMbrlhRoCfR8i688UyCIMx5dzcGWMQOEII6vxXtFcb/B6AN8rYilSkJoUmt65NxskJBVyhAhY+Ik5MJcysunddqBzpeeH2C+liNJTEqmYKig+hklkHOuhdXnXY1iTlLMK8r5hEoxZLDkMTbYotlr8S8/keOpI0NsKOpMDCgGS7KvrGiU8ynlQkS5EFAu+OTsACEVSSKune0jU2wz4syU4HNP5AmkidbfvdT7oL6ef1+vorxBRHkDsP/QJ5XrnzjVsBKDD77V57cf73HsskusG0Rp9jqPUoj8rJoXw2yRQIi0/yBmO5yGZiFEkfEhwQfvXWWwNMM//fgoZxcLTIQKP0rw1/IFA51ekB2N0vUlHc+g1bXIuy4FN0fe9XnLzT4P3uSz1Gjx5RcM2qHOoVM5LszkWO6ZCHQcQ2ZLzrpiKCew0gFOntdQXNvnzH7XbBiVxYRk+YdrSsj4UMi+bTFhIgjCIklcptWSdHsCL8iEiU7LZu9E5kk6NeXyjRcvcONSjTBK3wjwy1fm2Tw56v7Uz/2XzfXmIrNLFmdnEx65p8HOjYqub1LrWLQ9jaFiiqXr1FoGQZipJaaRSWtJKvACSRCJfnwA1xqLvtita+BaMDwgSdKQgtPFdbr4UcDJqZQrixq/80Se+VWb6YU8hmGSswWDtqJgKvJWituPhshZEtfRyPWPDim4UMqllPIx5UIG7sFKk3qvzb/6dJlnjw0xUZaMlRRDJUm1ZFAp6lQKKdVipqEPVzvk3DYL9Zh6S2fbmEMU6yhNIGSKrkdcnNfpRDZoJrrMzFXa9aoJb2wwpRDrjeZaCVfXvdWuB7xaU1P6mSlxrJMzJNvHfI5djDP5rT8h9RLYvKnbd+XZ9GK9T1dSNBn3HX8SIU2EyJOkgnv31vgX37vE//OJmMv1El6sEcQpQZRl06xlQmZAl5n9oafTdgxyjo1rh7h2SCUf8GOP+NiWx9WFHguNZX7nCZeLCw7nruaZ7zpUTUnZUUzPK3wPHHtt1e5aE5okWSOaZeJAL8yKYiYLW5iGwguh1k5xLI+BYkrdN6h1IfBidk+EvOfuLgOlApqeMjhQ2nzvW3/Y/c73/kAvVxzNAH7q4hxX5upvswuln2i3Ouya0Nm/NabRLnHkrGChZjC9Iql1Ym6YbDFYEcyuGrhmwNsORmi6jhdKchYMlyQ93yIIdIJI6w8YsgZKiEwZydkJQ2WPkYEWUdLi2RMxXz9k86mny4SJi4aJa0o2VhV5M2tqXFNl+reZbe44VpYLmFVvKOQURTfpg9tndKCLprV44rWY33lykBOXqmwqCjaUFQNFyUDJYKCoM1BSDJYjBis+48NNDLPOZ58zePSlMjLW+Zffr2MZUMxnk7p6W/Gfvlik5rtIy8iGO0K90fT/h1UUeQ3417Z53igRXvOQsG5tTRKdILLIOxE/+kiXp476tOMcptQo2YqqIfinH+6gVJevHjL4wjNVrtZy2ThcJH1/vUl2oLVFmmRviftvaPKLP7rK7zzp8+RrgzQ9k43lFD9I1tNtPV+n52h0HY2OIzM7hK3j2gaubeFYDo4VYdsRRSdgrBpwy9/1SFSbzz1T56svFzh6vsqFVRs/Vqy2I3JW1sgLkdGxMAYvgCBWeFEWnT1QiTBsQdRT2EbEwwd9DMNgesVmQyVi9yZBrWUwu6yzWJMIYfKFp7JQ/w1DK4yN7P2JqHPiBRX2vrxewefmjqHpJpa4StHU8QPwg+x4uY3DHkGacuMOkR3Z1x7k/BXJQj0hjk0WlmM6kaDeS9k01OXOGyKE6rJ/a8pgUcfSNRwza5xQot+shXR8n5fOxvz+cxZPnxiitlogl9MYdKBgKlwzySytRt/SaskM3JbWP5ZbknNY587FXEQxH1Eu+AyW20RJm99/UfLvf3cU38+zeTBluKioFiXVokG1pDNQhsFyzGDZZ+NQE9Oq8yuP2XzsD0apmiYHt2ucuqyxbbxHzg0w9YTfe9rg1JUCUnfI6dnyhHa9/se18bxcXwjoy2Dien1Y9HNfxLpv+w1SosrMV4QmhuayZ7LDd97d5pPfKqNJjZKj2DKmsbg4zi272vxfH1yhmlvmY48qpur5/hk8ccZxhYFAQymTVAmiWOOW7ZIbNrf4t27MF18c4OJqjrFQ4UcpXj+ywgvSrJr7km7/O89Cj/T1uDrHimlZDrYV4VgRru3zfW/p8fAtLZ492eNzz5Y5eanAwrSBIbOsRsgWlE0789Xn3Ygbd0YIlXLvvoiRqkmzbROGBmNVnTA0KBgmF2Z1/uBqTL0bs2mkR6OXnTit0FBKo17XefbwNPs6As8Pr1GU996dTanOnE95rt3BtgwuLeSpFuHC1QqXFyNmlgMMo8tdN6Tcsd+g3XZYrLksN2R2FLWWMDXt8vKJGCVCdm8JcIyE/dsD9m8NSePsxppGSsuHp4/YPH64wnIzR8kxmBxSFMz+lo0psAzV95wIrDccL9If0TvZgmzeSSjkIoq5bCgyWGpy/ErAf/xSnsPnq5C67BhJGSiQDXwKBpWSzkAJBksxg6WA8eE2plXjlx+1+fhXxxhxdLaPKoZKWpbRkkoMXVFrJXz1uTzNbpFKTqOgr51eLIj7kQlrkuj1ibZ6f4dS9g+CTRKI+0vTSbqW+5LJfVJL+yeqQRRlSsr/R9t/R0t2XueZ+HNyPpXr5tu5GzmDAEiQYM6kKEuWTEm2RVnJGs345/GMLUu0gimZSrYVLMsSsxgEBjAAJEHkjEaOndC5+3a6uXKdfOaP71Td25BsyVrr11y1mkAHVN/e9Z397f2+z5tlCmUv4UO3Bnz3uZA40QvBFSytaxw+7bFjFj723lUkeYVPfU/i9KqDLGXIclLcfTRRCCMfaCIx3dD4vz7S5tarzvIn367y6tEK7UBhsoANiQJPC8ioMva92oaMaWQFZUAV8FJDLzB4Ju2eTckN+eFb+tx25Rr3PNfhkZcsukMNVS2eWmnOZdsTrt6eYusSl2+BPLNYXK2zcMFkcU2h1ZN48kW4sJ7RGobUSwPeeGWAohg0SwonzlosdVImShHHl8S977kjLqe6VZJEOO7V9eWj6GZ1y8q5p345Hi5x3R6JKEmxzA4SKs2yyaXbZI4u+Jxeynjo+YDpySHX7e6yzdepdgWZaqWl4RgydVehF9gsnrfpDjIOnUz5lpYwjDPCVCxC8kym19MxFYXdTXD1VNzCCwOCEFQpY8uYOSZJgVXEhDhWimuJiYdnh9RKPeK0yx99S+beF2vsO1phyleYradUXImyq4yzLmslqJdjauWQmWYHTVvjz75r8IV7JqnqKnPVnJqvUfIUHLMwWugRJ5bhyPkyjqEx7Qij8toAznSFh1NVJOxsgwYwEnAZmoKmFQyRVCw8ckThG9pojS0MIJqa4tkBphGztFai3TMwjRhVzdk+2WZro8+Jsy5hAsMgo93LWGlpGIaDomR87N0rKMoSn/ruJKfXBG5ZIinW5wJHnRZPkSSVmagpvOf6NlPVVR54qc+n725wbM1m0s0pRzlemOJYIj/IMhWsQKZf/H2MnqqmrgghlqEVxW7Q7ZtYpk3ZDfihmwJuuzIiywNkKSdOhGRAV3QMTafTNzh1TowpF9dVjp0ZstwZ0h3CyiDH1EJuvhLmaya24XP6gsZz+zJkJWGYKVxoKZxfEXfFRmWR66+47Jc/8PZbXv6xdx85pba7GU4WTJw4K7/rrgcSoqzG7vkuVS9n4YLJiWWF+akO116W8YE3qTzxqs73n7Z4/CUDWcuJopw8izE1iZmSzmxDIy/+IoNIZq0js9jWiGJQUtGHWgo0qzmWngofZKESNDYVt14UtzVKXzARMX9mVkg4Baqh7A2p+l2GcZ8/+JrDl+5rYqgWO+vQcFPKrkTJlcc6lKovsi7rpZDJWg9VbfGX31f51PcnqGg6sxWx2i95Kr6DkIqaEZY54L4XLC50XKZ9mCzanUvtjH6+yrNHLda7Lp4htDVyId7SizuDbQp232orFfTXTEGVxRMqzUR3rsgZvh2yPujz4isa4cDCMRxq5RBZhpoX8s5rB/zRyYhupIkkhX7CWlfHNDQM1cbQyvzse1dAusBffm+aMy0DiRRJSor5pEaWK2NGeZrKDAOVXVNdcb/yzvLbX65zbLVE1ZGZcDK8KMM1wQrzMbLOGulS9JFGRVAIDE3BMkQAlmmktLomliEmZbqaImRUCmlicmrJZLWtMozEe8lycXi99fo+pjkkyyQGsYpRXJbv2qvyxD6F2XqHXTMZc3WT00syp5ZUds1lXDor02r1mG/yriSNJiwjP6X2wxTNSDnfTnjxVJ93XR9hajqPvlLiih0dri9L3PuMxXP7E6ZqOWtdcDQFUzOF9kDLUVXwLJmJioLvSCiqgHMlaU63n7H/RMR6JxMuHpkx5dTQRvLUIghq7KaRx5iG8fLFTLHNFMdMcKwIzw7w3QFh0uOrj8Adexu88FqFmqUx4eVU7IySI1MqdM5lT6Hii7akVgppVvtU/BZffSTjz++cpGSYRXFLlD2NkivjOymendCsDNl3MuWup2rouUrTy2iUZGYmdK7Zk7BtJuZP7wr57l6TOJVBylFkweA2dTHdmW7EDOOAV09AFCpMVnM0VcNKNoRIqpJh6gH3vizz599qsLNmcPVOhTQzUZUc3w75wE3rPPRSl7Pna9RskVfpmKKNMHUdQ3eZVVP+5QeXWe4s8ZX7p1AlBUnKgKRYh6vFQkkjyWTigq5V9TV+5NYuO6aW+PbeDt97ps7xlkPdgnIoVvWOAZaZb3hXjQ36gKHLGNpIs5Jj6CqGpo1lD5qaIyuijVtra+w7ptDppSTphkTDdySCqIJvl9BUkU4XKTKGEXLdrpitUyGztZw0Nfn+sxq22uO2K3WePQbnW11u2hPSqIaoqtAtqTU/wjAjLt+S8JFbdHoDj4VFIJM5uVBCknIavjAqSGnOdBkum5MoORKWSYEkFhAcU082JJRqiiTFPL5fpjM0ipOZQr9QGA00aRyxsVktaBQ8DrNAE9uGYHg7ZoRjR/jOANfuc2Ix5JNf9Ln3xRqaajFhS9SdjFIRv+07Cr4rirVSBLlW/YhaecBErcW59T7feWYCGYeZUkbFBd8Ryca+A76TUvFCJLnPfS/qnFl0mHahZEPJU6n4CpaeMl1T+PAb+zyxLyKKLcFxUUDTBGnLc1KmakM6UYvzPZu4a+GZCZYhqFZJMd3QtYy1XsbdT9osLpvMeTlrnQzPFprs1Y7NfKPP26/r8pnv+6z1NXw7oztIsLoC+G/oBprqYpsxH7qxw+MvrHF6pS7GhSIMvFAyipNc0LUgSQQCueJpXLOjx82XdXn3jaf55BdqHD5fYT3QqFvF/iHMCkVnhhkW9j4tFUV+kfWPQpSVY2jqWONjGRm+O6QTRew9bKGykX5naIxNJ3ohlbYMCd8xKXsmpg4XliRyKefSmQxFclGkmK01hSCscudjEe8yZa53Erq9DPUvv3A/mqqyvNbm+ILCZCNkviFhOwq+k1F2cyarMZoCeZ4VmIYI1w45ckZmrSeR5oKC2o1SJFKxbtdS7tqr8+JrJRqWxFRFwrVEvJ2uy2OhjgDTFxCfMS0qL1IX0rG4yi1Obcvsc3op5PP3qnzu/inWOiXKlkLDzinbKb4t4dkKni1Obt+VqbhQ8YURol4eMllrs7Da4+Ofq7P/cI1t1Zyqg9CvOBolR6LkppTcmIo/4OxaxEMvVlFTjaqbibhuW8G1hGZckoTiUZLysbZcKfgthibiTTwnImJIFOt0hyLPJopF7MiIojtKUggTqdjw5gyGKZ2Bgj9QWe8Y1MsO77x2ne8/02N5rULVYRMAVMXQVXTNRF/yuWpbxid+psV/+LzMmZVqgZbIxhr8LMvJUiELSFKxaBFxhBplz+DWS3t8+ePLfOmBDt95usrx8z6lQKViikJ3wiL+RWdM9dU3HVojmbM21vLnWLp4Mk7VJX76/T2u2rPOd550kFUhN85zuaBjSahqSqeX88IxHcsUeUaOTjGNy5mopZQcIdvuRRJzkyHX7cmRo+c5+Pxx8jxGPXr6GGkmYZsJb7wyRZVsDi9ILPVhRVeYrCZM1lucXAp54aiB46i4RkLJTHn0ZZXTSyaqqpADvWFMa5AiSzK2oVEyFaZ8icmKRMUTK/QNzoaQpQpzQVp8yrNC6JQWBS5Yeb4TYFsDgmjIs0fh45+ucfBkBds2mHFzKpbIlveK4nZtBc8Ruu+yl1Eptpq10pCJWpvz611+7dNVnjnQYL6aU3MzcXIXv8Z3cnwnoewGWEaP+x9ReeGIz+46BSe8MAKY4tErcGYZSrGAGbnLVUVC0zZQE6qSkGQZYSKWYCIxTrBRxLhQnOSkYsIySjAbBBm9oURvqLGybnP1tg7vvr7DZ7/vsd5XcIwcy0hEi2Aooi1QTVTV55bLEn73Z1f4lU/LnFmpIBLLsk0zeArtizJGV8exQhgr+LZGyTP4lY92+cit5/jVz/R59ViJky2Hkq6I+HIjwyncTwK2LwmjyKawL1WV0VVBLLAMiTBWyTKbNJO5cUePd1zdwzGHyHJOq2vTG1jFEy3h7HLGI6+kGKbo7atuyMtHFRYWbWaaCs2S6P1dS+XwaY2Tco9rLztNvXKeOM5R33CJJ4T/QcbKWkiQZMiGzJwDFTuhURry7ccMzi55JLGCbYhT2NIltjfg6i0FfsFI2X8aXjpm4Vs5ZYviJFREH+wUMdfGyAki5J2qko3/2dDSghQlsm48J8SxBvTDkEdehTv3etzzQpVB32aqKlE1UvwieUG8FFxLfJD8IoK77ImtZs0fMlnvsLDc5Te/4LF3X4PZCkVLIxUFvtGa+E5MpTTgxFLId/ZWcXWNkpUJTrgpF/roHENPkOSUfiyTI48VherYBrcRuCpLOSmCxJoULO00zccumySVUTUZy0jJ8pwwkYukh1zMoocqnYHOIHD58C2iF19aruBbRUaQXhS5Ko+T2TSlxE2Xpnzy5xb5+OclTp+rADLkWeG2EfqhNFNJUkWEYxXtShiJ07w/NNhS7/OX/2rAAy/1uWuvwzOHypxs2fi6QqnYXVjaSGFYOKMUNtHIROth6jK9gVL8WRyW103Kno9vR7hOzMtHdQ4cdzA1CdsA14Yr5jIsPcE0UhzLZGsj5fRywt79Ov2BWPDp2pDphs4wcDl8QuPIKQXIUV85kUIuI0sBc801KprOqyc9wlii21Xp9jz2TEncsEPYw0YmAEMXLhJDTyl5ASeXMp58TaPpykzXNi53otDAtTMcU5zMmpaJQlAKTEQBpte1BNuIKbliBdweRDz8qsT3nnS489kK3Z5D2VLYUs7wzRTXoIgVkXEKH6FoT8TmseyklL2Isj+kWe1warHLb37e4fH9TaYrCnUnpeRI+I6gu3q2PC7ushega30ef1Xh2BmfGQ9xwRqTZsHUheqw0095/CWTXk+lWRtJfjfxQpSR+z0T8JtMGq+pk6LAk0zEf0zUZN54TcDTRxJ6gV6c4qkQQgUy/aHGetdh13SPW69s88X7xCluG/mYtKVraqFD0VHVDEUpcetlKZ/8Fxf41c/KnL5QQkImH7UrWSyiwVO14JVLRIl4P1GkEkYqQaRRcU1+9M193nNDl3ueFYX+9Gs+J1cdHE2jZAtqmVUkSQgDdl5AU0FTMkxNqDdbXYX1jsKaq1ByLSq+wUxjSMltcexCyKkLJr6tYWsi/tHQVLTiyeRY4Ds5O5tiuWfoInTr+EKErg65cpuDa+mkWY562faYOJWpewnzDZm9BwzCRBFbMHnAm68ZoGsiLhtAkgUE0tQjHnlJ5cyaQdXLOHVOpds12DmtMVFVqfjC3V72EkpujG9HVHyR8CCREyXCHzhSEepagmeHIAUsLCccvyDx9Uc8Hj9QYmXVxbcUtlVzfCPFNXMBpR876hUcS8W1JVHcTobvJpTdiLIXMFXr0hl2+P0v2zy+TySmTTgZZUfCc2Q8R8FzZHw3w3NFkFTZ67PSDbj9kRo6OhU7K1AToxmw0I1bRkKSJpw+b5DGigBUyhvEp3Em/IjEOkK2FXa9tHC9CJOwjK4qbJtIUNWUQSQRxlkRLZgxCGUGgUKnp1MrO/yT29a5+9keS50ynilgPEK/Ln4fTVVRVQNFEQkOt1y6xq/90/P8P/9dZmHdL0RwWWG2SIoZvUpchNSKnlweu3+CUIivSq7Nj93W57arejx1qMcdjzgcveByctFhpa/jmDKmKlSFEuLDHMdidGpqUHOhZCWFtEKm5CisdxUGgc3OuYwPvrHPscU+FS9mZTXj4ZdMNE1BVgTFi3WxErbUlA/eEiKhiwGFovDEPp1hkDE/ERFEoO685Ceb588d/bVDrz3DU69otMOILc0+WaoxGOi8cFBmrQfdIQSJ+MuQpBxdMVhYVBmGOiVbpVGSecMehUZVpl7KaVZCmtUhtjnEMIbkDPn+0yr9QJgP3nZNyNyE0FzoakpOzP6TOd963OThF6pc6Aojg68rzFVySmaKo+cif6dIXLBNGdsqLh+2sGmJE1h8qERKcZeyv86XH9V59GCDiqsz4RQZ87aEZ6uiZ7fBczJ8W7iFTKPPdx9SOXS6xPZaXvS5o5kvG3xwLSaTExRdxPOp8ghDtxEjLkt54TLfUBOOizzLL5pJh7FKGMlkaSJShWOEpDXKCQKJQSDyjVZbNntme3zklnU+9V2X1lDBGr+njUuepqqoillEuGTcsmeND9+0xH+/U0FSnOL9ZKLQCwFUkqpFgcsFz3sULqUQhCrDUKM7MCh7Qz5884Cb9gxY7Xd5+EWdbzzm8+oJFzIdWZFJ84yZ+oB33zig5uf0AoUf7HU43zOwVBVPy5goZzRKKa2OwlrbY7phccvuiJIbEGxJ2Dkro6qjFb94P72BSrurE0Qqyy2JNE+5fFvElobDMNR58y1v+LVL9uz8OfX42dOl1dXV98TZEjde6hFEGeQJ51sp26ck+oGFY+kst2T6Q4T1KBdRFldvGwWiQsmFqp/SqARM1wcMoj4r3YjvPCPx4lGDXKpx5JROmkioWs5XHuzySx9a4rrdEctthW8+ZvPACyWOnfOIU5OSIbO1LE5sWy9APbo0XhVb5kZOpWMJBJlnp4W7XnxxaqUevrfOlx5S+bM7p9BViykvo+KIMaLnjFoaGc9O8a3Rrx1wfj3gm080cAyNkpGNN3di7iumBqYh7GuP7Vd46pCNbxXMEnkT3nhkxB3j/PNxgWdFgafpiGEi0x1o3HRpyg2X9nniJY9hEc4VRhnDKC9OcZX+UKc3cPnIG9e566k2y60aji745ZqWomoSqqoWsSc5imIiy9CQcn7+A23avQvc/sgE5G5R2BlpkZgsWqeMJFGL9DThyA+j4iSPhLdzEOjYltCMT1SHXDIb8J4bl3noxTW+/ZjNhbbO9bsDfu79MVNVG02VSdKYd1/TAjnlxWMqj7/icqZtcmxRZ7aa0VhNOHVexncNHMvCtcQUKpbEEy+KoT+E5VZOkkecWVWYriWcXzM5s6wSxrBj5gKKtPCelaWkpO6YSKlqMgfXyxxfUGlUeliGRDCw2NdSuHxnwNWXdxkEBmmi0hlohJGwD2tqoQcxYxw7RNMCljtDvvyIzP5TBkcWXKJIR5dkXENm3he4tDCRaZQjzq1K/NV/89l/tMRK6JHlJr4uUTYF1tgZKwgLGP2YAy5i/OziwzUyKri2KFDfCaiWepTcFt94QuETX55m0HWYK2WU7SJj3pJxLA3HVvCcHM9JcR0xinTtLrc/onLidImpsoDiW4VkwCiKSEx7hIa91ZVYbxk0J/Ii4GkzebU4vf8Ww8PGBY9xkQeRylxTpuLFDNKMYSKLAo/Twkcp2pTBUKPVtdg92+N9N7T41Pd81gMNezSuUxMxplOVwtyrjduliWrGv/9omyRb4huPSWQ446dJmmVFqzIq9CJp+qKYQJkgFOrCMFIJQp2OYeJaIVuaQz72viE/9o519h3LeeAFi6XVOllUI05kTCNhuiLSpC+ZCflHb2pzaKHNoQWVh190efmMjSnLuKaISncMAfzMER/07jAnzVJ6Yc6V23Ou2KYSRAZJKuEYEnM1mUGvzKtHbMplFVUiIM8DOsMBwxQkFbzYwfOhrMSo0oA/vkOot950ZcbMpMRkRZw+/TDnhcMyy32Il2O++oDNUrtGOFSxVYWGJeFXxJbTsSQcU+i2Kz685VpY/KxA8AAAgABJREFU7Uv85bd8Fto1ar5Cxcjx9BRbp4Bjjgp7dHqOYkTE6tu2clwzw7ET4cSxI3x3SNXv4Vht7nhS5dc/P8Og5zJXyqk6Gb4jCXqTrRYnd45npeNfX/IGLLZCPvWDaczi9LZH//2RdEDPMIuMzTCOOXpeRtUEQ3scu1f03yPPpLQpDWGzFnzcgxdTlCRRCGKdndMxpp4wjPRxapkwJYgi74cbp/jH3rvKd/a2WerUcXWKAkd4SBWpSIVQC16ieE8TtZzf+Kcd8vwC33y8ydnMJc1F3k6aikKPi2hA8VIK3IREYIgnaRApDCMFOxSiq2GoYQcGjmVSLfXYOdfjj+/weeTZGm++XKPsqbi2OU6S8O2EkhuxZzLg6q0BH3xDj9XOGl950CJIDDQZXnlNpx/IZBnUqinNasK7ruoz28y499ka51dzVDmi4Sq47oBKJSVvm8hajqzmqLNNMdIzUkDSOX5W5dg5jW4g/nCmWsXTYGU550+/EWG4Q+YmEsglhoOcva8YpJmOY6p4usS0BW5VnJCuJWGZiphyWGLkU/ZSZpsDGpUe39xrc67vM+ErIgO+yJ20x2vgzetgBdMUc1TbAMfMsC2hS3EtcUH1nYCy3yOIu/zgSZVf/8IM/Z7HjF+c3JaEZ4mZqWsXfbud4jpFcbtDJKnHX91rsdzymHY29d5jZEJBmTVSbCNmqZXxnSd8MZobsUk2cbPHjMJRZNMms0M27sHzcd6k6Ht1PvLGLl+5P6S1bhDE4vSKClPCMJSKqYpOd2BSK5l87D1r/Nc7HFYHFlaBmxttlEX8oCjyEdNQll0aFVHkEks89HLG2a5HkokUD9GLp+O8UmFxE0U+blsiESIVGgqBqRQ4CpU4VsgymZKZ8carQv7i2wnPHZaYrSWUXAXXUrAtGcfUcSwd17JxnRTPFvqif/3DIk49J+KxV1Q6AwnI2DqRYhs+Zxen6HYU3nqFmBpFsUQ/kDh+3uL5wwqDIOMNksRECOrj+20uLA15+gUbVdWYriTMTfbYOgmSpJHlEpaWoighD72k8MjzJZbPCUCOpcHl00XCwjjyo+iTTQnbBMcsHv92QtkNqZcHhEmXu59PuP+FGrZiMu2leEUepaULOawwASuFUk0uemAxR7fNQptSFLdjhfjOkFqpx/HzA379szaPvNbEkBym/YyqnRUbzmKcaKuFAygTp7clFInVUo87Hsv4zF11LE3d1HtLhT5m07ZVS9GNCDOOkVUNfTzz3hwvsnF6X0yYlS5y8myEqW6EUsWRQh7FDBOENXCUmRkJEZs4xRX6Ax3PdvjZD65w9PwKX39wFk+XMcfBVaNZtIIiyyiyJj54xfuqleC//lKbp48s8KufnuLw2QpxJhcneDHGTNIC/5ARxYoobl3GjGSBhoskgkgiiBScSCyK4lSmKee885oepy4s8cSrVc4fN2h6OWU7Eai9ArtnbTJTWKaNY4p1vmVmbG0kYrRcwJfufTHn0RdjFCnH0iSyXEVWYrZNBWyd0rj5sogkjpmaS3DcHLXq5+RJzo6ZHNPI8S2Z4+dUDp1OyJWMLJfw9AxDkVlYsrhyqziZN7QjhTDKoJCz5pSclJKTiE2kEYMUY5oB3WHIK6cznjyo8Vd3T+GqJlsrGb6VF3F9hQRzdGIbI7Wa+H0tPdskvBKKQseO8KyAaqnDiQtD/sOnfR54uYnrWkw5mdhy2mIRJHBkatF/57hWhmsnOEVr0hsOuPNJj2HuMG9u6r3HMPxieqKJ/ltRYk4tSwSxhqUWXJRx+oK0yXw8yrHZaFHGPXiRTjZOekhkwljD0DTmJ4YsrGdFbmYmTvEoIwiLhOhAYRBodPsmtmnzkTf1+O4zfZYHHnaRgjEyTQusgyJOckUdx4FLElQ8eNvVbX7/58/zK3+RcfBMlSRTqKbi0hmnOVEqEowjo5AYGMKpFcUyoSGLkzzOCCOZsDjp40RhqqLyOx9r87l7lnnygM3pRYulZQ1LV1By0f7Zuoxvg++I6djmltTQ9CKLCTwrY0djgHZ9gqpG2HoqwhQUSGOJY2eg28vJswzFzSnlOaouZVhySklPKdniUeTpBoPMFco/VZyaJQe2Nov5riKhaeAWJ6llCC6gZ4tY7OV2ynI7J1cTQmLuf06lF8qcXrJ49qCLoRrM+QIPNo7HNjZakQ1UWNGLF5mUlpEK4ZVVkE7NAM8Ro8D9pyJ+/TMlHnxlAt8zmbAzKsXJLbacMo4lQpYcK8cbOehtcXrXyz3ueByeP1zB1xV8c/PprWAY0nh6IoRlMbIUce/TJq11k+2NbHxyj4t7k9OeotCFXJSxEXs8ScnEsidORbT51mmZd7xhwN5DCcNIK3yuOWG0cdkU3kmN/lBnENhcvzPkPVev8fWHLXxTwVDTgkabbqQxKDKyrGzkzxdPliyXuPXyNr/78+f5tU8nvHysRujpRGlOlArNzEheEEY5YZxh6gphJGNGIqRLzMtFOlwQygwjlUGgUfFMfuSNA/7JW3s8c6jPqWWFXijz4HOW+NAZMmdbCq+c1jA1Bd+WKFmiFbUMQQLWxpEpNpaRCw2KkaNpEqkkM4gTkBNWeiaGohElBmmqoRq60FqX3JyJakoQRZimymwjEn47O6A7jHj6gMaNV2SYmgPI+HZIksXISoRlhbxyTOLwfg3Lyth/TGb/cR3TMJEVmeNnNLJUxTUU5vxCqGOOJhObeuxR310kCYs04dHjKsHSRcKDZQrsWskZ4thdXj2V8FufrfLgy0081xDFbWX4ptCObBS3IordznBsYZhw7ZCyN+D0csBfPVChHdhsLY0S1zbFmWiSiE4ZJ6zFSHJMPzZQZAWjSKQQBfS6+JKCtJqPRyivO8WzzZxwYSlLUh1bi5GI6Cc6YRGRvdGqyBu9uCFO8YmayU+8o8dTh9osd6vYilxkbGYioU2WxhmbsqRQIMULhrd4urzp8ja//bFlfv1zCS+eqhOmJkEqU0pynDgnTIpspFgi1HMMXSaKMsLiRA9GHzxDZhDI9EyFdq/os60SV86H3HJJQJLH3HpJgKwIAd++4wqvHtcwLYnjZyT2HTUxdB1NlskShZIlkSFS2956bZ/HD1is9W1KpoyrS8xNRHTCjF6oUrGE3S6Mc1RhCEzRlZDTSwqHFmy2TScEF3rsO61TNWXIdU5d0Jip5bzjhgHLnT5HllIefEHjzLKBbelcWFJYXtexDBkyCYqBvKZIXD5VBDhpeaEcVDZJZaUxcH40grMKmax4JYX3L8Y0ROCqZYSUvAHDeMCf3KFx+8MTHDtfxXd0mnZGycrwLDZObnNkUJZwbGFzcy0x2vTdAFXt8dk7Dfbuq1CxZDwjLYp7cxjVpvApTSSrHVnIeewlF9ssdBfy5vZEGkftSYUd7fXotmyco5OPEQpCmy3TG2i89ZqE7XN9Dp9xxxdN0apkxVRFUAzEKW7Q7Tu84bKAn/uhVT7xVw4rAxNDy4uMowxFSYR1TlGQZfmiFkpsWcWj5qZLu3zq/13nq48EfPquBuc7Hj1boZzkeLGIfwniHCsSqXOhnmEW7UmgKxihzECX6Gkj3jromoahmxiag15kLLlWiq6kqFLKddsyrtmWYpsxy62EMyt9bLvD2ZWM+18Q9sj1VYt3Xa9z9Y6ckqeQ5DElO+C10zm2pnD1LolDZyQW12Wy4tOr6prodXxXwbQUXjqRcP/zOdsaHo2yTtUFz4brduZMNQccPT/gc/dqHDxZQc1VNFnBM2VKlsT0HEXRiovN+C/3osApqbjVbwAbRQbjaHlS6L9HxW3GwtCqiyx6xwpwrT7LnZi//L7Nn36jQS8qUXcV6lZR3OZoASXW+LalFlMd0Xc7ljC6ulZE1e/xzKGEu55pIuUWFTMrJifSRbDJ0fRE6HBiNC3izDKcW7ZolqUCm7yRmzPaYI5eY7iVtKm489ev6zfy64NIZbouM98I2XcqY5hIG23CJsTD+MQMNHpDE9+1+dAbOtz31DpP7J/ANWR0pWhVZIGTGCW0iQ+ijCxpG3DQwmO6Y1rm//3HfSzlPH/+vYCVVomBaeDqMn6c40Y59jjrKMeMxR1JHABC6z/CVigj0ZUqoylycfEd8dPzwt63QfN1rJS5aoxrR+yYCLntyiH7Tw/4q7t9jp/zueMhi4oHnp2RRxZXbg3ZNr3K2SWZlXWNdg+CUByw6iAUMcpnlmOOnZfZPiHxoTdIJNmQkyspmg6RkrIeB+x7JefRF0touckWX6ZRVig5Eo4tpiYiEiQv0nelsakWpMLJI9w/qrwpITcXozStkMtaZopdFPaIwWEZIaYRoGkB3UHM7d/X+fIDDQ6cLhPmDhO+RNXM8I2iuIsLpVgGbfTdjpWNvZyOFRWOoAHff97kxGqJSQe8cXFvPr3Fh0/XMwxdBL9GScxffM8lVzUMJd8wF78uWq8IXbiYG7GJTXjxqHBjkpIkClFi8PMf6vLQyxGD2BTbxGJcGBUn5jCSsEZFPtRpdW2mygHvvbHN80ddVgcuhiKLrHtllNKWFkUui7RkNpO38sIYLZSgv/SRAe+4YZHbH2zztUfL9PsuvdDA0FRKOvh6hmvkInZ8nAKdjWMGR4xwSWJMDFY3UQZGojORIySGF6ah4Zgaju1QdjOalYjt9QH/8WNtHngp5PyKDrLKIFaQ+jGvntQIn5ni8q0Rt1wZ8spxcWezzRTV1BQwVJplnSiTWesmnLwgLguHzqiYukIviDl4WqHuqsyXFaZqCvWSsICVPaGdtk2h3zb1GEXOSFKFbt8UMM5cQlEKKaWeirSvVKycg1hBKraiwtyQYJshrh3i2UNkZchaN+K1czmfu9thYaXMiwc9BtgYmkbThpKRCV2ySaFTGWlVRqgDsM0RT3zD8mYafb5yv8xnvl/D1nRKpnD1X5STqUnjpAdDEynPuiayeVa6paL/LlDGiiQw0RclPLBxoSuqO8tft83cvPAZjQoTEStYdfqoWcgwMUXycdGLh1FWfF9MVEKVYZjSGxrYpsvH3rfGieVlPnePyXqgYWob8mS1SEyWldGHUS4WQGohChuNMiUcS+HyLQGf+NmAH7p1kXMrK3z6bo/Tyw4rbYf1oUHFFDNvz8iwY5E5qiliQhPGMAghyUSBGxoYqlBYZplEPxLbySTNkGXx9XZ0IaTzLJmyq1DxDeplg+mGw9uu6FMrd3j1uMdwqGIZoBsygyjCdXosXFBYXpPYMhRfE3W1kzHsZZxdTjmzalAv6QzjFFU1+cgbU1r9AScvpCiJy7YpjdmmRLOW0SgP8ZyAjBjHGrL/ZMbRIxqunWNrKWmmcslswmxTQ1FyTCMizyORlqYnZKmK2qkgD4Xz29JTbCvCtULKXh9N73NyKeG+53Q+d0+Ts+s2aWiQSyqKJlNSwVdz3OIEcUzGCkN7vMov1vlmjmOOTu8Yx4ooewNWuwHffbpMFHpMFJChi05vTSnsWCMRk8jGtIyIF4/BWtcQdwol25QwNjrFN7UnUr6x6Nm0qt/gg+cbzPRiVBgnYnFScWWu2N3j6UM+w3gUS5JvalPEDFr04ipGoNPumcw6Fh++uc+9T7U526pha7IQXMlFq6IkxftVx0W+gTTexPjOZaJExVANrt+ZcOPuhPfe2GWp1ebz95o88KzPkQsl1gODpqNQNjOcVPBsZAk6IawOY7I8RdVUwo6KnMnYmrCo+aWUqy4fIuUJqibuSAvnYP9xC8fUkM8LLF/DV2hWNGYnKmyfsTm+NGThXEynY7JzJsJWY4YDh5lmziCCZimm5oWommERxSaWZbBrNsW1+qy0VBwn5+nXYs6vaJRMm7ffIDPdiKj4If1wyPow5kI34s4nbdLcYXVVZrVl4tsqviVT8WWa3pBL5trIao9TSwkPvqhy3/MOvmNTt1Wu3W6ybUrGd8SpWvIG+E6Pc2tDfvCcxl8/XOfkWR9V0SjrEoqRj9Yk6LJg3zk62DrFOn0jX17oVYqIbzPFtlIcK8a2Qlx7iCT3efBllUcO1Ci7Cr4uRF2mtjkvc+P01rW8SFoTT5gn9um01iyqZXHBVEYKQul1E5RNMSYSG6e4KPK8oFqJWbjI6oGkWNuHscZUXeG2Kwc89XLKMFWJkpw4zot+XIwMRxtFAdDUMDWdtbbDzZdEvO3adb74kM1aYGMoIxNCcemU0039uLwpEkW9SD+TpRKRohVJGBKynFF1Y/7djw35sbes8tVHunz/2Qpnl0pEqUITEQTgmTLXboGr9sRU/S6eF3LfczoPvuhwatHBQmP7tMLbL3WolCQ8O6bsDlnpxJxf75NLMd99UqcfGbQChbPHdU4uqpw4p3P9JRk7rh1wYa3FibM2niNzfj2h1ZMYDGVkRUfVTNRz4Wx7bTW4p98zPrx9qs+ZVRdNkTGUAEd3eOd1OZIcUS2HdKMhe59TOLogc+RsiZKpYSoC67W9LnH9VhnfkaiVYctkwnRzwImlLg++rHDPczVOnnXxdJXUBaeu0OlrxEmCrqd4TkCj3OLFYyG/+pkqzx6pUTZ1ZkrgG0JbkWc5/UgiLoCYliamM6OEYmuTXsU2ZBxzY+vpmOLkdq2Qit/j6YMpf/DlKXTZomIWK/nx5ETB0BRhnh1fnNIx9TZMYlZ7JqgaZgHe3JDHSheNCeXx6Z1v9LiM5t+b8G2jS+Y4q6fow2OdihOh6SG9WCvaFAqWX17oxZXxKW7owl3fG5hYhsP/+9E2R86v8sQ+waERmGNhipaLflxWJBRldOlUxnEkIpJE8FnlJCdOhN4ky0FTUxwrYro64Df+aZePvOk8/+HTIU8fbqDIKoaaUXXBN3V8vcqUb1Er9/m/PtTnQ29Y4wfPdXjwpTLHFh2++oDBlgmZWsnCd3zKXk6tFONaMb/4AXFXOnIu47UFlYMnFc63DZ46ICFJPtsmE6IkJY0Vam7K6RWTS+dz3nC5fM+Oy0pttRF8fmmmLv3Oopx/+Ng5ndU2nF5MKTsK0xMpgzjkhcMpQWygorG8blLzFN60S4zhPFsqtNhQ9TMmqwGqFmDbPR7dl/KNR8qcOudStlSumMqpOjlVX6FZVZmoCu6IZ4XUy21eOBbx659v8MrxOlurMg07w7cYZ6ZLwGI75cyahC6LTB1dpUAVbNKtGAqWWeRhmlnRexcFbg9Y6w757A98zq6UaFYkfD0tEHGM1/L6OCeTcYSgrglGyoW1lIefc5AUgfFViymBomxGtW3mFW4sVMabzE2iqyzPycdtiqBOjdqUKFZ56/V96ncOuLDqMjSlcXGLy2YqtodRsVzRlcJ8rNPpW0w1An72vW1OnLFZHVYx1dGFM7/oJFeLS+dGNpIivJVpipFLyErGSltjcdUWh4uR4doG3b5B2TO5fL7Nb/50m9/6Ajx7pImjyZTCnKX1lIMndNY7LrWyCJttVAJ+/n1d3nn9Ot94JODJVzyWuxqarDNRlqn54Jgqjq0VVNsyVT/h5l0hOyZSJCklzkKeO5SjKAlvvirCdzJOXdCR1ZzFdYvf/8zh31GUQ0vqmSUNTZFY62Rkicyl8xG+mXFuRWFpVSUJdeaq4tLmWMJUMMpTGelBfCfGd4a0ByEHFiSOnJU4elbj3JLPoGdw5TSUnBzXkvEclbKv0KhAsxJTLQVM1tu8dDzg1z4zwaHTVbbVoOFklB02vJKuQrOc0Y27/NG3DZq2XtjdiqRiXcYwZCxdGUOCnE2QIMcsRoxej7+8XeOuJ+s43kgtKIKyREtSBMFqm0aD+kaB61rM84dlFtdsLE3032pxwRxNUMYmh006FIkNR8/FRb6Bl07HzMJikpKKE3yyInHTnj53PJYwSBSiBPEqVveRLk5xXZMwQplAVxlqGoZmsN52+eDN6xxaWOE/f9liXbULkE4+7sdFQoOIVByl2o1kGFkmoygZJa/N5+/VCHo59ZJKyVMpOSolV0hmo1jl0vkWn/iZDh//nMwrR5uFaE6MJZNUcLzbPYWVlknJtZmsDfmJtw54y5XrHD4rc/SMzpFTBi+dMilZYrkzlnDoCrpmj+XRtpmxvZlR8cQdZv9JmdNLOpN+zmQlI/BSZClHnakoAi+mBBxoDwlDld2zKjtmVUpOhO+EuFaMrqZEmXBbk+doWiaWL3rINx8zWOtrtLs6r500UCQNNVeZqsrUpqQiQUFsBB1bouLlNCoxzcqA2UaL548O+I9fbHBkocrWCjS8rMCtqWP+SKOcs20mZK3fI4gkYssoUtGkMapA6FeKLeio9zYTbCvCsQNcq8cTr6Z84YEGmeRQ0YuLpb45YGk0PdkcBDuKMkmQ5ZA7n7TppAYTVtF/b85pVzZpUORNLcrr9eCbL5rZpovm+CWLUzxWKUkaH75lwNcejUWkYCLGhWFSrM5HGhBNKjacCrqmoms6umZiGw4/8fYuT+9b4dFDUxiKVmRuFmNbJRejw0KUpasSoSZ0Jmkmem7b6nPwXJnBasy2yYzaUGXoC1NynMhjtsuOaYlPfKzFb31R4ZUjdTQ5R0J4PsNIpTeQMQ0VQ1dYWDSplTy21AZsbQa894aAQ6cjVns9uv2Ubz9qs57oGJGCpYo7ShgjtCaK2G/ULIOyLdKzq6UcVR9wdtVlELriyXT/S+LIz1IJSzWZroW8dibm1VM2ZVvF0WVM3URTcs534MiFmCxJ0FQdQ7dwdFhrKUi5gm1IzJZkap5CtSQXdCgB8okTQU517JyaH9OoDNky1eLVkz1+83NVjp2vMl+Bpp9R9UaoNY2qL1EvZ0zWQmYabYbpAEkpi78gVTBVDG0kiNqsOCwEWUXv7TkDMgb8py9VOL1cpuFIY7eQqUsFQq4ga41P7/yi9sTQIjQ1oht4IKli/j2WxF7ce0uFFmUj3SG/uEXZrEUZia7yjTZFjAsV4lQhzTQ8IyFPR+PCzUsfcdkU3knRi+uhXBR4hq4ZtPs2U9WYX/mpFk/9hktrWMFSNrcqWVHoYhGnFZtlK5aJEoUkkUkTlWEYcXodDDUpAg404kQdc1XSTIwWd07lfOJjK/za5yQOHK0BGVkufs0wEPzkJBW4Ps9RKbslamWPWilmuhyzaypGkiKu2Z5hGgMsI8LUI8JY5+hChZV1A1WVxKxbTym7A/aflDh82qdRNrjxkh66PiDPQN0+Nw0oSFkXTz/DyRWFxXWPG3fCZFVISpEyFpYVujEMejZVK8dWhQrM0mVm5inW7EJpWHIlqn5GvRJS9fucWVFodTxUWabiJzQqQ2YnWrx6ostvfbHEsfMV5isSk6WMiqdQ9VTKvkq1JPybzXLEZK2H77X46tdMdMXE1TPRHxcTD9F7S8WlMtt0eoupiar0+Ivv6rxyvIqj65RHGLIR8FOX0fVRTj2b4rs3Ctx3Iu5/XuHwaQtdKcD3ysYGc9SiSJutasUafCPpId/YZI6KPcsv1qQUC590PDJU2T2f894butz3vM/QkMU0Zdym5IRahq7KBKMnWiijqyq6qqGpBqZuc+XWmH/5oWX++Ds6q4GLUaTZbUxWUuHjDCUCTSLQi8lMpBHFNh99a4tf/ZTL2YJ3mOVsICcyhSw3yHNxkG1twn/86WV+4wuMi1y8RHu0Pgw5s6xQdYSft+Ip+I6BaxtYhki1dsyM1EzJkwQpTfDdkMEAVtYjzizJpGj4lspUTWVuIqbbiDlwUsKxS7iORRRnqD/xI+9FNzzOL7zA9+87wTCwsI2EJIWVfo6i9egNYr75mEfZtrhph0LZE7oO35FwbfEoF0RVCcdKaZRDKqUe7WGfR/fLPPx8iSvm4OrdOVU/ZLrR4cDpLr/1BZ8jZ6tsqclM+plw9fgi9k9AMlPq5ZCJ2oCp+hrPHIl4/MAEVVMqkh7k8VhQJB/nxSvZaE0sERD72KsZn79rgjBxmPLyMcfDHE9OpNet5Tfak1GBK1rEkfMK7Z6JqYho7fEJPjrFpdGK/m/P59l8lm9cMkdtysXTlGSUmZlqlByZ3dMB9zwT008MMU2J86IfL+bicYYWKehhkWOpKmiaiqbpaAOTWinmZz7Q4cVDqzz4soGpaugFzkFVRlGEosgHo1TpQKE/1On0HW65NOC6Pas8dXACCYWMdGzWyDKVPFPIM2P859o1lfOJnxYn+ZETFTRFiOwu265y2c42978c8dR+izMnLepOSt0XPbdURArqquDceK6Ga0lUvJRt0z2uv6TNVx8yWOvnlDwJRZUIogTP1OnpEbWZN3HddVfS6fZRXVvGtmWWVGEmrbgpcZKy2tWoAke7ZXp9nfdcI1EtZWi6hGtKVLwE2w5wrCGHz0jYmslUTcZ3BnSCHt95SuKRlz36HYdLplUaZZmyG9Os9jhwqsvvfNnlyNkaW2syk6Wcmq9QLWmUPYVqCWp+Qr0ciWS02jp7DwX8289MEvZtpsoZ7hjAo2xMTcxc4N6sFNuMCiNEnxPnA/78rjKnuiVqtoRvZELrbbBpJa8UW8uN3nt8eqtiTn9+OeXuvQ7tSGfKL3rXTRrw8QZznM2Tv04Lvsmy9jrTg9CmiO1eVmTNp0kxD49UfEflPbcM+dqTA9pdk8CURP5kgpiLjyYqsejDdVUwzTVNLdSEJrqaUXdjfv7DXU6trHNmtY5ZtCXqOLqxaFU0tWj9FHoDjfWOxXTd4/d+dp1f+azMU/ubBUAoJycuLssaWS6To48/xNsnJH7zn63wH78kc/p0Cc/KWVqTaK7V+bE3tXnv9R0eerXHg8/7LJ8zqVgSU/UQy4x5+aSObQgVasWRsa0c/ZhNzffZMTGkPkxJEpWaH9CPYL0rY6gZyApBohNnEWqaCznnel/i3KrMnmkRB9fLVCpuTD8IkCS4YnfChVbE2XWL99+QUC61+c5eiXZXYt8Ri7deI3P9ni7Hlzr87l97HDtdYvekwrXbFLZOq2ydTpmf6HDkbIdPfsXh8Oka25sbxV3xVaqlDbxxrRQyWRvQrK7xxMGAX/lMg7X1EtsqGWUnx7XlTUwUabypdKyNvrvi9wniPp/8ksNdTzQou/qGmErnIrnuRaf3aC2/KeXY0GLW+wnttoksqRhyjiZf7MGUX7fF/J+FUF00ReF15uPNbUq2MQ/PMo2qH2ArIctJSpDIhKlY+IQJaHGOFmdoUU6owrBApmmqgiqrxSltoGkO7785ph8v8+/+h8Fyr3RRq6KMWhVNLijAEpqqoqkGmuox3Uj5vX/R5t9/Dh5/tUmaKQVbJSm442pBrx3lDUlcNpvzm/98md/+osTJsz6WESPLOoOgyo4Zi597zypvuXKZT/51mYWzHrdcAbddH/Pi8ZhWP+N7j7vUHI33vGHA+ZbEKycsrtuVMoghGOZMlDOiREGWFSarEWU3IpcKzc1HfvJfE+W++uprS5e3V5d3bGl0GcQy3b7GVE1ifjJB1WJeW8g5ftZmtgZR1uG+F+GhZ0t0WhVu2mNzyxUR59od/uzbLouLZa6eV9g1q7FtRmXnXMKe+RbHl9r8/lctjp6psr0pM1XOaZTFyV0tqdQrOfVyQqMSMlXvM1Fb5dF9IR//QoOVtTJbyzk1D8quTMkW5FgB7mEDG2HHeE5A2Rvg2h3uelri8z+YIE49mg6UzRzXzMdErFEkh/ieYvO5qYc3YxwrwHf7PLE/51t7q0SJuIc4euFiGiElxvY6gX0emUEsI8F3A9a6Id97ymGp7VK2wB7pXsaSYbFc0jUwiyhxcQ8QODtVjnj5uMT+0y66pmAqoMl5gYkT8diKItSbo0uvUgRhKZu0MZoK09Uh5xYTXjlhk0qiVVGkfGy1E08hGUmSxyFaEhJZLtMsw02XdDl+IeGVUxZ5rqAUIvc8H2XUy+SZTJ4rRLHGjsmES7d12HdajAPJMpJUYhho9IcOW5sKl27pcmIp58wFDyUvcf0unSu3JZRLfeI8R5Udrtiq4LoxZ5fh7JKCpedMVDNWexLnllWu2OFz/VVz923fMfvXFWvQVj73l3/K+9/1hnbZltoT5eCj4fA0Ry7oRLHKrpk+Kx04u2RScw1uuzYkkQZ84W6NUwslrtlm8aarZG65qksrbPGXdzksL/lctVVh+4zOzjmJy7YP2bVlmZMrHX7vdo9TZyvsbMpMV3IaZZVaSaNeVqiXc5qVmEYlZKbRZaK6yiP7Yn7zixMsLlWK8SFFPLeygVtzwLczAfyxY3w3pOwOce0e9z8f89tfrHNmrcqEJ1M1Mzwrxx1JacdewI21vlO0OYK5HRetToDv9PnL7xrc/1INz9IoGRvbz4uNGzKmySZduxCh+U7AWi/k+3sdFluuWGBdVODFRbfQT4/kAZunOBPVgJVOwj1Pu8i6gakUuZTKxdvU8bJJEv2sNP53onDJoe5nXLmzz9nVnENnHHIUNHnj/rBxh5BFKyJyqCGXSTOV6Rpct7PLicWIl06axKmKSo6wJYxaLUWc8JlKGOlsm8i4ZL7L88fg4IJGGECaQBSrDCOTndMyl2zp8/KJlEMnFTpdA3Kbmy+TuGpnn6cO5DxzyKJs6UzVcnIZeoHE1okUTYs4cR7q9Z0YRuX/Pnjw5DOXXvE2kdGjEqBIOTIBR87KXFgzmSgpnLhgoekSs42Al09ItMOM0xc0KpbD5ZdoXLEjZbLeYbnf4fN3e/TbDjfs0tgypbBtOmW22SFI23z2XolnD1VZX3W4YkYSp7CnUfYF4q1WyqiVYhrlgMlah9agzV/8tcIPXmiyuuqxvZZRd6HsjlKM1eJ7BPahOLlde0Os1R4O+NzdJQ4vVGnWFMqGSCkYqQ3Ni3yfwmgx4p2Mi0pN0VTR8uw/kfPKUQskdRx2qkibL5ivGxXKr8NF/K1zcKlgdUvjiURWpB+nm15ZJtqUNNW4ZmfAFdsGHDrrEOgyUZIWBKxiM6lulsMqxXZVLj4AwoupKhlrasqO6YSPva/F8wctznWr6MpIypojS9mm9kordL8UQVZCMz5RVfiNf9rhlivO8sUHmhxbc0iyjCRLi4tyTpKoxLFOEMn0A42ZRpd/86N9nn5tmYde8Dhw1qI7yOgHKsOgxGXbFD723g5fvLfFgbMurZ7Jetfj8u0Gb7tmwInFgOlqwEvHHCqWRN0Vm9zJCuyYiRlGGZ1+ShCKwE0V4Nqr92CaFocODXnouZNYukzFTTl2QUBn6q6BISskoUzDUbhqi8wVOwJq1VW+eL/M4ZMldEkU97ZZiZ0zQ7bNrPKDF2LueMRhbd2maqtcOSfiRERgq0rZEzSsWikqRodt2oMOv3u7w93P1KlYhsied3JKjozvboZkSvhOhuck4+L27BDPGRDEff70DpMnD9Yo+zpVI8MzcmyDDWNzAfIRMCHGrEHRe2dFcYsCN82I0ytw6ryBKitjmYCyqZjFabl5cnJxDz7WomweD75eVTgaGW6K997MS0kzlW2TGdsbAftOZASpTJhKGMUkRYtHZK1CSKWMPJhyoQVXi3GgjqqkrKx73HzJOv/njyzxO7frLAceqixtkvhmG1OfXExJRpHj4j2JjJ9ffH+LLRPn+PjnJnht2SNOc9IRciLJiWKVQajS6Susd3SmajY/8sYOb76yxTceHXL/0yVag5z+UGUQuOzZovEvf6jFwTPrfOUej1bfptXTmarpmFJEFGpcsVWi5oVEcc6ZJXEPKztQnZilOXMFw2C4UeDNmQmQ5u9/fP9jv7fSK/27bi+GesZESaZk62ydCmkPhxw6ZbC1oXLj5V1ePtnlkXt0WusOs1WdPfMq22ZTLtvaZqXX4T99TWP/0SomBlfNKTQrInFBPIbBsXLKnijuZqVP2W9z4HSfT93jc/8LDWZLChN+RsWBUsHuHhX3+NR2BM3Ks0NBpHIGOHaXP/+Wwme/2yRWHaatHL+Q04oA2RGqYEMrvtkiJwit4mKpaQmalpKlKcstmWGqC51GgUhWNi15pIvGhJtTjjcLrUaGAhHDLaYphRaleG2s7aW/ceGMYxVVVqhWIlAiholKmBZLn0S0KnJcLJjktHgPKhKFsUHKx6e4MD5kaGrCxz7QYqmzyJ99Q2NZspCK01u8p03MwiwfL5+iZMRwEbzCd1zVJv2pZT59T8iRhSpRKhOnGUkaC5B/ILPWFkK2c8suEzWT+ckBP/3ODtfuXOH2B1yePOjS6qq0ujp7ttS5ekuP2Z/s8PBLQ54+VOGNl2rMTEccWMjpdnW2NR18LwaEEtG2dXRn4fe2X/WP7z9z+AIgEkL5rd/6IxxXi4nDnTUn+uAlc21UFYJE4ro9Xc6sDHnyFZtd0zo3XdHm1EqXOx72kGOXq7YZXLNL5oqdQxrVVV443uevH3A5fqrElqrOpfMaO+dUds7B1ukI0wBNlSm7YsY9We/TrK5xx2MRH/9Uk6Pnq8x4MtOlnJovUfEUyp5O2VUpe4JYW3IFYNMvgD2+I5Y5Za/LkbMh/+n2OufbVRquRM3K8IpLpVtglu3CgOxY4oMm+m7RL5sFZ3v08u2QziDg09+2ePq1MratUdKLC6a+IfIyDGUTQiMvevAU00gxDXHxXe1EfG+vw4W2S8mUsPV8Y1k1AmZqI1g8G6EARcukqgm1akCQx+x9yaEbWJgaxQVx09NCQvgrpbxI3pSL7M6NHl2RNi6djpkzWemzd3/O2VWLVFZRRprwQkKQXzTpkUhTRYTVZgLtlmUal8xlfOTWFu1hyN6DDlkqoxZShSzLaXVjTi0mtDo5vYFCd2AiYbFnTmLP/IB+EnL4rMTqOnQHCmFkMlUxuGxLzMJqwGunZaquwc2XJ6wOQo4u5EzWctZ6EgdPKUiUyDP1yweee2Tvhz7wgY0THOD6m9+HZZk8+MhjnF1cxrY0Lp3v8eSrBpbm8s4bcqK0zdceybmwXGXPpMnueZntMyFTjQ4LqwM++XmLbrfJhKNyw06VmYbC/GTGTLOH77U5uJDx6qkyW+o+c27MZK1PrbzCVx6GP/rGFEpusa2UU/dyyq48Tl3wHMHNGAGE3ELb7ZgRthVhmwElr8uxcwG//Ec1Dp2qUnEVKiMzRGGEsCwxNRmRtkTO5gh9UbjlNZEGpioZqixSGSQpJUxkQEWTpaL/Hi1zCoHV6PQu1vMXJx/nF40KN2tRLiZdFarCfCMkNtvUh6epjJzLmHKCTEKSZ8SZTJTmaEnxJCEX/8szEQVSBE9JslpMU5Qiv1MdL3ZUxWb3bMx/+/+t8gv/VeHgQoM810iyvMBGFOPIOCWMipl7pBbyAJUwkghjhTBSaVY0/s0/aiHn5/nr+ycAwUSs+Tk7tga8eDLl1dM6C6s6s2sKS+sqi2tVtk3b/ML7OrSGK/zJN12eOepwblVjYVFn93ydH7m1x8J6n9dOhNz/jM38hMnMFQGvnpCZrUO1FPO2N05zyRVvJ4qG/MIv/YeLC3x6qoFl2TTrPoM1ibUuNHyVd94QcnopY+/+hFbHYLpq8NarJbZORyjqEMftctczCs8dLJEHNlfNykw3NOYnYdv0EE3vcmZtyO2Pahw+WePKORNvLqNWHlIprfL1x3P+27emsWWT2XKRcuaKftu3BUDfc7Jx4plb9Nu+E2LqkQDAWAPQ+3z6Bx6vHK1i2EZxqcxE320WFjajcPkU7nqv8Gja5oieJAhKo8e3JI9eOZIiDJbKaFO5qSUZx3fLUmGizTfFd+d/+xz8bxNdvS6/foOdUsSbZDJ5pkCWioSGLCcuVIhxBlIyCqUdwTOz4h0kxYdOHfflowJXVb2YeydcsT3hF963xr//c53WoESUaXQCCVtDMGainGBklYuzQvuiFnp0ueC1iNX5L394nThe4luPNYW1sCzhGSV+8f1tDp5t8+grGqcWbS6sG6y0VFbbJrNNg+0zDr/w/g5PH27z2Ms6x5d1FpZNtk467J63eMd1XdqDNZ54xWVhSWHrpELFjzi3IjOMS6hGkzQfjL/O4wL3bA3b1o/NNp3jwZq9/ezhmLMrKt1hwvk1hbKlc+mczJapgPYg4PD5hKcPyKx3Kqi5wWRZ4erLFKYbEtumI+qVDkHa4/M/UHnxcIWSbnDlVpVd8wrzk32qpTW+9pjEf//OFK5iMFfJqPkyJU/Mt0dZOSUnEUhkO8Z3AyqeYI6vdWO0PKZZCYmzmM99z+SOx2qkukVTF6v4EThG4ORGBmSBWvbtbPyBsc0Yy0hQFAGDH28ex9tIxIhsXOCbLpfjzeWoD3/9FnPk6MkvLvD84k1mXgiu8mxTYeeIos6lwvkjApo2A1ZGW9E0gyCHQSTGhbYuiFSiv6fIyhSGBlWWxWJHVQskWoo+NNHVhA+9qcNrC8t87nsZ/a6FV5eQDIVT6zqOLlOzoVIkIAsYaEYQqgSBwjDUGAai0KcbKr/8Q+tIygp3PVHn1LKGfzoHqcJVO3Vu3rPOC8dX+fz3fV48aXJuVWNxTeHCisPcpMVbLx/ytqt6rPfbPHUgoNdTePhli60TNtN1iz1bEsp+SMXSsI2QXKoyjP3juWQei7Pkbxb47PQUDz34/fs8x/6KYdY+Tn6BKFFZXDMwNZl6PWb/qYTD5xRabZXFdY/JksqeCZmJqsRETWJ+IqZW6dELe9zzYs7zr1lcWPTYWdfYNi1oTVds7zPdXOLOpzP+8s4JXMlgW1OYICq+VmT6QMlJNwrbCalXBnh2j04Y8L1nFb77pEnZkXnfm0OOnNb5s69VWeq7VD0Zt0j+snRpnMpgm+Km7dq5KHAnHkeVVP0BkhQVaGBLKOQyeVxc4hkvGty/aUeTxsU96n+li36OKETh483/p6f3SHw1KvK8OLk3in1U5NL4gookocmML71BAr0kI0wklJ7ChCuY33meI0mpCMgqUA5qscrXVRVD1zA0naFmUKvo/Oo/7+E7KUdOGbzn1gTXkbn7cYd7X/I4umZT6atM+jmDMGcQJgyDTCCdQ5VBoBBEJkGksHVS5hffv06er3H33ip5LlSEg8Blx4zBVfNt/vU/7vPs4QHPHbR5/pjF6UWNs8syzarNZM2mXo754VsGLLZTVjshqhKx/7hL3c+ZLCtkSU6SwOx0HdctfeWZZ/be99a3vu9vFjhAmmmYqnX3wpL8IV3Vrq54CVmu0B8mBJHMrmmdNDXQJpQijCnHtXPq5ZBmpc/plYB7X8x5cp/BhWWbpqtx9VaFuQmVuYmcHbNdZHWVb+3N+Mq9DUqqwbamRL2sFWt6iZKXiVPbjosokSHNSpfFVsADz8jc93yFx1/xiIc6URwjqxk1b0iMiqKpuGpe5N0XWfdGYUDejGxzBLa3Vhriux3hAX1WZ62l8c5rTSqeimVEaGpCmink40XHxZ7LzcU+moG/vrg3ezI3zwnH/ffrWpSR0jDbXOSZNC76PJeKC6SEKkmYiuCT2BrMNjPeetMKK52Eu591ObfkE6UKeZ4V70WYjVVZK9jhxWIpUDF1DTPWCCMdKVfwvZx33Bzzw280CCODG7ZFvP26Ze59QefJ/T6vXfCp+TKNIKdkZbjDjP4wpTdQGQQC2RZGPlunFP7Fe9bR1DX27vN59aTFMMzo9FVW2zV2zDj8xG0tbruqwxP7+7z4ms1jB20mfJWGLwzHluFjW8ImF+UpmpaTk7Lc1kjTjO1TGvPT0cuO7dwdx4PNJX1xgb/zne/ip/6Pjz8JPG8p0tV5ntKPZDRFpe6HrA8UHKfPGy4ZYukijs42IzpBzB17DZ581WB5zcLTNK6eU5hpqkw1ZLZORuyab3Fiqct/+5rFhWWXsqaxbUKmUdGoV5Ri2RNR9SMalQDXDrCMIZ3BkG8+LnHHkz4HTpWJBwaTPjQnJExT5p3XuLzjhh7PH495Yr+EoTCOszOLLeMIlu/aoo8vOREVf4jvtHnklYD/dmeJhQslZnyVCc/kkq0ZjTKYelyc4uLrI0tsulxuFLNYZY/68M1E2U0vXteivL6wx7a1Dens60/v0QlePFJQZTAVoX9v+DK753Vuu9SlWV3n/Tcu8id3hjz8QqPYcGYoI/eOMgrhFROgwBAXxDgRCcgvHDb43a9M8PZrNBqWgWkYNCpDbruyx417ehxaWOQ7T3b5wQtlDizauJpMyYSJUk7VjekPU/pDtUBZ+GyfUflnb2/xtmtX+fNv+Tx92GN3N6fbU1hrW8xOGmyf7vGP39zlzVd2eHzfgHueMjh10sA0RIm6Rswb9mSoukWrq2OpoOspw0BM5Wru+vPtC7c/edv7//h/XuAAb7xmJ0gyYedl2u2QPE0ZpjKnl2VOnDfR9IjHDqjkuUqaZsiyRp5InL1g4Ooql03JTNdVJmoyM42M7TNdbGudlxdCvnB3mTNnHbbVZeYmFJpVjYkKNKsRzWrAdL1LRo9XT2RYZszCcsadT7g8e7RMEltMOjLTkxk1X6JRUdk+IzNdKaHLbRxTrKsNNR97NC1dxhyjIwSyzXNEL98odzm53OcTX6lzfqXKpU2JXdOif+z2ZXxbKTTOxektSch/ywkujVfgr/uxzVzwTWTZYhJ+MYBzs2x23LIUJ/f4n4uWadSeIP6bqpJjqsIfq6kar52qkuUal82u8Os/scbJsyrHzlXRlAIboYrJiZAEKAx1GSsUZglR4BLdQGEYO5xfMnn0RZVtMxqdvka7ZzBRNXnDni7X7e7ykTf3+M4TNqeXTExDZf9Rm5NrBvOVjIl+RH+o0B9qDAKHLZMqO6fb/J8f6fPZeyKOnPZZ6hjs6KasdVQWV31mmzYzjSE/fEufG3bERFmALAtshULAcOijqyknLvQxVIhSiRCZM2sltm7bRTbKRP9fFfgH3v12ZEWJnnpshddOH4YMKm5GyRXRcusDBSXwSVO4sJhhaSJecPekIF01KwoTdZifCJmfWuepg0PufdHkyMkSnqZzzVaZqZpKs6YwWc2YqgfMTnTphx3+9E6Z5a7NU/tM8lymF8n0Q42yrjJfyai7KVVPplbWmKhpNKsppiGKBWQ0GQylmC1rkvBoGjK2OUIlp3hOSMUfkNHhq4/anF2psKMqMeELz6imShs4h0yQmcIYwkQei5cENbbQd2wucnljwjKepozcPBKItc5Gi7JR5Pl4bT+yro3RbkWLMlLnpZlUnL6Qh5tlARJxAt2BzNK6iaGVmWkm/Phb1vgvX9dZ7nsYioSuZgWOWCgoh6HEMBKxJFFR5CJpOCcIYWktKbyZasFsERzwRlnlTZf2uX5HwCBMSHOJJ/f1We5LfPmeKhcWLLYOUvrDnEGg0hsatHo1ZpoWv/LjbQ6dXeH+F0yeeaXMtk5Oq5fR6qosrXk0qzZlL6JuCQbk6QsySWYRRRkr6zKrXY2KE1P1MkwtRLUu4err3helafJ3F3i5UsH33H9ba26/9NItp2+Lgj5LbY3uIMfUQmarCpfNhTx3SObG3TqmJpPlEr6r0ChLzDRitkx3CZMO338+5WsPVMhCky01cbI3awqTNZiuh0zVenhui31nYr58v89zB3wmXJkdFZmVASz3JSpmzrSbUveg5slUSxq1skajnFP2RKbmqcWMlbaBrUoCI6GNGClCRDU+vW0RTqUoXf7gqwZfvHeCaU+h4Wb4jthw6tooekSgj5FyHnpB5/4XTQyj4IZIm8RLI1HT5i3mOEVhA58sWpSNgWE6PqXzDVfP6zESmzaZaSYUesNA4barY269PuQbj+QbUShpThxnImC1p7FmWhh6iX/+nmUkdZFPftVgdagXUYN54TOVGRoF3zBSCCNhcq77Q7ZOBrQHFp1+xmorQZFlQCEvXDt5LlHLwTYDWp0K7a7NFfMh1VKXucoqX37Q5OBJn9W+TqsX0empdPoqax2P2abJZTNddk23KTkrPH3AY/mYybZOSrurstZRKbk2eZ5jmSFlv8szB3V820BVU8p2jCzLHDoj41oet1257ZHGxMy/DYe9v7vAS77HPffd0yU3D0uSfOviuqqsdhN0VcVzJAwrYaUtc/OlMmWvz75jLjVXZ7KWMTc5ZKLaYrXf43M/sHnhQIMtVYXZGZmJmsZEVXwApusDTLPL4bMDvv89gydfbeCpGtfOQrOismVCxiv3uOOphNOnbcq2UBGW/ZGVTWTPl9yIeqnP7Y+oHD1jU9EET9zQN4RUtpGP3fWeHVJyexw9H/JXD86gayZ1W5Bo7cI8YWgIxFmh51CVhCCCYahS8STRg49O8k19+GZdysaP5WNNxwbBVdh3slwpJidS4cfcOM2z4gkyalHGp3cqEacKZUPC0hKSNCNOFZJUJCeHccYghN5QodvXsA0L2yzxE29b4RuPrvHa6Qm8UcZQKGhdAvsmFdk/KkGks2sG3nxFn689UKblg9VP0dUYRdGQJAVZ1lDVjKo/4IVjMt951KBm2WyZtJisOeye6vP7P9viyQMX+N6zHkdPeSx3Yaab0u6otLoqK60ycxMWv/C+FtfvXOezP3B4bdGlG+TMhhlRolHxY/YejKg4Do1qQm+YYGjC6aVrQ5TcIJTUtFnTDz//zD3dG256799d4BSXnzDo/ZKqeTcud4fXNHyVNIdWT4ShXrYlYrmdc3jBwLYkJmoZO2aGTNSXufPplL++r46vm9ywTWGqISipM82EqVofXe+RyX0+d7/Gtx+tY6sW26vC/zlR1ZhqyFy2bUi9us5Thw1WL9iUHSh7wspWK0lU/YSKF1ErDYiSAYfPmsi5hmvkG3wUXQS22gWP0C0CqjS9x59/1yeJPWbLeZEuoYwlsyPR1QgVAQmDSAJFEy5+Ob9YZDXyYY5bF/ESgieR5CzLoz58owtPLgqgGr1GLcpGm5KOtpmpyBRNU4U0VXGMBFlOCFO1SCUWYPphkNEfynQHCpapY3VtphsO/8cHW/zrP/VYGTqFxFfgoIdhxjBSx3zD/lDHsUx2z4bIesBSV2T+qHKCrEhIkoYiq+hqzjAwWFyL2Ls/YdKN6A0U1joG612NqbrFmy7t8PZrW9zx+IC/fqDEiTWDC+2MqXWF5XWx3FlpNdkx1ee//stVvvxQyPefqBAn4uDQtZzdczJrnZDDp2W2TkiU3YTuQCLNbJrVkF7svNrt9n6p5Lt/Wyn/7QX+3ne/h4fvvz11d+7KW51VVtsZYSRR9SDNIs6tKKy2dSp+woXVlMu35tQq63z/uZSv3V9j2jXZOaMwO6GybTphutFF13scPB3z2D6JY+fLrLds5ksK01VolFUaFY2pBmybGjLVWOEHL2QcPWUzW0X4NEtFcZdSKn5MyROpDM8dTbnvWR8dBc8U82/TkDfpuy8+vb/+iMJj+6tULZmylY6jTawi4EpkvqcFoi1isZXywHMucq5hjhARmxSEirSBS9545RcJmhQ5Fcq8UR+eZyQZJHkR6Z1tjAaz1///DNKi984KKGeea7z7hoDvPhGw3jMFRiLKCKK0QCnL9IYK1kDFMgxs0+OmSyM+8rZlbn/IxDMUHF3obuwgLZY0EsNQ2NPqZZP33NDn7mc7PHfQwjdAlTNkOSkutxqqqnJ2xeWSmYC3Xt/hvqdF+zIMMvqBRmdg0epqzDRs3nlVl2u2tTm2KPHYKzaHT9icX9dYXFNZbyusdzx2z+t89LZVkqTFg89WaA4lyl7E2XWZybIijNFqRKunYhkSwzDjtbMu1165O19czdO3v/O9f/8CB7jqmluJouFXz517bfdguO44ZkqrLzFZFXkskiwiuS+Zyyl5A76zN+HOx+psrZpctlVlxyzs2dIBucuxxYjHX9V44hWfLDYpWzI7qlAryVRKwq85WcvYMtWnUV3ljidSvnxPjZqhM1NXqFc0mhWJRiWl6odUvJCqPyCMB3zzMZPTKzY7a6PNpTyO27ZHwE1b2NfOrAz5L9+YoNe12VXNxsUtlkCycPIYIxdOjKGH7D+TcWDBxlCVApMsOISj01sa8Qg3RQcqY9rsiOSaIispSKMmOyXKcsJUIi4Q01nKeESYj3Tho8IecVJS4bCPIp09M0O2TvQ5s+7TjySGscQwyhmGKYOhTN8QTiVL1zB1i9kJh3/9Iy2eONBiea2Grwt+zMDIsIK0mF0LgOd612RuQuOH39zhxeMllvoWipySk5FmsdiMShqaYrDHLPOz713G0Nb41iM1glgjiDIGQ43+QKPdU6mXLSZrQ95y6YA3XtLnkX0RT76qc+KsxcKqwSUtMaG5fEeTn3zbCrbZ4sX9VQ6dNvG8iJSUNFNYaevMTaQstxURC243+zfeeONXLdP8n5Xx/7zAq/XZ/OVnv/UnO3fs/qULiw85a10b387RtYRhpFKyVGbqAfMTEsvdHt982Gdnw+SaXRqXbo1o1lscOhfw5H6N42fK9HomO+sKFbeQrVoKviNTK8NEJWa22adZW+Frj8EXf1CnYhjsmCralprMVD1mpjmgWemjyAm+O+TFYwlP7q9gq5rYXo4LXB4TkFw7HgfDfvY+g5Wuz4SbjxMg7CL9YZQIt2FTC0nSgIef11lcd/AcCVPJNowOF10qNzJ5lIIzoo1TzgRPRTdDcqXoS8KIxNIZJBpeKszDScEH33Cp5+MefIOTIk7w3tCgUdZ46/VdnjtWoRXaeCHYAQz1lIEuYw7lwj6nYhk66x2Hih/wI7e0+MOveaxZOo6RYRuCyT4oTv5hoDIYCkzErZetccVcl2cOW8SZwmInZ9LPSVJhMpZlDVVx2L0l45+/a4U4XeUbD1eJEp1hGDEMMroDlfWuxrllFcdyKHsVbt4x4LLZIYfPddi7X+XQKYf2wGQQalyX1vjRNy9y+FSffSfLzE+p6JKCKof0YolWT0HXZFbaMdft3rn6/EsH/uQn/vGH8v/tAgeQ7KtQ5Rb16tPI8pC1rsFa1yQnpdXXsdsmKR3ufd5ga93h5stV3nBFl5Veh7/4vsKJMyVM2WS2qjKzU6ZeFiSqOBXOkVIBN5+f7FCvrvK5+xS+dHeTmqGzc1piqqEx3ZSYbYZsn+nQCzs8eRh2TUGzmjAIJDqBga1TME6KpY4lFbB7Iacte32+/3TG7Q83sGSNqpXhWhSqQqVIg8gLzFsBx3cGHL8Q8+WHJpFlC08DXd2I6t4wN0gXXTSFY0bMmg0txjZDNG3Iw8/J7D2o8Y5bBjh+ztOHJPqRz0CTcFOJJN2Qo470IxtgoA3jQ5wImlQUW/yTt3b4xiNtDpwxKRlCf2KGOWaQCkqArmDqqsg5Mk0cy+VHb1vnlYVVHn95Et+QBGZjmDE0UwaWWLUPAo1BYGAbKr6REEZQmY7YM9NjYVHn0DmbJE0KsL2GJLnsnIOfefcqkrTKX/2gSi80CaKYYZjR7QtnUZoIl3+9XGK26bF7YsgV812OnF/n24/aPP6qTxTrKEqdH37zGg88M6BiO5TskLW+sCpKssxKK0JWfd56806qFf9/VcL/6wK3vMmw3e38YqZs+3qaHnAqbkyawYV1gzjJ8N2MY+cSel2f99wgs2NLm4dfHfD8IZN222ZXU2fLlML8RMZ0Y0icBSgyLK2WURSJiWrI1qk2+093+M/fMXluf5WqobFtQmKqrjPTlJmbiNg9t0YvbvGHX/dZWXP50bdIbG2uIiuJ4F5LQpttmWI06JhCCuvZCRVvSJT0+NJ9LgvnPXbUxMVSBFMp4mUXp72V4FoRnj2kOxzwqe85nFstU/MkXC3DUIWT5yI0hLTRogiERI6qCnWeaUSYRp+7ntb4+P+YZroc89v/aoWPfajLf/gLuGuvRi92KBUFnmQbktmLtpyFdDZJZaJYTDo6PYuJSsjPf2Cd3/iSzdrQxynMyiOj8lifrquYho6p28xNDvnpd3V45qDPSt/FM1PRmgUpg0ChH0gMQpUg1MglnThTqFoZt+2R+dG3SSy1W/zOV1L2n/OEShGQ0Mhx2T4j8c/evs6e2Qvc9XSJ146WidOUNBOTp3Mdkclz4JTOVFVlvmmzZdpi23Sfj723xzOHV3nhQIkgtnjPTT7bZgecPmOwVc+pyDIX1iEcJKhyznVXzPYdS/7FSn0y/AcXuG+sZ9NXbHu26r2t8z8+c9QhB9fOOL8SsaWpcGYVFi54vOt6GcNc597nE54/UGZrXef6axS2TmfMTXZJ8i5PHsy5/zmDmbLD9TslLt2asHWqzaGzbX7nyz7Laz476jJzDZmphsZMY1Tc6wzSNX739jKnFspcNqehyQrdfo8MQaIy5bxw66iFoKqICHQCapUO33xCYu/hClVboWxnRTiVspG6ZqV4VoLnRHjOkLLf5Yv3yXz9/gl8R1jeHD1HLzgorwf5SGygkhVZ8EUMNcHUA+5+WuLffnqGtbbPlomEftuiOjngE/+iQ8IKP3jeIIgV4lRiM1I537T8HOlTklQiSmSGgYYiC6/ij729xSsnVvjS3RarmlbwzQujhL7pJDc0TN2g3XW5fmfI+69b4xsPm1RsGcfIcYyM/jATffhQKAMlRZRHxcrIIp0z5+tctl3j33+0xe98JefAeR9IQII81wCX+UmZd18LV+9c4Tf/KufYiQq6mrNnXuOdNydMT6xxz7Mqzx6wOLZoM39OZeuUy655i/dc16HqdTh6KuC+Z3yu3QNxGDEIZbZMDoljDdcCTVO4+ea3dkxv+7MXLvSy/1UNK/+rH/yDP/hdNN0edNbP7NU06Z8dOnFGSRKNkivR7icMA41Lt4Bhdfn6IzrxwOUNewzecFnG3FSfcmmN544O+NpDJi8e8pjybLZNGOyYzdk13+bo+Ta/89cuy6tldjUk5ppKcXIrzE1E7Jpr0YvX+N3bSxw7XmH3lMzOWZ2dsym23eWOx2VeOlxipiwJ/NcY95ZQL4VM1rucXu7zJ98pcW6pzKzPBnbCVfFdhbILFS+h7AthV73c4dCZAZ/46yZrgzKTTk7FEsQsTd1IcVAVqUiMuzis1jaFAbrkBqR5j9/9qsehkw0um4RdUxplx0WVNabrCSW3xwMv2CSZLrKB9HwcX27oCqYpFVGKOVqRfSQMEKO1veAobpvo8+zRnIVVB0MVaGmlYLaMEo7V4umjKFByMqqlPi+eUllct3D0HEMFXRPFY+rCxjdVHzJIIg6dcjAUGV3VUBWdS+YzLt3a4anDEktrBoZcWNxQyFKNPNeYruVct6vFwTMyC4smrgGmbmLrNm+4JOWK7UNihhy+AK1uxsIFlV7fYveMxrV7hrx8MqPdUZmbkPCcgLW2cGFlWcTE3C2x7U6/f8e2+ddk1eY//c5//IcV+G/91if4yZ/6aUx7SpYlPjhon6gHUUAvkGmUdN5w2YAXjiQcOm5zzQ6TGy/N2TnfI8jafOuJhK896LBw1qds2lw+r3P5NpXLd6RcurXF8aUWn7zdZWm5zJ5JmG0oTDd0phsyc82IHbMduuEan/yqy77DVXZNSMxP6sxNyGyfGaLpLe56ymBt1WVLHWolAQ6qlTLq5YjJWh/HXucv7tL45qMTzJZlml42Lu6Sq1L2JCp+SsWPqPiB+EAsdfnlP61x+EydGRcabk7ZFsFWiiTuD+QUIbkSur5hXLaNjY1ppTTgqQMR//2bTZq+wWwlp1kRvlLbAl3LuGJHl+eOyBw+61M2R5wVaRPEfyOhwjRSVBmCUGUQCiDmSOU410y5+bI2jx/QOLPqYGmgyVkRigWKIhcy2Y0J0DU7A+J0yEOvOsi5hq2JpDtN2+AzNioJgzDgsVdNsljFM0FRdFRF5YqtCbvnWzxzRGFpzUCTs0KCIGChaaqzdSLj6t0tXj0lceSMTjCEbl+l27dxdJvrdkq875Y+E40+R84mnLqQc3ZJo9d3uemSBNsa8OjLKq6u47tind+NG9z2pjcfvfaK7f+91Vpul0rVf3gPDiBJCsePPnzKcUo/t2XL7kez+BnKLhw8n9A7oNIs6dS9jFK5z4mlgK8/pqLgk6U6N25TaFRkpuow24yFgs/tcXptwH/+psfiSolLJiVm6zITNZ2phsxMI2L7bIf2cJ0/uMPmxUMVLmlKQr9SUZisJlS8Ps8ey3j1mMN0GRHV7SjCIOEmVPwQz+3y0EsZ33umTs3VqNkZ3qbE43FWvS0uotXSAE3r8M0nDY6frTLhyNSdwvRc2OfSPOPgmZQkEG2Kqedk6ca6fKQmHJl5VT0HWS/4J0XkdCYRhqIFSBKDJBYbSbGKH5kTRr+PiOK2jJSSGxJGGWfPuKSpTslNSTMRCqDKGdunEn78Tav8569ZLPVsLHWDqTKCCpmagqFrmLrJSsvnfTes8dRrazz2wgR+jyImPaFjaXT6KhdWba7Z3uGKnT1eOWCyvJ7i2im2aWAZZW7cGfNvP7rKf/mazLFFB0lKipZKJ8tNcursmJH51z/S5ve/mnN4yWW5o3DsnMpsXWWq7tOoeMw0Az76thBZ7fD0azqttsqRMzJJVuKmy4ZUvDaHz3isd1Te8qbddIbJz33voadOvfWmq/6u8v27C3zXznniqIuquec1TXnstcMH3rzaibhpV0gUGfSCjCOnhrz2rMWWuoD6zDWhURGxffVygGEMWOtHHLkQsvegxvHzFZYXXa6YhqmawmRNY6ouM9MM2T4tivv3vq7z1L4ql03KTNeErLZZzZmqD0HpcN/zJnls0fBzfEej5MqUPXEaT9a6tPp9PvW9EssrPjsnc3wbXFvGtVVcRzjzhXFZnN661uHzP5D47A8msAx9DOCvFPqXyZrKri098lf6PPysg6ZI2KZYkWd5XpymbGhYSFhYUZEUBUMtEtgkoeuOizTjONGZayQockqSKWOV4GgqoyripHftmLLX497nEx55xmDntMpEXSHLRRapomToesJPvWuN5d4iX7p/hqWeNk451tUETRf6b5H+YGC0XLbPhvzLD7TZd9TiTKuMXWSU2qZCyxGg+smax3uub/P8oZBz6yauHWOZBqZuomtV3nxZgvzji/zh1yY4csEhzZJiA6uR5RZpWmP7jMr//SM9jl0Y8uxBg/OrFi+cUDEWDJq+jG0aNMsmcxMeV89HzE/0OHw258AJhYVFjRPnXGbqGRXfYcf2XY/d8oZbz/cHQ1zH/jsLXPk7fwbwiU98kpvf8r61OPe7rX72Y+fPn6bqKVh6wtFzGrNVjYmSyqXbcq7aNSQh4NRKxrV72qwPujzycsb39rrsO+Lx/CEPYoNdEzBdV5iqiVHgTDNi52yb9rA1Lu6ddYW5GuID0JCZbcbMT7V48UTAF++tM+crzNQUmjWNiRpM1ELmJrok2Tp/cqfJI/uaTHoKTXdTa+KJ1qTqp1T9iGo5YG6ixQtHA37niw06/RKzfk7NhYonUfE16hWNyVrGNTs7dIIWD79iY8gKrpmLubsuhFqOleNaAvMryX1+869s1jq+QMY5Ep6jCNScnQtdujtkutnj20+WMBVVyAYsCccUwbWeneO7KfVSgOe2+M5TCi8ccqk6mXDlFK3HCL5f8XOu2NbjhcMSh047WIZIoBAR3hReTKnozUU/P12L8Zw+Tx816Q91bG2UmqEUaRewZ27Aq6dSjpy1cHXBZFcVFUVWAJUrt4XMT7Z55rDGhVUdvVho5bmgWgWxznRN5fJ5iamKxjW7cnwvYLGbcr4FN13aZbUXcvA0DAYS7Z7BhVWTyUrE2VXhQPLthLfcfA2X7t72/7RXTzxea+z4+5Tu332Cj75deckWqmX/2WE4+LaULH5kdekE9RJMVVKWWjK2GbHvTMpTryVYikG9orH3QI9HX3JIQ59L51W2ToU8ezBmra0xVVeZqGlM1mC2EbJ9tkUnWOf3vu7w1L4q22syM5WcWkmjVlJolFMma33SvMM3H/cwMJis5OJi6UvUSxEzjT4ZLf7wazp3PDbBhK3SdDPRwthFa2LJhWVNFGKzIi6in7nbY6VbYsqDsp0X7Yxw9fsulLwETU9J4owwyQgTRNBtml+k5QahHMxyWGqpF+VljqL5NuxoMs1yiiznY662xMVjR1UZodtiNE0jTGS6gwy3n2IZIyquiCsxNJdaOeZn37/OwqrBufUyliqN80l1fcQ/VNA1DVWx0dSMf3LbKqp2jj/82iwLayamnohlmanh2ibVUokfuXWNl44GnG/ZeFYyZsvoqo0s1XnjnlX+zY+v8Mkv5xw475HmSbGk0kgyA12F/adkntlvsG1C5YYdAVdub/PgywmeZbP9ygzTbNHrZ1xY9ah4sLiuIkug61Cb2Mn81ku+bXiXP4vW+vuW7d+/wGdnpnjkhYVT23a94V+9+OoriqQsfiiny0Qloh9YVP2UIJAZdh0u364jKV3uf9qi6ni8+TqJ6WaH5e6QbuAxXVOZaWhM1nIm6xHbZ9bpx2t88vYS+46UuXRCpuHllH2lEFlBvRxRLXX4kzs1XnqtxK5aTtVXqZYUGpWUydqAJGvxh7erfO/pOtOuxqSfUbLBHa3jC2hQyUkpuRHNap8g7vLHX7e595kmdVeh5m7k3Is5uVxwCoU+RZFTpPxviqPybDMgWRS5pghg5d/m5skK+1kci957pKQdL49kCbkIilKUDFnKyPKUIC68kEFKf1iIxHTRW6uqhaamvOv6hG64xG9/Qed82xYFXtByR0FdhqqKxGlcskzih29ZQ1PP88dfn+b8uo6lJ8VTSeXMkst1Owb8wodX+bM7TGodCddOsC0dU9eQZJsoVrhuW4t//9EWn/gyHF70gKTQ2ugYmkatMqAft3n0VZujZ21uvVrlgzeu8sgLIStrVa7ebdDuR6x0RUzOYktAMHzPYvc2+665bdf+Kzhx2rEv+XsXuPz3/pnAbdfNcezIc6evu/bGfU5pgnPLCsfPKcRJxmrXwDJS3nVdSib1eOSljJmqyw/dmrB7+yLfeCzhO4+4VF2TS7ap7J5PmJsMmJvo0gnafPIrPkdPVLh8Smb7pCwg+6YgWVW8lIlqn6MXBtz3XImKrtAoSVTLKo1KzkQ1YOv0Gve+lPCDZ+rM+jpb6zl1HzyrsK0ZI9tahueKS2XZa/P00Zx7X6njmToTXoZfBMpuaFqEJczSRQCVrAhd90VYh00Q+5EpeFTmm1O8NypcKk5z8W9H6MKxkXksuc2R5FGupkSW5gQpBDGFmz1lGOb0A5neQKU70Flt23R6ZW67QuLGPassD2OWe1LB/0sZBBmDAAahTGegsrxucnrRZ3Glwfuul3j3jSucWM5YbOWsthJWWrC0btAblHjPdRnbZjuca0u0exm9fkZvKLPW1jl21uXQySaXzZb4+E+0sL0up1Ykzi6nHDsTcvBExnrL4x/dqvGRtwl0xF2Py5y7UOWt14XI6jr3P68RRik1V4xFd0yHVL2cLbM1rrj0hn3nTz1/WpL+/sX9v3WCj75tn5+i1pj9vbhzbPsFffXHn93Xw3dzFCmjG+qcXot55ZjEjkmXd98U8NKpiPtftFFzmx2TKnvmJXZt6ZITYOk6itLnd79kcehYmStmZfZs0aj4KQePi/QAx8qpeBGu3eWeB3XiwGZ2GmoljUZZZqIaMj/Z4qUTQ+58ssFcSWdbUygUFVliEIgcSF0Ta2nPSii7IWW3y8OvpHzii1MQO2yppONx4OjRrxdQTrEwEW2CqmQgF+fyJmDPKJI7G5uJR8H0f/Pb5lN+fGqz2bxc8FXk0QdDuIvyNCdNcoIi7TiMM4IwJ4hkBoGCquRImIBEswq/+hPrDJJVnj3QxDPksfgsLMKlwlhivaOiKCr9oSAJfPimNV4+us7xhWpx4UxwbRXftrlkm897b+jyP77jst5XqYUpiiSTSxEvHZGoejpBVOXKbRn/7qPr/PpnLAaxShwkrJ9MCSKT3fMVSq7FR98x5Phim28+4fH+G2vccGmXV462sTWF9VhCTlMcUyEe1GjUt3+1Pn3t77VXz/3vluv/3gkOcNnOeV57+f723OzOn9FU7/GdczLnVnKqXo6lZ5w6p7Jr0ubdN/VYWOlx6rTDJXM2zXpOoyJx2fYuJ5fbfO5uh5PnDKI0pt11mK8q7JjWuXpnyuU7lwnzgDSTsa2MRmXIwmrA3U9VmS5R4JYVmpWErdMdTi51+cQXa/RbDjsmYOukwVW7VHZuiVnrZ8RJjqaKmbLnxFT8AS8dC/iVT9dotzy2VlKaJUGvdUxhCRvF6enaCMqZoMgxUTqOLb7IfZONQpiyzXiH/G8t8c2n+aglEWbmDTrtKIpQlkZPDAVDTcnzVER6F4nHcTrK6pHoDoWMeWnN4vyyT9Ut8Xv/osVVu1ss96E7FCd/kojc+oo/5MjZAa8cSTl+VuPYGZ+yXeLjP9VnfqbN8SWJlXbCSitnuaWxtObx/hslphs9ljowDIrNrdZn/5kurxyLObqgcmapTMUyMdUh8xMK//zdKdNTfQ4sBCy3Ui6shbx2wmXnpMP8VI97n0s4vlBh+5TMIIbVrspULeb4oolnuY/Pz2z9mQfuf6hdru/6/3+BA7zlLe/GtRi86c0fiiyzzHRN5vj5lKmaxJ45FdVIuGuvxJnzZd57U0Iq9zl5AWYaIfsWAr79aJnZssX2mYC7njJIAp0tEyrbZ6Hkd7hzLyytGgIj4aR4TpcvP2CjZgYTJVmc3hWYaQ7xnBYPvGrQabtsqcvMNnW2zchcsrUH6horPUF3MjSwTTFPtowudz+vs75eYkctY6oiMVXTmKjpqKrMyLuqKsLdo2sZnhNxfj3hridtwlBBlUdhUnnRZ24OkRKYNWERzC/qzcdneOH4UVSBNx5dKkcpEUqhPZckcZk1dZkPvjGgWhvSGspEsSTAPmmRjyRDksD5FZkzyzrnVmwWFsvUfY8P3Niik8SsD2AYZkSxeL7USkNSpc1rZwNOnE04fUHj9IUSVdvnrVcNaEchZ1ZyVlsxy+sSF1YtyDx+8h09WkFCp5+z2oaJssoHbu2zPgw4fjbh5HmB+3v/LSFHz2csr7j88Js0dm4bcmYlZcuURKIMuOdphfmqwwffNCBM+hw8aXN2xWLXTJ+FRY1apc4Pvf99USo7g3e+64P/kFL9hxU4wOzcLmbndj5z7TXXDg1DR1NksiwGKaMzyKm4NpdsHbLa63DouMXbroLF7oBvP2Kzve7w5qsjzrV6PHvApOpozE2obJ0ecmJpwP3PuDRLGvWyxPzkgCPnQ1497tH0JBplsTyaaYSU/RZfelDirkfKTHkycw2BqtgxG4Dc5u5nFbJYqAUtMxdZ6N6A187F3Plkg/mazGRZYrKmsW1GY+fWjHPthFZPtEeSJIithpbimCGLrYylNRtdUZClnDSFJMlJ0kyIpVJp7MBRZIm5ZvK3FPemU1zKWVhWip8vWhJVGT09EKxvWdjXklRjsiIxVR3SC/NiiiPaIkWGih8zWVvnyELA8TM555c1LqzZLCxW+NBNEpfMtVkZSHSHQjPeH0possZ7b+qTyCHHLyScW044fUFneb3ED79J4Z+8c43VIOHcasbKesrSmspqy+OqrSo7ZnucXM5ZbYuvyXuvy9ky0+fkYsLp87DedrjpEonJZodHX8k4c87jR2+FerXLoy9aXLVFo1bt8tpCyGrLw7UhI0NWEpIYslwPHX/yge1btj+9Y+v2f2iZ/sML3LJd+oH6a9v3vO2Pdm2fDTJySp647ZdtaFaHfPvJmKdeLfP2azN66YBHXzK4fpvJe28Z4ldW+PqjCmfP28w3NbZMZVhWm3uf05ipGMw2FGabCVne4Tt7LeKBwVRVplFRmaylzE91ee3sgC/fX8KUDOYbwvc500xoVju8eDzmxBmXmaqMa8v4TkatHLLe7/Gfv1rGUQymS7n4/eoq22cSrtyxQisM6AzEhESWcnQ1wzKT/6+9Nw2y7D7rNJ+zL3ffb+5ZmZWVtZdUKslSqUq7ZAt5bGN5MDRb0wNtGkwPBENPG4IehojpMURPdAwxAUy73TA2tAcwPbK8oQXLkqzFWkpLSbVkrbln3iXvfs9+znw4mWXZDQO0Zct2z/utKuJGVN37izfe/7s8PxBs/vJrJstbCTJ6/OhzfAF726vS86PttmHsNZ8wBH7yPcMYhvmtCr+Gcov49F8ZDCwJWWTbikTY7kNH8WWRGiAKAr2hTimj8cETfZBc+q6A78c8FUmMyCQ8kqkury85LK67rDcDNpsym00Tx8nyLz7cI50ZUu8K9IchvUHEasNkd1Xl4FyfjU7AWt1noxGxtGHguVl+/C6PmckeV+sRtZZPrRWx1tAx1ST/zS0WguKw2ghYrYms1fPce8ym77ssbfosbmhMlXQevKNPw+rypRcCTp/PcMcRAcUY8pVTCsf3Krzv9hYbHY/uQCYEuv0Qx4NUbqwZBYMPZHOZX09nUt99gQOUCmb41ae+9luCPPq7e3ePuo4XYWgR7YFAbStkz6jBZDWi3h3wylmDE/tUbjkyYK3T4zNfFVlYTjBVUhgvi8xN9Llas1nZSDJTkRirCOye6PL4awFPvJRmJCNSLchUCgITlSHtQY8/f9JADg1mKwLlvEK1GDFZHaDpbR592SRnKBQyItmUSC7lU8j0eOhZgVfOZRlJQTEjUczKVPIR0yN9WoN+bFgr7DBH4kliNmlzdjngmTfS5FWF8UxsbLrS2a5r3e162I83/vwwfoTmksG1Ovyaxt+KOAZaPYkoEq4tQslSjIQwtBgvV8l3EQSXzUaS/jDDLfsj5if7bA3iOtwPvnH9o8oCmcyAK7WI2pZHvQX1lkajleKG3Srvv7VFbRDR7oW0+wGNtkynn+HdR10Ggc1SI2Rzy2O9KXBlPYkQZvjwHX2SGYvlRkhty2etIbHZTHHPUYnbb+hwYT1gpRZwedVksmgyMTLgwlrA6mbE0kaavaMyP3pXj0qpx9Nvujx/Os2NeyRKhT5LGyELV3OM5D2yyfi4W5UCZH3CvX7/9L+/+5bd7rejz29b4ACR4LuVkcrHnaj62xfX0qFAuE0wlRkvQ6MTsVZLcsdhAUHu87lnPF56I4MpGoxmAkpZiYmqz1a/x0NfS1JOqOwak9g1anNhrc9fv2xQ0BXGSzLVgsR42aFSaPPs2YBnXs8ylpWo5mXKhbhsMfUOf/G0xPJaiqki5DMShUxEpTCk0Rvw6MsZyhmRUgbyGYViVmSk4KLrXT7/dYV+T8HUuPbATBgBXuDw8HMa67UE00U4MK3woTsDRitdan0By4mRwjsC3zkQ3smwUfTN7M0dOKcohMjyN/ztJQlkOX4vJAyffGbAUrPPnz+hcfpSguXNDBMFnffdOkBWfPp2fA3k+TC0JbKmzAO3DOgHPputkGbHp9GOOSm1ZizkQm7AegdavYBmG5Y3E+yqmHzojjZdz2d9K6C2FbBWV9hoZDh5QOHmg11WOwFrDZ/NRsDSpk6nm+Weoz67pnpc2Qy4sgpb7Qw/fGtAJjdgue5T25KotTQ81+SmPQbvv71PILR5+hWNiZxKIROyVFfw/Zi54vkR1+9Vw+v3l37bTJY/3uvb77zAf+JHPkTgDa2D8zMP3X3rwUiRPURidO/QEpBVlbkJkUAY8sJZFSHIcvyAyPSIhyLJjBRFJqs9vvCCwMZGkrlxmT2TIZXCFl9+WWSzlmB2RGa0pDBWDhgr93hxweLPnsgwmZUZzceUq0o+YKraY3lrwJ88UqCaikFExaxIKecyUW7z6CmJdifBSEagkJYpZEQKmYDx8oClusWL5+IRvKkL1ywFk4ZHhMtqQ0UXZapZGC3L3H5Y5KfuHdC2fIYOuH64jW+IMccx6ni71bLTEPxWkW83wHe6JrIYe1bGGTwglRjwfz2W5KlTBiubAhtNHddLMF4IiQSXvg2OG+K4EUNbwvMNbpwPGK/2WWoIbHV9mp2Qelum1kpQSCa454YuS82QRjug2YnLmEYrw0/dHTFa6XGlDvWWR30rZLWusV7L82O3u1y/v8PyVsRa02O1FnFxJclYLsF9N/XZ6NpcWPFZWNSYKKT4oVv6XK17rDfA9TQubwg8/4aKGGQ4Ni8RyjbnlhQsVyGhgywHhKGA7Qbkq8ei0fH5hwTBsk7e8SPfrjy/fYED3Hp0ivvvPXjh6OH9vzA3fzJ0AxFZlkiZAWkj5Go95PxVjbuvg/tuipgcbXP6MhiKyeFZl9WtPm9eSjA/qjA/JTA50uKpMz5vXkgxP6IwVZEZr0RMjfQxzS3+6mWNfjfJdEmglFcoF2C8HD9o/4/PpeL6OidSzMmUcyGjxT5PnHZ5+JksRUOivD0kKmShnHPIprosNsB1NLImmNeck0MM3aVjBfRtjVxCIGWImHrsmpBNgO172B54/jaTe2dfOxK3W4V/Wzd8h2EoIAtsG1oJSJKAIscPW0OzaPYVBLh2+tXuGiRVgWTCZeCC7ca98IEt0ulrmIrGeMmiaQXU2xFbHY9GGzabOp1ehvffEnLyaJvlFjRaPvUWrDV0HCfLL76/Rzo3ZKUZUW/5bDYFFjcSZM0M7zk2oO3ZLNYi1uoui+sSF5byXDelc8vhHlfrLueXAs4vpjg0pVEt9zl9OcSyDA7NBlytD3j06xJPntI5MCEyVXXoWzJdK2ayKHLEbTe/K8wVD/yCr77rgivseTuk+fYIPFc5wtUrljsxc/yTjW7yV8uFArZjYTmx82y3J+L4HpI4BLHJZ5+2aW5pHJ4RyWR6PHVapWBq7N8lsXuyxzNnbT7zSJpyQmNuQmFiRGBmbEA2vcUffkHhhTcKzFWglJMp50QqeY+RYocvvgjnLmcYz0MxK1PMiowWbTStw58/ZdBum4zmoJiNS5Ni1me01MeNBnzllQSerZJNRtvOazvePS6vXBB546JOIRmhaTH9ShAiPE8gCEK87bF9EPJNFNhrLg5/o7i/wR4Xt6eXwrX9kx23tBBZiYdHrhdhOQJbPZXDMyI37HEYeiG2E4vccgTafRVN0bnnegdJtVhpCTS7Ac2OT60lsdaIs/iDtw8YBg5rWyGNtkd9S2K1nuLApM79N7dZboXU2j61dsDmlsKllQy3zBv8/PuaNCyXK5shy5se5xdlmu0CP3lPxI1Huiysu5y5LNDuZDlx2KcxtHnjkkI5rfKhO+tEcpcAH1MdkE2C58eXUopkkcmUGC8bv3rPbTd+0hRr7omb5t8Wgf+DJ5l/W+yamWFxZSN44Ifec0l9utg7+1ovpcotmj0VNwwhEClkItoDEc/Lkc8kOLZvyGOnPN68kOLW/Rr7Zoa8fLHPZx5LMJEz2T+tMDshMD85IJNq8Hufgy88W2SuIFLNS9sCD5mq9llu9nn0pTyjaYlqVqKYk6gWPKZGOzz2asjFxRSTOYFyTqaUk6jkfcZLA2Slzb//K5Xn30wztn3xH4ODInTNR1UdQkAWZQwVNEWMGR3SNsznLYtWO0SqbxZ19Ld/ad+MHv8GZ/yaBUr82TAEL4hwPLAcCd/XEAUP2w8ZeiKOG2I5MLAktjomt+zr80/ub/KpRxRWmyq64m8zGhWyyQz7Rh2OH+rw5EslCqmAdEImk1LJp7O8++gmj7zQ50o9Q8rwts1yNQw9x4duraEpm3zi4QrhcvzvIlI5EJX4J/fV+JTY4cwlgWxS4/h1BrbT4skXVXaNGkhCjpQp0+gKSJKEKDjoaoJ6N2S0XOa2Eyd6pfHjl7qd9WB29+63S5ZvTwbfCdM0SKvW5z94302/+N777t6KxAJdJ75RvPcGm2ZXxvUMJvICN+/36DsDrqyqzI9qHNrt8PrVHn/xFYNdpQTXzSkcmos4NNshn63xiUciHv5agalMXHfHGVqgUnAo5to8ckrFtw1GcwKFrEw5B+OVAWutPo+fMjEljbGCSCkvUylEjJctTLPNHz0S8Ykv5NFQyZjR9rmYiKbGD8x6O+SJV3UUUURXdqytv0Gw+hv9Sa5pW/j//L6inS2V6G//TBSCH4HvxxNZx5XwfZU7r3Mp5HwGthDbibgRtiPSG6gEfpKPPODyjx+o0fF9VhrbJccWrNQNHCfDPUc9yqU+y80ozuItgfWGiSaluO+GPhs9L95H6fjUWwJrdZPNZoEP3CzyMw/U2BzanF70OH3J45XzGldXKvyjO30OzrU5fcVl4WqKmRGFRGLA18+KrDVMFFklnxJ57GUNx5NRZYuxcpZD19+/lSzc+ovLK9bnNc14OyX59mVwgFI+A0Cn2/n0gUO3y64v/M7wqSdKs+VVmh2NzkCn0RFo9WHg+QxsCVM12D8Tcm6ly5ef19k7muTYvMieKZt0qsvFzSFPvCbz5Kkcu3IyEwUoZZVro/pyrsfpJYevnS6RNyRKubcMgpId/vBLCi++keGG6XigM1IQmKjEE9A/+WuPf/elAknFpJgIt7mE8SNPUyJMzaNnB1xeTaBv/72ixNlbkXaQbGLsHsxb2n/XiLLRf36hvCPca8X5W9qI166NuebzHoXR9uMVPA8cV8D1ZWZHY8yF1Y3wPPC8KO7LuxKtnoGq5PjI/W2EqMZnHy+zUgdV9jA0laSe4vjeAau39fjkwzprTYF0MiCdUChmk5w4YPHk613W63kyZoCpi2iKjCwliCKB997YwtSaPPFqgstrJq1BSLOjcuP+Cg+erPOl57c4czXP9VqKyapPOTOkmg3IJnQabREBgSdfF7j1SIET199WP3nrif/R87xP752vvq3iftsFvhOZdIZavf9He+ZvF+Vw8X99+eVaqdXT6VlQylm0ehKGKrPaUDk2B0aixUPPaNw0l+L4IY98bshK0+KhFwS+/mYO39GZyccHw4WsQj4rk89EVAsWiH3+4OEEjZrOdVMCxYxMtRBSyvd49pzLc2/k2FWQGClIVIoi42WXSr7Nn37V5U8ezzOZMcknYkMnAeGbHnqKEmBKAUlDxPVj8ceDmBBZDuI1VvEtvj3fZKIaIfwd31P0loWtb/LmeYtVXxjG3RkviPdOXF/A9WQGroxlhQQ+eNvwzSAQiQDXk1jcyJBN6vzU3Q2gwZ8/WkZXAwzdJ6Er5NJ5Tuzf5PXLXc5dyJHfEskkJdYbBofnTH7+fR3+5z9OsN7SSZo+uiohywphlGBoy5zYO+TGuT7PnXN58YzGmWWTWlvneLfCHdfV+I+PdTh1Pst4NWIwjBAlj0bHJZNQAYEglNDS++p33X7Hx8Ig/CM1mf67hfW9InCAcinJQw9/9pNEuSCVnfnfrmys5Q/vHuL7EY6ns9SQGM8LzE60eOGsyF2HDQ7O9eg7Qx5+VubCcop2V2N3QSSXAscLyacUsunYwyeb8ilmByxtudRbaUopcXtwIzBStLDcPv/3Ewa9rsn+uTh7jxUDZsfbrLY7/OVTZSYzJoenRKZGPV66ENLrKkDck5blCFHwqXeI21nb2X2nRFFkfxvNFrsIi9I36FYxPiJElkLEt6zMXlP8ziM0EgiCGMT5DR5hdA2X7AcyYRDgBrEPTdzzFrFdGV0RKWR91oYRXsC1/Zmk4bHZdXj5bIrZSoKDswr/7Ykaj7/UY2Ejg6l5GLpI0jS5cV+aH71zi3+9YrK+JZJPB9QzMs12kmpmQDE7ZH1dozIISeg+oqjgBzKuJ7C4rpJLpbhx1mK24nFhdcgLZ1z++hWdWrvAWKnPC2ct8mmN0aLL5TWT9abP8obPnkmR6dzU1uE96X/x3HNf/uPjJ374OyXDt7cG/9b4wPs+RMocfiqVHfklI1nptbs+9XaSzlBktuKRNDt8+QUZz8sQiDZnF32eOpVms5bnlj0at+4LOboXZiYcTF1ktCygq7FFSdr0UNUhX3tTpdfVqWYFcmmZUi6gkO1zZsVncS3N3hGBal5htBi3GTc6Xf7g4Qwlw2D/uMj+XQo3HfTQEx6D7bGCJIIqh/hhyFOvKmzUZBJadG2Mrmwf85pGgCxJKGIUj9mvnYbFyGTbE7f54dE3i5udTUQRXY2dhHegP37I9tBDxPMVLDvE2ha3vzPUsSQmihEnjtiIUvx34XZpY+o+PdvmuTM+b16Gs1dTtDtFPvq+AcVSj8V6xEbDY70hcGE5zWxFZ35qQL0f0mj7bHVgo6mTNXWOH7CxA5+uJeB6IY7rs153GdohC+sOL52XeP6NBC++mWU0k+P2wzr7pj1EqYdEgvtu8ul5fa5syKTMiHxKxdQ9juwv9mZnqr90dd351HdS3N9xgQM8+6YTvniRP8vmqz+Ldsi5tBahCC655IBLKyKRb1Iu9LmyLkFkkjZk7r3BZWrMpljwGCnZrG6F7BqL8Glxac1BVSPyGZdzSwFffj4ezhTSIrmMQKVgI8pd/p+nkxQNhbGSTLUoMlm1KBUa/N5DBhcuZ5gpi0xUFaZGPMr5PrLiv8UJON4ilKSA7jDeDFTV2AsmdiYLAZ83r8rIoogqxxNIeXtBSpFDhk7EHz+SIHYZ/ubvZMeiBER++j1DEnpwrczwt9dfPU/C92X2T7sExGVILHIB2xORRJmMGRJE8QQ12M7iUSjg+yH1jsvipsfSusCVtTR7x5N89ANtVnsuS/WQ9YbPck2l3c3ywVtdPMFhsxPS6gY0uxKeb/JDN3vsmbZp9gRcH3ZPOMhai8trISMFj7WmQ71js7hh8/hLIt2+hBDp7KoK1DsDZDT2jIX0hzZR5DNWdLjpyB57cqL8sz98V/fP7jxaD//hivqHxXesRNmJ3/zlj7BRbwW6pj9bq230UuafsrF2Vmt2TLKJmIEysAVmR2XWtqCcCbB9j7YdOws3ew5iZJBJ2zx3RmIyL5LPWGiKS9cWsCyZkhkf9BbSIeVcn6+eho1akkNjAtWizETVY3Jki79+NWJxLcVMWWSsrDBahInqgIvrLldWEiS1t5YgsTGspsY7Hsr2nogi72T3gL98MoEqEmf17Q3Anc8S+VzZMLbRbtE3iTxCuAbw2VXxEQQPx9fjOtuLH42uL+IHMg/eZvOl5wNcX9rupIDvizieguv6cdmyU6P70LcU9oyFzE5YLK3qlDIehqGSMrPMVHzuOtrma68WSBsCKVPkymqCfTNDTh7p8+wrGuO9gE5fottXyWZlkkbAuh+x1ffZ3FKYGZd54Q2H0VAll3GIQpVsBjzfoTOIqBQiLq5qaFrEG8siU2WDTBrWmxZTE7vtfH70Jy5vjD10cbkZ/OiHP/ydlt93PoMD5ApZMil9fXpm6lAyOfaTlcq+YRiJqKrMmWWVhCHRGtiUMgG1tkd7oLDakMmlXPoDgcMzAS+d80gqBrsnbR57NeDiqoYkyRiqRFIXSCdEilkX2x/w5CtJKkmZ0ZLMRCVkZrTDX73s8ocPFSjpSkzQKklMjTjoeoenT8s0WjoZE1RFiAE4cogqe7FpkySiSN8Qv6oEaKqLHyqYSvwZTRG3fefj4whV9VAUMWYZXvOM/8bwJ4wEwiC2DbH9ACsQcL145O944HgCjqsiizKu7+P4wrWHpufHnRTfi3B2Mr4f4nrQHcSDlROHhgxDl+V6wHo94Oq6Rqeb5RffF3LPu7a4WAtYqfks1ySa7TR3HQmQNYdGJ6TbjxhYCpajEAQCu0ciTh4dcnbFwx6a3LS/z+nLAhlTotUPGSsGpBMCpbxDvS2RS1sMLZH9Ez62LRD6Artnj7Bn956fu3h58j9FXuO7Im74LmRwAC3uowV/8ief2bhSu/oX1dysPDMV/UGvdymjyhqy6FJNawSEJHUVyw1JGwJvXhUxFIXmwEGVTOanfP76tRBTMimm+2wOAmQ5vrlMJ+IOzSuXIy4vpTg2KzFWFtk93kNUWzz+Sho51JgqS4yWFCbKHlMjba7ULJ55o0RSiffGNVVEU2IR235Is6eiKsL2dFFAVUI0zafV9wkieRvqI6Ju767oqo9puLQGPmEoo+6wDP8zp2PwAxFZlCmkHPq9JLYLjhvF52jbjguCIJFJOQw9/dpilR/EnZR8OkRSQ5wgnnQ6bkTfkrAckxMH+jz2cp8rqzmShrcNJjU5ksxy95EtvnpqwMX1JJlEQD6jc8PeBEd2DzmzoNMbBgwdkbQfd3G2uiKGnOTOo11eXzCZn0qTSzskNZniLptG18DQPHpDEy8I2GwlcMKQ9YZAu+8yNT7deO/9D7Sq43uunrzDjbIp7bsibvguZfCd+Imf+DGquRl+9kODz9x7W/WfHz54sqkYOc4sGpQKLpc3ZFIJn6WNMF4XNSR2jTgsLEpMVUKeedNCQ+XYXpdzqy4bDRFJiNDUGMXsBkM+83ia8bzEREViftJB0bb4xBcN6ptJ9oxKjJYVJishu8c7rLe7/N7nMmy1EpQzIboee2tqaogqB5y9KvLQ0wZJPdpuHcZ72gnd5S+f0lje0Ega244SagzcTxo+pj7kE180twcn2+XJds/7rauyfiAxUhD5+Qda2J5PzxG2j4kjLEdkYClMlUU+ePuQvg2uv31g4Qv0LYkfPumwf9rD9SNcL8J2I4Z2vD1YSif56Af6FIo9Lq6HrG56rGwKLCylGctn+bkHBtjhkAurPssbAqv1ND92l4ekuXT7EY4bd3ZGCjA7ZfPCQkToJzhxXZvlzYi9EyGXN0NaAwPLjclaPctnVzWk3nKZq0YU8mluuPGOJpn5X52Zmd8jyzwjK+p3U3LfnQz+1vi5n/lpfu5nIApbnxqZleUt57mPF1OPlupbQ2arAbWOyMFpgQurAZW8Qq0jcGBawtAHFEyDmw+6vLkErpsjk1KI/ABNgWre5bkzIfZQ58CMzK7REEVr86nHFJ57LcPussxEWWG0FNfd9V6H3/98knMXc1RToCvxGF5X4zJDkeOrHs+Ny4y4dQiaHJLQXWRVJKFImKqwPQYXSOg++bTF2SWXJ17Lo0gykhBd8+DZdt++ZnESRiKeZ3Db4S5/Md2lvpmnkg4Z2sE2o1vGcTV812XohnieuI1ZjldydSVCEgO8IPbosd0Q2xW3hz1JDk3Cf//BPn/4OZGlRgJD99BUFUXOcvJACEKfh5+WuLImUs2rXLcvwS0Hepy5kMBxIxQpYDQtkzFUBoHHV09rnDyYoWX5nL6SoJh1EKOQ+XGb1y+ZFDIBV9YlMqmA+iDDT99/Rz0/euJfRqH/qd/4Z6CKQvRtC+gfGN/VDP7WEMQcIPyH999/68f2Hby7bpolLGdI4Ev4UcBUSaA3dFlr6PTdkMsrCY7ti1iqhZiKzI17QnQFojAkaQrousVSXaaUVNg9LjI91uHxVzyefSXDoQmd+UmVUk5ipOCRTrb4/Yd11tby3HMYpkY8IkBVYk9NQwtQ1YBMMmSsFGyfhcUPTU0L8QKXRlcmpQnbluYSCTMinfRIJXp88UWddifNZCbC8QOag7gLEcYH+fERRcpGU1w2m2nyZooHburRsn06lsDQDhnYsVtaf6hTTAeISvCNrcUwhgOt1CXafRHHB8uJsOwAzwMIuboe8cTLBaYKeT7y/h5bjsdmK6DW8jlzReKNS3luO2hw1409rtYdLq5As5VivCwwdD36w/jt4Hkhp84pBI7MRNXnubMqM1UVU7cZy0ekki5XNxOIYoAMiOKQVDLP+95zV706dcfHVEX6D1Nj2XdKZu+cwAEEIUlzS/zk3r0nfu3+++5ulQoT7Ju2WKnLKKpIQhU5Nt+ntgVmQuTcioChSuyb7tHuB6zWRRRFopSNWGl6XF3RmB2V2TXmsLI14LWFBNft0rn9qE+keHhhfPjw4oWA5bU0t+yVuXG/j2kO8cOY7JpN+VTyfWw3xjnffr2D5cZHCbIECd1npRnxtddMstsg/aQpkDJjxNrpqx5PnMowlpa4aU7k7mMOkezQt+M+tyjGeLeQHo++JPLimTS1rTx3HYFDM11qXYG+FdIfhvSHEt2Bzm2HIkaK8f537AQRbzp+5RWD1U0dXYFaN6LTj13TZClk4PZ44Vx8MjhTTnJ0b5/1doQqB4RRnydfCXh9Ic/1uxQq5QGXN1wur6rMjSiMlm3qbfB8ibGiSCYdcmbZx7MF9k46DIcho/mIlxdg4Gi4XshEMeT8ckipMM2xd93bOv6u479WyfPJavHt3S35vhI4QLFgkM2qn66M3/zT1dEDvzI5fZO3f8qi2fMpZOIMdWTGZ2DbqJJMwvBZXDdwggBRlMildUZKLl87LSJFJvt2Qbm4xX960iCppDh5XUS13KbeGkIU0rVs/urrJtNFlQMzUCpYNLoishQj2kZLQy5uDnn8hQTtbpaEKhAEPqIQtwNN3UOUfTxPI7vdnswkBFKmTzHb58yKjG1pjOYEdk8o/Pg9AR842aY1jP13JBHSCZeHnoHPPJZgYVlivWFiqiZ7JxwavZDeMKI39On0Bbp9FUXUiQKXoRvX4FEIiuzTdxQKhsy9N4SMj1mstCJ6gxDPl8hnIjbbDm9cDllez/JDNwYkkzYgUCn4rHX6PPmqwHCQ58HbAja7Q85eiQj8JCeOWKxuRTTbOn6gICkhU2WJnhMRuDJJ0+b0JZl0SqLZlsiaDq9fDLnt1pu8A/Pzv3Lvbcd+WpS1Twui/m3r4/te4ACKooXPv7r1ebXw4O8XKkc+Ojd/a1DO6eFmx6fd15EkH12SsYOAM1c1VhuwWoddIz4HpkQ22g5L6wr7JhXmJno8dTrC6id51z6RcrHLl56HXs9gZsRlo+2z2Uhs2xzarDQden2dal6K2S56l8deVLmyqlPbMhhaAlEUIopxl0RVXb70vIYpimSTItm0RC7tU845rG95PPmahhBJZBJi7LasCowUIyxvG7Esgqb6LNdlLFvEsmMLayFSOXmdS6nkUu9CpxfQ6oVsdWM/ngdusRj48UMzCEEQAjJGQDUjMF1Vue9GDzuwafVC1hsKGd1ktOKy3HBZWFao5gwKeY+rm5AxNe6/xaHW6fPCGZmUmuL4YZtz6w7nrqjsqihUCj1OX05waV1houQyXrI5MBmhqhaup+MCGVOklB7ihsnw7ttvDY5dd+Cj97/3gd9PqhufV2TlOz7E+fvE94TAAd59+wyzlfNuoVj4tGru2X/8hvF/dd18CS/weOWCSSXvs7QWMFqKN5umKhEDOyJpwGojYiRncMM+m8dec/nyszkOTKkcmhtS7w9YXDcYLSiUixYXVqCaVpgZixCVPq9dVCmnDCo5mUwy5OnTAq+eU1HleFweBnEtKstxd0VXLc4tmyRViXxaopyLGC1ZZFJDdDUgZcQP1ng4FL+pXF+IiVfs3GJGKMoO8yTeAnQ8icFQYOjC1kBgbSuk3vJpdgSGtsHcmIjjuThuvF0YAYoUosrxctWNewJOHh7QGcDmlkC9lebIDLg4XFoNqTVT7B132Wh5rNZUdpU1cjmL1y87nLmc4IGbNG471uPFhZCNRoqxsk/fikgaAcsbIn4ks1oT2DUasdaG62YiCId4wjjJ/O5/dcOh2f3VcuHTG6tXXUF9e65x3o74nhE4wOGDh5jfPWdNFM4sBPLej7/7tuJv75kpNSp5nKubAkfnJM4u2piqQigEEKgUsha2LXNoNuLUVY8XTicZzSjsn/FZbFr8x0dT6JLJnsmIgTPk1Nkk01WZQs7mz74SsbaR4V37Q9zApT8MsX2ZSJC37UoihG0QjyoL5FM+T74GqxsKhZRAKS8xPWIhSE2++HXw/QTH9oXo2vYpmgyiGH6LyzHEKLZtgGcQZ/aBLfLiGQNTkLj/lg6eaLFU86m1oNnW2FURueP6fjw296K33H7Ggx8iGVmWSJqgqg7PvSkwUUzw4Xt7NHs2i2sKx+ZUzMSQiysRjp3iH90tUK0OefNqQK2Z4uRehcNzPU5fBF3RafQ9RDQCEWxL4eBMh5fPmowXfLY6CuXRuWAoTv72++/b//FHv768kCvusUbG/24o/XczvqcEvhP7r/8IN+1bCooF9X+pZAYTWmb/k2ZilGTCp5KRQfR4ZUFHNwWefkOlktVJp3qsb8hcNyOSS0PXtvjc0yqmYFDNiUxWHR45pRAFKrPjEa3BgIVlg4NTMoJssVK3iKIQTRPQVSne/ZZ3hjvSdq/doW1LiCgUMjJjxRBd7/GZryi8cLpIu5vEsuMhxlvxx7IUXut9x970scOx/xYiViSAqslkTZVb5lP8yN02A99lveEdKfyAAAAOtklEQVTTaMuEgYFhQGcYu047rsLQk68NeQa2Ss+WEUQYq9qEQo8zl0zmRmUyGYtLqxGSoHP3DRZXahEbWxK+k+HBkx6pZJ9WL+T0JZWJkkzbsqk3dG49ENK3Q47tDhAEi9VGmr4XMlIq8d73HHfe855/+ju/87H/7n/648+vBb/wj3/8nZbN3xjf9T743zdSIx8FcJvNDrfBy5euXtL+3Z8+LB6fH95yYXFTniwluLwOSqQwM+ZycUVh96jIG1eGHJ0z2NgKmS4aSEpE4EM2aVFMRLglhVza5qkzApGnMzfhU+uHDByDVNLl/CUfU9kZ+PgxU1uRSBoQRB6tTkR2+7CiWrRYali8upDnxhmBKBJjW5HtA2JFjnvTF5YEtB2rgQi8QGTflMtrC9G1Rakoijs1INDsaBzdJ/HsGxYbTZXalkS3r1PNWkiSS99SsV2ZgatgecR3mY7CSGHIa5sBSUVAVwMWlgWOH9Y5Mjfk6685LG/qNHounaGLAFxYi9DkFMWCw+UNuHHfgNcvpNg95nFpNaRaMJgZHbK4LuNFPl6U9T94R/Dc7L4PhOMT88+pevQbK+t9xkeS/8W/83c6vicz+FujUMhQKGR+3RQv3PEbHzn0wO75I58dGzsQ5rOQ0V1unLfYaPsQqQxdl3TCwEx61FsaB2Y9ErqPrrisNgNSWsSukYjXLjvUmwn2TcaW5Ibism8C2kOPp1810KTYhEnXfBJagKGKZJIhzX7EM6cNEqrEWClC1/t87hkVMVRJJ+JDCEUMt9EPAroa0uxFfO7pBKYa19xRBI4r8YETDpl0iO1F2xNKkTCI8IOATl9ExOB9tw4Y+i5rjYihrXL8QEQmHdAZRFi2jOOA68a7K56ncucRSKVszi9pOJ5AiMv5qzqjWZ0je3pcWRcY2iqjJQfP9xg48PoVqGYkupZPu5vANCwIFcp5h5cXArY6EU4os3t6b3j0yHWfXR7e9sBTL6/eoRnpjwlC5nta3PA9nMG/NQ5e/2HW1672DpeMX8oXli6+cOrrBwWl+4Fa8wL1jkY5B5dWBQ7NRGy2QsYKAvW2j6GqpA2beju+dslnHJYbAncfCekMbbpDiYtrJvsmfM4twQ2zMo4TgBDRaAecvxLbj8SkKZd8yqSYkBktOVyt2VxcyjCZi6+ANC0gY7gktu0ATd0nm3LQdQNNihBFYftCXqI/VGn1AzQzwrLBsiUsK8Jx4wueZttgfkxnYsRiralT35LxhQQdC3J6SLuvcGSXw5kFBTBZawpcWs8xP2WxUQvZOyVwcSXk/JpAt5/gwOyAi8seqSSUM1Drxvvr1bzLel2jknNZWFY5PBdxYSmilI5w3SGzM7tJprIPze25+Y18fuJ/91yrNzMz9U7L4e8d3/MZ/K0xMjpNNl9ptPzCb+499qFfPnTdnQ8dOXKSUi7FxtaQtCExWR0QOAqm4bC4ppNNivRtic2WxkrDZKMNtisjawG2H9C3fHRZwI8ChpbK3GSIrASkjIh6T+DVSwnSpoCqQkq3KSZCylmRcr7LC2d1pgsqtusSRRHtPqxsCmiySCYpkE05XNkMABVTi+vyIBSwbBkh0pgZHdIaRHT7IZ4nsavqk0v5SGKErg9Z2Uhz0zxsdh1qLej0ZBzHxfUiegOJwzMC6UxE34pwfY+F5ZCUpiGIPrankjA9VMXH9R00WaJasBkvQCUbrxZ0+jBdluk7LpqssFRzabZUMokuCBluvuk2Ttx64qEHH7z/lw8f0n9zYrzc+H4SN3yfCXwnTl4/w81z6uI9Jw/+2g3XHXnwg+/7wFOzu48zOarz+gWYHgnp9AWmR0RU2UdXRLIJj4whUkg5ZBIqrhvR6hr0bREvELmwHGKoIrVOiOuryLJLIeUxN6owkvfw/YjHXlLZ6khMVHxOXYJGM8n18xF910EgZG1L4uULJpqiUC0ESHKfLzyfQAllkoaAKMRo5u5AJgoTPPAuDzdy2WzFOySHZwUq+YhIiEgm2pw6H1HJJDiyx2G5DsU0vPvYEFmG9S2BhaUM9Z6CHw5RpYhCzsd2BPZO2ihiQNKIyCdFNFWg21Np9mQ6A4XWUMb2FKxA5vKaQjYpsLQO8xMulm9y8vitnLj9g09Nzx57UEsd/bWrK7lFQTjwTv/s/0XxfVOifGuIah7gYhRFF6fgjYXlYEQ3Zv/Pdu3i7nD4dUkUZAZOwNnFkHwqZKsf2xputKGYCbm6ETA74qGqFu2eyVZPpJQNOL8sMzfms7AacM9IwJ6xEDu06Q4SLCyrOK5MJW+xsOYzlleYmRiivKGiqhG6GqIrCqWsxNRIjys1n6W1AjfOReRScb/8Ss3AJ8J2DabHPEZHXK7UdRotEUk16bkirgv9ocrCGmSTOgnT4VLNR1ME9kwENFsRmt7i0oqCM/TYs9fnyrrJ7gk4vwghGltdmfbAQ5dEJkdsGm2Jcs5j0BfJJT0EQvZNBwwHAp4r40chNx47Hhw+PHVRRfnI+Mwt68CCIPxdp9Pf2/F9K/Cd2P4BFp59bX0hisJ37xpJjqnqsc/2n3gyvbi8lAjDiIiQbk+hMhGwsGJybD7g3LLBeCniwrqBIoTYrkQxO8CyDaqFHp6X4ksvZkknJRZrGvsnQx68fcjzr+usbomcWkhw7/UemWQLSSiQNEIs10YWTGbGPBaWA6428lRyKvunfdwgYKJs8+QZGV0LaWwJ6JrBsSmPlaTLpXWNakUgZdj0bYMglOhaDm9e0bjrpgir7/L6RYXnz5rkEiGFdMTyhsi7jwX0+gk2Wg6aotHsekyUBXIpl2IaljcjqhmJi0siN44qvFQXqRRk2gMQAigVDPL5scGPHr63G4T+h6amcquSJC1+vwt7J77vBb4Tx4+M4DjRoqqOLrfa/QMnj0s3v1v3PrGydN5/8fUzedfrpJYbDmlD5OKqRTVjUswM6fYNVCUibUScvmSyeyzi9ctJZkciBg7sqtookkjXUikLEvk0GKpHQjMwDItXzxscnRmSMkPOL0VsNgUyqQGu72DZCXQ1PpLwo3iCGYURYRji+iKWK5BQJQhDuo5FNe+xb9JlcdXjjctww5zAhWWfwdBk4EKjK2GHBumEy5U1lZV6xNyETq0ncnBG4vKqyP5dAhstGT+M0GSRZt+n1lLZNd6h3UsyURnihwnGRlK9bOHI1p65PXLa5OfGJ2aeTyTSHSD8QRE3/AAJHEDTBIBwq1FrTY6PPxJ4zT21zmecO+/+t/9Dc/XFn3zqxYve7pK199yyrhcTNq9cUlEEgXoHIKQ7EFBnXAopiUtrIgNL5PKmBmFMjmp2JTQ1ZHPLppzRuLLuU9tKMfQdLm2qGHqCH7vL4dyyxuKGycxYSF+RYs6gv4NiC2MUmy/guCK2G3HX9Q5XN+BPH09TSNlMV0OyCR9d1rEDl1pbo1ocYg1MSmnQVRlZipiuuOSTIrrSo9E2cX2bUlZAUxzCMF63PTjtsdXVmZtKsbiZtQ/tFs6FykHlfe8+8unC9f/m37zwxZu0bD5jt9pOmEz+4Ah7J36gBL4T+WIZIASGr765iCjKvytL0u8+cNc+qZhL/P6B2nCPP7x84vS5dclyXAwtQlMcimmNWkvCdnXGihaWLVPIWrR7Mqbu8tIFnWJS4uk3Etw8L/DUmzq3zIustgzyyYAgAIhwfBnLlzDUAF0RkeUIaQeOsu3K5gbCdhYPkSUZRQqRRJ8wFGn2VfJZk3pL5fZDW7xyTuGe62y+9prK7JjDhVUJRGj1FVxfwnIFsqZIKSeysCjRtzwyaZUwEtG0LFp6JKhM7fpasmIuBEH3FyTCwNAN2q9/LNJTu4bv9O/1nYwfSIG/Na47MAXfoP/5obf1T/cc0HKdrca/bg0eU0+9eTkYr+hHE6Z/Q7/TYnG9TykT0ex6lDISzV5Eo6XQ6EkMLIWRXMBkWWS8HNLoyUyUPGQxZGbE5fkzMqcuaIyUY5dkQ/HQ5G3MmyR8UwZ3gtjGz3YlekMQBZ87jwy5uiHzzJkQXVNZb0qU11Ms1VUqGykcT8bUNKbLAYoEAiH9gUw+57HZCMhnPSwnw9hYhWwyejll9E4pxl7p2E33usl07tc9z22NV3MAfHdOft/5+IEX+LeGqOQBWsA/A3jp5SeQJW47vxzcNz3d/pCUdueLqQELT11mamTIpTWJ6bLFwIGM7jNWCLEsmUrOZSwnUyk4tPoy623wkREklYTq46qgqyGaso1CFsVtGm28e2IH8eW87YkMHbDcGBchCjCeH+B6CrV2yMaWzHrbZ31LZbUVIUoyjhtDN/dMSFx1TfZNw9zuvcxOaNQ6ifPz08Zn15vqo6LIU3fcfu87/ZW/o/FfncC/NY7dcCfAU7bVeEqApw8djGa3Wo3w/EIt3DtX3XXoYPFfusMLnFvS2dyo8cqFOq4T8txZH8eWefmiQqujMHBFEirb7sohrhubSKlyfNsobZu7RkSEoXAN8DNwBSxHpG/JNDoiRAEHpjwsN0CTHDKmznW7OuhygrlRi1x2jFy+xGsXoTwxyUDqfNwOmlfuuP12MZ3Oi7sC6RLwyL7D+Xf6q/2eiP/qBb4TulEEeGTnz8N+E1E0sr596bnVZZcrW6Z3/JbDv9J1o3sVEYZuwNWFV9hodWPWXyLCVCMcJ8BUbXoiKPIQURARBIso1IgCF9d1cRwR2w4YWhJbQ5FOP6TRhaShIkgyUhCgKCLjFQVBKnH3XXcTRgaK7GO5xmNJrflvO66k7N59mPfeN/nU0LLbExOld/or/J6M/1/gf0uYyQJAG3gYoNXcADjXc8KKEIWh4/k4rYtY7hBNkpClkCi0vZPHb/4tmc33rtVFb6IyQE8nGC/3SOVUcmmXm46a5JMCYwOYKMiYZZgqRKSHqjJZTH/h3LkXfktVNCUKRSIfZCnHyPgxJElFEBBdX9sErvzzny2/01/R90X84PWF3sG4cPY5EIRKr3M5s14nqhYsGi2DSmFAb6CSSng8fVonbQh0rIhqVmajF1FNQ8vRhZnqSCeKos377r7lnf6v/MDE/wtL+JygiYS75QAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODozODo1NSswMDowMBQBELQAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6Mzg6NTUrMDA6MDBlXKgIAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 39}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20718000
    {'hecke_orbit_code': 69373788163, 'n': 1, 'trace_an': 12}
  • id: 20718001
    {'hecke_orbit_code': 69373788163, 'n': 2, 'trace_an': 0}
  • id: 20718002
    {'hecke_orbit_code': 69373788163, 'n': 3, 'trace_an': -114742404}
  • id: 20718003
    {'hecke_orbit_code': 69373788163, 'n': 4, 'trace_an': -1699274528448}
  • id: 20718004
    {'hecke_orbit_code': 69373788163, 'n': 5, 'trace_an': 0}
  • id: 20718005
    {'hecke_orbit_code': 69373788163, 'n': 6, 'trace_an': -483611204680128}
  • id: 20718006
    {'hecke_orbit_code': 69373788163, 'n': 7, 'trace_an': 8107872236538648}
  • id: 20718007
    {'hecke_orbit_code': 69373788163, 'n': 8, 'trace_an': 0}
  • id: 20718008
    {'hecke_orbit_code': 69373788163, 'n': 9, 'trace_an': -424319151461513940}
  • id: 20718009
    {'hecke_orbit_code': 69373788163, 'n': 10, 'trace_an': 8521437485093339520}
  • id: 20718010
    {'hecke_orbit_code': 69373788163, 'n': 11, 'trace_an': 0}
  • id: 20718011
    {'hecke_orbit_code': 69373788163, 'n': 12, 'trace_an': -2862564534392665536}
  • id: 20718012
    {'hecke_orbit_code': 69373788163, 'n': 13, 'trace_an': 1069098773333431501752}
  • id: 20718013
    {'hecke_orbit_code': 69373788163, 'n': 14, 'trace_an': 0}
  • id: 20718014
    {'hecke_orbit_code': 69373788163, 'n': 15, 'trace_an': 6325133233762551847680}
  • id: 20718015
    {'hecke_orbit_code': 69373788163, 'n': 16, 'trace_an': 67078537203201948051456}
  • id: 20718016
    {'hecke_orbit_code': 69373788163, 'n': 17, 'trace_an': 0}
  • id: 20718017
    {'hecke_orbit_code': 69373788163, 'n': 18, 'trace_an': 1420463738762719667349120}
  • id: 20718018
    {'hecke_orbit_code': 69373788163, 'n': 19, 'trace_an': -4607058619794992781108360}
  • id: 20718019
    {'hecke_orbit_code': 69373788163, 'n': 20, 'trace_an': 0}
  • id: 20718020
    {'hecke_orbit_code': 69373788163, 'n': 21, 'trace_an': 33320142533758881258920952}
  • id: 20718021
    {'hecke_orbit_code': 69373788163, 'n': 22, 'trace_an': -136880063896016789094648960}
  • id: 20718022
    {'hecke_orbit_code': 69373788163, 'n': 23, 'trace_an': 0}
  • id: 20718023
    {'hecke_orbit_code': 69373788163, 'n': 24, 'trace_an': 783927349783175843577206784}
  • id: 20718024
    {'hecke_orbit_code': 69373788163, 'n': 25, 'trace_an': -1296747019384761463507120020}
  • id: 20718025
    {'hecke_orbit_code': 69373788163, 'n': 26, 'trace_an': 0}
  • id: 20718026
    {'hecke_orbit_code': 69373788163, 'n': 27, 'trace_an': 3527882385497241000493515804}
  • id: 20718027
    {'hecke_orbit_code': 69373788163, 'n': 28, 'trace_an': -772965222736808266417757568}
  • id: 20718028
    {'hecke_orbit_code': 69373788163, 'n': 29, 'trace_an': 0}
  • id: 20718029
    {'hecke_orbit_code': 69373788163, 'n': 30, 'trace_an': -31212306699175351074822848640}
  • id: 20718030
    {'hecke_orbit_code': 69373788163, 'n': 31, 'trace_an': 62426311865853800230409578584}
  • id: 20718031
    {'hecke_orbit_code': 69373788163, 'n': 32, 'trace_an': 0}
  • id: 20718032
    {'hecke_orbit_code': 69373788163, 'n': 33, 'trace_an': -201583764927512776992433501440}
  • id: 20718033
    {'hecke_orbit_code': 69373788163, 'n': 34, 'trace_an': 279954989831379847783072264704}
  • id: 20718034
    {'hecke_orbit_code': 69373788163, 'n': 35, 'trace_an': 0}
  • id: 20718035
    {'hecke_orbit_code': 69373788163, 'n': 36, 'trace_an': 524806089486681368742761588544}
  • id: 20718036
    {'hecke_orbit_code': 69373788163, 'n': 37, 'trace_an': -1044821541252033349072004239752}
  • id: 20718037
    {'hecke_orbit_code': 69373788163, 'n': 38, 'trace_an': 0}
  • id: 20718038
    {'hecke_orbit_code': 69373788163, 'n': 39, 'trace_an': 3798009668755107990641466418968}
  • id: 20718039
    {'hecke_orbit_code': 69373788163, 'n': 40, 'trace_an': -8640808308189045028871484272640}
  • id: 20718040
    {'hecke_orbit_code': 69373788163, 'n': 41, 'trace_an': 0}
  • id: 20718041
    {'hecke_orbit_code': 69373788163, 'n': 42, 'trace_an': 3739179021877842175021096471680}
  • id: 20718042
    {'hecke_orbit_code': 69373788163, 'n': 43, 'trace_an': 10033244180304067819165288107192}
  • id: 20718043
    {'hecke_orbit_code': 69373788163, 'n': 44, 'trace_an': 0}
  • id: 20718044
    {'hecke_orbit_code': 69373788163, 'n': 45, 'trace_an': -61618154391458016749088317176320}
  • id: 20718045
    {'hecke_orbit_code': 69373788163, 'n': 46, 'trace_an': 133876649746070235210936111300864}
  • id: 20718046
    {'hecke_orbit_code': 69373788163, 'n': 47, 'trace_an': 0}
  • id: 20718047
    {'hecke_orbit_code': 69373788163, 'n': 48, 'trace_an': -169673882786170669254051959076864}
  • id: 20718048
    {'hecke_orbit_code': 69373788163, 'n': 49, 'trace_an': -74274509875804693019854807543452}
  • id: 20718049
    {'hecke_orbit_code': 69373788163, 'n': 50, 'trace_an': 0}
  • id: 20718050
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    {'hecke_orbit_code': 69373788163, 'n': 979, 'trace_an': 3876224801356417942541302861169078729684586781936016532480}
  • id: 20718979
    {'hecke_orbit_code': 69373788163, 'n': 980, 'trace_an': 0}
  • id: 20718980
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  • id: 20718981
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  • id: 20718982
    {'hecke_orbit_code': 69373788163, 'n': 983, 'trace_an': 0}
  • id: 20718983
    {'hecke_orbit_code': 69373788163, 'n': 984, 'trace_an': -1873038591574815783072526284166809360807628535546020700160}
  • id: 20718984
    {'hecke_orbit_code': 69373788163, 'n': 985, 'trace_an': 3067218103534813443203672164252765969408644248608019581440}
  • id: 20718985
    {'hecke_orbit_code': 69373788163, 'n': 986, 'trace_an': 0}
  • id: 20718986
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  • id: 20718987
    {'hecke_orbit_code': 69373788163, 'n': 988, 'trace_an': 2767668020372997247616658598912218466073615141710715368704}
  • id: 20718988
    {'hecke_orbit_code': 69373788163, 'n': 989, 'trace_an': 0}
  • id: 20718989
    {'hecke_orbit_code': 69373788163, 'n': 990, 'trace_an': 2509675155653480533840748958594148559869134637292515737600}
  • id: 20718990
    {'hecke_orbit_code': 69373788163, 'n': 991, 'trace_an': 98199630766105311140907282520512129389904501629630007384}
  • id: 20718991
    {'hecke_orbit_code': 69373788163, 'n': 992, 'trace_an': 0}
  • id: 20718992
    {'hecke_orbit_code': 69373788163, 'n': 993, 'trace_an': 1044308989868896349986157628307909538767624380405970725912}
  • id: 20718993
    {'hecke_orbit_code': 69373788163, 'n': 994, 'trace_an': -19675705107860036033190028991018549534133517253564090880}
  • id: 20718994
    {'hecke_orbit_code': 69373788163, 'n': 995, 'trace_an': 0}
  • id: 20718995
    {'hecke_orbit_code': 69373788163, 'n': 996, 'trace_an': 807753827446142297300901877646856115913520427435048882176}
  • id: 20718996
    {'hecke_orbit_code': 69373788163, 'n': 997, 'trace_an': -1984088425359166795766096615829149731917109293191741202312}
  • id: 20718997
    {'hecke_orbit_code': 69373788163, 'n': 998, 'trace_an': 0}
  • id: 20718998
    {'hecke_orbit_code': 69373788163, 'n': 999, 'trace_an': -875063997890694698995631587384778435901877808358139566312}
  • id: 20718999
    {'hecke_orbit_code': 69373788163, 'n': 1000, 'trace_an': -8388320324349204135074357241827164954912728109122053529600}