<?xml version="1.0" encoding="utf-8"?><FictionBook xmlns="http://www.gribuser.ru/xml/fictionbook/2.0" xmlns:l="http://www.w3.org/1999/xlink"><description><title-info><genre>sci_philosophy</genre><author><first-name>Edmunds </first-name><last-name>Apsalons, </last-name></author><author><first-name>Ludmila </first-name><last-name>Aps&#x12B;te</last-name></author><author><first-name>P&#x113;teris </first-name><last-name>Laiz&#x101;ns</last-name></author><author><first-name>Juris </first-name><last-name>Rozenvalds</last-name></author><author><first-name>Tatjana </first-name><last-name>Semane</last-name></author><author><first-name>Oksana</first-name><last-name> Viln&#x12B;te</last-name></author><book-title>Ant&#x12B;k&#x101; un viduslaiku filozofija</book-title><annotation><p id="AutBody_0DocRoot">autoru kolekt&#x12B;vs: Edmunds Apsalons, Ludmila Aps&#x12B;te, P&#x113;teris Laiz&#x101;ns, Juris Rozenvalds, Tatjana Semane, Oksana Viln&#x12B;te</p><p>Ant&#x12B;k&#x101; un viduslaiku filozofija</p><p>M&#x101;c&#x12B;bu l&#x12B;dzeklis</p><p>&#x160;is darbs ir ori&#x123;in&#x101;ls m&#x101;c&#x12B;bu l&#x12B;dzeklis filozofijas v&#x113;stur&#x113;. Taj&#x101; m&#x113;&#x123;in&#x101;ts sniegt las&#x12B;t&#x101;jam sist&#x113;misku priek&#x161;statu par filozofijas v&#x113;sturisko att&#x12B;st&#x12B;bu no senatnes l&#x12B;dz m&#x16B;su dien&#x101;m Rietumu un Austrumu kult&#x16B;ras trad&#x12B;cij&#x101;s, k&#x101; ar&#x12B; par&#x101;d&#x12B;t ietekm&#x12B;g&#x101;ko filo­zofisko trad&#x12B;ciju saist&#x12B;bu ar Latviju un sniegt ieskatu Latvijas profesion&#x101;l&#x101;s filozofisk&#x101;s domas att&#x12B;st&#x12B;b&#x101;. Darbs ir dom&#x101;ts filozofijas cikla skolot&#x101;jiem vid&#x113;j&#x101;s m&#x101;c&#x12B;bu iest&#x101;d&#x113;s, augstskolu studentiem, visiem in­teresentiem, kurus aizrauj filozofijas v&#x113;sturisk&#x101; at­t&#x12B;st&#x12B;ba. Katras noda&#x13C;as beig&#x101;s ir ieteicam&#x101;s lite­rat&#x16B;ras saraksts.</p><p>Ieteikusi Latvijas Universit&#x101;tes Filozofijas v&#x113;stures katedra</p><p id="AutBody_0bookmark0">ZVAIGZNE AbC</p><p>Sast&#x101;d&#x12B;t&#x101;js un zin&#x101;tniskais redaktors Juris Rozenvalds V&#x101;ku noform&#x113;jis Eduards Gro&#x161;evs Redaktori Ir&#x113;na Auzi&#x146;a, Aigars Cinis</p><p>© 1997, apg&#x101;ds "Zvaigzne ABC" ISBN 9984-04-512-9</p><p>Noskann&#x113;jis gr&#x101;matu un FB2 failu izveidojis Imants Lo&#x10D;melis</p></annotation><date/><coverpage><image l:href="#cover"/></coverpage><lang>lv</lang><src-lang>lv</src-lang></title-info><document-info><author><first-name>Imants </first-name><last-name>Lo&#x10D;melis</last-name><email>imantslochmelis@inbox.lv</email></author><program-used>FictionBook Editor Release 2.6, fb2cut 2.5.4, fb2cut 2.6.2</program-used><date value="2012-01-05">05 January 2012</date><id>031CCF78-BBE5-4F61-A3E3-7209D2BC587E</id><version>1.0</version></document-info><publish-info><book-name>Zvaigzne ABC</book-name><year>1997</year></publish-info></description><body><section><p id="AutBody_0DocRoot">Ant&#x12B;k&#x101; un viduslaiku filozofija</p><p id="AutBody_0DocRoot">EDMUNDS APSALONS Dr. phi&#x13B; Latvijai Universit&#x101;tes V&#x113;stures  un filozofijas fakult&#x101;tes Filozofijas, v&#x113;stures katedras lektors. Stud&#x113;jis filozofiju Latvijas Universit&#x101;t&#x113; un Frankfurtes pie Mainas Universit&#x101;te. P&#x113;tnieciskas intereses - kritisk&#x101; racion&#x101;lisma zin&#x101;tnes metodolo&#x123;ija, kritisk&#x101; sabiedr&#x12B;bas teorija, I argument&#x101;cijas teorija, amerik&#x101;&#x146;u Jf pragmatisma filozofija.</p><image l:href="#0"/><p>LUDMILA APS&#x12A;TE</p><p>Dr. phil., Latvijas Universit&#x101;tes V&#x113;stures un filozofijas fakult&#x101;tes Filozofijas v&#x113;stures katedras docente. Stud&#x113;jusi filozofiju Latvijas Universit&#x101;t&#x113; un Maskavas Universit&#x101;t&#x113;. P&#x113;tniecisk&#x101;s intereses - vicu klasisk&#x101; filozofija, cilv&#x113;ka probl&#x113;ma filozofij&#x101;.</p><image l:href="#1"/><p>P&#x112;TERIS LAIZANS Dr. phiL, Latvijas Universit&#x101;tes V&#x113;stures un filozofijas fakult&#x101;tes Filozofijas v&#x113;stures katedras doc. emeritns. Stud&#x113;jis v&#x113;sturi Latvijas Universit&#x101;t&#x113;. J P&#x113;tniecisk&#x101;s intereses - visp&#x101;r&#x113;j&#x101; filozofijas un kult&#x16B;ras v&#x113;sture, Latvijas filozofijas un kulturas v&#x113;sture, filozofijas un t&#x101;s virzienu interpret&#x101;cija l.Kanta filozofij&#x101;. -</p><image l:href="#2"/><p>.</p><image l:href="#3"/><p>.</p><image l:href="#4"/><p>.</p></section><section><title><p>PRIEK&#x160;V&#x100;RDS</p></title><p>Latvijas sabiedr&#x12B;b&#x101; arvien vair&#x101;k pieaug interese par filozofiju. Bet padzi&#x13C;in&#x101;ta t&#x101;s apguve nav iedo­m&#x101;jama bez filozofijas v&#x113;stures studij&#x101;m. L&#x12B;dz &#x161;im latvie&#x161;u las&#x12B;t&#x101;ji var&#x113;ja izmantot tikai tulkotus m&#x101;­c&#x12B;bu l&#x12B;dzek&#x13C;us, kas vai nu neatspogu&#x13C;oja p&#x113;d&#x113;jo gadu desmitu sasniegumus (piem&#x113;ram, 30. gados izdot&#x101; Mesera filozofijas v&#x113;sture), vai ar&#x12B; neatbilda m&#x16B;s­dienu pras&#x12B;b&#x101;m (piem&#x113;ram, no krievu valodas tul­kotais "&#x12B;ss filozofijas v&#x113;stures apcer&#x113;jums"). 1996. ga­da ruden&#x12B; izn&#x101;ca M. K&#x16B;les un R. K&#x16B;&#x13C;a gr&#x101;mata "Filo- sofija" - v&#x113;rt&#x12B;gs un apjom&#x12B;gs ievad&#x12B;jums filozofijas pamatprobl&#x113;m&#x101;s, ta&#x10D;u tas neparedz sist&#x113;misku filo­zofijas v&#x113;stures apl&#x16B;kojumu.</p><p>&#x160;is darbs ir ori&#x123;in&#x101;ls m&#x101;c&#x12B;bu l&#x12B;dzeklis filozofijas v&#x113;stur&#x113;. Taj&#x101; m&#x113;&#x123;in&#x101;ts sniegt las&#x12B;t&#x101;jam sist&#x113;misku priek&#x161;statu par filozofijas v&#x113;sturisko att&#x12B;st&#x12B;bu no senatnes l&#x12B;dz m&#x16B;su dien&#x101;m Rietumu un Austrumu kult&#x16B;ras trad&#x12B;cij&#x101;s, k&#x101; ar&#x12B; par&#x101;d&#x12B;t ietekm&#x12B;g&#x101;ko filo­zofisko trad&#x12B;ciju saist&#x12B;bu ar Latviju un sniegt ieskatu Latvijas profesion&#x101;l&#x101;s filozofisk&#x101;s domas att&#x12B;st&#x12B;b&#x101;. Darbs ir dom&#x101;ts filozofijas cikla skolot&#x101;jiem vid&#x113;j&#x101;s m&#x101;c&#x12B;bu iest&#x101;d&#x113;s, augstskolu studentiem, visiem in­teresentiem, kurus aizrauj filozofijas v&#x113;sturisk&#x101; at­t&#x12B;st&#x12B;ba. Katras noda&#x13C;as beig&#x101;s ir ieteicam&#x101;s lite­rat&#x16B;ras saraksts. Taj&#x101; liel&#x101;koties iek&#x13C;autas Latvijas bibliot&#x113;k&#x101;s atrgdamas gr&#x101;matas. Hronolo&#x123;isk&#x101;s ta­bulas pal&#x12B;dz&#x113;s las&#x12B;t&#x101;jiem sekot filozofisk&#x101;s domas att&#x12B;st&#x12B;bas v&#x113;sturei kult&#x16B;ras, m&#x101;kslas, zin&#x101;tnes, teh­nikas un soci&#x101;lpolitisko notikumu kontekst&#x101;.</p><p>Autori &#x146;&#x113;mu&#x161;i v&#x113;r&#x101;, ka gan pirmskara Latvij&#x101;, gan p&#x113;d&#x113;jos gadu desmitos latvie&#x161;u valod&#x101; izn&#x101;ku&#x161;i vai­r&#x101;ki apcer&#x113;jumi par atsevi&#x161;&#x137;iem dom&#x101;t&#x101;jiem un laik­metiem filozofijas v&#x113;stur&#x113;. T&#x101;p&#x113;c liel&#x101;ka uzman&#x12B;ba darb&#x101; ir velt&#x12B;ta tiem laikmetiem un virzieniem, kuri latvie&#x161;u valod&#x101; nav atspogu&#x13C;oti pietiekami pla&#x161;i.</p><p>Darbs iecer&#x113;ts desmit burtn&#x12B;c&#x101;s. Pirmaj&#x101; burtn&#x12B;c&#x101; tiek apl&#x16B;kotas filozofijas attiec&#x12B;bas ar m&#x12B;tu, reli&#x123;iju, zin&#x101;tni un ikdienas apzi&#x146;u, filozofijas v&#x113;stures priek&#x161;mets, k&#x101; ar&#x12B; ant&#x12B;k&#x101;s un viduslaiku filozofijas galvenie virzieni. N&#x101;kamaj&#x101;s burtn&#x12B;c&#x101;s paredz&#x113;ts materi&#x101;lu iedal&#x12B;t &#x161;&#x101;d&#x101;s t&#x113;m&#x101;s.</p><p>•     14.-18. gs. Rietumeiropas filozofija.</p><p>•    V&#x101;cu klasisk&#x101; filozofija. Klasisk&#x101; racion&#x101;lisma kr&#x12B;ze un m&#x16B;sdienu Rietumu filozofijas veido­&#x161;an&#x101;s.</p><p>•     &#x136;&#x12B;nas tradicion&#x101;l&#x101; filozofija.</p><p>•     Indijas filozofisk&#x101; trad&#x12B;cija.</p><p>•     Cilv&#x113;ks, kult&#x16B;ra, zin&#x101;tne 20. gs. Rietumeiropas filozofij&#x101; (neokantisms, "dz&#x12B;ves filozofija", feno­menolo&#x123;ija, eksistenci&#x101;lisms, hermeneitika, filozofisk&#x101; antropolo&#x123;ija, kritisk&#x101; teorija, m&#x16B;s­dienu krist&#x12B;g&#x101; filozofija).</p><p>•     Psihoanal&#x12B;ze, struktur&#x101;lisms, postmodernisms.</p><p>•     Filozofija Latvij&#x101; 19. un 20. gs.</p><p>•     20. gs. ang&#x13C;u un amerik&#x101;&#x146;u filozofija (pragma­tisms, anal&#x12B;tisk&#x101; filozofija).</p><p>•     Krievu filozofija 19. gs. beig&#x101;s un 20. gs. s&#x101;­kum&#x101;.</p><p>Darba aizs&#x101;kumi mekl&#x113;jami filozofijas v&#x113;stures teor&#x113;tisko un metodisko probl&#x113;mu apsprie&#x161;an&#x101; Lat­vijas Universit&#x101;tes V&#x113;stures un filozofijas fakult&#x101;tes Filozofijas v&#x113;stures katedras teor&#x113;tiskaj&#x101; semin&#x101;r&#x101;. Ar&#x12B; liel&#x101;ko da&#x13C;u teksta sarakst&#x12B;ju&#x161;i &#x161;&#x12B;s katedras</p><p id="AutBody_0bookmark2">7 mmm</p><p>m&#x101;c&#x12B;bsp&#x113;ki un doktorandi (doc. emerit. P&#x113;teris Lai- z&#x101;ns, doc. Ludmila Aps&#x12B;te, doc. Rihards K&#x16B;lis, doc. Juris Rozenvalds, doc. Tatjana Semane, doc. Oksana Viln&#x12B;te, lekt. Edmunds Apsolons, lekt. J&#x101;nis Taurens, Filozofijas v&#x113;stures katedras doktorands Guntars O&#x13C;&#x161;evskis). Liela noz&#x12B;me gr&#x101;matas tap&#x161;an&#x101; bija ar&#x12B; Praktisk&#x101;s filozofijas katedras kol&#x113;&#x123;u veikumam (doc. Hel&#x113;na Celma, doc. Vladimirs Kinc&#x101;ns, doc. Skaidr&#x12B;te Lasmane, doc. M&#x101;ra Rubene, lekt. Roberts &#x136;&#x12B;lis, lekt. Irina Markina), Eiropas un Amerikas jauno un jaun&#x101;ko laiku v&#x113;stures katedras prof. Je- &#x13C;enai Staburovai, LU Teolo&#x123;ijas fakult&#x101;tes prof. Vis­valdim Kl&#x12B;vem, k&#x101; ar&#x12B; kol&#x113;&#x123;iem no Filozofijas un sociolo&#x123;ijas instit&#x16B;ta (instit&#x16B;ta direktorei, LZA aka­d&#x113;mi&#x137;ei Dr. phil. habil. Maijai K&#x16B;lei, Dr. phil. Sol­veigai Kr&#x16B;mi&#x146;ai, Dr. phil. Igoram Suvajevam un Dr. phil. Svetlanai Kova&#x13C;&#x10D;ukai). M&#x101;c&#x12B;bu l&#x12B;dzek&#x13C;a pamatmateri&#x101;li, to atlase un izk&#x101;rtojums ir aprob&#x113;ti, pasniedzot kursus LU V&#x113;stures un filozofijas fakul­t&#x101;tes filozofijas bakalaura un ma&#x123;istra programm&#x101;, lasot filozofijas v&#x113;stures kursus citu Latvijas Univer­sit&#x101;tes fakult&#x101;&#x161;u studentiem, k&#x101; ar&#x12B; noturot priek&#x161;­las&#x12B;jumus filozofijas v&#x113;stur&#x113; Filozofijas un sociolo­&#x123;ijas instit&#x16B;t&#x101; un cit&#x101;s auditorij&#x101;s. Liela da&#x13C;a materi&#x101;lu ir iek&#x13C;auta ar&#x12B; m&#x101;c&#x12B;bu l&#x12B;dzek&#x13C;a autoru zin&#x101;tniskaj&#x101;s publik&#x101;cij&#x101;s.</p><p>Autori pateicas par noz&#x12B;m&#x12B;gu pal&#x12B;dz&#x12B;bu gr&#x101;matas tap&#x161;an&#x101; LU prof. Uldim S&#x16B;n&#x101;m, doc. Ilgvaram Mi- s&#x101;nam, doc. Veltai P&#x101;vul&#x101;nei, katedru laborant&#x113;m Ilvai &#x136;&#x12B;lei un Ivetai Zvaigznei, k&#x101; ar&#x12B; LU filozofijas ma&#x123;istra programmas studentam Valdim Svirskim.</p><p id="AutBody_0bookmark3">1. burtn&#x12B;cas autori:</p><p>Priek&#x161;v&#x101;rds — Juris Rozenvalds</p><p>Filozofija un filozofijas v&#x113;sture - Edmunds Apso­lons, P&#x113;teris Laiz&#x101;ns, Juris Rozenvalds</p><p>Tatjana Semane</p><p>Mil&#x113;tas skola. H&#x113;rakleits. Pitagorie&#x161;u skola. Ele&#x101;ti. Empedokls. Anaksagors. Leikips un D&#x113;mokrits. Pla­tons. Aristotelis. Hell&#x113;nisma laikmeta un Romas filo­zofija.</p><p>Ludmila Aps&#x12B;te</p><p>Sofisti un Sokr&#x101;ts. Kiniki. Kir&#x113;nie&#x161;i. Megarie&#x161;i.</p><p>II da&#x13C;a - Viduslaiku filozofija. Oksana Viln&#x12B;te</p><p>V&#x113;l&#x101; ant&#x12B;k&#x101; filozofija un viduslaiku filozofija. P&#x113;teris Laiz&#x101;ns</p><p>Karolingu renesanse un Johans Skots Erigena. Sholastika un mistika.</p><p>Hronolo&#x123;isk&#x101;s tabulas sast&#x101;d&#x12B;jis Juris Rozenvalds.</p></section><section><title><p id="AutBody_0bookmark4">FILOZOFIJA UN FILOZOFIJAS V&#x112;STURE</p></title><p>Filozofijas studiju neat&#x146;emama sast&#x101;vda&#x13C;a ir at­bilde uz jaut&#x101;jumu: "Kas ir filozofija?" Filozofijas past&#x101;v&#x113;&#x161;anas gait&#x101; m&#x113;s sastopamies ar visda&#x17E;&#x101;­d&#x101;kaj&#x101;m pa&#x161;as filozofijas interpret&#x101;cij&#x101;m, da&#x17E;&#x101;d&#x101;m atbild&#x113;m uz jaut&#x101;jumu, kas ir filozofija un k&#x101; t&#x101; main&#x101;s da&#x17E;&#x101;dos filozofijas v&#x113;sturiskajos laikmetu grie&#x17E;os. V&#x101;rds "filozofija" ir grie&#x137;u cilmes (gr. phi- losophia; sophia - gudr&#x12B;ba, zin&#x101;&#x161;ana; philein - m&#x12B;­l&#x113;t). Tom&#x113;r pa&#x161;u filozofiju neb&#x16B;tu pareizi uzskat&#x12B;t vien&#x12B;gi un tikai par sengrie&#x137;u un l&#x12B;dz ar to - eiropeisk&#x101;s kult&#x16B;ras fenomenu. Ar&#x12B; Sen&#x101; Indija un Sen&#x101; &#x136;&#x12B;na var pretend&#x113;t uz filozofijas dzim&#x161;anas vie­tas statusu. Vai &#x161;o cilv&#x113;ces kult&#x16B;ras fenomenu sauc par dar&#x161;anu - senindie&#x161;u tap&#x161;anu-redz&#x113;&#x161;anu (sp&#x113;ju redz&#x113;t, p&#x101;rdz&#x12B;vot, saredz&#x113;t paties&#x12B;bas gaismu) vai ar&#x12B; sengrie&#x137;u filozofiju - gudr&#x12B;bas m&#x12B;lest&#x12B;bu, - t&#x101; rodas k&#x101; &#x12B;pa&#x161;s pasaules redz&#x113;jums, kult&#x16B;ras un pasaules uzskata dimensija, kas nodarbojas ar attiec&#x12B;b&#x101;m starp pasauli un cilv&#x113;ku pasaul&#x113;, ar pasaules atzi&#x146;as principu apj&#x113;g&#x161;anu. No vienas puses, filozofija izaug no cilv&#x113;ka dabisk&#x101;s tieksmes izprast pasauli un savu vietu taj&#x101;, tikt skaidr&#x12B;b&#x101; par m&#x16B;&#x17E;&#x12B;gajiem cilv&#x113;ka ek­sistences jaut&#x101;jumiem. Vai pasaule ir haotisku pro­cesu savirkn&#x113;jums vai ar&#x12B; taj&#x101; past&#x101;v k&#x101;da k&#x101;rt&#x12B;ba, likumsakar&#x12B;ba un vai to ir iesp&#x113;jams paredz&#x113;t? Kas ir cilv&#x113;ks, un k&#x101;da ir vi&#x146;a loma pasaul&#x113;? Kas ir dz&#x12B;­ves j&#x113;ga? Pavisam visp&#x101;r&#x12B;gi filozofiju var&#x113;tu raks­turot k&#x101; &#x12B;pa&#x161;u pasaules izzin&#x101;&#x161;anas (resp. skaid­ro&#x161;anas, aprakst&#x12B;&#x161;anas un sapra&#x161;anas) formu. Tom&#x113;r &#x161;&#x101;ds formul&#x113;jums v&#x113;l neatkl&#x101;j filozofijas specifiku.</p><p>T&#x101;p&#x113;c ir vajadz&#x12B;gs izdal&#x12B;t</p><p>1)   specifiski filozofisko probl&#x113;mu loku, kuru atrisin&#x101;jumam nepiecie&#x161;ama tie&#x161;i filozofija;</p><p>2)  specifiski filozofisko priek&#x161;metu sf&#x113;ru, resp., tos priek&#x161;metus, kuru iztirz&#x101;jumam ir piem&#x113;rota tikai filozofija;</p><p>3)  &#x161;&#x12B; iztirz&#x101;juma specifiski filozofisko veidu, resp., filozof&#x113;&#x161;anu k&#x101; &#x12B;pa&#x161;u gar&#x12B;g&#x101;s aktivit&#x101;tes formu.</p></section><section><title><p>FILOZOFISK&#x100;S PROBL&#x112;MAS</p></title><p>Past&#x101;v uzskats, ka filozofijas pamat&#x101; ir k&#x101;das "m&#x16B;&#x17E;&#x12B;gas probl&#x113;mas", sava veida "pasaules m&#x12B;klas", kuras ir nemain&#x12B;gas vis&#x101; filozofijas past&#x101;v&#x113;&#x161;anas laik&#x101;. &#x160;o probl&#x113;mu izcelsme saist&#x12B;ta ar cilv&#x113;ka k&#x101; apzin&#x12B;gas b&#x16B;tnes m&#x16B;&#x17E;&#x12B;giem centieniem izprast sevi un savu vietu pasaul&#x113;, apzin&#x101;ties v&#x113;stures gaitu un t&#x101;d&#x113;j&#x101;di veidot pasaules uzskatu, kaut ar&#x12B; tam nav un nevar b&#x16B;t piln&#x12B;gi dro&#x161;a pamatojuma. Izcilais v&#x101;cu dom&#x101;t&#x101;js Imanu&#x113;ls Kants (1724-1804) it k&#x101; gal&#x113;ji dramatiz&#x113; pasauluzskata probl&#x113;mu, - t&#x101; iez&#x12B;m&#x113;jas k&#x101; "gal&#x113;jais m&#x113;r&#x137;is", ko teor&#x113;tisk&#x101; pr&#x101;ta ietvaros vien nav iesp&#x113;jams atrisin&#x101;t. Ta&#x10D;u pr&#x101;tam &#x161;ie risin&#x101;jumi ir vajadz&#x12B;gi un nepiecie&#x161;ami, un pr&#x101;ts bez tiem nevar iztikt. Te izpau&#x17E;as gara varon&#x12B;ba, atbr&#x12B;vo&#x161;an&#x101;s, iz­v&#x113;le un pa&#x161;apliecin&#x101;jums. Atbildes uz iepriek&#x161;mi­n&#x113;tajiem cilv&#x113;ka eksistences jaut&#x101;jumiem cen&#x161;as dot ikdienas apzi&#x146;a, t&#x101;das gar&#x12B;g&#x101;s dz&#x12B;ves sf&#x113;ras k&#x101; m&#x12B;ts, reli&#x123;ija, m&#x101;ksla, filozofija un zin&#x101;tne. Attiec&#x12B;gi var at&#x161;&#x137;irt ikdienas, mitolo&#x123;isko, reli&#x123;isko, m&#x101;kslinie­cisko un filozofisko pasaules uzskatu.</p><p>Sam&#x113;r&#x101; pla&#x161;i ir izplat&#x12B;ts zin&#x101;tniskais pasaules uzskats. 19. gs. beig&#x101;s un 20. gs. s&#x101;kum&#x101; bie&#x17E;i tika pausts, ka n&#x101;kotnes reli&#x123;ija ir zin&#x101;tne (L. Bihners, V. Ostvalds) vai ar&#x12B; filozofija, kas ir ieguvusi speci&#x101;lo zin&#x101;t&#x146;u statusu (F. Engelss, V. &#x13B;e&#x146;ins), - &#x161;is viedoklis balst&#x101;s uz il&#x16B;ziju, ka speci&#x101;l&#x101;s zin&#x101;tnes pa&#x161;as par sevi var sniegt pasaules uzskatu. Speci&#x101;l&#x101;s zin&#x101;tnes p&#x113;ta k&#x101;du no esam&#x12B;bas aspektiem. T&#x101;p&#x113;c pa&#x161;as par sevi t&#x101;s nesniedz pasaules uzskatu. To iek&#x13C;au&#x161;ana pasaules uzskata sist&#x113;m&#x101; notiek ar filozofijas zin&#x101;t­nes atzi&#x146;u, zin&#x101;tnes teoriju filozofisk&#x101;s interpre­t&#x101;cijas pastarpin&#x101;jumu. Zin&#x101;tne, kas aicin&#x101;ta kalpot cilv&#x113;kam, m&#x16B;sdien&#x101;s bie&#x17E;i vien pav&#x113;r&#x161;as pret cilv&#x113;ku (piem&#x113;ram, sakar&#x101; ar ekolo&#x123;iskaj&#x101;m un cit&#x101;m glo­b&#x101;laj&#x101;m mffsdienu probl&#x113;m&#x101;m, k&#x101; ar&#x12B; medic&#x12B;nas att&#x12B;st&#x12B;bas rezult&#x101;t&#x101;). Raksturojot filozofijas proble­m&#x101;tiku, jau piemin&#x113;tais I. Kants izdala tr&#x12B;s filozo­fijas b&#x16B;tisk&#x101;s pamatprobl&#x113;mas.</p><p>Ko es varu zin&#x101;t?</p><p>Kas man j&#x101;dara?</p><p>Uz ko es varu cer&#x113;t?</p><p>Balstoties uz &#x161;&#x12B;m I. Kanta idej&#x101;m, K. Jasperss filozofiju raksturo k&#x101;</p><p>1)  orient&#x101;ciju pasaul&#x113;;</p><p>2)  eksistences izgaismo&#x161;anu;</p><p>3)  metafiziku.</p><p id="AutBody_0bookmark5">Filozofija nodarbojas ar pasaules uzskata, atzi&#x146;as pamato&#x161;anas un kritikas, speci&#x101;lo zin&#x101;t&#x146;u metodolo&#x123;ijas un lo&#x123;ikas probl&#x113;m&#x101;m.</p><p>T&#x101;p&#x113;c pasaules uzskatam ir &#x12B;pa&#x161;a noz&#x12B;me ne-tikai reli&#x123;ij&#x101; un mitolo&#x123;ij&#x101;, m&#x101;ksl&#x101;, bet ar&#x12B; filozofij&#x101;. Filo­zofija sniedz pasaules uzskata teor&#x113;tisko pama^ tojumu. &#x160;&#x12B; iemesla p&#x113;c ir nepiecie&#x161;ama zin&#x101;tnes tik&#x161;an&#x101;s ar mor&#x101;li, pacel&#x161;an&#x101;s p&#x101;ri ikdien&#x12B;bai. T&#x101; b&#x16B;t&#x12B;b&#x101; ir filozofijas misija. T&#x101;p&#x113;c filozofija ir ne tikai pasaules uzskata, bet ar&#x12B; kult&#x16B;ras b&#x16B;tiska dimensija. Kult&#x16B;ra vienm&#x113;r ir kult&#x16B;ras v&#x113;rt&#x12B;bas, t&#x101;tad t&#x101; vien­m&#x113;r raksturo ne tikai cilv&#x113;ku darb&#x12B;bu, bet galveno­k&#x101;rt attieksmi pret darb&#x12B;bu, darb&#x12B;bas humaniz&#x101;ciju. Ac&#x12B;mredzot par kult&#x16B;ru m&#x113;s varam run&#x101;t tad, kad veidojas pasaules uzskats, cilv&#x113;ku mitolo&#x123;iskie priek&#x161;stati k&#x101; sevis, pasaules un laika, savas v&#x113;s­tures apj&#x113;g&#x161;ana (sengrie&#x137;u mitolo&#x123;ij&#x101; Olimpa dievu gar&#x101; virkne, Zeva c&#x12B;&#x146;a pret Kronu, laiks, hronolo&#x123;ijas utt. probl&#x113;ma). Pasaules uzskats integr&#x113; kult&#x16B;ras v&#x113;rt&#x12B;bas, to orient&#x101;ciju. L&#x12B;dz ar to filozofija ir ne tikai kult&#x16B;ras par&#x101;d&#x12B;ba, bet ar&#x12B; t&#x101;s apj&#x113;g&#x161;ana, kult&#x16B;ras v&#x113;rt&#x12B;bu integr&#x101;cija. Filozofijas v&#x113;stures izpratn&#x113; b&#x16B;tiska probl&#x113;ma ir filozofijas att&#x12B;st&#x12B;ba noteikt&#x101; kult&#x16B;ras situ&#x101;cij&#x101;.</p><p>Par filozofijas "m&#x16B;&#x17E;&#x12B;gaj&#x101;m" probl&#x113;m&#x101;m uzskata</p><p>1)  t. s. metafizisk&#x101;s probl&#x113;mas, kuras izsaka jau­t&#x101;jumi par pasaules pamatb&#x16B;t&#x12B;bu, pamat&#x12B;pa&#x161;&#x12B;b&#x101;m, pamatprincipiem, pamatlikumiem, resp., jaut&#x101;jumi par p&#x101;rjutekliskiem pasaules pamatiem, par to, kas atrodas "aiz" fizik&#x101;l&#x101;s pasaules (meta-fizika - tas, kas aiz fizikas);</p><p>2)   reli&#x123;iski filozofisk&#x101;s probl&#x113;mas, kuras izsaka jaut&#x101;jumi par pasaules dievi&#x161;&#x137;o principu, k&#x101; ar&#x12B; par cilv&#x113;ka eksistences j&#x113;gu un m&#x113;r&#x137;i;</p><p>3)  &#x113;tisk&#x101;s probl&#x113;mas, kuras izsaka jaut&#x101;jumi par visp&#x101;rnoz&#x12B;m&#x12B;gu, visiem indiv&#x12B;diem saisto&#x161;u mor&#x101;les normu iesp&#x113;jam&#x12B;bu, resp., t&#x101;du normu, kuru pild&#x12B;­&#x161;ana b&#x16B;tu katra cilv&#x113;ka br&#x12B;vpr&#x101;t&#x12B;gs pien&#x101;kums;</p><p>4)  lo&#x123;iski teor&#x113;tisk&#x101;s probl&#x113;mas, kuras izsaka jau­t&#x101;jumi par cilv&#x113;ku atzi&#x146;as dro&#x161;&#x12B;bu, patiesumu un &#x161;&#x12B;s atzi&#x146;as robe&#x17E;&#x101;m.</p></section><section><title><p id="AutBody_0bookmark6">FILOZOFIJAS PRIEK&#x160;METISK&#x100; SF&#x112;RA</p></title><p>Filozofijas v&#x113;sture mums p&#x101;rliecino&#x161;i par&#x101;da, ka filozofijas intere&#x161;u sf&#x113;ra nav ierobe&#x17E;ojama: filozofija vienu bridi ir vair&#x101;k interes&#x113;jusies par kaut ko vienu, citu br&#x12B;di - par kaut ko citu, bet, kopum&#x101; &#x146;emot, t&#x101; ir interes&#x113;jusies par visu. Ir praktiski neiesp&#x113;jami iero­be&#x17E;ot filozofijas neierobe&#x17E;ot&#x101;s intereses, izdal&#x12B;t kaut k&#x101;du tikai filozofijai rakstur&#x12B;gu priek&#x161;metisku sf&#x113;ru.</p><p>Daudz b&#x16B;tisk&#x101;ks ir jaut&#x101;jums - vai filozofija ir kompetenta run&#x101;t par visu. Filozofijas pretenzijas uz absol&#x16B;tu kompetenci ir atspogu&#x13C;oju&#x161;&#x101;s neskait&#x101;­majos filozofijas virzienu un filozofijas nozaru no­saukumos: esam&#x12B;bas filozofija jeb ontolo&#x123;ija, atzi&#x146;as teorija jeb gnozeolo&#x123;ija (ar&#x12B; epistemolo&#x123;ija un zin&#x101;t­nes teorija), mor&#x101;les filozofija jeb &#x113;tika, m&#x101;kslas filo­zofija, reli&#x123;ijas filozofija, politikas filozofija, dz&#x12B;ves filozofija un n&#x101;ves filozofija, naudas filozofija un nabadz&#x12B;bas filozofija utt. Lai kaut k&#x101; sak&#x101;rtotu &#x161;o bezgal&#x12B;go intere&#x161;u sf&#x113;ru, filozofij&#x101;, l&#x12B;dz&#x12B;gi k&#x101; tas ir jebkur&#x101; zin&#x101;tn&#x113;, m&#x113;dz izdal&#x12B;t da&#x17E;as notur&#x12B;gas tra­d&#x12B;cijas, t. s. paradigmas, katra no t&#x101;m raksturojama ar vienu galveno pamatinteresi. Parasti tiek run&#x101;ts par trim lielaj&#x101;m filozofiskaj&#x101;m paradigm&#x101;m:</p><p id="AutBody_0bookmark7">1)   ontolo&#x123;isko paradigmu, kur&#x101; pamatinte- rese ir par esam&#x12B;bu;</p><p id="AutBody_0bookmark8">2)  ment&#x101;lo paradigmu, kur&#x101; pamatinterese ir par atzi&#x146;u;</p><p id="AutBody_0bookmark9">3)   lingvistisko paradigmu, kur&#x101; pamatinte­rese ir par valodu.</p></section><section><title><p id="AutBody_0bookmark10">FILOZOFIJA K&#x100; FILOZOF&#x112;&#x160;ANA</p></title><p>I. Kants uzskat&#x12B;ja, ka at&#x161;&#x137;ir&#x12B;b&#x101;, piem&#x113;ram, no ma­tem&#x101;tikas filozofiju iem&#x101;c&#x12B;ties nevar. Var iem&#x101;c&#x12B;ties tikai filozof&#x113;&#x161;anu. Viens no izcil&#x101;kajiem 20. gs. sp&#x101;&#x146;u filozofiem M. Unamuno ir rakst&#x12B;jis, ka vi&#x146;u neinte-' res&#x113; Kanta filozofija, bet gan Kanta filozof&#x113;&#x161;ana. K. Raudive akcent&#x113; I. Kanta atzi&#x146;u. Kants m&#x113;dza teikt saviem skolniekiem: es jums neiem&#x101;c&#x12B;&#x161;u noteiktu filozofiju, bet gan dom&#x101;&#x161;anu, tas ir lab&#x101;kais padoms, k&#x101;du var filozofs ieteikt tam, kas vi&#x146;u klaus&#x101;s vai lasa. K&#x101;das tad ir filozofisk&#x101;s dom&#x101;&#x161;anas specifis­k&#x101;s ie&#x17E;&#x12B;mes? T&#x101; k&#x101; nav iesp&#x113;jams nodal&#x12B;t filozofiju no cit&#x101;m gar&#x12B;g&#x101;s darb&#x12B;bas jom&#x101;m p&#x113;c t&#x101;s intere&#x161;u</p><p>priek&#x161;metiem, v&#x113;l var m&#x113;&#x123;in&#x101;t nodal&#x12B;t filozofiju p&#x113;c veida, k&#x101;d&#x101; &#x161;&#x12B;s intereses tiek apmierin&#x101;tas. Tom&#x113;r ar&#x12B; &#x161;eit rodas tikpat fundament&#x101;las probl&#x113;mas, jo da­&#x17E;&#x101;die filozofijas virzieni at&#x161;&#x137;iras cits no cita ne tikai ar da&#x17E;&#x101;d&#x101;m interes&#x113;m (at&#x161;&#x137;ir&#x12B;gu priek&#x161;metisku sf&#x113;ru), bet ar&#x12B; p&#x113;c filozof&#x113;&#x161;anas metod&#x113;m. Turkl&#x101;t problem&#x101;tiski ir run&#x101;t par specifiski filozofisku pa­saules izzin&#x101;&#x161;anas (resp. skaidrojuma, apraksta un sapra&#x161;anas) veidu. To var ap&#x161;aub&#x12B;t, jo visas &#x161;&#x12B;s dar­b&#x12B;bas ir ne tikai filozofijas, bet ar&#x12B; m&#x12B;ta, reli&#x123;ijas, zin&#x101;tnes un ikdienas apzi&#x146;as prim&#x101;r&#x101;s funkcijas. &#x160;o atzi&#x146;as veidu pamat&#x101; atrodas t&#x101; vai cita izzino&#x161;&#x101;s darb&#x12B;bas un zin&#x101;&#x161;anu racionalit&#x101;tes koncepcija, kura var b&#x16B;t kop&#x12B;ga pat no pirm&#x101; acu uzmetiena piln&#x12B;gi at&#x161;&#x137;ir&#x12B;giem fenomeniem, lai gan tie&#x161;i racionalit&#x101;te bie&#x17E;i vien ir t&#x101;, uz kuras pamata tiek vilkta robe&#x17E;­l&#x12B;nija starp filozofiju un ne-filozofiju, zin&#x101;tni un ne­zin&#x101;tai. Tom&#x113;r tie&#x161;i saist&#x12B;b&#x101; ar racionalit&#x101;tes fe­nomenu paveras viena no iesp&#x113;j&#x101;m ieg&#x16B;t atbildi uz iepriek&#x161; izvirz&#x12B;to jaut&#x101;jumu par filozofijas specifiku. Filozofija rad&#x101;s un past&#x101;v ne jau k&#x101; kaut k&#x101;das jau­nas racionalit&#x101;tes koncepcijas iemiesojums. T&#x101; rad&#x101;s tad, kad uzman&#x12B;bas centr&#x101; non&#x101;ca ne tikai ap cilv&#x113;ku eso&#x161;&#x101; pasaule, bet ar&#x12B; tas, k&#x101; &#x161;&#x12B; pasaule tiek saprasta un skaidrota, resp., sak&#x101;rtota, racionaliz&#x113;ta. Filozo­fija rad&#x101;s k&#x101; pasauli izzino&#x161;&#x101;s darb&#x12B;bas pav&#x113;r&#x161;an&#x101;s pa&#x161;ai pret sevi, k&#x101; refleks&#x12B;v&#x101; dom&#x101;&#x161;ana (refleksija k&#x101; dom&#x101;&#x161;ana par dom&#x101;&#x161;anu, p&#x101;rdomas par p&#x101;rdom&#x101;m). Tie&#x161;i filozofija cen&#x161;as saprast to, k&#x101; m&#x113;s sak&#x101;rtojam, sistematiz&#x113;jam, racionaliz&#x113;jam pasauli. Filozofisk&#x101;s p&#x101;rdomas bija p&#x101;rdomas par t&#x101;m racionalit&#x101;tes koncepcij&#x101;m, kuras izteica t&#x101; laika uzskatu sist&#x113;mas; un &#x161;&#x12B;s p&#x101;rdomas bija refleks&#x12B;vas, jo pa&#x161;as balst&#x12B;j&#x101;s uz noteiktu izpratni par racionalit&#x101;ti. Var&#x113;tu teikt, ka filozofija rad&#x101;s no t&#x101;, ka tika konfront&#x113;ti da&#x17E;&#x101;di pasaules sak&#x101;rtot&#x12B;bas mode&#x13C;i resp. da&#x17E;&#x101;das raciona­lit&#x101;tes koncepcijas.</p></section><section><title><p id="AutBody_0bookmark11">FILOZOFIJAS V&#x112;STURES PRIEK&#x160;METS</p></title><p>Filozofijas v&#x113;sture p&#x113;ta filozofijas tap&#x161;anu, veido­&#x161;anos, t&#x101;s funkcion&#x113;&#x161;anu da&#x17E;&#x101;dos laikmetos, mijie­darb&#x12B;bu ar laikmetu, kult&#x16B;ru, gar&#x12B;g&#x101;s dz&#x12B;ves sf&#x113;r&#x101;m (reli&#x123;iju, mitolo&#x123;iju, mor&#x101;li, m&#x101;kslu, zin&#x101;tni), nodar­bojas ar filozofijas v&#x113;sturisko rekonstrukciju. Filo­zofijas v&#x113;sturei k&#x101; &#x12B;pa&#x161;ai zin&#x101;&#x161;anu nozarei ir nepie­cie&#x161;ama zin&#x101;tnisk&#x101; metode. T&#x101; padara filozofijas v&#x113;sturi par zin&#x101;tni. Ta&#x10D;u v&#x113;l vair&#x101;k filozofijas v&#x113;s­turisk&#x101; procesa izpratnei ir nepiecie&#x161;ams kult&#x16B;ras un izgl&#x12B;t&#x12B;bas konteksts. Filozofija ir noteikta laik­meta dz&#x12B;ves iltelektu&#x101;l&#x101; izj&#x16B;ta, individu&#x101;lais pa­saules substancion&#x101;lais skat&#x12B;jums. Filozofija eksist&#x113; neatkar&#x12B;gi no v&#x113;rt&#x113;jumiem da&#x17E;&#x101;dos laikmetos. Filo­zofijas un t&#x101;s m&#x101;c&#x12B;bu tap&#x161;anai rakstur&#x12B;ga &#x161;o m&#x101;c&#x12B;bu individu&#x101;l&#x101; neatk&#x101;rtojam&#x12B;ba, ori&#x123;inalit&#x101;te, pa&#x161;ap­liecin&#x101;&#x161;an&#x101;s, rad&#x12B;&#x161;anas aktivit&#x101;te. T&#x101; ir Gara sp&#x113;le, sp&#x113;ja pacelties p&#x101;ri ikdien&#x12B;bai. H&#x113;gelis ir izteicis atzi&#x146;u, ka v&#x113;stures gara b&#x16B;t&#x12B;ba izpau&#x17E;as nevis biju&#x161;&#x101; rekonstrukcij&#x101;, bet domas pastarpin&#x101;jum&#x101; ar m&#x16B;s­dien&#x101;m. Teksta (ori&#x123;in&#x101;la) autora iecere parasti nav adekv&#x101;ta ar t&#x101; objekt&#x12B;vo saturu. Filozofisks darbs vai ideja bie&#x17E;i vien neatkar&#x12B;gi no t&#x101; veidot&#x101;ja un pa- matot&#x101;ja ieceres s&#x101;k savu patst&#x101;v&#x12B;gu dz&#x12B;vi, ko at­&#x161;&#x137;ir&#x12B;gi interpret&#x113; da&#x17E;&#x101;dos laikos un da&#x17E;&#x101;di cilv&#x113;ki atkar&#x12B;b&#x101; no laikmeta gar&#x12B;g&#x101;s dz&#x12B;ves, kult&#x16B;ras, so­ci&#x101;l&#x101;s un individu&#x101;l&#x101;s pieredzes horizonta, aizsprie­dumiem, kuriem jaunu atzi&#x146;u, probl&#x113;mu tap&#x161;an&#x101; ir ne tikai negat&#x12B;va, bet ar&#x12B; pozit&#x12B;va noz&#x12B;me.</p><p>Filozofijas v&#x113;sture ir ne tikai filozofijas v&#x113;sturis­k&#x101;s funkcion&#x113;&#x161;anas metodolo&#x123;ija, bet ar&#x12B; noteikta laikmeta un noteikta p&#x113;tnieka filozofisk&#x101; pa&#x161;apzi&#x146;a. Filozofijas v&#x113;stures ide&#x101;ls nav apst&#x101;kl&#x12B;, ka filozofija visp&#x101;r att&#x12B;st&#x101;s, bet gan centienos rekonstru&#x113;t no­teiktas filozofiskas m&#x101;c&#x12B;bas, skolas tap&#x161;anu. Filozo­fijas v&#x113;sturei filozofijas v&#x113;sturisk&#x101;s funkcion&#x113;&#x161;anas</p><p>izp&#x113;t&#x113; ir ne tikai reprodukt&#x12B;va, bet ar&#x12B; produkt&#x12B;va attieksme. T&#x101; vienm&#x113;r prasa &#x146;emt v&#x113;r&#x101; v&#x113;sturisko distanci starp interpretatoru un tekstu, visu to apst&#x101;k&#x13C;u iev&#x113;ro&#x161;anu un respekt&#x113;&#x161;anu, kas tie&#x161;i vai netie&#x161;i saista tekstu ar interpretatoru, pag&#x101;tnes un m&#x16B;sdienu gar&#x12B;g&#x101;s situ&#x101;cijas mijiedarb&#x12B;bu. Filozo­fiski v&#x113;sturisk&#x101; p&#x113;t&#x12B;jum&#x101;, t&#x101;pat k&#x101; jebkur&#x101; v&#x113;stures zin&#x101;tnes darb&#x101;, autors balst&#x101;s uz jaunu probl&#x113;mu izvirz&#x12B;&#x161;anu, faktu pamatojumu un anal&#x12B;zi, noteikt&#x101;m teorij&#x101;m un to metodolo&#x123;iskaj&#x101;m interpret&#x101;cij&#x101;m. Vi&#x146;&#x161; ir filozofijas v&#x113;sturisk&#x101;s funkcion&#x113;&#x161;anas inter- pret&#x113;t&#x101;js. Vi&#x146;am piem&#x12B;t specifiska v&#x113;sturiska ap­zi&#x146;a. Filozofijas v&#x113;sturnieka dialogu ar tekstu, zin&#x101;t­nisko un filozofisko trad&#x12B;ciju, laikmeta probl&#x113;m&#x101;m pavada dialogs ar sevi, un &#x161;ajos dialogos &#x12B;pa&#x161;a no­z&#x12B;me ir interpretatora filozofiskajai intu&#x12B;cijai. Filo­zofijas v&#x113;sturnieks it k&#x101; no jauna izzina to, ko veidoja lielie dom&#x101;t&#x101;ji. Aristote&#x13C;a sniegt&#x101; Platona kritika galvenok&#x101;rt raksturoja Aristote&#x13C;a, nevis Pla­tona uzskatus. Tom&#x113;r jaunu probl&#x113;mu izvirz&#x12B;&#x161;ana, filozofisko diskusiju main&#x12B;gums neizsl&#x113;dz probl&#x113;mu satura nemain&#x12B;gumu, jo v&#x113;sturiskais ir noteiktas sub­jektivit&#x101;tes objektiviz&#x101;cija (Huserls). Ta&#x10D;u ar&#x12B; filozo­fijas v&#x113;sture k&#x101; zin&#x101;tne att&#x12B;st&#x101;s, izvirzot arvien jaunas un jaunas probl&#x113;mas, un, run&#x101;jot G&#x101;damera v&#x101;rdiem par hermeneitiku (un tie j&#x101;&#x146;em v&#x113;r&#x101; ar&#x12B; filozofijas v&#x113;stures p&#x113;tniec&#x12B;b&#x101;), slikts ir tas hermeneiti&#x137;is, kur&#x161; izt&#x113;lojas, ka vi&#x146;&#x161; var vai ar&#x12B; vi&#x146;am vajag atkl&#x101;t sev ties&#x12B;bas teikt p&#x113;d&#x113;jo v&#x101;rdu, jo to, kas pak&#x13C;auts ref­leksijai, ierobe&#x17E;o un apz&#x12B;mogo cilv&#x113;ka gal&#x12B;guma fakts.</p><p>I. Kants raksturo filozofiju ne tikai k&#x101; atzi&#x146;as sis­t&#x113;mu, bet ar&#x12B; k&#x101; katras atzi&#x146;as attiec&#x12B;bu pret cilv&#x113;ka pr&#x101;ta b&#x16B;tiskajiem m&#x113;r&#x137;iem, bet pasaules j&#x113;dzienu - k&#x101; pirmt&#x113;lu - filozofa ide&#x101;l&#x101;. No &#x161;&#x12B; viedok&#x13C;a rau­goties, filozofs nav vis pr&#x101;ta virtuozs, bet cilv&#x113;ka pr&#x101;ta likumdev&#x113;js. Filozofijai k&#x101; pr&#x101;ta likumdo&#x161;anai ir divi priek&#x161;meti:</p><p>1)  daba, dabas likumi, esam&#x12B;ba;</p><p>2)  br&#x12B;v&#x12B;ba, tikumiskie likumi, j&#x101;b&#x16B;t&#x12B;ba.</p><p>T&#x101;tad gudr&#x12B;bas m&#x12B;lest&#x12B;ba ir paties&#x12B;bas un ar&#x12B; zin&#x101;tnes tik&#x161;an&#x101;s ar mor&#x101;li. Orient&#x101;cija pasaul&#x113; ir saist&#x12B;ta ar zin&#x101;tni, jo katra filozofija izjaut&#x101; eso&#x161;o. Kategorijas, j&#x113;dzieni liecina par dabas likumsa­kar&#x12B;b&#x101;m. Ta&#x10D;u zin&#x101;tne, sniedzot zin&#x101;&#x161;anas par lietu un soci&#x101;lo procesu praktisku p&#x101;rvald&#x12B;&#x161;anu, nevar atrisin&#x101;t jaut&#x101;jumu par cilv&#x113;ku eksistences dro&#x161;&#x12B;bu. T&#x101;p&#x113;c t&#x101; ir katras filozofijas s&#x101;kuma, bet ne beigu atzi&#x146;a. Ir nepiecie&#x161;ama eksistences izgaismo&#x161;ana, jo eksistence ir pa&#x161;a cilv&#x113;ka tap&#x161;ana, eksistenci&#x101;lo komunik&#x101;ciju apzin&#x101;&#x161;an&#x101;s, robe&#x17E;situ&#x101;ciju uztvere. Metafizika ir ce&#x13C;&#x161; uz absol&#x16B;to. Filozofija vienm&#x113;r ir mekl&#x113;jumu ce&#x13C;&#x161;,Vrado&#x161;as attieksmes pret pasauli sp&#x113;le. T&#x101;p&#x113;c M. Heidegers filozofiju raksturo k&#x101; ce&#x13C;a ie&#x161;anu. P&#x113;c vi&#x146;a uzskatiem, filozofija noz&#x12B;m&#x113; b&#x16B;t ce&#x13C;&#x101; esmes kaimi&#x146;os (in die Nachbarschaft des Seins). T&#x101; ir lauku ce&#x13C;&#x161;, gr&#x16B;ti ejams ce&#x13C;&#x161;. Filozofijas v&#x113;sture par&#x101;da, ko k&#x101;ds filozofs ir sapratis vai grib&#x113;jis teikt, jo nav noteikta ide&#x101;la, kur&#x101; m&#x113;s var&#x113;tu sevi iedz&#x12B;­vin&#x101;t. Filozofisk&#x101;s zin&#x101;&#x161;anas ir personisks akts, kuram var pal&#x12B;dz&#x113;t, bet ne vair&#x101;k (Mamarda&#x161;vili).</p><p>Filozofijas v&#x113;stures interpret&#x101;cij&#x101; pla&#x161;i ir izplat&#x12B;ts uzskats, kas filozofijas v&#x113;sturi raksturo k&#x101; filozofijas att&#x12B;st&#x12B;bas likumu atkl&#x101;&#x161;anu un aprakst&#x12B;&#x161;anu, k&#x101; progresa probl&#x113;mu filozofisk&#x101;s domas att&#x12B;st&#x12B;b&#x101;. &#x160;is viedoklis sevi&#x161;&#x137;i izplat&#x12B;j&#x101;s l&#x12B;dz ar H&#x113;ge&#x13C;a filozofij\i. H&#x113;gelis uzskat&#x12B;ja, ka vien&#x12B;gais &#x12B;stenais filozofs ir Dievs, t. i., visa filozofijas v&#x113;sture, jo katra filozofijas m&#x101;c&#x12B;ba vai skola ir nepiecie&#x161;ams moments filozofijas att&#x12B;st&#x12B;b&#x101;, kas atkl&#x101;j k&#x101;du no absol&#x16B;t&#x101;s paties&#x12B;bas momentiem. T&#x101;p&#x113;c filozofijas att&#x12B;st&#x12B;bai rakstur&#x12B;ga iek&#x161;&#x113;ja p&#x113;ctec&#x12B;ba. H&#x113;gelis raksta: "Tiklab filozofijas, k&#x101; ar&#x12B; reli&#x123;ijas priek&#x161;mets ir paties&#x12B;ba un turkl&#x101;t &#x161;&#x12B; v&#x101;rda visaugst&#x101;kaj&#x101; izpratn&#x113;, proti, ka Dievs un vie­n&#x12B;gi Vi&#x146;&#x161; ir paties&#x12B;ba."Absolutiz&#x113;t&#x101;, ekstr&#x113;mistisk&#x101; un l&#x12B;dz ar to vulgariz&#x113;t&#x101; variant&#x101; H&#x113;ge&#x13C;a viedoklis tika att&#x12B;st&#x12B;ts marksistiskaj&#x101; filozofijas v&#x113;stures interpret&#x101;cij&#x101; (Markss, Engelss, &#x13B;e&#x146;ins). Markss filozofiju apl&#x16B;koja k&#x101; ekonomisk&#x101;s b&#x101;zes (ra&#x17E;o&#x161;anas attiec&#x12B;bu kopuma) politiskajai un tiesiskajai virs­b&#x16B;vei atbilsto&#x161;o ideolo&#x123;ijas formu. Filozofijas at­t&#x12B;st&#x12B;ba tika apl&#x16B;kota k&#x101; likumsakar&#x12B;ba, kas izriet no ra&#x17E;o&#x161;anas attiec&#x12B;b&#x101;m, politisk&#x101;s virsb&#x16B;ves, &#x146;emot v&#x113;r&#x101; ar&#x12B; t. s. filozofijas relat&#x12B;vo patst&#x101;v&#x12B;bu (filozofisko ideju un trad&#x12B;cijas p&#x113;ctec&#x12B;bu). K&#x101; soci&#x101;l&#x101; un gar&#x12B;g&#x101; progresa krit&#x113;rijs tika &#x146;emta sabiedriski ekonomisk&#x101; form&#x101;cija t&#x101;s augst&#x101;k&#x101;s - komunistisk&#x101;s - form&#x101;­cijas perspekt&#x12B;v&#x101;. T&#x101;p&#x113;c marksisma klasi&#x137;u epigo&#x146;u darbos k&#x101; filozofisk&#x101; progresa augst&#x101;k&#x101; pak&#x101;pe tika pasludin&#x101;ta marksistisk&#x101; filozofija.</p><p>Speci&#x101;la progresa probl&#x113;mas anal&#x12B;ze s&#x101;k&#x101;s 18. gs. nogal&#x113;. T&#x101;s absolutiz&#x101;cijas kulmin&#x101;cijas laiks ir 19. gs. nogale un 20. gs. s&#x101;kums, kad k&#x101; oblig&#x101;ti modes raksturojumi ikvienas soci&#x101;l&#x101;s un kult&#x16B;ras par&#x101;d&#x12B;bas anal&#x12B;z&#x113; k&#x13C;uva j&#x113;dzieni: "zin&#x101;tne, att&#x12B;st&#x12B;ba, progress", turkl&#x101;t "att&#x12B;st&#x12B;bas" un "progresa" j&#x113;dzieni tika interpret&#x113;ti, vadoties no zin&#x101;tnes mode&#x13C;a struk­t&#x16B;ras. Ta&#x10D;u jau 20. gs. s&#x101;kum&#x101; M. V&#x113;bers par&#x101;d&#x12B;ja, ka progresa j&#x113;dziens darbojas tikai noteikt&#x101;s robe­&#x17E;&#x101;s, vispirms zin&#x101;tnes un tehnikas anal&#x12B;z&#x113;. V&#x113;l&#x101;k K. Popers par&#x101;d&#x12B;ja, ka ne tikai zin&#x101;tne, bet ar&#x12B; v&#x113;s­ture ir jaunu probl&#x113;mu izvirz&#x12B;&#x161;ana un v&#x113;stures in­terpret&#x101;cija no progresa viedok&#x13C;a ir nevis v&#x113;sturiska pieeja, bet "historicisms", t&#x101;tad - nev&#x113;sturiska v&#x113;s­tures interpret&#x101;cija. Patie&#x161;&#x101;m, Aristote&#x13C;a fizika pamatos bija novecojusi jau 16. gadsimt&#x101;. Bet vai m&#x16B;sdien&#x101;s ir novecoju&#x161;as sengrie&#x137;u, senindie&#x161;u kul­t&#x16B;ras, &#x160;eksp&#x12B;ra, G&#x113;tes dai&#x13C;rade? Vai varam teikt, ka Dostojevskis sav&#x101; dai&#x13C;rad&#x113; ir augst&#x101;ka pak&#x101;pe nek&#x101; Servantess un &#x160;olohovs literat&#x16B;ras progres&#x12B;vaj&#x101; att&#x12B;st&#x12B;b&#x101; ir p&#x101;rsp&#x113;jis Turge&#x146;evu? Vai Platona, Aris­tote&#x13C;a, sv. August&#x12B;na filozofija ir novecojusi?</p><p>Ar&#x12B; filozofijas att&#x12B;st&#x12B;bas funkcion&#x113;&#x161;anas interpre­t&#x101;cij&#x101; da&#x17E;&#x101;dos laikmetos v&#x113;sturiski priek&#x161;pl&#x101;n&#x101; izvirz&#x101;s t&#x101;s v&#x113;rt&#x12B;bas, kas iet cauri laikmetiem, nevis dienas vai da&#x17E;u gadu filozofisk&#x101;s aktualit&#x101;tes, par kur&#x101;m lab&#x101;kaj&#x101; gad&#x12B;jum&#x101; var b&#x16B;t v&#x113;sturiska un nevis filozofiska interese. Filozofijas ori&#x123;inalit&#x101;te nenoz&#x12B;m&#x113;, ka filozofisko m&#x101;c&#x12B;bu un sist&#x113;mu ra&#x161;an&#x101;s nav saist&#x12B;ta ar laikmetu, t&#x101; gar&#x12B;gaj&#x101;m situ&#x101;cij&#x101;m, laikmeta kult&#x16B;ras kontekstu mijiedarb&#x12B;b&#x101;m, filozo­fisko trad&#x12B;ciju p&#x113;ctec&#x12B;bu, sevi&#x161;&#x137;i progresu metodo­lo&#x123;iskaj&#x101;s nost&#x101;dn&#x113;s, kas orient&#x113;tas uz speci&#x101;laj&#x101;m zin&#x101;tn&#x113;m un radu&#x161;&#x101;s mijiedarb&#x12B;b&#x101; ar t&#x101;m.</p><p>Filozofisk&#x101;s m&#x101;c&#x12B;bas, kuru ietekmes iesniedzas gadsimtos, parasti balst&#x101;s uz iepriek&#x161;&#x113;j&#x101;m filozo­fij&#x101;m, ta&#x10D;u taj&#x101; pa&#x161;&#x101; laik&#x101; t&#x101;s iedibina ar&#x12B; filozofisko v&#x113;rt&#x12B;bu jaunu orient&#x101;ciju. Da&#x17E;&#x101;das filozofijas m&#x101;c&#x12B;­bas un skolas filozofijas pamatvirzienos s&#x101;ka iedal&#x12B;t 17. un 18. gadsimt&#x101;. Leibnics filozofij&#x101; saskata ide&#x101;­lismu un materi&#x101;lismu. Kants &#x161;o iedal&#x12B;jumu neuz­skata par univers&#x101;lu. "T&#x12B;r&#x101; pr&#x101;ta kritikas" nobei­gum&#x101; Kants ir ievietojis nelielu paragr&#x101;fu "T&#x12B;r&#x101; pr&#x101;ta v&#x113;sture", kur&#x101; tiek apz&#x12B;m&#x113;ta tikai vieta, kas paliek sist&#x113;m&#x101; un kas j&#x101;izpilda n&#x101;kam&#x12B;b&#x101;. T&#x101;tad vi&#x146;&#x161; bija iecer&#x113;jis darbu par filozofijas v&#x113;stures laik­metiem, k&#x101;dos notika p&#x101;rmai&#x146;as metafizik&#x101;. "T&#x12B;r&#x101; pr&#x101;ta kritikas" nobeigum&#x101; Kants iez&#x12B;m&#x113; da&#x17E;&#x101;d&#x12B;bu metafizikas idej&#x101;, kas deva iemeslu galvenaj&#x101;m revol&#x16B;cij&#x101;m. Raugoties no visa pr&#x101;ta atzi&#x146;u priek&#x161;­meta interpret&#x101;cijas, Kants filozofus iedala sen- su&#x101;listos (Epik&#x16B;rs) un intelektu&#x101;listos (Platons). Sensu&#x101;listi uzskat&#x12B;ja, ka vien&#x12B;gi &#x12B;sten&#x12B;ba ir jutek&#x13C;u priek&#x161;mets, ka sapratne ir lo&#x123;iska. Intelektu&#x101;listi uzskat&#x12B;ja, ka jutek&#x13C;os dota tikai &#x161;&#x137;ietam&#x12B;ba un vie­n&#x12B;gi sapratne izzina patieso, ka t&#x101; ir br&#x12B;va no jutek­&#x13C;iem, t&#x12B;ra, mistiska. Raugoties no t&#x12B;ro pr&#x101;ta atzi&#x146;u s&#x101;kotnes interpret&#x101;cijas viedok&#x13C;a, Kants filozofus iedala emp&#x12B;risma un noolo&#x123;isma (n&#x16B;ss - dv&#x113;sele, pr&#x101;ts) virzienu p&#x101;rst&#x101;vjos. Par izcil&#x101;ko emp&#x12B;risma pamatlic&#x113;ju Kants uzskata Aristoteli, bet noolo&#x123;isma - Platonu. Emp&#x12B;risti uzskata, ka pr&#x101;ta atzi&#x146;u s&#x101;kotne ir atkar&#x12B;ga no pieredzes, bet noolo&#x123;isti balst&#x12B;j&#x101;s uz t&#x113;zi, ka tai neatkar&#x12B;gi no pieredzes ir savs avots pa&#x161;&#x101; pr&#x101;t&#x101;. V&#x113;rt&#x113;jot p&#x113;c metodes, Kants filozofus iedala natur&#x101;listisko un zin&#x101;tnisko meto&#x17E;u piekrit&#x113;jos. Na­tur&#x101;listi uzskata, ka visc&#x113;l&#x101;ko metafizisko probl&#x113;mu risin&#x101;jum&#x101; var pan&#x101;kt vair&#x101;k, balstoties uz veselo sapr&#x101;tu, nevis ar zin&#x101;tniski pamatot&#x101;m spekul&#x101;­cij&#x101;m. Zin&#x101;tnisko metodi Kants iedala dogmatiskaj&#x101; (H. Volfs) un skeptiskaj&#x101; (Hj&#x16B;ms) metod&#x113;. Kants iest&#x101;jas par sensu&#x101;lisma un intelektu&#x101;lisma, emp&#x12B;­risma un noolo&#x123;isma sint&#x113;zi; t&#x101;pat ar&#x12B; metodes jau­t&#x101;jum&#x101; vi&#x146;&#x161; iest&#x101;jas par dogmatisk&#x101;s un skeptisk&#x101;s metodes savieno&#x161;anu, ko nosauc par kritisko ce&#x13C;u. Filozofijas iedal&#x12B;jums ide&#x101;lism&#x101;, materi&#x101;lism&#x101; un to modifik&#x101;cij&#x101;s Kantam ir galvenok&#x101;rt tikai psiho­lo&#x123;isk&#x101;s idejas un t&#x101;s idealit&#x101;tes (&#x101;r&#x113;jo attiec&#x12B;bu) paralo&#x123;isma aspekt&#x101;, nevis problem&#x101;tikas interpre­t&#x101;cij&#x101;, kas raksturo filozofiju kopum&#x101; (kosmolo&#x123;isk&#x101; ideja, teolo&#x123;isk&#x101; ideja, praktiskais pr&#x101;ts, spriest­sp&#x113;ja). Par ide&#x101;lismu Kants sauc uzskatu par &#x101;r&#x113;jo par&#x101;d&#x12B;bu ideajit&#x101;ti. Uzskats par &#x101;r&#x113;jiem jutek&#x13C;iem pieejamu priek&#x161;metu iesp&#x113;jamo dro&#x161;&#x12B;bu ir ide&#x101;lisms. Ar transcendent&#x101;lo ide&#x101;lismu Kants saprot m&#x101;c&#x12B;bu, saska&#x146;&#x101; ar kuru visas par&#x101;d&#x12B;bas tiek apl&#x16B;kotas k&#x101; priek&#x161;stati, nevis lietas pa&#x161;as par sevi. Transcen­dent&#x101;lais re&#x101;lists var b&#x16B;t emp&#x12B;riskais re&#x101;lists, l&#x12B;dz ar to du&#x101;lists (var pie&#x13C;aut mat&#x113;rijas eksistenci, neizejot &#x101;rpus tie&#x161;&#x101;s pieredzes, pie&#x13C;aujot tikai priek&#x161;­statu dro&#x161;&#x12B;bu man&#x12B; (cogito ergo sum - dom&#x101;ju, t&#x101;tad esmu)). Materi&#x101;lisms ir uzskats, kas dv&#x113;seli apl&#x16B;ko tikai k&#x101; &#x137;ermenisk&#x101; &#x12B;pa&#x161;&#x12B;bu. Filozofijas iedal&#x12B;juma reduc&#x113;&#x161;ana uz ide&#x101;lismu un materi&#x101;lismu sam&#x113;r&#x101; pla&#x161;i bija izplat&#x12B;ta 19. gs. otraj&#x101; pus&#x113; un 20. gs. s&#x101;kum&#x101;, bet marksistisk&#x101;s orient&#x101;cijas Engelsa un it sevi&#x161;&#x137;i &#x13B;e&#x146;ina variant&#x101; - visu 20. gadsimtu. &#x160;is</p><p>modelis balst&#x12B;j&#x101;s uz striktu filozofijas ideolo&#x123;iz&#x101;cijas koncepciju, apl&#x16B;kojot filozofiju k&#x101; &#x161;&#x137;irisku fenomenu. P&#x113;c &#x13B;e&#x146;ina un sevi&#x161;&#x137;i vi&#x146;a epigo&#x146;u viedok&#x13C;a, 20. gs. 20.-50. gados materi&#x101;lisms bija progres&#x12B;vo &#x161;&#x137;iru uzskats un sak&#x146;oj&#x101;s dabas zin&#x101;tn&#x113;s, bet ide&#x101;lisms - reakcion&#x101;ro &#x161;&#x137;iru apzi&#x146;a un balst&#x12B;j&#x101;s uz reli&#x123;iju.</p><p>Ar&#x12B; 19. gs. beig&#x101;s un 20. gs. s&#x101;kum&#x101; bija citas da­l&#x12B;juma sist&#x113;mas. T&#x101;, piem&#x113;ram, viens no latvie&#x161;u akad&#x113;misk&#x101;s filozofijas izveidot&#x101;jiem, T&#x113;rbatas agr&#x12B;n&#x101; person&#x101;lisma pamatlic&#x113;js J&#x113;kabs Osis filozo­fiju iedal&#x12B;ja person&#x101;lisma un projekt&#x12B;visma virzienos, p&#x113;d&#x113;jo iedalot naivaj&#x101;, ide&#x101;listiskaj&#x101; un fizik&#x101;laj&#x101; projekt&#x12B;vism&#x101;. 20. gs. filozofij&#x101; domin&#x113; filozofijas virzienu dal&#x12B;jums galvenok&#x101;rt p&#x113;c filozofisko skolu principa un p&#x113;c &#x161;o skolu izstr&#x101;d&#x101;t&#x101;s un att&#x12B;st&#x12B;t&#x101;s filozofisk&#x101;s problem&#x101;tikas (jaunkantisms, dz&#x12B;ves filozofija, pragmatisms, anal&#x12B;tisk&#x101; filozofija, fenome­nolo&#x123;ija, eksistenci&#x101;lisms, hermeneitika). Filozofijas v&#x113;stures periodiz&#x101;cija p&#x101;rsvar&#x101; balst&#x101;s uz v&#x113;stures periodiz&#x101;cijas principiem, no&#x161;&#x137;irot filozofijas priek&#x161;­v&#x113;sturi, seno, viduslaiku, jauno un jaun&#x101;ko laiku galvenos posmus filozofijas funkcion&#x113;&#x161;an&#x101; un at­t&#x12B;st&#x12B;b&#x101;. Da&#x17E;k&#x101;rt starp viduslaiku un jauno laiku posmu, sevi&#x161;&#x137;i protestantisk&#x101;s orient&#x101;cijas filo­zofijas v&#x113;sturnieku darbos, k&#x101; &#x12B;pa&#x161;s laikmets tiek no&#x161;&#x137;irts renesanses posms (15., 16. gs.). Marksis­tisk&#x101;s orient&#x101;cijas filozofijas v&#x113;stures periodiz&#x101;cija strikti balst&#x12B;j&#x101;s uz t&#x113;zi par sabiedriski ekonomisko form&#x101;ciju (sabiedr&#x12B;bas materi&#x101;lo un ideolo&#x123;isko at­tiec&#x12B;bu kopumu, kur pamat&#x101; ir ra&#x17E;o&#x161;anas attiec&#x12B;bas) nomai&#x146;u, l&#x12B;dz ar to filozofijas interpret&#x101;cijas pamat&#x101; bija laikmeta ekonomisk&#x101;s un politisk&#x101;s attiec&#x12B;bas, speci&#x101;lo zin&#x101;t&#x146;u st&#x101;voklis, bet filozofijas v&#x113;sturis­kuma izpratne un t&#x101;s konteksts ar kult&#x16B;ras gar&#x12B;gaj&#x101;m situ&#x101;cij&#x101;m lab&#x101;kaj&#x101; gad&#x12B;jum&#x101; palika otraj&#x101; pl&#x101;n&#x101;.</p><p>Bez filozofijas v&#x113;stures iedal&#x12B;juma da&#x17E;&#x101;dos v&#x113;stu­riskos laikmetos veiksm&#x12B;gi funkcion&#x113; ar&#x12B; citi iedal&#x12B;juma principi, piem&#x113;ram, k&#x101; pamatu &#x146;emot izcilus filozofus,</p><p>&#x146;emot v&#x113;r&#x101; to, ka filozofiju ietekm&#x113; ne tikai laikmeta gar&#x12B;g&#x101; situ&#x101;cija, bet ar&#x12B; tas, ka izcili filozofi rada laikmetus filozofijas att&#x12B;st&#x12B;b&#x101;.</p><p>Vai m&#x113;s varam run&#x101;t par nacion&#x101;lo filozofiju? Vai past&#x101;v, piem&#x113;ram, &#x12B;pa&#x161;a latvie&#x161;u, v&#x101;cu, ang&#x13C;u, krievu, gruz&#x12B;nu utt. filozofija? Speci&#x101;laj&#x101;s zin&#x101;tn&#x113;s &#x161;&#x12B; k&#x101; &#x12B;pa&#x161;a probl&#x113;ma neizvirz&#x101;s. Nav, piem&#x113;ram, &#x12B;pa&#x161;as igau&#x146;u fizikas vai gruz&#x12B;nu biolo&#x123;ijas. Ir fizika vai biolo&#x123;ija Francij&#x101;, It&#x101;lij&#x101;, Latvij&#x101;, Igaunij&#x101;, jo zin&#x101;t­nei pa&#x161;os pamatos ir transnacion&#x101;ls raksturs. Cit&#x101;di tas ir, piem&#x113;ram, ar literat&#x16B;ru un m&#x101;kslu. Ir b&#x16B;­tiskas at&#x161;&#x137;ir&#x12B;bas starp v&#x101;cu, latvie&#x161;u, lietuvie&#x161;u utt. literat&#x16B;ru. Filozofijas statusam ir l&#x12B;dz&#x12B;ba ar t&#x101;d&#x101;m nacion&#x101;laj&#x101;m par&#x101;d&#x12B;b&#x101;m, k&#x101;da ir literat&#x16B;ra. Vien­laic&#x12B;gi filozofij&#x101; ir l&#x12B;me&#x146;i, kas to tuvina zin&#x101;tnei (sis­tematiz&#x113;t&#x101; apzi&#x146;a, filozofijas pamatj&#x113;dzienu sist&#x113;ma, metodolo&#x123;ijas probl&#x113;mas, lo&#x123;ikas probl&#x113;mu episte- molo&#x123;isk&#x101;s interpret&#x101;cijas). Ta&#x10D;u pasaules filozofijas un filozofisk&#x101;s kult&#x16B;ras apg&#x16B;&#x161;ana nacion&#x101;laj&#x101;s kul­t&#x16B;r&#x101;s notika savdab&#x12B;gi un bija saist&#x12B;ta ar noteiktas tautas konkr&#x113;tu kult&#x16B;ras kontekstu, domin&#x113;jo&#x161;aj&#x101;m pasaules uzskatu orient&#x101;cij&#x101;m, it &#x12B;pa&#x161;i reli&#x123;iju. Kaut gan par noteiktu tautu filozofijas nacion&#x101;lo raksturu, nacion&#x101;lo garu m&#x113;s varam run&#x101;t nosac&#x12B;ti, tom&#x113;r, &#x146;emot v&#x113;r&#x101; atsevi&#x161;&#x137;u tautu filozofisk&#x101;s trad&#x12B;cijas, m&#x113;dzam rakst&#x12B;t par v&#x101;cu vai ang&#x13C;u un amerik&#x101;&#x146;u filo­zofiju un &#x161;o filozofiju trad&#x12B;ciju at&#x161;&#x137;ir&#x12B;b&#x101;m. T&#x101;, pie­m&#x113;ram, v&#x101;cu filozofij&#x101; domin&#x113; metafizisk&#x101;s, bet ang&#x13C;u — metodolo&#x123;isk&#x101;s probl&#x113;mas. Latvie&#x161;u filozofija izvei­doj&#x101;s 19. gadsimt&#x101;, un pirms tam gadsimtu gait&#x101; lat­vie&#x161;u pasaules uzskat&#x101; &#x12B;pa&#x161;a noz&#x12B;me bija mitolo&#x123;ijai un folklorai gan k&#x101; "augst&#x101;kai gudr&#x12B;bai", gan k&#x101; &#x113;ti­kai un est&#x113;tikai, t&#x101;tad latvie&#x161;u pasaules uzskat&#x101; domin&#x113;ja nevis logosa, bet po&#x113;tisk&#x101; orient&#x101;cija. Pasaules kult&#x16B;ra tan&#x12B; ien&#x101;ca ar kristiet&#x12B;bu, B&#x12B;beli. T&#x101;p&#x113;c latvie&#x161;u filozofijas veido&#x161;an&#x101;s gait&#x101; &#x12B;pa&#x161;a noz&#x12B;me bija tautas un t&#x101;s pa&#x161;apzi&#x146;as v&#x113;sturiskajiem likte&#x146;iem, v&#x101;cu (Latgal&#x113; ar&#x12B; lat&#x12B;&#x146;u, po&#x13C;u) trad&#x12B;cijas iek&#x13C;au&#x161;anai filozofijas tap&#x161;anas un att&#x12B;st&#x12B;bas gait&#x101;.</p></section><section><title><p>ANT&#x12A;K&#x100; FILOZOFIJA</p></title><image l:href="#5"/><p>.</p></section><section><title><p>IEVADS</p></title><p>Pirms apskat&#x101;m da&#x17E;us pamatvirzienus sengrie&#x137;u filozofij&#x101;, j&#x101;atg&#x101;dina divi faktori, kam ir nep&#x101;rv&#x113;r­t&#x113;jama noz&#x12B;me t&#x101;s apg&#x16B;&#x161;an&#x101;:</p><p>a)  tie&#x161;a iepaz&#x12B;&#x161;an&#x101;s ar pirmavotiem - ant&#x12B;ko do­m&#x101;t&#x101;ju darbiem vai atsevi&#x161;&#x137;iem to fragmentiem;</p><p>b)   ant&#x12B;k&#x101;s domas att&#x12B;st&#x12B;bas noskaidro&#x161;ana, proti, t&#x101;s c&#x113;lo&#x146;u, pamatposmu un &#x161;&#x12B;s att&#x12B;st&#x12B;bas konkr&#x113;to apst&#x101;k&#x13C;u izzi&#x146;a cie&#x161;&#x101; saist&#x12B;b&#x101; ar ant&#x12B;k&#x101;s sabiedr&#x12B;bas un kult&#x16B;ras v&#x113;sturi. J&#x101;&#x146;em v&#x113;r&#x101; ar&#x12B;, ka bie&#x17E;i vien m&#x16B;su r&#x12B;c&#x12B;b&#x101; nav dro&#x161;u zi&#x146;u par t&#x101; vai cita filozofa dz&#x12B;vi un darb&#x12B;bu (nereti no darbiem ir saglab&#x101;ju&#x161;ies tikai atsevi&#x161;&#x137;i fragmenti), &#x12B;pa&#x161;i tas attiecas uz filo­zofijas pirms&#x101;kumiem. Tas ar&#x12B; liel&#x101; m&#x113;r&#x101; izskaidro, k&#x101;p&#x113;c p&#x113;tniekiem nav vienota viedok&#x13C;a daudzos jaut&#x101;jumos, kas attiecas uz sengrie&#x137;u filozofiju. Viens no &#x161;&#x101;diem str&#x12B;da objektiem ir jaut&#x101;jums par filo­zofijas &#x123;en&#x113;zi un &#x161;&#x12B; procesa gar&#x12B;gajiem avotiem. B&#x16B;tu r&#x16B;p&#x12B;gi j&#x101;iepaz&#x12B;stas gan ar eso&#x161;aj&#x101;m koncepcij&#x101;m, gan ar&#x12B; ar p&#x113;tnieku min&#x113;to avotu (mitolo&#x123;ija, zin&#x101;tnes aizs&#x101;kumi, praktisk&#x101; gudr&#x12B;ba) lomu sengrie&#x137;u filo­zofijas tap&#x161;an&#x101; un t&#x101;s &#x12B;patn&#x12B;bu noteik&#x161;an&#x101;.</p><p>Ant&#x12B;k&#x101;s filozofijas v&#x113;stures izp&#x113;tes lo&#x123;iku nosaka t&#x101;s att&#x12B;st&#x12B;bas galvenie periodi. To noteik&#x161;an&#x101; j&#x101;ie­v&#x113;ro, pirmk&#x101;rt, vergturu sabiedr&#x12B;bas un t&#x101;s kult&#x16B;ras v&#x113;stures periodiz&#x101;cija; otrk&#x101;rt, filozofijas k&#x101; &#x12B;pa&#x161;as sa­biedrisk&#x101;s apzi&#x146;as formas att&#x12B;st&#x12B;bas pak&#x101;pe; tre&#x161;k&#x101;rt,<emphasis>v</emphasis> atsevi&#x161;&#x137;os v&#x113;sturiskos posmos domin&#x113;jo&#x161;&#x101;s t&#x113;mas an­t&#x12B;k&#x101;s filozofijas att&#x12B;st&#x12B;b&#x101; un t&#x101;s p&#x113;t&#x12B;jumu priek&#x161;met&#x101;;</p><p>ceturtk&#x101;rt, noj&#x113;gums, ka jebkura periodiz&#x101;cija, kas m&#x101;ksl&#x12B;gi izjauc fenomena (&#x161;aj&#x101; gad&#x12B;jum&#x101; - ant&#x12B;k&#x101;s filozofijas) vienot&#x12B;bu un iek&#x161;&#x113;jo saist&#x12B;bu, ir relat&#x12B;va.</p><p>Ant&#x12B;k&#x101;s filozofijas v&#x113;sturi var iedal&#x12B;t &#x161;&#x101;dos pe­riodos:</p><p>I  posms - 6. gs.-5. gs. 1. puse pr. Kr. - pirmssokra- tiskais jeb nat&#x16B;rfilozofisk&#x101;s un kosmolo&#x123;isk&#x101;s prob­lem&#x101;tikas posms. Taj&#x101; iek&#x13C;aujas Mil&#x113;tas skola, Efe- sas H&#x113;rakleits, pitagorie&#x161;u skola, Elejas skola, Empedokls, Anaksagors, D&#x113;mokrits;</p><p>II   posms - 5. gs. 2. puse pr. Kr. - sokratiskais posms: interese par cilv&#x113;ku, vi&#x146;a apzi&#x146;u. &#x160;aj&#x101; posm&#x101; iek&#x13C;aujas sofisti, Sokr&#x101;ts, sokratisk&#x101;s skolas;</p><p>III   posms - 4. gs. pr. Kr. - priek&#x161;pl&#x101;n&#x101; izvirz&#x101;s kosmolo&#x123;isk&#x101;s probl&#x113;mas (at&#x161;&#x137;ir&#x12B;b&#x101; no pirm&#x101; pe­rioda &#x161;aj&#x101; posm&#x101; kosmosa izp&#x113;te tiek veikta topo&#x161;&#x101;s filozofiski kategori&#x101;l&#x101;s dom&#x101;&#x161;anas l&#x12B;men&#x12B;), objekt&#x12B;vi ide&#x101;listiska izp&#x113;tes metode; par noz&#x12B;m&#x12B;gu izp&#x113;tes priek&#x161;metu k&#x13C;&#x16B;st cilv&#x113;ks (izzi&#x146;a, tikum&#x12B;ba), sabied­r&#x12B;ba un valsts. Darbojas Platons un vi&#x146;a Akad&#x113;mija, Aristotelis un vi&#x146;a Likejs;</p><p>IV  posms - 4. gs. pr. Kr.-6. gs. - hell&#x113;nisma filo­zofija. Uzman&#x12B;bas centr&#x101; &#x113;tisk&#x101; problem&#x101;tika. Agr&#x101;, vid&#x113;j&#x101; un v&#x113;l&#x101; hell&#x113;nisma filozofisko skolu darb&#x12B;ba.</p><p>Apskatot pirm&#x101; ant&#x12B;k&#x101;s filozofijas att&#x12B;st&#x12B;bas posma p&#x101;rst&#x101;vju m&#x101;c&#x12B;bas, uzman&#x12B;ba b&#x16B;tu j&#x101;piev&#x113;r&#x161; &#x161;&#x101;d&#x101;m</p><p>atzin&#x101;m. &gt;</p><p>1.   Sengrie&#x137;u filozofijas &#x123;en&#x113;ze noz&#x12B;m&#x113;, ka rodas &#x12B;pa&#x161;a racion&#x101;lu priek&#x161;statu sist&#x113;ma par pasauli, filo­zofija no&#x161;&#x137;iras no mitolo&#x123;isk&#x101;s, praktisk&#x101;s un ikdie­ni&#x161;&#x137;&#x101;s pieejas &#x12B;sten&#x12B;bai.</p><p>2.  Agr&#x12B;najai grie&#x137;u filozofijai ir rakstur&#x12B;gas vai­r&#x101;kas &#x12B;patn&#x12B;bas: pamat&#x101; to interes&#x113; kosmolo&#x123;isk&#x101;s probl&#x113;mas; risin&#x101;jumi ir natur&#x101;listiski (ar ide&#x101;lisma elementiem); saist&#x12B;ba ar topo&#x161;o zin&#x101;tni, mitolo&#x123;iju un mor&#x101;lo problem&#x101;tiku; dabas izp&#x113;te v&#x113;rojum&#x101;.</p><p>3.   Pak&#x101;peniski izkristaliz&#x113;jas filozofisk&#x101; proble­m&#x101;tika - s&#x101;kot ar pirms&#x101;kuma mekl&#x113;jumiem (mil&#x113;- tie&#x161;i) l&#x12B;dz esam&#x12B;bas apj&#x113;gsmei (Parmen&#x12B;ds) - un vei­dojas ar to saist&#x12B;t&#x101; terminolo&#x123;ija.</p><p>4.  Rodas da&#x17E;&#x101;das filozofisk&#x101;s skolas, t. i., iez&#x12B;m&#x113;jas at&#x161;&#x137;ir&#x12B;ga pieeja kop&#x113;jam izp&#x113;tes objektam - jutek­liski materi&#x101;lajam kosmosam, un &#x161;&#x12B;s at&#x161;&#x137;ir&#x12B;bas iz­pau&#x17E;as k&#x101;</p><p>a)   jutekliski materi&#x101;l&#x101; kosmosa fizisko pamatu (mil&#x113;tie&#x161;i, H&#x113;rakleits), skaitlisko (pitagorie&#x161;i) un esam&#x12B;bas pamatu (Parmen&#x12B;ds - pieeja esam&#x12B;bas idejai) mekl&#x113;jumi;</p><p>b)   dabas k&#x101; veseluma apl&#x16B;kojums (mil&#x113;tie&#x161;i, H&#x113;­rakleits, pitagorie&#x161;i, ele&#x101;ti) un t&#x101;s strukt&#x16B;ras mek­l&#x113;jumi (Empedokls, Anaksagors, D&#x113;mokrits), fizis­k&#x101;s un filozofisk&#x101;s pasaules ainas no&#x161;&#x137;ir&#x161;ana (ele&#x101;ti, D&#x113;mokrits);</p><p>c)  dabas kust&#x12B;bas avota mekl&#x113;&#x161;ana pa&#x161;&#x101; dab&#x101; (mi­l&#x113;tie&#x161;i, H&#x113;rakleits, D&#x113;mokrits) un &#x101;rpus t&#x101;s (Em­pedokls, Anaksagors);</p><p>d)    dialektisk&#x101; (H&#x113;rakleits) un antidialektisk&#x101; (Parmen&#x12B;ds) pieeja &#x12B;sten&#x12B;bai.</p><p>5.   Pak&#x101;peniski tiek apzin&#x101;tas mat&#x113;rijas un gara at&#x161;&#x137;ir&#x12B;bas. Leikipa-D&#x113;mokrita atomistisk&#x101; natur&#x101;­lisma izveido&#x161;an&#x101;s polariz&#x113;ja sengrie&#x137;u filozofiju natur&#x101;lism&#x101; un ide&#x101;lism&#x101; (p&#x113;d&#x113;jais ieguva sist&#x113;­misku noform&#x113;jumu Platona m&#x101;c&#x12B;b&#x101;), un to c&#x12B;&#x146;a gal­venajos vilcienos raksturo ant&#x12B;k&#x101;s filozofijas att&#x12B;s­t&#x12B;bas pamatl&#x12B;nijas.</p></section><section><title><p>M&#x12A;L&#x112;TAS SKOLA</p></title><p id="AutBody_0_ftnref3">No &#x161;&#x101;d&#x101;m poz&#x12B;cij&#x101;m, dom&#x101;jams, ar&#x12B; vajadz&#x113;tu v&#x113;r­t&#x113;t Talesa m&#x101;c&#x12B;bu par &#x16B;deni, Anaksagora m&#x101;c&#x12B;bu par apeironu<emphasis>[3]</emphasis>, Anaksimena priek&#x161;status par gaisu. Vi&#x146;u m&#x113;&#x123;in&#x101;jums uzl&#x16B;kot pasauli k&#x101; vienotu veselumu vis&#x101; t&#x101;s izpausmju daudzveid&#x12B;b&#x101;, centieni atrast vienu pirms&#x101;kumu eso&#x161;&#x101; da&#x17E;&#x101;d&#x12B;b&#x101;, atrast kop&#x113;jo pamatu vis&#x101;m notieko&#x161;aj&#x101;m izmai&#x146;&#x101;m - &#x161;&#x12B;s tendences uz­r&#x101;da topo&#x161;&#x101;s filozofijas specifiku at&#x161;&#x137;ir&#x12B;b&#x101; no topo&#x161;&#x101;s zin&#x101;tnes priek&#x161;statiem par &#x12B;sten&#x12B;bu, kuri centr&#x113;ti tikai uz atsevi&#x161;&#x137;&#x101;m t&#x101;s pus&#x113;m. Vajadz&#x113;tu skaidri saskat&#x12B;t pamatat&#x161;&#x137;ir&#x12B;bas starp visa eso&#x161;&#x101; ra&#x161;an&#x101;s skaidrojumu agr&#x12B;naj&#x101; filozofij&#x101; un m&#x12B;t&#x101;.</p><p id="AutBody_0_ftnref4">Mil&#x113;tie&#x161;i trakt&#x113; pirms&#x101;kumu k&#x101; materi&#x101;lu, t. i., savos lietu un par&#x101;d&#x12B;bu pirmc&#x113;lo&#x146;u mekl&#x113;jumos vi&#x146;i m&#x113;&#x123;ina skaidrot to ra&#x161;anos no materi&#x101;l&#x101;. Min&#x113;tais pirms&#x101;kums ir kop&#x113;j&#x101; t&#x113;ls; vienot&#x12B;bas t&#x113;ls, kuru vi&#x146;i ieraudz&#x12B;ja eso&#x161;&#x101; daudzveid&#x12B;b&#x101;, un &#x161;is visp&#x101;rin&#x101;jums bija pirmais solis ce&#x13C;&#x101; uz filozofisku esam&#x12B;bas iz­pratni. Runa ir par uzskatu, kur&#x101; v&#x113;l nebija apj&#x113;gta at&#x161;&#x137;ir&#x12B;ba starp garu un mat&#x113;riju, ar ko visum&#x101; var skaidrot mil&#x113;tie&#x161;u savdab&#x12B;gos priek&#x161;status par pirm­s&#x101;kumu. Tas tika uzskat&#x12B;ts par dz&#x12B;vu un apvelt&#x12B;ts ar pr&#x101;tu - daba tika uztverta k&#x101; dz&#x12B;va b&#x16B;tne. &#x160;aj&#x101; hilozoism&#x101;<emphasis>[4]</emphasis> izpaud&#x101;s saikne starp v&#x113;l neizveidoju&#x161;os filozofiju un mitolo&#x123;iju.</p><p id="AutBody_0_ftnref5">&#x160;&#x12B;s sengrie&#x137;u filozofijas &#x12B;patn&#x12B;bas nosaka pieeju mil&#x113;tie&#x161;u m&#x101;c&#x12B;bu apl&#x16B;kojumam. Taless pirmais iz­virza jaut&#x101;jumu par visa eso&#x161;&#x101; vienotu s&#x101;kumu, par t&#x101;du nosaucot &#x16B;deni. Anaksimandrs uzskata, ka mekl&#x113;tais s&#x101;kums (arh&#x113;), kas, vi&#x146;apr&#x101;t, ir visa eso&#x161;&#x101; pamat&#x101;, nevar b&#x16B;t kaut kas konkr&#x113;ti eksist&#x113;jo&#x161;s (piem&#x113;ram, k&#x101;da stihija, k&#x101; tas ir Talesam). T&#x101;p&#x113;c Anaksimandrs run&#x101; par apeironu, kas, b&#x16B;dams ne­noteikts, proti, bez jebk&#x101;diem ierobe&#x17E;ojumiem telp&#x101;, laik&#x101;, kvalit&#x101;t&#x113; (no t&#x101; radies nosaukums "apeirons"<emphasis>[5]</emphasis>: "neierobe&#x17E;otais", "bezgal&#x12B;gais"), vien&#x12B;gais sp&#x113;j b&#x16B;t par neizs&#x12B;ksto&#x161;u potenci&#x101;lo avotu un konkr&#x113;ti eksist&#x113;­jo&#x161;&#x101;s daudz&#x12B;bas pamatu. Anaksimena m&#x101;c&#x12B;ba (l&#x12B;dz&#x12B;gi Talesam par pirms&#x101;kumu un vienlaic&#x12B;gi par visu lietu substr&#x101;tu vi&#x146;&#x161; uzskata konkr&#x113;tu stihiju - gaisu, ta&#x10D;u apgalvo, ka tas, t&#x101;pat k&#x101; apeirons, ir neiero­be&#x17E;ots) ir noz&#x12B;m&#x12B;ga taj&#x101; zi&#x146;&#x101;, ka tiek m&#x113;&#x123;in&#x101;ts par&#x101;d&#x12B;t fizisko pamatu esam&#x12B;bas daudzveid&#x12B;bas tap­&#x161;anai no vienota s&#x101;kuma. Anaksimens to pan&#x101;k, ievie&#x161;ot sabl&#x12B;v&#x113;t&#x12B;bas un retin&#x101;t&#x12B;bas j&#x113;dzienus. Patei­coties &#x161;iem procesiem, gaiss veido visu eso&#x161;o. Ar&#x12B;</p><p>Anaksimandrs tiecas izskaidrot daudz&#x12B;bas ra&#x161;anos, bet uz principi&#x101;li cita pamata - vi&#x146;&#x161; postul&#x113;ja pret­status (sauss - mitrs, silts - auksts), kurus m&#x16B;&#x17E;&#x12B;g&#x101;s kust&#x12B;bas rezult&#x101;t&#x101; produc&#x113; apeirons; &#x161;o pretstatu mijiedarb&#x12B;b&#x101; veidojas da&#x17E;&#x101;das kombin&#x101;cijas.</p><p>Mil&#x113;tie&#x161;iem ir daudz interesantu ideju kosmogo­nij&#x101;, astronomij&#x101;, &#x123;eometrij&#x101;, aritm&#x113;tik&#x101;, &#x123;eogr&#x101;fij&#x101;, &#x123;eolo&#x123;ij&#x101; u. c. zin&#x101;&#x161;anu jom&#x101;s; iepaz&#x12B;stoties ar t&#x101;m, ir iesp&#x113;jams padzi&#x13C;in&#x101;t priek&#x161;statu par agr&#x12B;no grie&#x137;u filozofiju - nat&#x16B;rfilozofiju, kura att&#x12B;st&#x12B;j&#x101;s cie&#x161;&#x101; sais­t&#x12B;b&#x101; ar zin&#x101;tni (t. i., lo&#x123;iski teor&#x113;tiskaj&#x101;m zin&#x101;&#x161;an&#x101;m) un pie kuras &#x161;&#x16B;pu&#x13C;a nenoliedzami st&#x101;v&#x113;ja mil&#x113;tie&#x161;i. Konkr&#x113;ti ir zin&#x101;ms, ka Taless paredz&#x113;ja Saules ap­tumsumu (585. gad&#x101; pr. Kr.), izdar&#x12B;ja daudzus atkl&#x101;­jumus matem&#x101;tik&#x101;, Anaksimandrs pirmais uzz&#x12B;m&#x113;ja zemes un j&#x16B;ras kont&#x16B;ras, Anaksimens interes&#x113;j&#x101;s par astronomiju un meteorolo&#x123;iju. Bez tam svar&#x12B;gi ir &#x146;emt v&#x113;r&#x101;, ka uz mil&#x113;tie&#x161;u zin&#x101;tniskajiem uzskatiem par dabu neap&#x161;aub&#x101;mu ietekmi atst&#x101;ja vi&#x146;u filozo­fiskie uzskati par pasauli kopum&#x101;.</p><p>Piem&#x113;ram, saska&#x146;&#x101; ar Talesa uzskatiem Zeme ir l&#x12B;dz&#x12B;ga koka gabalam, kas peld pa &#x16B;dens virsu; bet saska&#x146;&#x101; ar Anaksimandra koncepciju Zeme, kurai ir plakana forma, kar&#x101;jas gais&#x101;.</p></section><section><title><p>H&#x112;RAKLEITS</p></title><p>Efesas H&#x113;rakleitu (ap 544-ap 483 pr. Kr.) mil&#x113;­tie&#x161;iem tuvina ideja par vienotu eso&#x161;&#x101; pirms&#x101;kumu, ta&#x10D;u galvenais vi&#x146;a m&#x101;c&#x12B;b&#x101; ir dialektika. H&#x113;raklei- tam pasaules s&#x101;kums un pamats, t&#x101;s kust&#x12B;bas un taj&#x101; notieko&#x161;o izmai&#x146;u simbols ir uguns. Turkl&#x101;t vi&#x146;&#x161; ne tikai fiks&#x113; main&#x12B;bas faktu pasaul&#x113;, bet ar&#x12B; m&#x113;&#x123;ina dialektiski izprast &#x161;o procesu.</p><p id="AutBody_0_ftnref6">Nepiecie&#x161;ams rast skaidr&#x12B;bu H&#x113;rakleita &#x12B;sten&#x12B;bas dialektisk&#x101;s apj&#x113;gsmes b&#x16B;t&#x12B;b&#x101;. H&#x113;rakleits saist&#x12B;ja eso&#x161;&#x101; vienot&#x12B;bu ar t&#x101; main&#x12B;gumu un daudzveid&#x12B;bu. K&#x101; pamats &#x161;&#x101;dai saist&#x12B;bai vi&#x146;am kalpo doma par pirm­s&#x101;kuma pa&#x161;pretstat&#x12B;&#x161;anos, k&#x101; rezult&#x101;t&#x101; tas main&#x101;s, p&#x101;riet pret&#x113;jos st&#x101;vok&#x13C;os - eso&#x161;&#x101; daudzveid&#x12B;gaj&#x101; da­&#x17E;&#x101;d&#x12B;b&#x101;<emphasis>[6]</emphasis>. Realit&#x101;tei piem&#x12B;to&#x161;o past&#x101;v&#x12B;bu (l&#x12B;dz&#x101;s mai­n&#x12B;bai) pau&#x17E; H&#x113;rakleita ideja par eso&#x161;&#x101; likumsa- kar&#x12B;gumu un pasaules k&#x101;rt&#x12B;bu (logoss). B&#x16B;tu j&#x101;piev&#x113;r&#x161; uzman&#x12B;ba logosa iek&#x161;&#x113;jam pretrun&#x12B;gumam: b&#x16B;dams lo&#x123;iski atveidojama pasaules strukt&#x16B;ra, logoss at­spogu&#x13C;o ar&#x12B; t&#x101;s vienot&#x12B;bas (b&#x16B;t&#x12B;bas) pretrun&#x12B;gumu.</p><p>H&#x113;rakleita metafiziskais viedoklis par pasauli k&#x101; logo&#x161;u (runu, v&#x101;rdu, pasaules sl&#x113;pto gr&#x101;matu) ir saist&#x12B;ts ar probl&#x113;mu par "vieno" (veselumu) un "dau­dzo" (viss). Pasaule k&#x101; logoss ir "vienais", ja to uztve­ram pareizi, bet k&#x101; "daudzais", ja to izlas&#x101;m nepa­reizi. Gudr&#x12B;ba sak&#x146;ojas vienot&#x101; tver&#x161;an&#x101;. Miers un harmonija izpau&#x17E;as k&#x101; "kar&#x161;", "nesaska&#x146;a". Naid&#x12B;­gums ir saska&#x146;a. T&#x101;p&#x113;c par H&#x113;rakleita aizbildni m&#x113;dz uzskat&#x12B;t Apollonu, kuru att&#x113;loja ar diviem atrib&#x16B;tiem - loku, kara simbolu (grie&#x137;u burts a) un liru; miera simbolu (apv&#x113;rstais a - °c). Cilv&#x113;ki dz&#x12B;vo ieskatu (doksa), sap&#x146;u pasaul&#x113;, nesp&#x113;j izlas&#x12B;t sl&#x113;pto dabas gr&#x101;matu, neuztver lietas t&#x101;das, k&#x101;das t&#x101;s ir. Logoss, esam&#x12B;ba, uguns k&#x101; t&#x12B;r&#x101; b&#x16B;t&#x12B;ba ir apsl&#x113;ptas. Uguns metafiziski tiek raksturota k&#x101; dz&#x12B;ve, apzi&#x146;a, gribas providence, Zevs (P&#x113;rkons), Dike (Kosmisk&#x101; taisn&#x12B;ba, Bargais tiesnesis). M&#x16B;&#x17E;&#x12B;gi main&#x12B;g&#x101;s dv&#x113;­seles tiek sal&#x12B;dzin&#x101;tas ar up&#x113;m, kur&#x101;s nevar divas reizes iek&#x101;pt, jo t&#x101;s pl&#x16B;st un to, kas taj&#x101; ien&#x101;k, ap­pl&#x16B;dina arvien jauni vi&#x13C;&#x146;i.</p><p>Lai gan H&#x113;rakleita ideja par logo&#x161;u joproj&#x101;m ir cie&#x161;i saist&#x12B;ta ar mitolo&#x123;iskiem priek&#x161;statiem par nepiecie&#x161;am&#x12B;bu, likteni, t&#x101; liecina, ka s&#x101;ku&#x161;i filozo­fiski veidoties priek&#x161;stati par likumsakar&#x12B;bu. Likum­sakar&#x12B;bai ir pak&#x13C;auta pirms&#x101;kuma rado&#x161;&#x101; darb&#x12B;ba un eksistence. T&#x101;d&#x113;&#x13C; ir svar&#x12B;gi iepaz&#x12B;ties ar H&#x113;rakleita kosmolo&#x123;iskajiem priek&#x161;statiem, kuri konkretiz&#x113; pasaules eksistences ("lejupce&#x13C;&#x161;", "aug&#x161;upce&#x13C;&#x161;") likum­sakar&#x12B;go ("sakar&#x12B;go") procesu.</p><p>H&#x113;rakleits saista interesi ar saviem izteicieniem - faktiski pirmajiem sengrie&#x137;u filozofij&#x101; -, kuros ap­cer&#x113;ta izzi&#x146;a (t&#x101;s sare&#x17E;&#x123;&#x12B;t&#x12B;ba, paties&#x101;s gudr&#x12B;bas b&#x16B;­t&#x12B;ba, k&#x101; ar&#x12B; &#x101;r&#x113;jo saj&#x16B;tu un dom&#x101;&#x161;anas loma). J&#x101;&#x146;em v&#x113;r&#x101;, ka &#x12B;sten&#x12B;bas izpratnes principi H&#x113;rakleitam ir cie&#x161;i saist&#x12B;ti ar vi&#x146;a pieeju izzi&#x146;as procesam. T&#x101;, pie­m&#x113;ram, m&#x16B;&#x17E;&#x12B;g&#x101; kust&#x12B;ba, izmai&#x146;as pasaul&#x113; un visu procesu savstarp&#x113;j&#x101; saist&#x12B;ba, p&#x113;c H&#x113;rakleita dom&#x101;m, nosaka eksist&#x113;jo&#x161;o lietu un par&#x101;d&#x12B;bu (gan dabisko, gan sabiedrisko) st&#x101;vokli un &#x12B;pa&#x161;&#x12B;bu relativit&#x101;ti, un t&#x101; rezult&#x101;t&#x101; ar&#x12B; cilv&#x113;cisko priek&#x161;statu un v&#x113;rt&#x113;jumu re­lativit&#x101;ti. Ar&#x12B; dabas nosl&#x113;pumu izzin&#x101;&#x161;anas galvenais priek&#x161;noteikums ir cilv&#x113;ka sapr&#x101;ta (visp&#x101;r&#x113;j&#x101; logosa izpausme cilv&#x113;k&#x101;) saska&#x146;&#x101; ar pasaules logo&#x161;u (uguni).</p><p>Pirms s&#x101;kam run&#x101;t par pitagorie&#x161;iem, par vi&#x146;u uzskatiem par pirms&#x101;kumu, kur&#x161; apvieno visu eso&#x161;o, apskat&#x12B;sim da&#x17E;us secin&#x101;jumus par jonie&#x161;u uzska­tiem, kas attiecas uz arh&#x113;. Tas &#x13C;aus atrast v&#x113;l da&#x17E;us momentus, kas atspogu&#x13C;o sengrie&#x137;u filozofijas spe­cifiku. Jonie&#x161;u (proti, gan mil&#x113;tie&#x161;u, gan H&#x113;rakleita no Efesas) arh&#x113; mekl&#x113;jumi un to iez&#x12B;mju noteik&#x161;ana &#x13C;auj spriest par tiem mot&#x12B;viem, no kuriem vad&#x12B;j&#x101;s pirmie filozofi, izvirzot kaut ko k&#x101; visu lietu pirm­s&#x101;kumu. &#x160;is pirms&#x101;kums apvieno eso&#x161;o vienot&#x101; vese­lum&#x101; un ir t&#x101; pamats.</p><p>1.- Pirms&#x101;kumam, kas tiek mekl&#x113;ts, j&#x101;b&#x16B;t, run&#x101;jot Aristote&#x13C;a v&#x101;rdiem, kur&#x161; ir devis raksturojumu &#x161;iem</p><p>ar/i&#x113; mekl&#x113;jumiem (15, 1, 69-75), s&#x101;kumam, no k&#x101; visas lietas sast&#x101;v, no k&#x101; t&#x101;s rodas, kur&#x101; iet boj&#x101; k&#x101; visu lietu nobeigum&#x101;. &#x160;aj&#x101; noz&#x12B;m&#x113; arh&#x113; ar&#x12B; nodro&#x161;ina visa eso&#x161;&#x101; vienot&#x12B;bu.</p><p>2. Arh&#x113;, kas tiek mekl&#x113;ts, j&#x101;b&#x16B;t &#x101;rk&#x101;rt&#x12B;gi svar&#x12B;gam visam eso&#x161;ajam. Par tik &#x101;rk&#x101;rt&#x12B;gi svar&#x12B;gu substr&#x101;tu (un pat vit&#x101;li svar&#x12B;gu) visa eso&#x161;&#x101; eksistencei Taless, piem&#x113;ram, uzskat&#x12B;ja &#x16B;deni, bet Anaksimens - gaisu. T&#x101; liec&#x12B;b&#x101;s par Talesu tiek apgalvots, ka vi&#x146;&#x161; pie sl&#x113;­dziena, ka visa pamat&#x101; ir &#x16B;dens, iesp&#x113;jams, ir no­n&#x101;cis, pamatojoties uz nov&#x113;rojumu, ka visu lietu daba ir mitra: &#x113;diens ir mitrs, visu dz&#x12B;vo b&#x16B;t&#x146;u sperma ir mitra, visi augi pat&#x113;r&#x113; mitrumu un no mitruma nes aug&#x13C;us, bet bez mitruma nokalst utt. Anaksimena uzskats par gaisu k&#x101; pirms&#x101;kumu ne­ap&#x161;aub&#x101;mi izveidoj&#x101;s no elpo&#x161;anas izv&#x113;rt&#x113;juma. Elpo&#x161;ana &#x161;ai gad&#x12B;jum&#x101; tiek nov&#x113;rt&#x113;ta k&#x101; faktors, kas nodro&#x161;ina dz&#x12B;v&#x101; organisma dz&#x12B;votsp&#x113;ju. "L&#x12B;dz&#x12B;gi tam, k&#x101; m&#x16B;su dv&#x113;sel&#x113; ir gaiss, kas m&#x16B;s satur kop&#x101;, t&#x101; ar&#x12B; pasauli gaiss un elpa aptver" (5, 53).</p><p>3.   Pirms&#x101;kumam, kas tiek mekl&#x113;ts, ir j&#x101;b&#x16B;t p&#x113;c sava rakstura univers&#x101;lam, proti, kaut ar&#x12B; tam ne­piecie&#x161;ami j&#x101;b&#x16B;t piem&#x12B;to&#x161;am visam eso&#x161;ajam, taj&#x101; pa&#x161;&#x101; laik&#x101; tam ir j&#x101;b&#x16B;t p&#x101;r&#x101;kam par eso&#x161;o. K&#x101; jau tika teikts, noteikti, konkr&#x113;ti jutekliskie elementi, kas k&#x13C;uva par pirmajiem pirms&#x101;kumiem grie&#x137;u filozofijas v&#x113;stur&#x113; - &#x16B;dens, gaiss, uguns, - bija vis­p&#x101;r&#x113;j&#x101; t&#x113;ls, kas apvieno eso&#x161;o (jo, b&#x16B;dami pielietoti k&#x101; pirms&#x101;kums attiec&#x12B;b&#x101; uz visu eso&#x161;o, &#x161;ie juteklis­kie elementi l&#x12B;dz ar to jau zaud&#x113; konkr&#x113;t&#x12B;bas iez&#x12B;mes un ieg&#x16B;st visp&#x101;r&#x113;ju raksturu). Bet dom&#x101;t&#x101;ji ac&#x12B;m­redzot &#x12B;pa&#x161;i grib&#x113;ja uzsv&#x113;rt arh&#x113; univers&#x101;lismu. T&#x101;p&#x113;c jonie&#x161;u filozofij&#x101; vienlaic&#x12B;gi ar domin&#x113;jo&#x161;o uz­skatu par arh&#x113; k&#x101; par kaut k&#x101;du konkr&#x113;tu elementu iez&#x12B;m&#x113;jas ar&#x12B; cita pieeja - uzskats par arh&#x113; k&#x101; par kaut ko nenoteiktu. Tam piem&#x113;rs ir Anaksimandra</p><p>apeirons. Saska&#x146;&#x101; ar senaj&#x101;m liec&#x12B;b&#x101;m Anaksi­mandrs neuzskat&#x12B;ja par cien&#x12B;gu nevienu no pirm- elementiem padar&#x12B;t par pamatu, pamats vi&#x146;am bija kas cits, at&#x161;&#x137;ir&#x12B;gs no tiem (5, 28). Un neatkar&#x12B;gi no t&#x101;, k&#x101; izprast apeironu (k&#x101; pa&#x161;u arh&#x113; vai k&#x101; vienu no t&#x101; svar&#x12B;g&#x101;kaj&#x101;m iez&#x12B;m&#x113;m), tendence uztvert arh&#x113; k&#x101; nenoteikto atspogu&#x13C;oja tieksmi uzsv&#x113;rt pirms&#x101;kuma specifiku. &#x160;&#x12B; specifika, sprie&#x17E;ot p&#x113;c Anaksimandra izteikuma (un ne tikai p&#x113;c t&#x101;), ir saist&#x12B;ta pirm&#x101;m k&#x101;rt&#x101;m ar to, ka arh&#x113; ir bezgal&#x12B;gs. Arh&#x113; ir bez ro­be&#x17E;&#x101;m. Tas noz&#x12B;m&#x113;, ka</p><p>a)  arh&#x113; ir nenoteikts: jo visam noteiktajam, proti, konkr&#x113;ti eksist&#x113;jo&#x161;ajam, ir savas robe&#x17E;as. Bet tie&#x161;i &#x161;&#x101;ds nenoteikts s&#x101;kums var b&#x16B;t avots noteikt&#x101;m eso&#x161;&#x101; form&#x101;m;</p><p>b)  arh&#x113; ir bezgal&#x12B;gs, t&#x101;tad tas ir neizsme&#x13C;ams, "tas ir bezrobe&#x17E;u t&#x101;p&#x113;c, lai nek&#x101;d&#x101; m&#x113;r&#x101; nepietr&#x16B;ktu tap­&#x161;anas pa-st&#x101;v&#x113;&#x161;ana" (5, 36), - t&#x101;d&#x101; veid&#x101; doksogr&#x101;fi skaidro &#x161;o Anaksimandra domu. Ari Anaksimenam ir l&#x12B;dz&#x12B;ga motiv&#x101;cija, jo ar&#x12B; vi&#x146;&#x161; atz&#x12B;st gaisu par bezgal&#x12B;gu s&#x101;kumu: tas ir bezgal&#x12B;gs un p&#x101;rpiln&#x12B;gs, jo nekad neizs&#x12B;kst (5, 54);</p><p>c)   arh&#x113; ir bezgal&#x12B;gs, t&#x101;tad tas ir m&#x16B;&#x17E;&#x12B;gs: ja nav s&#x101;kuma, t&#x101;tad nav ar&#x12B; beigu, kas nav radies, tas nav ar&#x12B; izn&#x12B;cin&#x101;ms, secina Aristotelis sakar&#x101; ar &#x161;o arh&#x113; bezgal&#x12B;guma izpratni (15, 3, 110-111). Apgalvojums par arh&#x113; m&#x16B;&#x17E;&#x12B;gumu ir dabisks, jo pa&#x161;am arh&#x113; nevar b&#x16B;t nek&#x101;da c&#x113;lo&#x146;a. Tie&#x161;i t&#x101;p&#x113;c tas ir pirms&#x101;kums. Tie&#x161;i t&#x101;p&#x113;c H&#x113;rakleits uzsver, ka kosmosu (pasaules izk&#x101;rtojumu) neviens nav rad&#x12B;jis, bet "tas vienm&#x113;r ir bijis, ir un b&#x16B;s m&#x16B;&#x17E;&#x12B;gi dz&#x12B;va uguns" (5, 109).</p><p id="AutBody_0_ftnref7">Dom&#x101;jams, ka pirms&#x101;kuma neizsme&#x13C;am&#x12B;ba un m&#x16B;&#x17E;&#x12B;ba jonie&#x161;iem tika saist&#x12B;ta ar&#x12B; ar arh&#x113; b&#x16B;t&#x12B;bu: arh&#x113; past&#x101;v&#x12B;gi paliek nemain&#x12B;gs un taj&#x101; pa&#x161;&#x101; laik&#x101; tas ir ar&#x12B; cits. Un &#x161;is "cits" ir k&#x101;das no arh&#x113; da&#x13C;&#x101;m p&#x101;rtap&#x161;ana.<emphasis>[7]</emphasis> Saska&#x146;&#x101; ar Anaksimenu lietas rodas no gaisa un ir vai nu gaisa sabiez&#x113;&#x161;anas, vai ar&#x12B; izre- tin&#x101;&#x161;an&#x101;s rezult&#x101;ts. H&#x113;rakleits apgalvoja, ka uguns caur gaismu p&#x101;rv&#x113;r&#x161;as mitrum&#x101;, ko vi&#x146;&#x161; sauc par j&#x16B;ru, no t&#x101;s rodas zeme un debesis "(5, 110). &#x160;&#x12B;s arh&#x113; "metamorfozes" ar&#x12B; ir t&#x101; neizsme&#x13C;am&#x12B;bas un m&#x16B;&#x17E;&#x12B;bas avots: "uguns dz&#x12B;vo zemes n&#x101;vi, un gaiss dz&#x12B;vo uguns n&#x101;vi, &#x16B;dens dz&#x12B;vo gaisa n&#x101;vi, zeme - &#x16B;dens" (5, 130). &#x160;ajos H&#x113;rakleita v&#x101;rdos skaidri par&#x101;d&#x101;s arh&#x113; iden­tit&#x101;tes un vienlaic&#x12B;gi ar&#x12B; t&#x101; cit&#x101;d&#x12B;bas vienot&#x12B;ba, t&#x101; nemain&#x12B;bas vienot&#x12B;ba ar past&#x101;v&#x12B;go main&#x12B;bu. (T&#x101;, k&#x101; zin&#x101;ms, ir svar&#x12B;gs aspekts H&#x113;rakleita dialektiskaj&#x101; pieej&#x101; realit&#x101;tei.) K&#x13C;&#x16B;stot par kaut ko citu, arh&#x113; substancion&#x101;li paliek tas pats - &#x16B;dens (Talesam), gaiss (Anaksimenam), uguns (H&#x113;rakleitam, kur&#x161; to akcent&#x113; &#x161;&#x101;diem v&#x101;rdiem: "Ugunij par pretapmai&#x146;u viss un visam - uguns, t&#x101;pat k&#x101; zeltam - preces un prec&#x113;m - zelts" (5,136-137)). T&#x101;d&#x113;j&#x101;di viss eso&#x161;ais ir tikai t&#x101; pa&#x161;a pirms&#x101;kuma - arh&#x113; - da&#x17E;&#x101;di st&#x101;vok&#x13C;i. Un &#x161;aj&#x101; noz&#x12B;m&#x113; tad ar&#x12B; viss rodas no arh&#x113; un atgrie­&#x17E;as taj&#x101;.</p><p id="AutBody_0_ftnref8">4. Arh&#x113; bezgal&#x12B;g&#x101;s metamorfozes neap&#x161;aub&#x101;mi lie­cina ar&#x12B; par t&#x101; kust&#x12B;go un akt&#x12B;vo raksturu, ko jonie&#x161;i (gan Anaksimandrs, gan Anaksimens, gan H&#x113;rakleits) uzsver savos izteikumos par arh&#x113;. Varb&#x16B;t ar &#x161;o aktivi­t&#x101;ti vi&#x146;i k&#x101;dreiz m&#x113;&#x123;in&#x101;ja saist&#x12B;t ar&#x12B; realit&#x101;tes kust&#x12B;go un main&#x12B;go dabu, kas vienlaic&#x12B;gi stimul&#x113;ja mekl&#x113;t ne­main&#x12B;go s&#x101;kumu. Eso&#x161;aj&#x101; notieko&#x161;o izn&#x12B;k&#x161;anas, ra&#x161;a­n&#x101;s un main&#x12B;guma procesu avots izr&#x101;d&#x101;s pats arh&#x113;. Anaksimandram bezgal&#x12B;gais ir visa ra&#x161;an&#x101;s un izn&#x12B;k­&#x161;anas kopc&#x113;lonis (5, 31). Anaksimenam esam&#x12B;bas s&#x101;kums, no k&#x101; viss rodas un par ko atkal sadal&#x101;s, bija gaiss. H&#x113;rakleitam pati uguns p&#x101;rv&#x113;r&#x161;as gais&#x101;, &#x16B;den&#x12B; un zem&#x113;. Uz realit&#x101;tes main&#x12B;go raksturu nor&#x101;da ne tikai H&#x113;rakleits, bet ar&#x12B; citi jonie&#x161;i. H&#x113;rakleits tikai padara &#x161;o main&#x12B;gumu par &#x12B;pa&#x161;u izp&#x113;tes priek&#x161;metu, vienlaic&#x12B;gi izvirzot jaut&#x101;jumu par &#x161;&#x12B; main&#x12B;guma c&#x113;lo&#x146;iem. Pie tam &#x161;o c&#x113;loni vi&#x146;&#x161; saskat&#x12B;ja pa&#x161;a arh&#x113; pretrun&#x12B;b&#x101;. T&#x101;d&#x113;j&#x101;di H&#x113;rakleits sasaist&#x12B;ja realit&#x101;tes izmai&#x146;u c&#x113;lo&#x146;us ar arh&#x113; dabu, kas jauj secin&#x101;t, ka jonie&#x161;u filozofija padar&#x12B;ja noz&#x12B;m&#x12B;gu darbu, p&#x101;rejot no visa eso&#x161;&#x101; vienot&#x101; pirms&#x101;kuma un pamata mekl&#x113;&#x161;anas pie jaut&#x101;juma par &#x161;&#x12B; pirms&#x101;kuma dabu. Arh&#x113; pretrun&#x12B;bu H&#x113;rakleits prec&#x12B;zi izsaka ar &#x161;&#x101;diem v&#x101;rdiem: "Tikai viena "gudr&#x12B;ba" .. negrib un grib .. saukties Zeva v&#x101;rd&#x101;" (5, lll).<emphasis>[8]</emphasis></p><p>Saska&#x146;&#x101; ar H&#x113;rakleita un varb&#x16B;t ar&#x12B; ar citu jo­nie&#x161;u viedokli arh&#x113; dabas &#x12B;patn&#x12B;ba nosaka ne tikai realit&#x101;t&#x113; notieko&#x161;o izmai&#x146;u c&#x113;loni, bet ar&#x12B; pa&#x161;u realit&#x101;tes dabu. H&#x113;rakleita realit&#x101;te ir pretrun&#x12B;ga p&#x113;c savas dabas. V&#x113;l jo vair&#x101;k - pretrun&#x12B;gums ir t&#x101; kop&#x12B;g&#x101; &#x12B;pa&#x161;&#x12B;ba, kura piem&#x12B;t visam eso&#x161;ajam. Visur "naid&#x12B;gais var b&#x16B;t saskan&#x12B;gs pats ar sevi" (5, 118), tas noz&#x12B;m&#x113;, secina H&#x113;rakleits, ka "kar&#x161; ir visu t&#x113;vs, visu valdnieks" (5, 119). T&#x101;d&#x113;j&#x101;di H&#x113;rakleits uzsver visa eso&#x161;&#x101;, visu lietu dabas s&#x101;kotn&#x113;jo pretrun&#x12B;gumu, jo lietas ir dzimu&#x161;as k&#x101; jau pretrun&#x12B;gas - jo to t&#x113;vs ir str&#x12B;ds, kur&#x161; ir kop&#x113;js, un visp&#x101;r viss rodas caur str&#x12B;du (5, 132). Bet tie&#x161;i &#x161;&#x12B; dabas pretrun&#x12B;b&#x101; (pat katras eso&#x161;&#x101;s lietas daba veidojas no pret&#x113;jiem elemen­tiem jeb pamatiem) ir univers&#x101; valdo&#x161;&#x101;s harmonijas priek&#x161;noteikums. &#x160;&#x12B; harmonija ir universa k&#x101;rt&#x12B;ba. Tie&#x161;i to ac&#x12B;mredzot grib uzsv&#x113;rt H&#x113;rakleits, apgal­vojot, ka "apvienojami: veselums un ne-veselums, sadero&#x161;ais un ne-sadero&#x161;ais, saskano&#x161;ais un ne­saskano&#x161;ais, un no visa viens un no viena viss" (5, 99).</p><p id="AutBody_0_ftnref9">5. Arh&#x113; esot c&#x113;lonis visiem procesiem, kas notiek eso&#x161;aj&#x101;, tam ir ar&#x12B; &#x161;os procesus regul&#x113;jo&#x161;a likuma loma. Tas ir princips, kas organiz&#x113; eso&#x161;o, proti, - eso&#x161;&#x101; logoss. &#x160;aj&#x101; noz&#x12B;m&#x113;, k&#x101; to prec&#x12B;zi nor&#x101;da Aristotelis, arh&#x113; ir ar&#x12B; citu lietu pirms&#x101;kums, jo tas "visu aptver" un "p&#x101;r visu valda" (15, 3, 110-111). &#x160;&#x12B; likuma - logosa darb&#x12B;bas rezult&#x101;ts ir universa sa­k&#x101;rto&#x161;ana. Pasaule ir ar&#x12B; noteikta k&#x101;rt&#x12B;ba (ra&#x161;an&#x101;s, eksistences, izmai&#x146;u, mijiedarb&#x12B;bas, boj&#x101;ejas utt. k&#x101;rt&#x12B;ba), proti, - kosmoss. Tom&#x113;r filozofijas v&#x113;stur&#x113; ir pie&#x146;emts uzskat&#x12B;t, ka Pitagors bija pirmais, kas nosauca pasauli par kosmosu, t. i., izmantoja j&#x113;­dzienu, kas noz&#x12B;m&#x113;ja skaistu k&#x101;rt&#x12B;bu.<emphasis>[9]</emphasis> T&#x101;ds priek&#x161;­stats par pasauli ir rakstur&#x12B;gs ar&#x12B; jonie&#x161;iem. T&#x101;, piem&#x113;ram, H&#x113;rakleita uzskatos &#x161;&#x12B; k&#x101;rt&#x12B;ba izpaud&#x101;s galvenok&#x101;rt k&#x101; kosmosa - uguns eksistence saska&#x146;&#x101; ar m&#x113;ru, proti, k&#x101; "m&#x113;r&#x101; uzliesmojo&#x161;a un m&#x113;r&#x101; no- dziesto&#x161;a" uguns (5, 109).</p><p>L&#x16B;k, tikai da&#x17E;as noz&#x12B;mes, kas raksturo kosmosa eksistenci atbilsto&#x161;i m&#x113;ram, kuras var atrast H&#x113;ra­kleita darbos:</p><p>a)   uguns p&#x101;rv&#x113;r&#x161;an&#x101;s citos elementos notiek sa­ska&#x146;&#x101; ar noteiktu m&#x113;ru. T&#x101; H&#x113;rakleits raksta, ka j&#x16B;ra izgaist un non&#x101;k l&#x12B;dz tam pa&#x161;am m&#x113;ram, kur&#x161; bija agr&#x101;k, pirms zeme bija tapusi (5, 110);</p><p>b)  pati kaut k&#x101;das lietas vai elementa eksistence ir k&#x101; noteikts arh&#x113; m&#x113;rs (t. i., da&#x13C;a). K&#x101; jau bija no­r&#x101;d&#x12B;ts, gaiss dz&#x12B;vo uguns n&#x101;vi (5, 130), proti, gaiss eksist&#x113; k&#x101; noteikts uguns m&#x113;rs;</p><p>c)  H&#x113;rakleits saprot m&#x113;ru ar&#x12B; k&#x101; k&#x101;rt&#x12B;bu, kas no­saka katra eksist&#x113;jo&#x161;&#x101; st&#x101;vokli un funkcion&#x113;&#x161;anas iesp&#x113;jas univers&#x101;. Ac&#x12B;mredzot tie&#x161;i t&#x101; j&#x101;saprot H&#x113;rakleita v&#x101;rdi, ka "saule nep&#x101;rk&#x101;ps m&#x113;ru; pre­t&#x113;j&#x101; gad&#x12B;jum&#x101; Er&#x12B;nijas, Dikes pal&#x12B;dzes, vi&#x146;u atrad&#x12B;s" (sk. 5, 139-140);</p><p>d) H&#x113;rakleita uzskatos m&#x113;rs noz&#x12B;m&#x113; ar&#x12B; jebkuras eksistences noteiktas robe&#x17E;as, s&#x101;kot no dzim&#x161;anas l&#x12B;dz n&#x101;vei. Anaksimandrs ar&#x12B; akcent&#x113;, ka lietu tap&#x161;ana un izn&#x12B;k&#x161;ana notiek saska&#x146;&#x101; ar laika k&#x101;rt&#x12B;bu (5, 28).</p><p>6.   T&#x101;das arh&#x113; &#x12B;pa&#x161;&#x12B;bas k&#x101; m&#x16B;&#x17E;&#x12B;gums, neizsme&#x13C;a- m&#x12B;ba, varen&#x12B;ba, sp&#x113;ja rad&#x12B;t visu eso&#x161;o, esot visap­tvero&#x161;ajam un p&#x101;rvaldo&#x161;ajam sp&#x113;kam, utt. neap&#x161;au­b&#x101;mi pamudin&#x101;ja jonie&#x161;us pied&#x113;v&#x113;t arh&#x113; dievi&#x161;&#x137;u dabu. Arh&#x113; ir "nemirst&#x12B;gs un nav pak&#x13C;auts boj&#x101;ejai", k&#x101; to saka Anaksimandrs un liel&#x101;k&#x101; da&#x13C;a fiziologu jeb fizi&#x137;u (no v&#x101;rda fisis - daba), secina Aristotelis, run&#x101;jot par galvenajiem c&#x113;lo&#x146;iem, kas pamudin&#x101;ja pie&#x161;&#x137;irt arh&#x113; dievi&#x161;&#x137;u statusu ("Fizika", 203 b 4).</p><p id="AutBody_0_ftnref10">7.  Svar&#x12B;gs mot&#x12B;vs, kas noteica arh&#x113; un t&#x101; raksturo­jumu mekl&#x113;jumus, neap&#x161;aub&#x101;mi bija mitolo&#x123;isko priek&#x161;statu ietekme. (Par mitolo&#x123;ijas un filozofijas ra&#x161;an&#x101;s saist&#x12B;bu jau tika run&#x101;ts iepriek&#x161;.) K&#x101; zin&#x101;ms no senajiem avotiem, viens no c&#x113;lo&#x146;iem, kas pamu­din&#x101;ja Talesu uzskat&#x12B;t par pirms&#x101;kumu &#x16B;deni, var&#x113;ja b&#x16B;t ar&#x12B; t&#x101;ds da&#x17E;&#x101;du tautu senaj&#x101; mitolo&#x123;ij&#x101; pla&#x161;i izplat&#x12B;ts t&#x113;ls k&#x101; Oke&#x101;ns. Priek&#x161;statiem par arh&#x113; k&#x101; par kaut ko dz&#x12B;vu ar&#x12B; ac&#x12B;mredzot ir mitolo&#x123;isks pa­mats. T&#x101;, piem&#x113;ram, Taless apgalvoja, ka dv&#x113;sele ir piem&#x12B;to&#x161;a visam universam (Aristotelis. "Par Dv&#x113;­seli", 411 a 7); vai, p&#x113;c H&#x113;rakleita dom&#x101;m, pasaule k&#x101; m&#x16B;&#x17E;&#x12B;gi dz&#x12B;va uguns (5, 109)<emphasis>[10]</emphasis>. S&#x12B; pieeja pasaulei k&#x101; mitolo&#x123;iskajai pasaulei ir j&#x16B;tama (k&#x101; jau tika atz&#x12B;m&#x113;ts) ar&#x12B; H&#x113;rakleita uzskatos par logo&#x161;u k&#x101; par likteni.</p><p>8. Nosakot arh&#x113; raksturojumus, ac&#x12B;mredzot liela noz&#x12B;me bija jonie&#x161;u soci&#x101;lajiem uzskatiem. Izman­tosim tikai vienu no daudzajiem piem&#x113;riem. Anak- simandram noz&#x12B;m&#x12B;gs arh&#x113; raksturojumam ir termins dik&#x113; - taisn&#x12B;gums, likums, sods, likum&#x12B;ba utt. Anak- simandram dik&#x113; ir pats apeirons, kas piespie&#x17E; visu, kas ir radies no t&#x101;, atgriezties taj&#x101; atpaka&#x13C;, atmak­s&#x101;jot viens otram un sodot par p&#x101;ridar&#x12B;jumiem (5, 28). Tas ar&#x12B; nodro&#x161;ina k&#x101;rt&#x12B;bas past&#x101;v&#x113;&#x161;anu univers&#x101;: jo tam, kas dzimst, ir ar&#x12B; j&#x101;iet boj&#x101;, t. i., n&#x101;ve ir taisn&#x12B;ga maksa par dzim&#x161;anu. H&#x113;rakleitam dik&#x113; ir cita noz&#x12B;me: dik&#x113; ir naids, caur kuru viss rodas. Bet taj&#x101; pa&#x161;&#x101; laik&#x101; &#x161;&#x12B; dik&#x113; noz&#x12B;me ir l&#x12B;dz&#x12B;ga ar&#x12B; Anaksimandra trakt&#x113;jumam, jo naids ir parast&#x101;, proti, dabisk&#x101; k&#x101;rt&#x12B;ba pasaul&#x113; (5, 132). T&#x101;tad jonie&#x161;i arh&#x113; lomu galvenok&#x101;rt v&#x113;rt&#x113; k&#x101; taisn&#x12B;guma likumu, kura iev&#x113;ro&#x161;ana tika uzskat&#x12B;ta par polisas pilso&#x146;a pirmo pien&#x101;kumu. Pats termins arh&#x113; noz&#x12B;m&#x113; ar&#x12B; varu, vad&#x12B;­&#x161;anu, valsts amatu, komand&#x113;&#x161;anu u. tml., un &#x161;aj&#x101;s soci&#x101;laj&#x101;s noz&#x12B;m&#x113;s &#x161;is termins tika pla&#x161;i lietots pirms tam, kad Anaksimandrs izmantoja to, lai nosauktu par arh&#x113; visa eso&#x161;&#x101; pirms&#x101;kumu.</p></section><section><title><p id="AutBody_0bookmark12">PITAGORS UN PITAGORIE&#x160;I</p></title><p>Apg&#x16B;stot pitagorismu, j&#x101;&#x146;em v&#x113;r&#x101;, ka gadsimtu gait&#x101; nav saglab&#x101;ju&#x161;&#x101;s tie&#x161;as liec&#x12B;bas par Pitagora filo­zofisko m&#x101;c&#x12B;bu, k&#x101; ar&#x12B; par pitagorismu visp&#x101;r. Uzma­n&#x12B;bu saista ar&#x12B; kas cits: vispirms jau tas, ka pitagorie&#x161;u savien&#x12B;ba, kas bija slavena ar saviem reli&#x123;iskajiem, mitolo&#x123;iskajiem un mistiskajiem uzskatiem, mor&#x101;­lajiem noteikumiem un zin&#x101;tniskaj&#x101;m idej&#x101;m, k&#x101; ar&#x12B; ar politisko darb&#x12B;bu, ir &#x13C;oti sare&#x17E;&#x123;&#x12B;ts fenomens un p&#x113;tnieku vid&#x16B; nav vienpr&#x101;t&#x12B;bas jaut&#x101;jum&#x101; par &#x161;&#x12B;s savien&#x12B;bas b&#x16B;t&#x12B;bu. J&#x101;&#x146;em v&#x113;r&#x101; ar&#x12B; pitagorisma evol&#x16B;cija (agr&#x12B;n&#x101;, vid&#x113;j&#x101; un v&#x113;l&#x12B;n&#x101; pitagorisma ideju specifika), k&#x101; ar&#x12B; pitagorie&#x161;u priek&#x161;statu &#x12B;patn&#x12B;bas un to neviennoz&#x12B;m&#x12B;gie trakt&#x113;jumi da&#x17E;&#x101;dos p&#x113;t&#x12B;jumos.</p><p>P&#x113;tnieki uzsver pitagorie&#x161;u skolas svar&#x12B;go noz&#x12B;mi zin&#x101;tnes att&#x12B;st&#x12B;b&#x101;. Pirm&#x101;m k&#x101;rt&#x101;m zin&#x101;tnes v&#x113;stur­nieki atz&#x12B;m&#x113; pitagorie&#x161;u lomu matem&#x101;tikas att&#x12B;s­t&#x12B;&#x161;an&#x101;, uzskatot, ka vi&#x146;u nopelns ir tas, ka vi&#x146;i pied&#x101;v&#x101; matem&#x101;tisko pier&#x101;d&#x12B;jumu sist&#x113;mu, kura faktiski padara matem&#x101;tiku par teor&#x113;tisko zin&#x101;&#x161;anu sist&#x113;mu, proti, par zin&#x101;tni. (Ir b&#x16B;tiska at&#x161;&#x137;ir&#x12B;ba starp matem&#x101;tikas att&#x12B;st&#x12B;bas l&#x12B;meni Senaj&#x101; Grie&#x137;ij&#x101; un senaj&#x101;s Austrumu zem&#x113;s.) Pitagorie&#x161;u skolai ir liela noz&#x12B;me ar&#x12B; medic&#x12B;nas, kosmolo&#x123;ijas, astronomijas un citu zin&#x101;t&#x146;u rad&#x12B;&#x161;an&#x101;. Bez tam pitagorisma evol&#x16B;cijas rezult&#x101;t&#x101; main&#x12B;j&#x101;s ar&#x12B; pitagorie&#x161;u zin&#x101;tniskie uzskati, vi&#x146;u pieeja dabas p&#x113;t&#x12B;jumiem.</p><p id="AutBody_0_ftnref11">Pamatojoties uz tie&#x161;iem &#x12B;sten&#x12B;bas v&#x113;rojumiem<emphasis>[11]</emphasis>(galvenok&#x101;rt t&#x101;d&#x101;s jom&#x101;s, kur&#x101;s kvantitat&#x12B;v&#x101;s attie­c&#x12B;bas ir ac&#x12B;mredzamas - &#x123;eometrij&#x101;, astronomij&#x101;, m&#x16B;zik&#x101;), apj&#x113;dzot pasauli no matem&#x101;tisko ideju poz&#x12B;­cij&#x101;m, pitagorie&#x161;i non&#x101;ca pie domas par Visuma skaitlisko struktur&#x113;t&#x12B;bu. Tie&#x161;i skaitlis dod noteikt&#x12B;bu (noteiktu m&#x113;ru) liet&#x101;m un gar&#x12B;g&#x101;m par&#x101;d&#x12B;b&#x101;m, k&#x13C;&#x16B;st par to patst&#x101;v&#x12B;gas eksistences un izzi&#x146;as nosac&#x12B;jumu (atsevi&#x161;&#x137;ajam izdaloties no bezgal&#x12B;g&#x101;). Skait&#x13C;a funk­cija, kas padara to par vienl&#x12B;dz nepiecie&#x161;amu un noz&#x12B;m&#x12B;gu visam eso&#x161;ajam, ar&#x12B; apvieno eso&#x161;o. Pitagors sauca Visumu par kosmosu (k&#x101;rt&#x12B;bu).</p><p id="AutBody_0_ftnref12">Pitagorie&#x161;i (t&#x101;pat k&#x101; H&#x113;rakleits) run&#x101; par pasaules likumsakar&#x12B;b&#x101;m, ar to saprotot skaitlisk&#x101;s likum­sakar&#x12B;bas<emphasis>[12]</emphasis>, un par skaitlisku pasaules k&#x101;rt&#x12B;bu. &#x160;&#x12B; ideja, kas b&#x16B;t&#x12B;b&#x101; l&#x12B;dzin&#x101;s H&#x113;rakleita logosa idejai, pamato eso&#x161;&#x101; notur&#x12B;gumu. Tom&#x113;r H&#x113;rakleitam logoss ir nesaraujami saist&#x12B;ts ar s&#x101;kotn&#x113;jo uguni, turpret&#x12B; pitagorie&#x161;iem skaitlisk&#x101;s likumsakar&#x12B;bas it k&#x101; past&#x101;v pa&#x161;as par sevi, t&#x101;s ir it k&#x101; vienaldz&#x12B;gas (skait&#x13C;i ir nemain&#x12B;gi) attiec&#x12B;ba pret realitati, kuras kvantita­t&#x12B;v&#x101;s attiec&#x12B;bas skaitli izsaka.</p><p>&gt;</p><p id="AutBody_0_ftnref13">Jaut&#x101;jums par to, k&#x101; skaidrot pasaules likum­sakar&#x12B;bu izpratni pitagorie&#x161;u m&#x101;c&#x12B;b&#x101;, liel&#x101; m&#x113;r&#x101; ir atkar&#x12B;gs no t&#x101;, k&#x101; v&#x113;rt&#x113;t vi&#x146;u t&#x113;zi par lietas un skait&#x13C;a identit&#x101;ti. Lai izvair&#x12B;tos no pitagorie&#x161;u uz­skatu moderniz&#x113;&#x161;anas<emphasis>[13]</emphasis>, nepiecie&#x161;ams saprast &#x161;o t&#x113;zi autentiski. To izdar&#x12B;t, k&#x101; jau tika min&#x113;ts, ir gr&#x16B;ti, jo m&#x16B;su r&#x12B;c&#x12B;b&#x101; eso&#x161;&#x101;s zi&#x146;as ir tr&#x16B;c&#x12B;gas. Ja &#x146;emam v&#x113;r&#x101; skait&#x13C;a &#x123;eometrisko trakt&#x113;jumu pitagorie&#x161;u m&#x101;c&#x12B;b&#x101; un vi&#x146;u priek&#x161;status par objektu k&#x101; materi&#x101;lo, kva­litat&#x12B;vi noteikto punktu (vien&#x12B;bu vai "izplat&#x12B;tu mo- n&#x101;du") summu, tad diez vai ir v&#x113;rts viennoz&#x12B;m&#x12B;gi run&#x101;t par skait&#x13C;a ide&#x101;lo raksturu pitagorism&#x101;.</p><p>Analiz&#x113;jot pitagorie&#x161;u dialektisk&#x101;s idejas, j&#x101;atz&#x12B;m&#x113;, kas principi&#x101;li at&#x161;&#x137;ir pretstatu attiec&#x12B;bu pitagorisko trakt&#x113;jumu un pretstatu izpratni H&#x113;rakleita m&#x101;c&#x12B;b&#x101;: pitagorie&#x161;i uzskat&#x12B;ja, ka sajauk&#x161;an&#x101;s ir pretrunu apvieno&#x161;anas galven&#x101; forma.</p></section><section><title><p>ELE&#x100;TI</p></title><p>S&#x101;kot ele'&#x101;tu filozofisk&#x101;s m&#x101;c&#x12B;bas anal&#x12B;zi, pirm&#x101;m k&#x101;rt&#x101;m ir nepiecie&#x161;ams apj&#x113;gt, ka svar&#x12B;ga loma t&#x101;s tap&#x161;an&#x101; bija dzejnieka Kolofonas Ksenofana (565- 473 pr. Kr.) uzskatiem (vi&#x146;&#x161; izvirz&#x12B;ja vienot&#x101; Dieva ideju) un pitagorie&#x161;u atzi&#x146;&#x101;m (realit&#x101;tes skaitliskais raksturojums, skait&#x13C;a iedabas nepretrun&#x12B;gums, pret­statu attiec&#x12B;bas).</p><p id="AutBody_0_ftnref14">Parmen&#x12B;ds (ap 540-470 pr. Kr.) izstr&#x101;d&#x101; jaunu pieeju eso&#x161;&#x101; vien&#x12B;bas un daudz&#x12B;bas izpratn&#x113;. 1. Kon­stat&#x113;jis, ka apk&#x101;rt&#x113;j&#x101; pasaul&#x113; viss ir vienots caur to, ka tas eksist&#x113;, Parmen&#x12B;ds izvirza jaut&#x101;jumu par eksist&#x113;jo&#x161;&#x101; b&#x16B;t&#x12B;bu, proti, vi&#x146;&#x161; pietuvojas esam&#x12B;bas idejai. Parmen&#x12B;ds, t&#x101;pat k&#x101; citi sengrie&#x137;u dom&#x101;t&#x101;ji, esam&#x12B;bu saprot k&#x101; noteiktu esam&#x12B;bu, t&#x101;p&#x113;c, run&#x101;jot par eso&#x161;&#x101; j&#x113;dzienu, vi&#x146;&#x161; izmanto t&#x101; emp&#x12B;riskos raks­turojumus. 2. Daudzveid&#x12B;g&#x101;s un main&#x12B;g&#x101;s pasaules pamats ir nekust&#x12B;gs un nemain&#x12B;gs. Tas at&#x161;&#x137;ir Par- men&#x12B;du no jonie&#x161;iem, mil&#x113;tie&#x161;iem un H&#x113;rakleita, kuri past&#x101;vo&#x161;o daudzveid&#x12B;bu izskaidroja ar pa&#x161;a pamata (pirms&#x101;kuma) izmai&#x146;&#x101;m un p&#x101;rv&#x113;rt&#x12B;b&#x101;m. Esam&#x12B;ba Parmen&#x12B;dam nek&#x13C;&#x16B;st par redzam&#x101;s pasau­les daudzveid&#x12B;bu. V&#x113;l vair&#x101;k, b&#x16B;dams it k&#x101; lo&#x123;iska pasaules ontolo&#x123;isk&#x101;s vienot&#x12B;bas izpausme, tas no­st&#x101;jas pret&#x12B; emp&#x12B;riskajai daudz&#x12B;bai. Pasaules emp&#x12B;­risk&#x101; daudz&#x12B;ba gan nav neesam&#x12B;ba, tom&#x113;r tai piem&#x12B;t ne&#x12B;sta eksistence, t. i., t&#x101;da eksistence, k&#x101;da par&#x101;d&#x101;s j&#x16B;t&#x101;s. Tikai pr&#x101;ts aiz &#x161;&#x12B; &#x161;&#x137;ituma - j&#x16B;tu fiks&#x113;taj&#x101;m par&#x101;d&#x12B;b&#x101;m - sp&#x113;j ieraudz&#x12B;t patieso vienoto esam&#x12B;bu. &#x160;&#x101;d&#x101; kontekst&#x101; ac&#x12B;mredzot j&#x101;apl&#x16B;ko ar&#x12B; Parmen&#x12B;da t&#x113;ze par esam&#x12B;bas un dom&#x101;&#x161;anas identit&#x101;ti. T&#x101; atkl&#x101;j t&#x101;du sengrie&#x137;u filozofijas &#x12B;patn&#x12B;bu k&#x101; tieksmi mekl&#x113;t esam&#x12B;b&#x101; galveno (patieso) aspektu un adekv&#x101;ti at­spogu&#x13C;ot to zin&#x101;&#x161;an&#x101;s (dom&#x101;s)<emphasis>[14]</emphasis>. T&#x101; rezult&#x101;t&#x101; esam&#x12B;ba (paties&#x101; esam&#x12B;ba, kura vien&#x12B;g&#x101; var eksist&#x113;t - t&#x101; apgalvo Parmen&#x12B;ds) un doma k&#x101; paties&#x12B;ba par esam&#x12B;bu (neesam&#x12B;ba nevar b&#x16B;t dom&#x101;jama) sakr&#x12B;t. Doma, uzskata Parmen&#x12B;ds, vienm&#x113;r ir doma par patieso esam&#x12B;bu, un t&#x101;d&#x113;&#x13C; domas paz&#x12B;mes - nepretrun&#x12B;gums, nemain&#x12B;ba, vienot&#x12B;ba u. c. - vi&#x146;a m&#x101;c&#x12B;b&#x101; tiek uzskat&#x12B;tas ar&#x12B; par paties&#x101;s esam&#x12B;bas paz&#x12B;m&#x113;m.</p><p id="AutBody_0_ftnref15">T&#x101; Parmen&#x12B;ds izteica un pamatoja at&#x161;&#x137;ir&#x12B;bu starp pr&#x101;tam aptveramo esam&#x12B;bas b&#x16B;t&#x12B;bu - vienoto un m&#x16B;­&#x17E;&#x12B;go esam&#x12B;bas pamatu - un j&#x16B;t&#x101;m tveramo par&#x101;d&#x12B;bu - konkr&#x113;to un laic&#x12B;go &#x161;&#x12B; pamata st&#x101;vokli<emphasis>[15]</emphasis>. Filozofiskaj&#x101; po&#x113;m&#x101; "Par dabu" Parmen&#x12B;ds stingri norobe&#x17E;o "pa­ties&#x12B;bas ce&#x13C;u" un "viedok&#x13C;a ce&#x13C;u", tom&#x113;r neizvirza jaut&#x101;­jumu par b&#x16B;t&#x12B;bas un par&#x101;d&#x12B;bas saist&#x12B;bu.</p><p>P&#x113;tot citu Elejas skolas p&#x101;rst&#x101;vju filozofiskos uzskatus, ir j&#x101;noskaidro Z&#x113;nona (ap 490-430 pr. Kr.) aporiju (lo&#x123;isko pretrunu) b&#x16B;t&#x12B;ba jeb b&#x16B;tisk&#x101;kais saturs (paz&#x12B;stam&#x101;k&#x101;s no aporij&#x101;m ir "Dihotomija", "Ahillejs", "Bulta", "Stadions"). Izmantojot lo&#x123;iskos argumentus, Z&#x113;nons ar &#x161;o aporiju pal&#x12B;dz&#x12B;bu pamato Parmen&#x12B;da m&#x101;c&#x12B;bu par vienoto, nemain&#x12B;go un nekus­t&#x12B;go esam&#x12B;bu. Vi&#x146;&#x161; par&#x101;da, ka esam&#x12B;bas daudz&#x113;j&#x101;- d&#x12B;bas un t&#x101;s kust&#x12B;bas atz&#x12B;&#x161;ana noved pie pretrun&#x12B;­giem secin&#x101;jumiem. Piem&#x113;ram, Aristotelis (15, 3, 139) izkl&#x101;sta Z&#x113;nona aporijas "Bulta" (aporija pret esam&#x12B;bas kust&#x12B;bas atz&#x12B;&#x161;anu) j&#x113;gu &#x161;&#x101;di: katram bultas lidojuma momentam atbild&#x12B;s noteikta vieta telp&#x101;, bet tas noz&#x12B;m&#x113;, ka katr&#x101; savas kust&#x12B;bas laika moment&#x101; (proti, katr&#x101; "tagad") bulta atrodas miera st&#x101;vokl&#x12B; k&#x101;d&#x101; telpas viet&#x101;. Tas noz&#x12B;m&#x113;, ka lidojo&#x161;&#x101; bulta ir nekust&#x12B;ga, jo t&#x101;s lidojums ir miera st&#x101;vok&#x13C;u kopums. &#x160;is Z&#x113;nona secin&#x101;jums, p&#x113;c Aristote&#x13C;a dom&#x101;m, izriet no pie&#x146;&#x113;muma, ka laiks sast&#x101;v no atsevi&#x161;&#x137;iem "tagad".</p><p>Elejas skolas piekrit&#x113;js Meliss (5. gs. pr. Kr.), pie­&#x146;emot Parmen&#x12B;da esam&#x12B;bas noliegumu, pasludin&#x101;ja esam&#x12B;bu par telpiski bezgal&#x12B;gu. Tom&#x113;r &#x161;is pazi&#x146;ojums b&#x16B;tiski izmain&#x12B;ja Parmen&#x12B;da m&#x101;c&#x12B;bas par esam&#x12B;bu b&#x16B;t&#x12B;bu. Uz to uzman&#x12B;bu v&#x113;r&#x161; ar&#x12B; Aristotelis, uzsverot, ka Parmen&#x12B;ds saprata vienoto esam&#x12B;bu k&#x101; dom&#x101;jamu, turpret&#x12B; Meliss - k&#x101; materi&#x101;lu, lietisku un telpiski izv&#x113;rstu (15,1, 76). Tas satuvin&#x101;ja Melisu ar jonie&#x161;iem, ar vi&#x146;u uzskatu par arh&#x113; k&#x101; bezgal&#x12B;go, neizsme&#x13C;amo un materi&#x101;lo visa daudzveid&#x12B;gi eso&#x161;&#x101; avotu.</p></section><section><title><p id="AutBody_0bookmark13">ANAKSAGORS UN EMPEDOKLS</p></title><p>Parmen&#x12B;da m&#x101;c&#x12B;ba par esam&#x12B;bu ietekm&#x113;ja Anak- sagora (ap 500-428 pr. Kr.) un Empedokla (490-430 pr. Kr.) uzskatus. Sekojot Parmen&#x12B;dam, vi&#x146;i noliedz neesam&#x12B;bas past&#x101;v&#x113;&#x161;anu, k&#x101; ar&#x12B; p&#x101;r&#x146;em t&#x113;zi par to, ka esam&#x12B;ba nerodas no neesam&#x12B;bas (ne no k&#x101;) un nep&#x101;rv&#x113;r&#x161;as par neesam&#x12B;bu (neko). Toties at&#x161;&#x137;ir&#x12B;b&#x101; no Parmen&#x12B;da vi&#x146;i atz&#x12B;st vair&#x101;ku paties&#x101;s esam&#x12B;bas pirmpamatu (pirms&#x101;kumu) past&#x101;v&#x113;&#x161;anu; tikai ar to, vi&#x146;upr&#x101;t, ir iesp&#x113;jams izskaidrot daudz&#x12B;bu un izmai­&#x146;as pasaul&#x113;, saglab&#x101;joties pirms&#x101;kumu nemain&#x12B;bai un neizn&#x12B;cin&#x101;m&#x12B;bai. Empedokls run&#x101; par &#x10D;etru visu lietu pirms&#x101;kumu vai "sak&#x146;u" eksistenci. T&#x101;di pirm­s&#x101;kumi ir uguns, zeme, &#x16B;dens un gaiss. Sie pirm­s&#x101;kumi ir m&#x16B;&#x17E;&#x12B;gi un nemain&#x12B;gi, tie nek&#x13C;&#x16B;st par kaut ko citu, nep&#x101;riet viens otr&#x101;. T&#x101;d&#x113;j&#x101;di pa&#x161;i &#x161;ie pirm­s&#x101;kumi nevar&#x113;ja b&#x16B;t par c&#x113;loni lietu dzim&#x161;anai un boj&#x101;ejai. T&#x101;p&#x113;c jaun&#x101; ra&#x161;anos Empedokls izskaidro ar &#x161;o pirmpamatu savieno&#x161;anu ar M&#x12B;lest&#x12B;bas sp&#x113;ku da&#x17E;&#x101;d&#x101;s proporcij&#x101;s. Un, attiec&#x12B;gi, boj&#x101;eju vi&#x146;&#x161; iz­skaidro k&#x101; &#x161;o pirms&#x101;kumu atdal&#x12B;&#x161;anu ar Naidu. (M&#x12B;lest&#x12B;ba un Naids Empedoklam ir telpiski sp&#x113;ki.)</p><p>Anaksagors m&#x101;ca par homeom&#x113;rij&#x101;m (&#x161;&#x101;di t&#x101;s no­sauca Aristotelis, bet pats Anaksagors run&#x101;ja par "eksist&#x113;jo&#x161;&#x101;m liet&#x101;m"). Homeom&#x113;rijas ir kvalitat&#x12B;vi noteiktas vielas, piem&#x113;ram, jutekliski neuztveram&#x101;s &#x16B;dens, asins, audumu, met&#x101;lu utt. da&#x13C;i&#x146;as. Katra no &#x161;&#x12B;m s&#x12B;kaj&#x101;m da&#x13C;i&#x146;&#x101;m saglab&#x101; kvalit&#x101;ti, kas ir raks­tur&#x12B;ga tai l&#x12B;dz&#x12B;g&#x101;m liet&#x101;m (piem&#x113;ram, &#x16B;dens da&#x13C;i&#x146;a saglab&#x101; visas &#x16B;dens kvalit&#x101;tes, asins da&#x13C;i&#x146;ai ir vi­sas asins kvalit&#x101;tes utt.). T&#x101;p&#x113;c ar&#x12B; da&#x13C;i&#x146;as tika no­sauktas par homeom&#x113;rij&#x101;m, t. i., l&#x12B;dz&#x12B;g&#x101;m da&#x13C;i&#x146;&#x101;m, proti, par da&#x13C;&#x101;m, kas rada p&#x113;c kvalit&#x101;tes l&#x12B;dz&#x12B;go. Taj&#x101; pa&#x161;&#x101; laik&#x101; Anaksagors apgalvo, ka "viss ir vis&#x101;". Tas noz&#x12B;m&#x113;, ka katr&#x101; liet&#x101; eksist&#x113; visas homeom&#x113;rijas, bet konkr&#x113;ti uztveram&#x101;s lietas galven&#x101;s &#x12B;pa&#x161;&#x12B;bas tiek noteiktas ar to homeom&#x113;riju kvalit&#x101;t&#x113;m, kuru skaits taj&#x101; ir visliel&#x101;kais.</p><p>Lai ar&#x12B; Anaksagors at&#x161;&#x137;ir&#x12B;b&#x101; no Empedokla run&#x101; par bezgal&#x12B;gu esam&#x12B;bas pirms&#x101;kumu (homeom&#x113;riju) skaitu, tom&#x113;r, l&#x12B;dz&#x12B;gi Empedokla lietu "sakn&#x113;m", ho­meom&#x113;rij&#x101;m piem&#x12B;t l&#x12B;dz&#x12B;gs raksturojums. Homeo­m&#x113;rijas ir m&#x16B;&#x17E;&#x12B;gas, t&#x101;s nerodas un neizz&#x16B;d. T&#x101;p&#x113;c lietu ra&#x161;anos un boj&#x101;eju Anaksagors izskaidro ar &#x161;o pirms&#x101;kumu savieno&#x161;anos un atdal&#x12B;&#x161;anos.</p><p>Par pasaul&#x113; notieko&#x161;o procesu s&#x101;kotn&#x113;jo dzin&#x113;j­sp&#x113;ku Anaksagors uzskat&#x12B;ja Pr&#x101;tu, ko vi&#x146;&#x161; saprata k&#x101; vissmalk&#x101;ko un vist&#x12B;r&#x101;ko no vis&#x101;m liet&#x101;m. Pr&#x101;ts iekustin&#x101;ja pirm&#x113;jo nekust&#x12B;go masu, kas bija visu homeom&#x113;riju sajaukums ("viss kop&#x101;"). &#x160;&#x12B; masa tad ar&#x12B; bija kosmosa pirmatn&#x113;jais st&#x101;voklis. Tom&#x113;r t&#x101;­l&#x101;kais pasaules veido&#x161;an&#x101;s process notiek bez Pr&#x101;ta piedal&#x12B;&#x161;an&#x101;s.</p><p>T&#x101;d&#x113;j&#x101;di Empedoklam un Anaksagoram nen&#x101;c&#x101;s viegli savienot atzi&#x146;as par kust&#x12B;bas, izmai&#x146;u, ra&#x161;a­n&#x101;s un izn&#x12B;c&#x12B;bas past&#x101;v&#x113;&#x161;anu apk&#x101;rt&#x113;j&#x101; pasaul&#x113; (&#x161;eit vi&#x146;i balst&#x101;s uz jonie&#x161;u filozofu priek&#x161;statiem par dabu) ar atzi&#x146;&#x101;m par esam&#x12B;bas nemain&#x12B;bu un neiz­n&#x12B;cin&#x101;m&#x12B;bu; citiem v&#x101;rdiem sakot, savienot Parme­n&#x12B;da izstr&#x101;d&#x101;to esam&#x12B;bas j&#x113;dzienu ar re&#x101;lo esam&#x12B;bas eksistenci.</p><p>Turkl&#x101;t ir svar&#x12B;gi saskat&#x12B;t ar&#x12B; jaunu iez&#x12B;mju par&#x101;­d&#x12B;&#x161;anos sengrie&#x137;u dom&#x101;: 1) &#x101;rpus dabas eso&#x161;o un to iekustino&#x161;o akt&#x12B;vo sp&#x113;ku eksistences nepiecie&#x161;a­m&#x12B;bas atz&#x12B;&#x161;ana (Anaksagoram &#x161;is virz&#x12B;t&#x101;jsp&#x113;ks ir Pr&#x101;ts (n&#x16B;ss), bet Empedoklam - M&#x12B;lest&#x12B;ba k&#x101; pie­vilk&#x161;an&#x101;s un Naids k&#x101; atgr&#x16B;&#x161;an&#x101;s); 2) pasaules att&#x12B;st&#x12B;bas procesa vienot&#x12B;bas izjauk&#x161;ana: pretstatu - t&#x101;du esam&#x12B;bas st&#x101;vok&#x13C;u k&#x101; vien&#x12B;ba un daudz&#x12B;ba, mai­n&#x12B;ba un notur&#x12B;ba, ra&#x161;an&#x101;s un izn&#x12B;c&#x12B;ba - vienot&#x12B;ba tiek nomain&#x12B;ta ar laik&#x101; no&#x161;&#x137;irtu eksistenci. Empedoklam</p><p>M&#x12B;lest&#x12B;bas vald&#x12B;&#x161;ana nomaina Naida kundz&#x12B;bu un otr&#x101;di, bet savieno&#x161;an&#x101;s (ra&#x161;an&#x101;s) nomaina sadal&#x12B;­&#x161;anos (izn&#x12B;c&#x12B;bu). Savuk&#x101;rt Anaksagoram pasaules s&#x101;kotn&#x113;jo st&#x101;vokli - nekust&#x12B;gas, kopum&#x101; kvalitat&#x12B;vi nenoteiktas un vienotas masas eksistenci - pr&#x101;ta iedarb&#x12B;bas rezult&#x101;t&#x101; nomaina kust&#x12B;gs, kvalitat&#x12B;vi noteikts un daudzveid&#x12B;gs pasaules st&#x101;voklis.</p><p>Empedokla un Anaksagora uzskatus tuvina ar&#x12B; tas, ka, atz&#x12B;m&#x113;jot dabas izzi&#x146;as procesa gr&#x16B;t&#x12B;bas (pie­m&#x113;ram, Empedokls redz &#x161;&#x12B;s gr&#x16B;t&#x12B;bas gan cilv&#x113;ka juteklisk&#x101;s uztveres v&#x101;jum&#x101;, gan cilv&#x113;ka eksistences &#x12B;sum&#x101;), vi&#x146;i taj&#x101; pa&#x161;&#x101; laik&#x101; pied&#x101;v&#x101; izzi&#x146;as procesa meh&#x101;nismus un principus. Empedokls: "l&#x12B;dz&#x12B;g&#x101; izzi&#x146;u ar l&#x12B;dz&#x12B;go", Anaksagors: izzi&#x146;u, izejot no pret&#x113;j&#x101;.</p><p>Uzsverot kop&#x113;jo Empedokla un Anaksagora filo­zofiskajos uzskatos, j&#x101;&#x146;em v&#x113;r&#x101; ar&#x12B; katras m&#x101;c&#x12B;bas individu&#x101;l&#x101;s at&#x161;&#x137;ir&#x12B;bas. Pamatos t&#x101;s ir saist&#x12B;tas ar at&#x161;&#x137;ir&#x12B;giem priek&#x161;statiem par pirms&#x101;kumu b&#x16B;t&#x12B;bu, par lietu kvalitat&#x12B;vaj&#x101;m &#x12B;patn&#x12B;b&#x101;m un par dab&#x101; notieko&#x161;o procesu virz&#x12B;t&#x101;jsp&#x113;ku.</p></section><section><title><p id="AutBody_0bookmark14">D&#x112;MOKRITS</p></title><p id="AutBody_0_ftnref16">D&#x113;mokrita<emphasis>[16]</emphasis> (460-370 pr. Kr.) m&#x101;c&#x12B;bu par ato­miem var uzskat&#x12B;t par m&#x113;&#x123;in&#x101;jumu saglab&#x101;t Parme­n&#x12B;da pamatoto esam&#x12B;bas neizn&#x12B;cin&#x101;m&#x12B;bas un vien&#x12B;­bas principu, pie&#x13C;aujot esam&#x12B;bas sast&#x101;vda&#x13C;i&#x146;ii (t. i., t&#x101;du da&#x13C;i&#x146;u, kur&#x101;m piem&#x12B;t Parmen&#x12B;da sniegt&#x101;s pa­ties&#x101;s esam&#x12B;bas paz&#x12B;mes) eksistenci. &#x160;&#x12B;s da&#x13C;i&#x146;as ir nedal&#x101;mas (no &#x161;ejienes ar&#x12B; to nosaukums "atoms", proti, nedal&#x101;ms, pie tam atomu nedal&#x101;m&#x12B;bas c&#x113;lonis sl&#x113;pjas to iek&#x161;&#x113;j&#x101; bl&#x12B;vum&#x101;), nemain&#x12B;gas, t&#x101;s nerodas un neizz&#x16B;d, ir ar pr&#x101;tu aptveramas. T&#x101;m piem&#x12B;t kop&#x12B;gas &#x12B;pa&#x161;&#x12B;bas. Atomi savstarp&#x113;ji at&#x161;&#x137;iras tikai ar formu, k&#x101;rt&#x12B;bu un st&#x101;vokli telp&#x101;. &#x160;o at&#x161;&#x137;ir&#x12B;bu b&#x16B;t&#x12B;bu paskaidro Aristotelis (15, Metafizika, 985 b 15-20), izmantojot alfab&#x113;ta burtu piem&#x113;ru: A at&#x161;&#x137;iras no N p&#x113;c formas, AN no NA- p&#x113;c k&#x101;rt&#x12B;bas (k&#x101;rt&#x12B;ba attiecas galvenok&#x101;rt uz atomu savienojumiem), Z no N - p&#x113;c vietas alfab&#x113;t&#x101;.</p><p id="AutBody_0_ftnref17">Tom&#x113;r apgalvojums par paties&#x101;s esam&#x12B;bas sast&#x101;v- da&#x13C;i&#x146;u daudz&#x12B;bu noz&#x12B;m&#x113;, ka D&#x113;mokrits atz&#x12B;st ar&#x12B; otra pirms&#x101;kuma - neesam&#x12B;bas (tuk&#x161;uma) past&#x101;v&#x113;&#x161;anu, jo tikai neesam&#x12B;ba sp&#x113;j sadal&#x12B;t esam&#x12B;bu (atomus). &#x160;&#x12B; otr&#x101; pirms&#x101;kuma atz&#x12B;&#x161;ana principi&#x101;li at&#x161;&#x137;ir D&#x113;mo­kritu no Parmen&#x12B;da, Empedokla un Anaksagora. Min&#x113;t&#x101; &#x12B;patn&#x12B;ba saist&#x101;s ar D&#x113;mokrita centieniem l&#x12B;dz&#x12B;gi jonie&#x161;iem izskaidrot dabu, izejot no pa&#x161;as da­bas, no t&#x101;s pa&#x161;kust&#x12B;bas<emphasis>[17]</emphasis>, jeb, run&#x101;jot Aristote&#x13C;a v&#x101;r­diem, izskaidrot atbilsto&#x161;i dabai, k&#x101;da t&#x101; ir &#x12B;sten&#x12B;b&#x101;.</p><p>Noskaidrojot atomisma b&#x16B;t&#x12B;bu, vajadz&#x113;tu uzzin&#x101;t, k&#x101; D&#x113;mokrits izmanto savas m&#x101;c&#x12B;bas secin&#x101;jumus, lai izskaidrotu visu eksist&#x113;jo&#x161;o. Piem&#x113;ram, izskaid­rojot daudzo pasau&#x13C;u ra&#x161;anos bezgal&#x12B;gaj&#x101; telp&#x101;. Tas ir nep&#x101;rtrauktas atomu kust&#x12B;bas rezult&#x101;ts, kas var novest pie diezgan liela atomu skaita sa&#x101;&#x137;&#x113;&#x161;an&#x101;s; tas savuk&#x101;rt izsauc atomu virpuli, kas ir jaun&#x101;s pa­saules rad&#x12B;&#x161;anas kodols. D&#x113;mokrits saprot atomu ne tikai k&#x101; materi&#x101;lo s&#x101;kumu^Jj^tu c&#x113;loni, bet ar&#x12B; k&#x101; lietu ar pr&#x101;tii^ajptveramo^b&#x16B;tibu. (&#x160;&#x101;ds atoma trak­t&#x113;jums var b&#x16B;t izskaidrojams ar D&#x113;mokrita v&#x113;lmi izveidot m&#x101;c&#x12B;bu, kura atbilstu gan jutekliskajiem uztv&#x113;rumiem, gan ar&#x12B; Parmen&#x12B;da principiem, kuros atkl&#x101;ta esam&#x12B;bas b&#x16B;t&#x12B;ba.) Ar iepriek&#x161;min&#x113;to atoma trakt&#x113;jumu saist&#x101;s ar&#x12B; D&#x113;mokrita priek&#x161;stati par izzi&#x146;as procesu, j&#x16B;tu (tum&#x161;&#x101; izzi&#x146;a) un pr&#x101;ta (paties&#x101; izzi&#x146;a) lomu taj&#x101;; k&#x101; ar&#x12B; par pa&#x161;u j&#x16B;tu un pr&#x101;ta iedabu. Vadoties p&#x113;c doksogr&#x101;fu liec&#x12B;b&#x101;m, D&#x113;mokrita izzi&#x146;as teorijas pamat&#x101; ar&#x12B; ir m&#x101;c&#x12B;ba par atomiem. Konkr&#x113;ti, noteiksmes par to, ka no katras lietas virsmas atdal&#x101;s &#x161;&#x12B;s lietas veidols vispl&#x101;n&#x101;k&#x101;s atoma pl&#x113;ves veid&#x101;. (&#x160;o ideju var sastapt jau Empedokla uzskatos.) &#x160;&#x12B;s pl&#x113;ves izplat&#x101;s tuk&#x161;um&#x101; ar milz&#x12B;gu &#x101;trumu un nok&#x13C;&#x16B;st uz cilv&#x113;ka ma&#x146;u org&#x101;niem, uz­budinot t&#x101;m l&#x12B;dz&#x12B;gos atomus, no kuriem sast&#x101;v cil­v&#x113;ka &#x137;ermenis. P&#x113;c tam &#x161;is uzbudin&#x101;jums tiek no­dots dv&#x113;seles atomiem, k&#x101; rezult&#x101;t&#x101; ar&#x12B; rodas juteklisk&#x101; uztvere. Izvirzot jaut&#x101;jumu par D&#x113;mokrita skepticismu, p&#x113;tnieki, pirmk&#x101;rt, dom&#x101; to, ka D&#x113;mo­krits uzsver apk&#x101;rt&#x113;j&#x101;s jutekliski uztveram&#x101;s pa­saules (kas ir atomu savienojums) kvalitat&#x12B;vo at&#x161;&#x137;i­r&#x12B;bu no pa&#x161;iem atomiem, kas tiek uztverti ar pr&#x101;tu. T&#x101;tad, ja saska&#x146;&#x101; ar D&#x113;mokritu realit&#x101;t&#x113; eksist&#x113; tikai atomi un tuk&#x161;ums un atomiem ir tikai t&#x101;das &#x12B;pa&#x161;&#x12B;bas k&#x101; forma, k&#x101;rt&#x12B;ba un st&#x101;voklis, bet ne kr&#x101;sa, smar&#x17E;a un gar&#x161;a, tad re&#x101;l&#x101; pasaule ir at&#x161;&#x137;ir&#x12B;ga no pasaules, kas ir jutekliski uztverama. &#x160;aj&#x101; zi&#x146;&#x101; ar&#x12B; D&#x113;mokrits uzskata jutekliskos uztv&#x113;rumus par "tum&#x161;aj&#x101;m" jeb "nelikum&#x12B;gi dzimu&#x161;aj&#x101;m" zin&#x101;&#x161;a­n&#x101;m, un tikai izzi&#x146;a ar pr&#x101;ta pal&#x12B;dz&#x12B;bu jeb "likum&#x12B;gi dzimus&#x12B;" izzi&#x146;a var sasniegt paties&#x12B;bu par jeso&#x161;o. At&#x161;&#x137;ir&#x12B;b&#x101; no Parmen&#x12B;da, kur&#x161; uzskat&#x12B;ja juteklisko uztveri tikai par v&#x101;rdiem, kas nep&#x101;rst&#x101;v neko &#x101;r&#x113;ju vai kas p&#x101;rst&#x101;v to, ko nevar izzin&#x101;t, D&#x113;mokrits uz­skata saj&#x16B;tas par pr&#x101;ta darbam nepiecie&#x161;amu ma­teri&#x101;lu. V&#x113;l jo vair&#x101;k, gudro lietu izzi&#x146;a ar saj&#x16B;tu pal&#x12B;dz&#x12B;bu var novest pie spriedumiem par lietu pa­tieso b&#x16B;t&#x12B;bu - esam&#x12B;bas pirms&#x101;kumiem, kas ir atomi un tuk&#x161;ums. T&#x101; ac&#x12B;mredzot var saprast D&#x113;mokrita v&#x101;rdus par to, ka gudrais ir visu eksist&#x113;jo&#x161;o lietu m&#x113;rs: ar saj&#x16B;tu pal&#x12B;dz&#x12B;bu vi&#x146;&#x161; ir jutekliski uztveramo lietu m&#x113;rs, bet ar pr&#x101;ta pal&#x12B;dz&#x12B;bu - ar pr&#x101;tu aptve­ramo lietu m&#x113;rs.</p><p>Skaidrojot dabu "atbilsto&#x161;i pa&#x161;ai dabai", D&#x113;mo­krits pla&#x161;i izmanto c&#x113;lo&#x146;a j&#x113;dzienu. J&#x101;atz&#x12B;m&#x113;, ka tas notiek pirmo reizi sengrie&#x137;u filozofisk&#x101;s domas v&#x113;stur&#x113;. Vi&#x146;a m&#x101;c&#x12B;ba par c&#x113;lon&#x12B;bu piev&#x113;r&#x161; uzman&#x12B;bu &#x161;&#x101;diem apst&#x101;k&#x13C;iem: 1) saista c&#x113;loni ar atomu kust&#x12B;bu, 2) identific&#x113; c&#x113;lon&#x12B;bu ar nepiecie&#x161;am&#x12B;bu, 3) neizsl&#x113;dz nejau&#x161;&#x12B;bu, bet, atsaukdamies uz Likteni, norobe&#x17E;ojas no t&#x101; mitolo&#x123;isk&#x101; skaidrojuma. Jaut&#x101;jums par D&#x113;­mokrita determinisma raksturu zin&#x101;tniski p&#x113;tnie­ciskaj&#x101; literat&#x16B;r&#x101; ir diskut&#x113;jams.</p><p>Nopietnu izp&#x113;ti prasa D&#x113;mokrita antropolo&#x123;iskie un soci&#x101;li &#x113;tiskie uzskati un to saist&#x12B;ba. Piem&#x113;ram, run&#x101;jot par demokr&#x101;tiju k&#x101; lab&#x101;ko valsts iek&#x101;rtas formu, vi&#x146;&#x161; uzskata, ka demokr&#x101;tisk&#x101; polis&#x101; pilso&#x146;u tikumisk&#x101;s &#x12B;pa&#x161;&#x12B;bas ir svar&#x12B;gs priek&#x161;noteikums &#x161;&#x12B;s valsts formas saglab&#x101;&#x161;an&#x101;; vai ar&#x12B;, analiz&#x113;jot &#x12B;pa­&#x161;&#x12B;bas, kas nepiecie&#x161;amas valsts vad&#x12B;t&#x101;jam, D&#x113;mo­krits atz&#x12B;m&#x113;, ka, p&#x101;rvaldot citus, valdniekam j&#x101;prot p&#x101;rvald&#x12B;t sevi, vald&#x12B;t p&#x101;r sevi pa&#x161;u. Tas pier&#x101;da to, ka pirmssokrati&#x137;i nebija tikai nat&#x16B;rfilozofi, bet in­teres&#x113;j&#x101;s ar&#x12B; par cilv&#x113;ka dz&#x12B;vi un cilv&#x113;ka dabu. Pie tam j&#x101;&#x146;em v&#x113;r&#x101;, ka pirmssokrati&#x137;u uzskati par fiziku un &#x113;tiku bija diezgan cie&#x161;i saist&#x12B;ti. It &#x12B;pa&#x161;i skaidri to var redz&#x113;t D&#x113;mokrita uzskatos. T&#x101;, pie­m&#x113;ram, saprotot dv&#x113;seles mieru k&#x101; augst&#x101;ko la­bumu, D&#x113;mokrits redz iesp&#x113;ju sasniegt to dv&#x113;seles atbr&#x12B;vo&#x161;an&#x101; no bail&#x113;m. Piem&#x113;ram, no bail&#x113;m n&#x101;ves priek&#x161;&#x101;: cilv&#x113;ks, ja vi&#x146;&#x161; uzskata dv&#x113;seli par nemirs­t&#x12B;gu, baid&#x101;s no m&#x16B;&#x17E;&#x12B;g&#x101; soda p&#x113;c n&#x101;ves par to &#x13C;au­numu, kas ir izdar&#x12B;ts dz&#x12B;v&#x113;. M&#x113;r&#x137;im sasniegt dv&#x113;­seles mieru faktiski kalpo vi&#x146;a m&#x101;c&#x12B;ba par atomiem. Saska&#x146;&#x101; ar to dv&#x113;sele ir tikai laic&#x12B;gs atomu savie­nojums, kas sadal&#x101;s p&#x113;c &#x137;erme&#x146;a n&#x101;ves.</p><p>D&#x113;mokrita uzskatiem ir liela noz&#x12B;me ar&#x12B; &#x113;tikas tap&#x161;an&#x101;. Piem&#x113;ram, tie&#x161;i D&#x113;mokrits ieviesa &#x113;tik&#x101; sirdsapzi&#x146;as j&#x113;dzienu, kas vi&#x146;a koncepcij&#x101; ie&#x146;em b&#x16B;tisku vietu. Sirdsapzi&#x146;a ir cie&#x161;i saist&#x12B;ta ar mor&#x101;lo pien&#x101;kumu. Un D&#x113;mokrits saprot sirdsapzi&#x146;u k&#x101; cilv&#x113;ka dv&#x113;seles iek&#x161;&#x113;jo principu, kas veido cilv&#x113;ka tikum&#x12B;bas pamatu.</p></section><section><title><p id="AutBody_0bookmark15">SOFISTI</p></title><p>Run&#x101;jot par sofistiem, j&#x101;&#x146;em v&#x113;r&#x101; t&#x101;s izmai&#x146;as soci&#x101;laj&#x101; un kult&#x16B;ras dz&#x12B;v&#x113;, kuras norisin&#x101;j&#x101;s Senaj&#x101; Grie&#x137;ij&#x101; 6. un 5. gs. pr. Kr. Tolaik izveidoj&#x101;s pla&#x161;s gar&#x12B;gi filozofisks str&#x101;vojums, ko s&#x101;ka d&#x113;v&#x113;t par so- fistiku. Sofistikas ra&#x161;anos sekm&#x113;ja demokr&#x101;tijas uzplaukums grie&#x137;u pils&#x113;tvalst&#x12B;s, kuras bija atguvu­&#x161;as neatkar&#x12B;bu p&#x113;c persie&#x161;u kara. Sabiedrisk&#x101;s dz&#x12B;­ves aktiviz&#x113;&#x161;an&#x101;s, tautas sapulces un tiesas izvei­do&#x161;ana, k&#x101; ar&#x12B; pieaugo&#x161;&#x101; interese par gar&#x12B;giem jaut&#x101;jumiem rad&#x12B;ja vajadz&#x12B;bu p&#x113;c vispus&#x12B;g&#x101;m zin&#x101;&#x161;a­n&#x101;m, iema&#x146;&#x101;m un prasm&#x113;m. J&#x101;uzsver, ka &#x161;ie procesi pras&#x12B;ja pla&#x161;u tautas sl&#x101;&#x146;u piedal&#x12B;&#x161;anos politik&#x101; un tiesu darb&#x12B;b&#x101;. &#x160;aj&#x101; laik&#x101; rad&#x101;s sofisti (no grie&#x137;u sofia - gudr&#x12B;ba) - pirmie profesion&#x101;lie skolot&#x101;ji, kas par maksu m&#x101;c&#x12B;ja da&#x17E;&#x101;das zin&#x12B;bas un oratora m&#x101;kslu. Starp iev&#x113;rojam&#x101;kajiem 5. gs. pr. Kr. otr&#x101;s puses so­fistiem b&#x16B;tu j&#x101;min Protagors, Gorgijs, Hipijs, Pro- diks, Antifonts. To sofistu vid&#x16B;, kuri darboj&#x101;s 6. gs. pr. Kr., var min&#x113;t Alkidamu, Trasimahu, Kritiju un Kalliklu.</p><p>Sofistu darb&#x12B;bas ievirze bija praktiska. Galveno­k&#x101;rt to noteica v&#x113;l&#x113;&#x161;an&#x101;s iem&#x101;c&#x12B;t cilv&#x113;kam pareizi "dom&#x101;t, run&#x101;t, dar&#x12B;t". "Gudr&#x12B;bas skolot&#x101;ji" (t&#x101; s&#x101;ka d&#x113;v&#x113;t sofistus) pirm&#x101;m k&#x101;rt&#x101;m bija apgaismot&#x101;ji - tolaik Grie&#x137;ij&#x101; uzkr&#x101;to zin&#x101;&#x161;anu apkopot&#x101;ji un popu­lariz&#x113;t&#x101;ji. Vi&#x146;u praktisk&#x101;s darb&#x12B;bas centr&#x101; nok&#x13C;uva atsevi&#x161;&#x137;s cilv&#x113;ks, kur&#x161; tiec&#x101;s p&#x113;c sabiedr&#x12B;bas atzi­n&#x12B;bas un cie&#x146;as, att&#x12B;stot savas sp&#x113;jas un kopjot tikumus, kurus sofisti izprata &#x13C;oti pla&#x161;i. Interesi par dabu un kosmosu nomain&#x12B;ja interese par cilv&#x113;ku un vi&#x146;a r&#x12B;c&#x12B;bu. Grie&#x137;ijas kult&#x16B;rai pav&#x113;r&#x101;s jauni ap­v&#x101;r&#x161;&#x146;i. Sofisti rad&#x12B;ja ties&#x12B;bu un tiesas procesu&#x101;los pamatus. Vi&#x146;u uzman&#x12B;bas degpunkt&#x101; bija ar&#x12B; poli­tikas, ties&#x12B;bu, izgl&#x12B;t&#x12B;bas un audzin&#x101;&#x161;anas jaut&#x101;jumi.</p><p>&#x12B;pa&#x161;a uzman&#x12B;ba b&#x16B;tu j&#x101;velt&#x12B; tie&#x161;i filozofiskajiem sofistu uzskatiem.</p><p>Pirms&#x101;kuma probl&#x113;mu - k&#x101; to izvirz&#x12B;ja un risin&#x101;ja pirmie ant&#x12B;kie dom&#x101;t&#x101;ji - nomaina p&#x101;rdomas par jaut&#x101;jumu: k&#x101;da loma ir cilv&#x113;kam zin&#x101;&#x161;anu ieguves proces&#x101;? "Cilv&#x113;ks ir visu lietu m&#x113;rs, eso&#x161;o, ka t&#x101;s ir, un neeso&#x161;o, ka t&#x101;s nav," - pasludina Protagors, uz­skat&#x12B;dams main&#x12B;bu (sp&#x113;ju p&#x101;riet sav&#x101; pretstat&#x101;) par nov&#x113;rojam&#x101;s pasaules galveno &#x12B;pa&#x161;&#x12B;bu. T&#x101;tad par jebkuru lietu ir iesp&#x113;jami divi pret&#x113;ji spriedumi un cilv&#x113;ks pats izv&#x113;las k&#x101;du no tiem, balstoties uz sa­v&#x101;m saj&#x16B;t&#x101;m, jo, pirmk&#x101;rt, lietu b&#x16B;t&#x12B;ba katram at­kl&#x101;jas cit&#x101;di un, otrk&#x101;rt, nekas neeksist&#x113; pats par sevi, bet tikai attiec&#x12B;b&#x101; pret citu. Tas liecina par m&#x16B;su saj&#x16B;tu subjektivit&#x101;ti. Protagors saka: ".. k&#x101;da man lieta izliekas, t&#x101;da t&#x101; ar&#x12B; ir priek&#x161; manis, bet, k&#x101;da tev, t&#x101;da t&#x101; savuk&#x101;rt ir priek&#x161; tevis." T&#x101;d&#x113;j&#x101;di izvirz&#x12B;t&#x101;s probl&#x113;mas risin&#x101;jum&#x101; par&#x101;d&#x101;s Protagora sensu&#x101;lisms un gnozeolo&#x123;iskais relat&#x12B;visms, kas p&#x101;r­aug &#x113;tiskaj&#x101; relat&#x12B;vism&#x101;, kad runa ir par cilv&#x113;ka r&#x12B;c&#x12B;bas v&#x113;rt&#x113;jumu. Labais un &#x13C;aunais ir relat&#x12B;vi, t&#x101;d&#x113;&#x13C; ar&#x12B;, kas labs un der&#x12B;gs vienam, var kait&#x113;t citam.</p><p>Ar&#x12B; Gorgijs risina jaut&#x101;jumu par cilv&#x113;ka zin&#x101;&#x161;anu patiesumu relat&#x12B;visma un skepticisma gar&#x101;. P&#x113;c Gorgija dom&#x101;m, viena t&#x113;ze - pirm&#x101; - skan sekojo&#x161;i, ka nekas neeksist&#x113;; otra - ka, ja kaut kas ar&#x12B; eksist&#x113;, tad tas nav cilv&#x113;kam izzin&#x101;ms; tre&#x161;&#x101; - ka, ja ar&#x12B; tas ir cilv&#x113;kam izzin&#x101;ms, tad tas nav nododams un pa­skaidrojams citam.</p><p>Relat&#x12B;visma, prakticisma un konvencion&#x101;lisma gultn&#x113; veidojas sofistu uzskati par sabiedr&#x12B;bu. Sofisti pirmie atkl&#x101;ja un p&#x113;t&#x12B;ja cilv&#x113;ku kopdz&#x12B;ves likumus. Vi&#x146;i piev&#x113;rsa uzman&#x12B;bu cilv&#x113;ku iera&#x17E;u, mor&#x101;lo normu, reli&#x123;isko priek&#x161;rakstu nepast&#x101;v&#x12B;bai un mai­n&#x12B;bai - pretstat&#x101; dabas likumu past&#x101;v&#x12B;bai un neno- v&#x113;r&#x161;am&#x12B;bai. Sofisti izvirz&#x12B;ja ideju par fizes (dabisk&#x101;) un t&#x113;zes (pie&#x146;emt&#x101;) at&#x161;&#x137;ir&#x12B;bu. Tas &#x13C;auj vi&#x146;us uzskat&#x12B;t par pirmajiem kulturologiem.</p><p>Iedzi&#x13C;in&#x101;&#x161;an&#x101;s sabiedr&#x12B;bas un cilv&#x113;ku attiec&#x12B;bu sf&#x113;r&#x101; izvirz&#x12B;ja veselu virkni jaut&#x101;jumu: p&#x113;c k&#x101; j&#x101;va­d&#x101;s cilv&#x113;kam, izv&#x113;loties savas uzved&#x12B;bas normas, k&#x101;diem ir j&#x101;b&#x16B;t &#x161;iem likumiem un norm&#x101;m, k&#x101;d&#x101;m ir j&#x101;b&#x16B;t attiec&#x12B;b&#x101;m starp cilv&#x113;kiem? Lai gan sofisti pau&#x17E; da&#x17E;&#x101;dus uzskatus &#x161;ajos jaut&#x101;jumos, tom&#x113;r b&#x16B;tu m&#x113;r&#x137;tiec&#x12B;gi sal&#x12B;dzin&#x101;t agr&#x12B;n&#x101;s un v&#x113;l&#x12B;n&#x101;s sofistikas p&#x101;rst&#x101;vju ieskatus, apl&#x16B;kot, k&#x101; att&#x12B;st&#x101;s v&#x113;l&#x12B;no sofistu uzskati jaut&#x101;jumos par sabiedr&#x12B;bu, jo vi&#x146;us galve­nok&#x101;rt interes&#x113;ja tie&#x161;i sabiedr&#x12B;ba. Noz&#x12B;m&#x12B;g&#x101;kais sofistu sasniegums &#x161;aj&#x101; laik&#x101; bija virz&#x12B;ba uz apzin&#x101;tu attieksmi attiec&#x12B;b&#x101; pret sabiedr&#x12B;b&#x101; pie&#x146;emtaj&#x101;m norm&#x101;m un v&#x113;rt&#x12B;b&#x101;m.</p><p>Sofisti pirmie m&#x113;&#x123;in&#x101;ja p&#x113;t&#x12B;t izzi&#x146;as procesu. T&#x101; k&#x101; vi&#x146;i galvenok&#x101;rt nodarboj&#x101;s ar dai&#x13C;runas un pole­mikas m&#x101;kslas pasnieg&#x161;anu, uzman&#x12B;ba tika v&#x113;rsta uz v&#x101;rda, terminu daudznoz&#x12B;m&#x12B;bas un valodas funk­cion&#x113;&#x161;anas jaut&#x101;jumiem. Vi&#x146;i cent&#x101;s p&#x113;t&#x12B;t spriedumu un sl&#x113;dzienu dabu, m&#x113;&#x123;in&#x101;ja izteikt pretrun&#x12B;gus spriedumus par vienu un to pa&#x161;u priek&#x161;metu, izman­tojot ties&#x101;, tautas sapulc&#x113;, k&#x101; ar&#x12B; str&#x12B;dos g&#x16B;to pie­redzi. Sofisti atkl&#x101;j j&#x113;dzienu relat&#x12B;vismu un elast&#x12B;bu, to savstarp&#x113;jo aizst&#x101;jam&#x12B;bu, k&#x101; ar&#x12B; dom&#x101;&#x161;anas iek&#x161;&#x113;­j&#x101;s iesp&#x113;jas, l&#x12B;dz ar to aizs&#x101;kot m&#x101;c&#x12B;bu par valodu un sagatavojot ce&#x13C;us lo&#x123;ikas izstr&#x101;d&#x101;&#x161;anai.</p><p>Tie&#x161;i sofisti bija tie, kas piev&#x113;rs&#x101;s izzi&#x146;as subjek­t&#x12B;vajam aspektam. Gorgijs at&#x161;&#x137;&#x12B;ra domas par priek&#x161;­metu no pa&#x161;a objekt&#x12B;vi past&#x101;vo&#x161;&#x101; priek&#x161;meta. Prodiks nodarboj&#x101;s ar valodas probl&#x113;m&#x101;m. Vi&#x146;&#x161; balst&#x12B;j&#x101;s uz atzi&#x146;u, ka, pirms s&#x101;kt filozof&#x113;t, vajag iem&#x101;c&#x12B;ties pareizi lietot v&#x101;rdus. Sofisti par&#x101;d&#x12B;ja izzi&#x146;as procesa atkar&#x12B;bu no pa&#x161;a cilv&#x113;ka un s&#x101;ka apzin&#x101;ti izmantot polemik&#x101; v&#x101;rdu slazdus, nepareizus spriedumus - "sofismus". T&#x101;p&#x113;c v&#x101;rdu "sofists" s&#x101;ka uztvert nega­t&#x12B;v&#x101; noz&#x12B;m&#x113; un laikabiedru apzi&#x146;&#x101; sofistika tika nov&#x113;rt&#x113;ta k&#x101; "ne&#x12B;st&#x101; filozofija" (Aristotelis).</p><p>Gudr&#x12B;bas skolot&#x101;ju izgl&#x12B;tojo&#x161;&#x101; un praktisk&#x101; dar­b&#x12B;ba stimul&#x113;ja grie&#x137;u gar&#x12B;g&#x101; potenci&#x101;la att&#x12B;st&#x12B;bu, papla&#x161;in&#x101;ja vi&#x146;u gar&#x12B;go mekl&#x113;jumu diapazonu. So­fisti izn&#x101;ca At&#x113;nu laukumos un uzst&#x101;j&#x101;s k&#x101; nemiera c&#x113;l&#x101;ji, uzjund&#x12B;ja pr&#x101;tus, un t&#x101;d&#x113;j&#x101;di, uzspridzinot tradicion&#x101;lo dom&#x101;&#x161;anas veidu, graujot dogmatisk&#x101;s trad&#x12B;cijas, vi&#x146;i demokratiz&#x113;ja un humaniz&#x113;ja laik­meta apzi&#x146;u.</p></section><section><title><p id="AutBody_0bookmark16">SOKR&#x100;TS</p></title><p>Sofistu darb&#x12B;bas laikmets ir ar&#x12B; Sokr&#x101;t&#x101; (470-399 pr. Kr.naiks. Sokr&#x101;ts dzimis At&#x113;n&#x101;s un dz&#x12B;vojis taj&#x101;s l&#x12B;dz p at sava m&#x16B; &#x17E;a tra&#x123;iskajam nosl&#x113;gumam, kad p&#x113;c tiesas sprieduma vi&#x146;&#x161; dev&#x101;s n&#x101;v&#x113;, izdzerot indes kausu, bom&#x101;t&#x101;js pats neko nav uzrakst&#x12B;jis, t&#x101;d&#x113;&#x13C; par vi&#x146;a dz&#x12B;vi un uzskatiem var spriest galvenok&#x101;rt p&#x113;c Sokr&#x101;t&#x101; skolnieku darbiem: Platona agr&#x12B;najiem dialogiem un Ksenofonta atmi&#x146;&#x101;m.</p><p>Sokr&#x101;t&#x101; liktenis un filozofija jau divarpust&#x16B;ksto&#x161; gadus izraisa dz&#x12B;vu interesi, arvien paliekot neiz­s&#x12B;ksto&#x161;s avots p&#x101;rdom&#x101;m par cilv&#x113;ka dz&#x12B;vi un n&#x101;vi, labo un &#x13C;auno, ties&#x12B;b&#x101;m un pien&#x101;kumu.</p><p>Sokr&#x101;t&#x101; ietekme ir jau&#x161;ama visos Rietumu filozo­fijas att&#x12B;st&#x12B;bas posmos, atkl&#x101;jot daudzveid&#x12B;gus v&#x113;rt&#x113;­jumus un da&#x17E;&#x101;dus viedok&#x13C;us par vi&#x146;u, l&#x12B;dz pat &#x161;au­b&#x101;m par "sokratiskaj&#x101; literat&#x16B;r&#x101;" atveidot&#x101; t&#x113;la at­bilst&#x12B;bu re&#x101;lajam Sokratam. Sokr&#x101;t&#x101; filozofija ieg&#x16B;st</p><p>53 li</p><p>pla&#x161;u ietekmi it &#x12B;pa&#x161;i t&#x101;p&#x113;c, ka Sokrats. .dzIvQia t&#x101;, k&#x101; m&#x101;c&#x12B;ja. Vi&#x146;a filozofijas izp&#x113;te nav iedom&#x101;jama bez nopietnas piev&#x113;r&#x161;an&#x101;s &#x161;&#x12B; di&#x17E;&#x101; dom&#x101;t&#x101;ja liktenim, dz&#x12B;vei un n&#x101;vei.</p><p>T&#x101;pat k&#x101; sofisti, Sokr&#x101;ts piev&#x113;rs&#x101;s galvenok&#x101;rt cilv&#x113;k am. Tikai "gudr&#x12B;bas skolot&#x101;ji" uzl&#x16B;koja cilv&#x113;ka esam&#x12B;bu diezgan pla&#x161;i, iek&#x13C;aujot taj&#x101; sabiedrisk&#x101;s uzved&#x12B;bas sf&#x113;ru, saimniecisk&#x101;s un politisk&#x101;s akti­vit&#x101;tes, turpret&#x12B; Sokr&#x101;t&#x101; p&#x101;rdomu priek&#x161;mets bija cilv&#x113;ks k&#x101; mor&#x101;la b&#x16B;tne. Lab&#x101; un tikum&#x12B;bas, &#x13C;au­num&#x101; un labuma, lietder&#x12B;guma un laimes jaut&#x101;jumi Sokratam k&#x13C;&#x16B;st par galvenajiem. Iedzi&#x13C;in&#x101;&#x161;an&#x101;s cilv&#x113;ku probl&#x113;mu b&#x16B;t&#x12B;b&#x101; liecin&#x101;ja par radik&#x101;lu filo­zofijas m&#x113;r&#x137;a un priek&#x161;meta p&#x101;rskat&#x12B;&#x161;anu. Izvirzot cilv&#x113;ku k&#x101; centr&#x101;lo probl&#x113;mu un galveno sarunu t&#x113;mu, k&#x101; ar&#x12B; pasludinot par filozofijas dev&#x12B;zi seno gudr&#x12B;bu: "Izzini pats sevi", Sokr&#x101;ts faktiski no&#x161;&#x137;ir filozofiju no kosmolo&#x123;iskiem jaut&#x101;jumiem. Sokr&#x101;t&#x101; b&#x16B;tiskais atkl&#x101;jums ir tas, ka filozofisk&#x101;s izzi&#x146;as priek&#x161;mets ir zin&#x101;&#x161;anas k&#x101; t&#x101;das. &#x160;&#x101;da izzi&#x146;a vairs nav tikai konkr&#x113;to lietu un par&#x101;d&#x12B;bu izp&#x113;te, bet gan aiz &#x161;o konkr&#x113;to lietu daudzveid&#x12B;bas apsl&#x113;pt&#x101; vienot&#x101; esam&#x12B;bas pirms&#x101;kuma apj&#x113;gsme un izteik&#x161;ana vis­p&#x101;r&#x12B;g&#x101; j&#x113;dzien&#x101;. &#x145;emot par piem&#x113;ru skaisto, Sokr&#x101;ts par&#x101;da, ka skaistais eksist&#x113; k&#x101; t&#x101;ds, pats par sevi. Tas nav atkar&#x12B;gs no konkr&#x113;taj&#x101;m skaist&#x101; izpausm&#x113;m (skaistas meitenes, skaista zirga, skaista trauka), tas ar&#x12B; nav atsevi&#x161;&#x137;u skaisto priek&#x161;metu l&#x12B;dz&#x12B;go paz&#x12B;mju apkopo&#x161;anas rezult&#x101;ts, tie&#x161;i otr&#x101;di, tas ir pirms tiem (sk. Platona "Faidons", "Hipijs Lielais"). Visp&#x101;r&#x12B;go j&#x113;dzienu apj&#x113;gsme ir filozofijas uzdevums. Pirms Sokr&#x101;t&#x101; neviens nepied&#x113;v&#x113;ja pr&#x101;tam t&#x101;du varen&#x12B;bu un sp&#x113;ku, l&#x12B;dz ar to apzinoties jaunas cil­v&#x113;ka intelekta un gudr&#x12B;bas iesp&#x113;jas.</p><p>Filozofs ir tas, kam ir pieejamas paties&#x101;s zin&#x101;&#x161;a­nas, kuras ie&#x146;em starpst&#x101;vokli starp dievi&#x161;&#x137;o gudr&#x12B;bu k&#x101; aug&#x161;&#x113;jo robe&#x17E;u un neizgl&#x12B;toto viedokli, starp dievi&#x161;&#x137;o gudr&#x12B;bu un tumson&#x12B;bu. Filozofs ir gudr&#x12B;bas m&#x12B;l&#x113;t&#x101;js, jo tiecas p&#x113;c zin&#x101;&#x161;an&#x101;m, kuras ce&#x13C; cilv&#x113;ku, padara to l&#x12B;dz&#x12B;gu dieviem. Slavenais Sokr&#x101;t&#x101; iztei­ciens: "Es zinu, ka neko nezinu" pau&#x17E; vi&#x146;a attieksmi pret dievi&#x161;&#x137;o gudr&#x12B;bu. Tas ietver atzi&#x146;u, ka vi&#x146;a gud­r&#x12B;ba ir nieks dievu gudr&#x12B;bas priek&#x161;&#x101;, un vienlaic&#x12B;gi atkl&#x101;j, ka cilv&#x113;kam j&#x101;velt&#x12B; savas p&#x16B;les t&#x101;dai izzi&#x146;ai un r&#x12B;c&#x12B;bai, kas visnota&#x13C; balst&#x12B;tos uz zin&#x101;&#x161;an&#x101;m. Protagora t&#x113;zi: "Cilv&#x113;ks ir visu lietu m&#x113;rs" Sokr&#x101;ts papil­dina ar visai b&#x16B;tisku piez&#x12B;mi - dom&#x101;jo&#x161;ais cilv&#x113;ks ir visu lietu m&#x113;rs. Ne juteklisk&#x101; uztvere, k&#x101; pied&#x101;v&#x101;ja sofisti, bet cilv&#x113;ka pr&#x101;ts sp&#x113;j atkl&#x101;t un apj&#x113;gt die­vi&#x161;&#x137;o gudr&#x12B;bu, kura ir katras r&#x12B;c&#x12B;bas pamat&#x101;. Sokra- tam, p&#x113;c vi&#x146;a personiska atzinuma (Platons, "Sokr&#x101;t&#x101; aizst&#x101;v&#x113;&#x161;an&#x101;s"), bija iek&#x161;&#x113;jais vad&#x12B;t&#x101;js - vi&#x146;a d&#x113;mons (daimonijs) - balss, kura vad&#x12B;ja vi&#x146;a r&#x12B;c&#x12B;bu, virz&#x12B;ja vinu uz filozof&#x113;&#x161;anu.</p><p>Probl&#x113;mas, kuras nodarbin&#x101;ja Sokr&#x101;tu, atkl&#x101;j vi&#x146;a m&#x101;c&#x12B;bas savdab&#x12B;gumu un par&#x101;da to jauno, ko dom&#x101;­t&#x101;js ienes sava laika filozofiskaj&#x101; aprit&#x113;. Sokr&#x101;ts, p&#x113;c Cicerona atzinuma, p&#x101;rce&#x13C; filozofiju no debes&#x12B;m uz zemes, veidojot mor&#x101;les filozofiju. Cilv&#x113;ka uzved&#x12B;­bas izzin&#x101;&#x161;ana, vi&#x146;a iek&#x161;&#x113;j&#x101;s pasaules apzin&#x101;&#x161;ana un r&#x12B;c&#x12B;bas pirmc&#x113;lo&#x146;u mekl&#x113;jumi - l&#x16B;k, &#x12B;stais filozofa darb&#x12B;bas lauks. Zin&#x101;&#x161;anas un cilv&#x113;ka r&#x12B;c&#x12B;ba, vina v&#x101;rds un darb&#x12B;ba - Sokratam tas ir kas nedal&#x101;ms. Taisnie darbi nav nodal&#x101;mi no patiesaj&#x101;m zin&#x101;&#x161;an&#x101;m. T&#x101;d&#x113;&#x13C;, uzskat&#x12B;ja Sokr&#x101;ts, filozofija ietver sev&#x12B; teor&#x113;tisku darb&#x12B;bu un uz taj&#x101; sasniegto zin&#x101;&#x161;anu pamata ar&#x12B; pareizu r&#x12B;c&#x12B;bu. T&#x101;d&#x113;j&#x101;di Sokr&#x101;t&#x101; filo­zofija ir &#x113;tiskais intelektu&#x101;lisms un t&#x101;s v&#x113;rt&#x12B;ba ir tie&#x161;&#x101;, nepastarpin&#x101;t&#x101; iedarb&#x12B;ba uz cilv&#x113;ku.</p><p>Pats Sokr&#x101;ts nepretend&#x113;ja uz to, ka vi&#x146;am jau b&#x16B;tu patiesas zin&#x101;&#x161;anas gatavu recep&#x161;u veid&#x101;. Izzin&#x101;t paties&#x12B;bu var tikai pats mekl&#x113;t&#x101;js. T&#x101; rodas galven&#x101;</p><p>Sokr&#x101;t&#x101; filozofijas probl&#x113;ma - izzi&#x146;as metodes probl&#x113;ma. Savu metodi filozofs mekl&#x113; dz&#x12B;v&#x101; kontakt&#x101; ar cilv&#x113;kiem. Filozof&#x113;&#x161;ana par&#x101;d&#x101;s k&#x101; saspringts un puls&#x113;jo&#x161;s paties&#x12B;bas mekl&#x113;jumu un dom&#x101;&#x161;anas lauks. Sarunas, dialoga m&#x101;kslu Sokr&#x101;ts trakt&#x113;ja k&#x101; dia­lektiku (no grie&#x137;u - dialegemai - sarun&#x101;jos, p&#x101;r­sprie&#x17E;u). Sofistiem saruna ieguva str&#x12B;da (eristikas) formu, kur&#x101; galvenais m&#x113;r&#x137;is bija vienas puses uz­vara, turpret&#x12B; Sokratam dialektika ir m&#x101;ksla virz&#x12B;t sarunu pret&#x12B; paties&#x12B;bai, t. i., prasme spriest, kas no­z&#x12B;m&#x113; p&#x101;rbaud&#x12B;t, jaut&#x101;t, atbild&#x113;t, &#x161;aub&#x12B;ties, apjaust, atsp&#x113;kot.</p><p>Sokr&#x101;ts tika uzskat&#x12B;ts par metodes virtuozu. Vi&#x146;&#x161; daudzk&#x101;rt praks&#x113; bija demonstr&#x113;jis t&#x101;s darb&#x12B;bu. &#x160;&#x12B; metode ietv&#x113;ra negat&#x12B;vo un pozit&#x12B;vo da&#x13C;u. Negat&#x12B;v&#x101;s da&#x13C;as m&#x113;r&#x137;is bija k&#x13C;&#x16B;daino ieskatu un maldu no­v&#x113;r&#x161;ana (elenktika). Uzdodot ievirzo&#x161;us jaut&#x101;jumus, vispirms ir j&#x101;noskaidro run&#x101;jo&#x161;&#x101; zin&#x101;&#x161;anu robe&#x17E;as, t. i., j&#x101;pan&#x101;k "nezin&#x101;&#x161;anas zin&#x101;&#x161;ana". &#x160;&#x12B; paradoks&#x101;l&#x101; atzi&#x146;a liecina nevis par skeptisku, bet par kritisku attieksmi pret paties&#x12B;bas mekl&#x113;t&#x101;jiem (t&#x101; ir ar&#x12B; b&#x16B;tisk&#x101;k&#x101; at&#x161;&#x137;ir&#x12B;ba no sofistu pieejas), un tai ir po­zit&#x12B;va noz&#x12B;me, sliecoties piev&#x113;rsties &#x161;&#x101;diem mekl&#x113;­jumiem.</p><p>Sokr&#x101;ts pozit&#x12B;vo da&#x13C;u nosauca par majeitiku - p&#x113;c analo&#x123;ijas ar b&#x113;rnu sa&#x146;em&#x161;anas m&#x101;kslu, un t&#x101;s uz­devums ir pal&#x12B;dz&#x113;t dzimt paties&#x12B;bai. Agr&#x12B;najos Platona dialogos varam atrast daudzus sokratisk&#x101;s dialek­tikas piem&#x113;rus. Noskaidrot, kas ir labais, taisn&#x12B;ba, gudr&#x12B;ba, v&#x12B;ri&#x161;&#x137;&#x12B;ba u. c., noz&#x12B;m&#x113; atrast to vienojo&#x161;o (visp&#x101;r&#x12B;go), kas aptver visus gad&#x12B;jumus, kuros izpau­dies tas vai cits likums. Tas nav atkar&#x12B;gs no cilv&#x113;ka subjekt&#x12B;v&#x101; st&#x101;vok&#x13C;a, vi&#x146;a saj&#x16B;t&#x101;m vai noska&#x146;ojuma, bet atspogu&#x13C;o visp&#x101;r&#x12B;go, identisko. &#x160;&#x12B;s vienot&#x12B;bas no­teik&#x161;ana k&#x13C;uva par tikum&#x12B;bas izzi&#x146;as ce&#x13C;u, par izeju no sofistu &#x113;tisk&#x101; relat&#x12B;visma strupce&#x13C;a.</p><p>Pateicoties kritiskai anal&#x12B;zei, &#x161;o k&#x101;pumu no atse­vi&#x161;&#x137;iem cilv&#x113;ku uzved&#x12B;bas piem&#x113;riem ikdien&#x101; pie vis­p&#x101;r&#x12B;g&#x101;m atzi&#x146;&#x101;m Aristotelis nosauca par "Sokr&#x101;t&#x101; in­dukciju", par "pier&#x101;d&#x12B;jumu caur uzvedin&#x101;&#x161;anu". Sav&#x101;s sarun&#x101;s Sokr&#x101;ts pla&#x161;i lieto indukciju, lai uzskat&#x101;mi demonstr&#x113;tu k&#x13C;&#x16B;dainus visp&#x101;r&#x12B;gus atzinumus. Nejau­&#x161;ai, nep&#x101;rdom&#x101;tai indukcijai Sokr&#x101;ts pretstata kon­sekvento indukciju.</p><p>Taj&#x101; pa&#x161;&#x101; laik&#x101; visp&#x101;r&#x12B;go j&#x113;dzienu (labais, v&#x12B;ri&#x161;­&#x137;&#x12B;ba, taisn&#x12B;ba) noteiksme tikai &#x101;r&#x113;ji par&#x101;d&#x101;s k&#x101; izv&#x113;rsta indukcijas ce&#x13C;&#x101;. Paties&#x12B;ba, kura dzimst sarun&#x101;, pati par sevi past&#x101;v jau pirms &#x161;&#x12B; indukt&#x12B;v&#x101; izv&#x113;rsuma. Paties&#x12B;bas mekl&#x113;&#x161;ana veido sarunas j&#x113;gu (izzi&#x146;a k&#x101; anamn&#x113;ze jeb atcer&#x113;&#x161;an&#x101;s). Dialogs Sokra- tam ir sl&#x113;ptas, dzi&#x13C;as dedukcijas un indukcijas sa­vienojums. &#x160;is ce&#x13C;&#x161; ir sare&#x17E;&#x123;&#x12B;ts, t&#x101; ka filozofa sarunu biedri nok&#x13C;&#x16B;st strupce&#x13C;&#x101; un non&#x101;k pa&#x161;i ar sevi pretrun&#x101;s, ta&#x10D;u dom&#x101;t&#x101;js nepretend&#x113; uz paties&#x12B;bas monopolu. "Es zinu, ka nek&#x101; nezinu" - t&#x101; skan vi&#x146;a filozofisk&#x101;s "nezin&#x101;&#x161;anas" princips, pau&#x17E;ot Sokr&#x101;t&#x101; ironisko attieksmi pret sevi un citiem. "Gudrs ir tikai Dievs", bet cilv&#x113;ka gudr&#x12B;ba vienm&#x113;r ir ce&#x13C;&#x101; un vien­m&#x113;r ir mekl&#x113;jumos. Sokr&#x101;t&#x101; sarunas p&#x113;c b&#x16B;t&#x12B;bas ir filozofiskas dom&#x101;&#x161;anas pa&#x146;&#x113;mienu izstr&#x101;d&#x101;&#x161;anas process. Vienlaikus t&#x101;s aizst&#x101;v dom&#x101;&#x161;anas br&#x12B;v&#x12B;bas ties&#x12B;bas. Par to Sokr&#x101;ts samaks&#x101;ja ar savu dz&#x12B;v&#x12B;bu.</p><p>Sokr&#x101;t&#x101; filozofija k&#x13C;uva par atskaites punktu &#x113;tis­kaj&#x101;m skol&#x101;m, kuras nodibin&#x101;ja vi&#x146;a skolnieki un kuras tika nosauktas par sokratiskaj&#x101;m.</p></section><section><title><p id="AutBody_0bookmark17">Kiniki</p></title><p>Skolas dibin&#x101;t&#x101;js ir Antistens (ap 450-ap 360 pr. Kr.). T&#x101; nosaukta p&#x113;c atra&#x161;an&#x101;s vietas Kinosargos pie At&#x113;n&#x101;m, zin&#x101;ms pamats skolas nosaukuma skaid­rojumam ir atvasin&#x101;jums no grie&#x137;u v&#x101;rda - kinos - suns, jo skolas piekrit&#x113;jus sauca par su&#x146;iem. Gal- \venais vi&#x146;iem bija ne tik daudz teor&#x113;tisko jaut&#x101;jumu izstr&#x101;d&#x101;&#x161;ana, k&#x101; kinisk&#x101; gudr&#x12B;bas ide&#x101;la praktisk&#x101; &#x12B;steno&#x161;ana sav&#x101; dz&#x12B;v&#x113;. Dom&#x101;&#x161;ana kini&#x137;iem ir tikai</p><p>l&#x12B;dzeklis, vinu m&#x113;r&#x137;is - dz&#x12B;vot "kiniski". Absoluti- ' ' _ _ _ _</p><p>z&#x113;jot atsevi&#x161;&#x137;o, vi&#x146;u maciba aicinaja cilv&#x113;ku dz&#x12B;vot, balstoties nevis uz sabiedr&#x12B;b&#x101; pie&#x146;emtaj&#x101;m norm&#x101;m un likumiem, bet gan tikai pa&#x161;am uz sevi. Antistens, piem&#x113;ram, uzskat&#x12B;ja, ka tikum&#x12B;gs cilv&#x113;ks ir tas, kas sp&#x113;j k&#x13C;&#x16B;t kungs pats p&#x101;r sevi, t. i., sp&#x113;j k&#x13C;&#x16B;t br&#x12B;vs. Griba &#x161;eit par&#x101;d&#x101;s k&#x101; galvenais un nepiecie&#x161;amais faktors, tai blakus zin&#x101;&#x161;anas un da&#x17E;&#x101;das prasmes nav vajadz&#x12B;gas. Tikumu saprata k&#x101; piln&#x12B;gu br&#x12B;v&#x12B;bu no jebk&#x101;d&#x101;m sait&#x113;m ar pasauli, t&#x101;d&#x113;&#x13C; ar&#x12B; pareiz&#x101; cilv&#x113;ka attieksme pret visu &#x101;r&#x113;jo, vi&#x146;upr&#x101;t, bija piln&#x12B;ga neatkar&#x12B;ba no t&#x101;. Savus priek&#x161;status kini&#x137;i izstr&#x101;d&#x101;ja un nosl&#x12B;p&#x113;ja, piekopjot noteiktu dz&#x12B;ves­veidu. &#x160;&#x137;iet, visspilgt&#x101;k to nodemonstr&#x113;ja Sinopes Diogens. Vi&#x146;a izdar&#x12B;bas, var teikt, bija savdab&#x12B;ga filozof&#x113;&#x161;anas forma. Par vinu l&#x12B;dz m&#x16B;sdien&#x101;m ir non&#x101;cis liels daudzums anekdo&#x161;u, kuras parada uzved&#x12B;bas vienk&#x101;r&#x161;o&#x161;anas gal&#x113;j&#x101;s formas. Noliedzot jebk&#x101;dus soci&#x101;los sakarus un kult&#x16B;ras iema&#x146;as, Dio­gens izv&#x113;l&#x113;j&#x101;s t&#x101;du dz&#x12B;vesveidu, kur&#x161; tika uzskat&#x12B;ts par necien&#x12B;g&#x101;ko un pazemojo&#x161;&#x101;ko - bez &#x123;imenes, bez m&#x101;j&#x101;m, bez t&#x113;vzemes, fizisk&#x101; un gar&#x12B;g&#x101; nabadz&#x12B;ba vi&#x146;am ir v&#x113;rt&#x12B;g&#x101;ka par materi&#x101;lo bag&#x101;t&#x12B;bu un citiem labumiem.</p><p>Kinisma filozofija v&#x113;l&#x101;kajos laikos k&#x13C;uva par vienu no stoicisma avotiem. Stoicisms m&#x12B;kstin&#x101;ja t&#x101;s gal&#x113;j&#x101;s izpausmes, izveidojot jau daudz konstrukt&#x12B;v&#x101;ku at­tieksmi pret sabiedrisko dz&#x12B;vi un gar&#x12B;go kult&#x16B;ru, ta&#x10D;u saglab&#x101;jot &#x113;tiku k&#x101; filozofijas kodolu. Kini&#x137;u dz&#x12B;­vesveids ir ietekm&#x113;jis ar&#x12B; krist&#x12B;g&#x101; ask&#x113;tisma trad&#x12B;ciju.</p></section><section><title><p>Kir&#x113;nie&#x161;i</p></title><p>Skola nodibin&#x101;ta 4. gs. pr. Kr. T&#x101;s pamatlic&#x113;js ir Aristips (ap 435-355 pr. Kr.). Kir&#x113;nie&#x161;i kini&#x137;u as­k&#x113;tismam pretstat&#x12B;ja hedonismu. Izejot no t&#x101;, ka dv&#x113;selei var piemist tikai divu veidu st&#x101;vok&#x13C;i - bauda un s&#x101;pes -, kir&#x113;nie&#x161;i uzskat&#x12B;ja, ka bauda ir &#x12B;stais dz&#x12B;ves m&#x113;r&#x137;is, t&#x101;d&#x113;j&#x101;di laime ir baudu kopums. Tieksme p&#x113;c baud&#x101;m ir gan vi&#x146;u m&#x101;c&#x12B;bas pamats, gan b&#x16B;tiskais saturs. Baudas kvalit&#x101;te nav atkar&#x12B;ga no t&#x101;s sag&#x101;d&#x101;&#x161;anas veida, bauda ar&#x12B; tad ir labums, ja to rada pat viskropl&#x12B;g&#x101;k&#x101;s lietas. Baudas var nov&#x113;rt&#x113;t tikai p&#x113;c to intensit&#x101;tes, t&#x101;p&#x113;c tikai miesisk&#x101;s baudas ir &#x12B;stas. Bauda attiecas tikai uz tagadni, ne atmi&#x146;as, ne baudas gaidas neizraisa baudu - viens aizmirstas, cita v&#x113;l nav. Ta&#x10D;u baudas da&#x17E;k&#x101;rt ir saist&#x12B;tas ar&#x12B; ar cie&#x161;an&#x101;m un otr&#x101;di: nav cilv&#x113;ka, kur&#x161; tikai baud&#x12B;tu vai tikai ciestu. &#x160;o praktiskaj&#x101; dz&#x12B;v&#x113; izveidoju&#x161;os pretrunu cilv&#x113;ks var atrisin&#x101;t izgl&#x12B;tojoties, &#x146;emot pal&#x12B;g&#x101; pr&#x101;tu un filozo­fiju. Tas viss pal&#x12B;dz cilv&#x113;kam apzin&#x101;ties &#x12B;sto savas dz&#x12B;ves m&#x113;r&#x137;i - tiek&#x161;anos p&#x113;c baud&#x101;m - un atbr&#x12B;vo vi&#x146;u no t&#x101;m sabiedr&#x12B;b&#x101; pie&#x146;emtaj&#x101;m norm&#x101;m, kuras trauc&#x113; &#x161;&#x12B; m&#x113;r&#x137;a sasnieg&#x161;anu. Kir&#x113;nie&#x161;u uzskati at­st&#x101;ja zin&#x101;mu iespaidu uz Epik&#x16B;ru. T&#x101;pat k&#x101; kini&#x137;i, absolutiz&#x113;jot atsevi&#x161;&#x137;o, kir&#x113;nie&#x161;i sludina atsevi&#x161;&#x137;u indiv&#x12B;du priorit&#x101;ti, kuri savai vajadz&#x12B;bai baud&#x12B;t pa­k&#x13C;auj visp&#x101;r&#x113;j&#x101;s tikumisk&#x101;s normas un piekl&#x101;j&#x12B;bas apsv&#x113;rumus. Aristipa sekot&#x101;ju Teodora Bezdievja un Hegesija m&#x101;c&#x12B;b&#x101;s pastiprin&#x101;j&#x101;s antisoci&#x101;lie mot&#x12B;vi, &#x12B;pa&#x161;i to var teikt par Hegesiju, kur&#x161; tik spilgti un fascin&#x113;jo&#x161;i aprakst&#x12B;ja dz&#x12B;ves cie&#x161;anas, ka tika iesaukts par N&#x101;ves skolot&#x101;ju, jo ne viens vien, vi&#x146;&#x101; noklau­s&#x12B;jies, beidza savu dz&#x12B;vi pa&#x161;n&#x101;v&#x12B;b&#x101;. K&#x101; augst&#x101;k&#x101; mor&#x101;l&#x101; v&#x113;rt&#x12B;ba kir&#x113;nie&#x161;iem ir pati cilv&#x113;ka dz&#x12B;ve ar t&#x101;s baud&#x101;m. Ta&#x10D;u &#x161;&#x12B; hedonisk&#x101; principa m&#x113;r&#x137;tiec&#x12B;ga &#x12B;steno&#x161;ana dz&#x12B;v&#x113; izrais&#x12B;ja piln&#x12B;gi pret&#x113;jus rezult&#x101;tus: indiv&#x12B;da laime faktiski tika atz&#x12B;ta par ne&#x12B;stenojamu. Dz&#x12B;ves apliecin&#x101;&#x161;anu nomaina dz&#x12B;ves noliegums. Pa­sludinot par labo miesiskas baudas, vi&#x146;i likum­sakar&#x12B;gi non&#x101;ca pie kinisk&#x101; sl&#x113;dziena - vienaldz&#x12B;ba pret dz&#x12B;vi un juteklisko baudu nolieg&#x161;ana non&#x101;ca l&#x12B;dz primit&#x12B;vu miesisko baudu kultam. Abas skolas fak­tiski reduc&#x113;ja visu indiv&#x12B;du mor&#x101;lo bag&#x101;t&#x12B;bu l&#x12B;dz k&#x101;­dam vienam t&#x101;s elementam, t&#x101;d&#x113;j&#x101;di non&#x101;kot ga­l&#x113;j&#x12B;b&#x101;s. K&#x101; kini&#x137;iem, t&#x101; ar&#x12B; kir&#x113;nie&#x161;iem pietr&#x16B;ka &#x161;&#x12B;s realit&#x101;tes izj&#x16B;tas, kas bija rakstur&#x12B;ga Sokr&#x101;t&#x101; &#x113;tikai.</p></section><section><title><p>Megarie&#x161;i</p></title><p>&#x160;o skolu nodibin&#x101;ja Megaru Eikl&#x12B;ds (450-380 pr. Kr.). Oponenti sauca to par eristisko (polemisko) skolu. T&#x101;s p&#x101;rst&#x101;vji izmantoja Parmen&#x12B;da ideju, ka viss ir vienota esam&#x12B;ba, un Sokr&#x101;t&#x101; priek&#x161;status par labo un apgalvoja, ka past&#x101;v tikai labais (visp&#x101;r&#x12B;­gais), kas vien&#x12B;gi tiek saukts da&#x17E;&#x101;dos v&#x101;rdos - par pr&#x101;tu vai par Dievu.</p><p>Eibul&#x12B;ds atkl&#x101;ja lo&#x123;iskus paradoksus. Vai run&#x101; pa­ties&#x12B;bu vai melo tas, kur&#x161; saka: "Es meloju"? Vi&#x146;a aporijas "Kaudze" (ja liek vienuviet pa vienam grau­dam, tad kur&#x101; br&#x12B;d&#x12B; par&#x101;d&#x12B;sies kaudze?) un "Plik­galvis" (ja mati no galvas izkr&#x12B;t pa vienam, tad ar kuru br&#x12B;di cilv&#x113;ks k&#x13C;&#x16B;st par plikgalvi?) saist&#x101;s ar jaut&#x101;jumu par kvantit&#x101;tes p&#x101;reju kvalit&#x101;t&#x113;. Mega- rie&#x161;iem bija iev&#x113;rojama noz&#x12B;me lo&#x123;ikas att&#x12B;st&#x12B;b&#x101;.</p><p>L&#x12B;dz ar sokratisko skolu mekl&#x113;jumiem veidoj&#x101;s re&#x101;la filozofisk&#x101; probl&#x113;ma, ar kuru sask&#x101;r&#x101;s cilv&#x113;ka pr&#x101;ts: k&#x101; attiecas visp&#x101;r&#x12B;gais pret atsevi&#x161;&#x137;o un otr&#x101;di. &#x160;o probl&#x113;mu Savos mekl&#x113;jumos izvirz&#x12B;ja gan Sokr&#x101;ts, gan sokrati&#x137;i.</p></section><section><title><p id="AutBody_0bookmark18">PLATONS</p></title><p>Iepaz&#x12B;stoties ar Platona (427-347 pr. Kr.) sace­r&#x113;jumiem, j&#x101;sastopas ar zin&#x101;m&#x101;m gr&#x16B;t&#x12B;b&#x101;m izp&#x113;t&#x113;. Gr&#x16B;t&#x12B;bas rada jau izkl&#x101;sta forma, kas filozofiskas idejas nereti pau&#x17E; mitolo&#x123;isk&#x101; t&#x113;lain&#x12B;b&#x101;. Platona stilam piem&#x12B;t ar&#x12B; j&#x113;dzienu daudznoz&#x12B;m&#x12B;ba t&#x101;d&#x101; m&#x113;r&#x101;, ka da&#x17E;k&#x101;rt var run&#x101;t pat par noz&#x12B;mes nenoteikt&#x12B;bu. &#x160;o &#x12B;patn&#x12B;bu apzin&#x101;&#x161;an&#x101;s pal&#x12B;dz&#x113;s izprast b&#x16B;tisko Platona m&#x101;c&#x12B;b&#x101; - pirmaj&#x101; objekt&#x12B;v&#x101; ide&#x101;lisma sis­t&#x113;m&#x101; filozofijas v&#x113;stur&#x113;.</p><p>T&#x101;pat ir svar&#x12B;gi apzin&#x101;t Platona filozofijas teor&#x113;­tiskos avotus, lai noskaidrotu t&#x101;s veido&#x161;anos un vis­p&#x101;r ide&#x101;lisma aizs&#x101;kumus, k&#x101; ar&#x12B; to jauno, ko Pla­tons ieviesa sengrie&#x137;u domas att&#x12B;st&#x12B;b&#x101;, risinot savu priek&#x161;te&#x10D;u izvirz&#x12B;t&#x101;s probl&#x113;mas.</p><p>Parmen&#x12B;da trad&#x12B;cijas gar&#x101; Platons pretstata ide&#x101;lo esam&#x12B;bu (absol&#x16B;to) un juteklisko esam&#x12B;bu (relat&#x12B;vo). Platons taj&#x101; pa&#x161;&#x101; laik&#x101; tiecas izvair&#x12B;ties no to pil­n&#x12B;gas no&#x161;&#x137;ir&#x161;anas. &#x160;&#x12B; vi&#x146;a filozofijas &#x12B;patn&#x12B;ba j&#x101;patur pr&#x101;t&#x101;, p&#x113;tot Platona ideju m&#x101;c&#x12B;bu un &#x161;&#x12B;s m&#x101;c&#x12B;bas pa­matprobl&#x113;mu - ideju pasaules un lietu pasaules vie­not&#x12B;bu. Realit&#x101;t&#x113; abas pasaules ir saist&#x12B;tas, un Pla­tona izpratn&#x113; paties&#x101;s esam&#x12B;bas pasaule ir pirmt&#x113;ls topo&#x161;ajai pasaulei. Vi&#x146;&#x161; run&#x101; ar&#x12B; par lietu l&#x12B;dzdal&#x12B;bu idej&#x101;s k&#x101; piel&#x12B;dzin&#x101;&#x161;anos t&#x101;m: jutekliski uztveram&#x101; pasaule t&#x101;d&#x101; veid&#x101; "piedal&#x101;s" paties&#x101;s esam&#x12B;bas pa­saul&#x113;.</p><p>Platona m&#x101;c&#x12B;ba par idej&#x101;m neizveidoj&#x101;s uzreiz, bet att&#x12B;st&#x12B;j&#x101;s no dialoga uz dialogu - t&#x101;l&#x101;k preciz&#x113;jot priek&#x161;status par idej&#x101;m k&#x101; rado&#x161;&#x101;m b&#x16B;t&#x12B;b&#x101;m ("Par­men&#x12B;ds"). Lietu pasaules un ideju pasaules vienot&#x12B;bu Platons apskata ar&#x12B; cit&#x101; aspekt&#x101;: dialog&#x101; "Parme­n&#x12B;ds" vi&#x146;&#x161; izvirza jaut&#x101;jumu par ideju iedabu. T&#x101;m ir. vajadz&#x12B;gs augst&#x101;ks un nedal&#x101;ms vienojo&#x161;ais prin­cips (s&#x101;kums). Par &#x161;&#x101;du principu kalpo Vienais, bez t&#x101; idejas nevar past&#x101;v&#x113;t (ne k&#x101; rado&#x161;as dabas b&#x16B;t&#x12B;bas, ne ar&#x12B; idejas k&#x101; t&#x101;das). Platons pace&#x13C; Vieno p&#x101;ri esam&#x12B;bas sadal&#x12B;t&#x12B;bai un t&#x101;tad ar&#x12B; p&#x101;ri t&#x101;s daudz&#x12B;bai, jo esam&#x12B;bu reprezent&#x113; daudzas idejas, esam&#x12B;ba ir daudz­veid&#x12B;ga. &#x160;&#x12B; t&#x113;ze Platona m&#x101;c&#x12B;b&#x101; ir &#x13C;oti noz&#x12B;m&#x12B;ga.</p><p id="AutBody_0_ftnref18">Dialog&#x101; "Valsts" absol&#x16B;ti Vienais sakr&#x12B;t ar Labo<emphasis>[18]</emphasis>, kuru autors nosauc par visa eksist&#x113;jo&#x161;&#x101; avotu. T&#x101;d&#x113;j&#x101;di atzi&#x146;a par Vieno k&#x101; esam&#x12B;bai p&#x101;reso&#x161;u s&#x101;kumu izriet no Platona priek&#x161;statiem par esam&#x12B;bu k&#x101; ideju ko­pumu, kura vienot&#x12B;bas pamat&#x101; ir "kaut kas", kas st&#x101;v p&#x101;ri jebk&#x101;dai sadal&#x12B;t&#x12B;bai.</p><p>Tom&#x113;r Lab&#x101; koncepcija Platona m&#x101;c&#x12B;b&#x101; netika pietiekami izstr&#x101;d&#x101;ta. Platonam Labais ir augst&#x101;k&#x101; no idej&#x101;m un t&#x101;tad ar&#x12B; pieder esam&#x12B;bai. Bez tam vi&#x146;a filozofija bija virz&#x12B;ta galvenok&#x101;rt uz to, lai rastu sais­t&#x12B;bu starp Vieno, ko reprezent&#x113; idejas, un Daudzo, ko p&#x101;rst&#x101;v jutekliski uztveram&#x101; pasaule. Izprast min&#x113;to saist&#x12B;bu un Daudz&#x101; ra&#x161;anos pal&#x12B;dz Platona uzskati par neesam&#x12B;bu un t&#x101;s attiec&#x12B;b&#x101;m ar esam&#x12B;bu. Dialog&#x101; "Sofists", skaidrojot neesam&#x12B;bas lomu, Platons ap­galvo: ja neb&#x16B;tu neesam&#x12B;bas, neb&#x16B;tu ar&#x12B; lietu daudz­veid&#x12B;bas, eksist&#x113;jo&#x161;ais b&#x16B;tu vienots un nedal&#x101;ms.</p><p id="AutBody_0_ftnref19">Platons saprot neesam&#x12B;bu k&#x101; mat&#x113;riju<emphasis>[19]</emphasis>. T&#x101;tad ma­t&#x113;rija ir nepiecie&#x161;ams lietu pasaules priek&#x161;notei­kums (otrais s&#x101;kums). B&#x16B;dama kaut kas cits attie­c&#x12B;b&#x101; pret ideju (esam&#x12B;bu), mat&#x113;rija darbojas k&#x101; ideju "uz&#x146;&#x113;m&#x113;ja", "jebkuras dzim&#x161;anas uztur&#x113;t&#x101;ja" ("T&#x12B;- majs"). Mat&#x113;rijas daba ir t&#x101;da, ka t&#x101; nesp&#x113;j uztvert ideju tie&#x161;i, bet gan pak&#x101;peniski - it k&#x101; sadalot ideju, p&#x101;rv&#x113;r&#x161;ot t&#x101;s vienot&#x12B;bu lietu telpisk&#x101; daudz&#x12B;b&#x101;.</p><p>Lietu pasaule ir esam&#x12B;bas (ideja) un neesam&#x12B;bas (mat&#x113;rija) attiec&#x12B;bu rezult&#x101;ts. Ideju "iemieso&#x161;an&#x101;s" mat&#x113;rij&#x101; notiek ar demiurga akt&#x12B;vu starpniec&#x12B;bu. Dialog&#x101; "T&#x12B;majs" Platons nosauc demiurgu par dievu - kosmosa iek&#x101;rtot&#x101;ju.</p><p>Virz&#x12B;ba uz ideju un lietu savstarp&#x113;jo attiec&#x12B;bu noskaidro&#x161;anu nosaka ar&#x12B; Platona izzin&#x101;s m&#x101;c&#x12B;bas &#x12B;patn&#x12B;bas. No vienas puses, Platona gnozeolo&#x123;ija atspogu&#x13C;o plaisu starp ideju pasauli un lietu pasauli. Abas min&#x113;t&#x101;s pasaules at&#x161;&#x137;iras ar&#x12B; ar izzin&#x101;&#x161;anas veidu. Ideju pasauli izzina ar pr&#x101;tu, bet lietu pasauli - ar j&#x16B;t&#x101;m. L&#x12B;dz ar to pr&#x101;ts tiek pretstat&#x12B;ts j&#x16B;t&#x101;m un uzsv&#x113;rta to at&#x161;&#x137;ir&#x12B;g&#x101; loma izzi&#x146;&#x101;. No otras puses, izzi&#x146;as process, kuru b&#x16B;t&#x12B;b&#x101; var raksturot k&#x101; atce­r&#x113;&#x161;anos (anamn&#x113;ze), noz&#x12B;m&#x113; sakaru nodibin&#x101;&#x161;anu starp &#x161;&#x12B;m div&#x101;m pasaul&#x113;m. Tas iesp&#x113;jams, atmodinot' cilv&#x113;ka dv&#x113;sel&#x113; ideju pasaul&#x113; ieg&#x16B;t&#x101;s zin&#x101;&#x161;anas, kas ieg&#x16B;tas, v&#x113;rojot lietas - ideju atspulgus mat&#x113;rij&#x101;. (Piln&#x12B;g&#x101;ks ieskats &#x161;aj&#x101; proces&#x101; sniegts dialog&#x101; "Dz&#x12B;res".)</p><p>Ideju un lietu pasaules saist&#x12B;bas mekl&#x113;jumi izzi&#x146;as sf&#x113;r&#x101; izpau&#x17E;as ar&#x12B; Lab&#x101; idejas trakt&#x113;jum&#x101; ("Valsts"). Platons uzskata, ka Lab&#x101; idejas b&#x16B;t&#x12B;bai nav iesp&#x113;­jams piek&#x13C;&#x16B;t (t&#x101; st&#x101;v virs zin&#x101;&#x161;an&#x101;m un paties&#x12B;bas), tom&#x113;r ar dialektikas pal&#x12B;dz&#x12B;bu to var sasniegt.</p><p>Apg&#x16B;stot Platona m&#x101;c&#x12B;bu par dialektiku, j&#x101;piev&#x113;r&#x161; uzman&#x12B;ba tam, ka Platona izpratn&#x113; tai ir vair&#x101;ki aspekti. Platons saprot dialektiku k&#x101; dom&#x101;&#x161;anas, lo&#x123;isk&#x101; sprieduma m&#x101;kslu - viss atsevi&#x161;&#x137;ais un sav­starp&#x113;ji nesaist&#x12B;tais tiek reduc&#x113;ts uz vienotu ideju vai ar&#x12B; glu&#x17E;i otr&#x101;di - viss tiek sadal&#x12B;ts, tiecoties izzin&#x101;t ikkatras lietas b&#x16B;t&#x12B;bu ("Valsts", "Faidrs"). Dialektika tiek trakt&#x113;ta ar&#x12B; k&#x101; m&#x101;c&#x12B;ba par idej&#x101;m un to sav­starp&#x113;j&#x101;m attiec&#x12B;b&#x101;m. &#x160;aj&#x101; zi&#x146;&#x101; &#x12B;pa&#x161;i svar&#x12B;gi ir dialogi "Sofists" un "Parmen&#x12B;ds". Tie atkl&#x101;j "vienot&#x101;" un "ci­t&#x101;d&#x101;" dialektiku, atkl&#x101;j piecus augst&#x101;kos eso&#x161;&#x101; veidus:</p><p>esam&#x12B;bu, kust&#x12B;bu, miera st&#x101;vokli, identit&#x101;ti, main&#x12B;­gumu. Noskaidrojot t&#x101; vai cita aspekta noz&#x12B;mi Platona m&#x101;c&#x12B;b&#x101; par idej&#x101;m, varam izsekot t&#x101;s evol&#x16B;cijai.</p><p>Iepaz&#x12B;&#x161;an&#x101;s ar Platona m&#x101;c&#x12B;bu par dv&#x113;seli uzr&#x101;da t&#x101;s saist&#x12B;bu ar m&#x101;c&#x12B;bu par esam&#x12B;bu un izzi&#x146;u. T&#x101;, piem&#x113;ram, nesaraujam&#x101; saist&#x12B;b&#x101; atrodas atzi&#x146;a par pasaules dv&#x113;seles iedabu un atzi&#x146;a par cilv&#x113;ka dv&#x113;­seles b&#x16B;t&#x12B;bu un t&#x101;s attiec&#x12B;b&#x101;m ar &#x137;ermeni, jo pa­saules dv&#x113;sele savieno ar pr&#x101;tu aptveramo pasauli un jutekliski uztveramo pasauli. Dialog&#x101; "Faidons" atzi&#x146;a par cilv&#x113;ka dv&#x113;seles nemirst&#x12B;bu saist&#x12B;ta ar atzi&#x146;u par izzi&#x146;u k&#x101; atcer&#x113;&#x161;anos.</p><p>Platona priek&#x161;status par ide&#x101;lo valsti caurvij vi&#x146;a m&#x101;c&#x12B;bas pamatmot&#x12B;vs - ideju pasaules un lietu pasaules (ideju un lietu) vienot&#x12B;ba. Filozofu m&#x113;r&#x137;is "Valst&#x12B;" ir izzin&#x101;t, izprast Lab&#x101; ideju un, balstoties uz to, sak&#x101;rtot valsti, sak&#x101;rtot pa&#x161;iem sevi un visp&#x101;r jutekliski tveramo pasauli.</p><p>Platona m&#x101;c&#x12B;ba par ide&#x101;lo valsti ir cie&#x161;i saist&#x12B;ta ar vi&#x146;a &#x113;tiku, kur&#x101; Platons apskata galvenok&#x101;rt iesp&#x113;­jas sasniegt augst&#x101;ko labumu, jo t&#x101; ieg&#x16B;&#x161;ana ir cil­v&#x113;ka laimes saturs. Sasniegt augst&#x101;ko labumu no­z&#x12B;m&#x113; izveidot sevi k&#x101; racion&#x101;lu un mor&#x101;lu b&#x16B;tni. Cilv&#x113;kam ir j&#x101;atz&#x12B;st, ka pasaule, kur&#x101; vi&#x146;&#x161; dz&#x12B;vo, ir tikai ideju pasaules kopija. Tikum&#x12B;ba, kas &#x161;&#x101;d&#x101; inter­pret&#x101;cij&#x101; ir identiska zin&#x101;&#x161;an&#x101;m par ideju pasaules es&#x12B;bu, pal&#x12B;dz &#x12B;stenot cilv&#x113;ka tieksmi p&#x113;c augst&#x101;k&#x101; labuma. Pan&#x101;kot nepiecie&#x161;amo saska&#x146;u starp indi­vidu&#x101;lo tikum&#x12B;bu un sabiedrisko tikum&#x12B;bu, starp individu&#x101;lo taisn&#x12B;gumu un sabiedrisko taisn&#x12B;gumu, tiek nodro&#x161;in&#x101;ts labums un laime gan cilv&#x113;kam, gan valstij kopum&#x101;. Platons atz&#x12B;m&#x113;, ka taisn&#x12B;guma idejas aspekt&#x101; nav at&#x161;&#x137;ir&#x12B;bu starp taisn&#x12B;gu cilv&#x113;ku un taisn&#x12B;gu valsti ("Valsts").</p><p>Taisn&#x12B;guma ideja tuvina cilv&#x113;ku un valsti to cen­tienos sasniegt augst&#x101;ko labumu. Pamatojoties uz &#x161;&#x101;das l&#x12B;dz&#x12B;bas ideju, Platons veido piln&#x12B;gas valsts modeli un t&#x101;d&#x113;j&#x101;di nosaka ar&#x12B; mode&#x13C;a veido&#x161;anas principus. Ja sekojam vi&#x146;a paskaidrojumiem, cilv&#x113;k&#x101; atrasto filozofs sam&#x113;ro ar ide&#x101;lu, bet piln&#x12B;g&#x101;s valsts</p><p>vaibstus attiecina uz atsevi&#x161;&#x137;u cilv&#x113;ku.</p><p>Trim cilv&#x113;ka dv&#x113;seles sp&#x113;j&#x101;m jeb da&#x13C;&#x101;m atbilst tr&#x12B;s k&#x101;rtas valst&#x12B;: dv&#x113;seles sapr&#x101;t&#x12B;gajai da&#x13C;ai atbilst filozofu k&#x101;rta, kaism&#x12B;gajai un godk&#x101;r&#x12B;gajai da&#x13C;ai - sargi, alkat&#x12B;gajai un nesavald&#x12B;gajai - amatnieki un zemkopji. (&#x160;eit Platons faktiski pirmoreiz domas v&#x113;stur&#x113; nodala k&#x101;rtas uz darba dal&#x12B;&#x161;anas pamata.) L&#x12B;dz&#x12B;g&#x101; veid&#x101; valstij piem&#x12B;t t&#x101;das pa&#x161;as tikumisk&#x101;s &#x12B;pa&#x161;&#x12B;bas, k&#x101;das piem&#x12B;t atsevi&#x161;&#x137;a cily&#x113;ka_xiv&#x113;selei: gudr&#x12B;ba, saspr&#x101;t&#x12B;gums, v&#x12B;ri&#x161;&#x137;&#x12B;ba, taisn&#x12B;gums. Dv&#x113;­seles augst&#x101;k&#x101;s - sapr&#x101;t&#x12B;g&#x101;s - da&#x13C;as tikums ir gud­r&#x12B;ba, kaism&#x12B;g&#x101;s un godk&#x101;r&#x12B;g&#x101;s dv&#x113;seles da&#x13C;as tikums ir v&#x12B;ri&#x161;&#x137;&#x12B;ba, zem&#x101;k&#x101;s - k&#x101;r&#x12B;g&#x101;s un nesavald&#x12B;g&#x101;s - dv&#x113;seles da&#x13C;as tikums ir paklaus&#x12B;ba augst&#x101;kajai. Taisn&#x12B;gums rodams dabisko vald&#x12B;&#x161;anas un paklau­s&#x12B;bas attiec&#x12B;bu ievie&#x161;an&#x101; &#x161;o dv&#x113;seles dalu attiec&#x12B;b&#x101;s, lai katra da&#x13C;a pild&#x12B;tu savu uzdevumu. Piln&#x12B;g&#x101;, ide&#x101;l&#x101; valsts ir gudra, pateicoties filozofu tikumam - gud­r&#x12B;bai, ir v&#x12B;ri&#x161;&#x137;&#x12B;ga - pateicoties sargu v&#x12B;ri&#x161;&#x137;&#x12B;bai, ir sapr&#x101;t&#x12B;ga praktiskaj&#x101; r&#x12B;c&#x12B;b&#x101;, pateicoties amatnieku un zemkopju paklaus&#x12B;bai, bet taisn&#x12B;ga ir t&#x101;d&#x113;&#x13C;, ka katra no &#x161;&#x12B;m trim at&#x161;&#x137;ir&#x12B;gaj&#x101;m k&#x101;rt&#x101;m dara savu darbu. Cilv&#x113;ka dv&#x113;sel&#x113; ir j&#x101;valda t&#x101;s sapr&#x101;t&#x12B;gajai da&#x13C;ai; kaism&#x12B;gajai un godk&#x101;r&#x12B;gajai da&#x13C;ai ir j&#x101;kontrol&#x113; alkat&#x12B;g&#x101;,"nesavald&#x12B;g&#x101; da&#x13C;a un j&#x101;aizsarg&#x101; sapr&#x101;t&#x12B;g&#x101; da&#x13C;a. Zem&#x101;kajai dv&#x113;seles da&#x13C;ai j&#x101;tiecas p&#x113;c attur&#x12B;bas un j&#x101;cen&#x161;as savald&#x12B;t savas slikt&#x101;s tieksmes. T&#x101;pat tas notiek ar&#x12B; valst&#x12B; - taj&#x101; j&#x101;valda filozofiem, sargiem j&#x101;sarg&#x101; valsts no iek&#x161;&#x113;jiem un &#x101;r&#x113;jiem ienaidnie­kiem, bet amatniekiem un zemkopjiem ir j&#x101;ra&#x17E;o materi&#x101;lie labumi. Platona priek&#x161;stati par ide&#x101;lo valsti nepastarpin&#x101;ti saista vi&#x146;a m&#x101;c&#x12B;bu par dv&#x113;seles strukt&#x16B;ru, m&#x101;c&#x12B;bu par tikum&#x12B;bu un m&#x101;c&#x12B;bu., par valsti.</p><p>Ide&#x101;l&#x101; valst&#x12B; tiek pan&#x101;kta saska&#x146;a starp sabied­risko un personisko taisn&#x12B;gumu. No &#x161;&#x101;d&#x101;m poz&#x12B;cij&#x101;m Platons kritiz&#x113; tolaik past&#x101;vo&#x161;os valsts iek&#x101;rtas tipus - timokr&#x101;tiju (godk&#x101;r&#x12B;go varu), demokr&#x101;tiju (tautas varu), tir&#x101;niju (vienpersdniskas p&#x101;rvaldes vardarb&#x12B;gu &#x12B;steno&#x161;anu), kas, p&#x113;c vi&#x146;a dom&#x101;m, ir piln&#x12B;g&#x101;s valsts iek&#x101;rtas deform&#x101;cijas: "taj&#x101;s k&#x13C;&#x16B;daina gan valsts p&#x101;rvalde, gan priv&#x101;tpersonu dv&#x113;seliskais veidojums" ("Valsts").</p><p>Apl&#x16B;kojot Platona sociolo&#x123;iskos uzskatus, j&#x101;&#x146;em v&#x113;r&#x101; to evol&#x16B;cija, jo filozofs apzin&#x101;s gr&#x16B;t&#x12B;bas, kas saist&#x12B;tas ar izveidot&#x101; valsts ide&#x101;la &#x12B;steno&#x161;anu. Par &#x161;o evol&#x16B;ciju varam p&#x101;rliecin&#x101;ties, ja sal&#x12B;dzin&#x101;m dialogu "Valsts" un dialogu "Likumi" - v&#x113;l&#x12B;no Platona sace­r&#x113;jumu. "Likumos" Platons m&#x113;&#x123;ina saska&#x146;ot sabied­risko un personisko taisn&#x12B;gumu, izmantojot stingru sabiedr&#x12B;bas un indiv&#x12B;du dz&#x12B;ves reglament&#x101;ciju.</p></section><section><title><p id="AutBody_0bookmark19">ARISTOTELIS</p></title><p>Apg&#x16B;stot Aristote&#x13C;a (384-322 pr. Kr.) filozofiju, ir b&#x16B;tiski saprast to, ka vi&#x146;a uzskati veidoj&#x101;s k&#x101; reakcija uz iepriek&#x161;&#x113;jo filozofisko trad&#x12B;ciju - &#x12B;pa&#x161;i attiec&#x12B;b&#x101; uz sava skolot&#x101;ja Platona uzskatiem. Nepiln&#x12B;bas, ko Aristotelis saskat&#x12B;ja Platona m&#x101;c&#x12B;b&#x101;, vienlaikus' p&#x101;r­top jaut&#x101;jumos, kurus vi&#x146;&#x161; izvirza sev, skaidrojot &#x12B;sten&#x12B;bu. Noraidot esam&#x12B;bas k&#x101; idejas izpratni, Aristotelis, l&#x12B;dz&#x12B;gi Parmen&#x12B;dam, par savas izp&#x113;tes obj&#x113;lct&#x16B; izv&#x113;las pa&#x161;u esam&#x12B;bu, esam&#x12B;bu k&#x101; t&#x101;du.</p><p>Viens no galvenajiem Aristote&#x13C;a sacer&#x113;jumiem - "Metafizika" - ir velt&#x12B;ts jaut&#x101;jumam: kas ir esam&#x12B;ba. Darbs ir sare&#x17E;&#x123;&#x12B;ts un gr&#x16B;ti las&#x101;ms, ta&#x10D;u &#x13C;oti noz&#x12B;m&#x12B;gs, lai var&#x113;tu piln&#x12B;b&#x101; izprast Aristote&#x13C;a m&#x101;c&#x12B;bu un t&#x101;s ietekmi uz v&#x113;l&#x101;ko filozofisko domu. "Metafiziku" var sal&#x12B;dzin&#x101;t ar atsl&#x113;gu, kas dod iesp&#x113;ju izprast daudzas Aristote&#x13C;a filozofijas probl&#x113;mas un tuv&#x101;k iepaz&#x12B;t da&#x17E;&#x101;das &#x161;&#x12B;s visaptvero&#x161;&#x101;s sist&#x113;mas da&#x13C;as. T&#x101;p&#x113;c tie&#x161;i ar &#x161;o sacer&#x113;jumu b&#x16B;tu j&#x101;s&#x101;k Aristote&#x13C;a m&#x101;c&#x12B;bas apguvi.</p><p>Metafizikas probl&#x113;mu risin&#x101;jums noteica ar&#x12B; Aris­tote&#x13C;a veikto teor&#x113;tisko zin&#x101;t&#x146;u klasifik&#x101;ciju. Tikai metafizika (pirm&#x101; filozofija vai teolo&#x123;ija) p&#x113;ta esam&#x12B;bu k&#x101; t&#x101;du, esam&#x12B;bas visp&#x101;r&#x113;jo iedabu, un ar to t&#x101; at&#x161;&#x137;irat no cit&#x101;m zin&#x101;tn&#x113;m, kas p&#x113;ta tikai atsevi&#x161;&#x137;as eso&#x161;&#x101; da&#x13C;u &#x12B;pa&#x161;&#x12B;bas, t. i., k&#x101;du noteiktu esam&#x12B;bu.</p><p>Lai ar&#x12B; Aristotelim esam&#x12B;ba ir daudznoz&#x12B;m&#x12B;ga, t&#x101;s da&#x17E;&#x101;d&#x101;s noz&#x12B;mes, vi&#x146;apr&#x101;t, attiecas uz vienu un to pa&#x161;u - b&#x16B;t&#x12B;bu (t&#x101;s st&#x101;vok&#x13C;iem, &#x12B;pa&#x161;&#x12B;b&#x101;m utt.). T&#x101;p&#x113;c jaut&#x101;jumu par esam&#x12B;bu Aristotelis reduc&#x113; l&#x12B;dz jau­t&#x101;jumam par to, kas ir "b&#x16B;t&#x12B;ba".</p><p id="AutBody_0_ftnref20">"Metafizika" ar&#x12B; ataino b&#x16B;t&#x12B;bas noteiksmes mek­l&#x113;jumu procesu. P&#x113;c Aristote&#x13C;a dom&#x101;m, b&#x16B;t&#x12B;ba ir, pirmk&#x101;rt, tas, kas sp&#x113;j patst&#x101;v&#x12B;gi eksist&#x113;t - t&#x101;du eksistenci vi&#x146;&#x161; pied&#x113;v&#x113; atsevi&#x161;&#x137;ai lietai; un, otrk&#x101;rt, - tas, kas ir dom&#x101;jams jeb j&#x113;dzieniski izzin&#x101;ms (j&#x113;­dzien&#x101; var'izteikt tikai visp&#x101;r&#x113;jo). Noskaidrojot Aristote&#x13C;a formas j&#x113;dziena trakt&#x113;jumu - formu vi&#x146;&#x161; sauc par (atsevi&#x161;&#x137;as) lietas esam&#x12B;bas b&#x16B;t&#x12B;bu -, j&#x101;­piev&#x113;r&#x161; uzn&#x13C;an&#x12B;ba tam, ka &#x161;&#x12B; j&#x113;dziena formul&#x113;&#x161;anas gait&#x101; Aristotelis m&#x113;&#x123;ina atrisin&#x101;t apr&#x101;d&#x12B;to pretrunu starp atsevi&#x161;&#x137;o un visp&#x101;r&#x113;jo<emphasis>[20]</emphasis>, citiem v&#x101;rdiem sakot, - paskaidrot, k&#x101;d&#x101; veid&#x101; konkr&#x113;t&#x101;, atsevi&#x161;&#x137;&#x101; lieta izpau&#x17E; noteiktu kop&#x12B;bu, visp&#x101;r&#x12B;bu. Formas trakt&#x113;juma spe­cifika piln&#x12B;g&#x101;k atkl&#x101;sies, ja sal&#x12B;dzin&#x101;sim to ar "mat&#x113;rijas" izpratni. Tas k&#x13C;&#x16B;st skaidr&#x101;ks ar&#x12B; potencijas un aktualiz&#x101;cijas kategoriju anal&#x12B;zes rezult&#x101;t&#x101;..</p><p>Analiz&#x113;jot mat&#x113;rijas j&#x113;dzienu un mat&#x113;rijas attie­c&#x12B;bas ar formu, j&#x101;&#x146;em v&#x113;r&#x101; &#x161;o attiec&#x12B;bu dinamika. To pal&#x12B;dz&#x113;s atsegt vair&#x101;kas Aristote&#x13C;a t&#x113;zes par esa­m&#x12B;bu. 1. Mat&#x113;rija ir otrs lietas esam&#x12B;bas aspekts, kuru tikai dom&#x101;s var nodal&#x12B;t no lietas un t&#x101;s formas. No &#x161;ejienes izsecin&#x101;ma mat&#x113;rijas un formas j&#x113;dzienu saist&#x12B;ba un to nosac&#x12B;t&#x12B;ba Aristote&#x13C;a m&#x101;c&#x12B;b&#x101;: kas vien&#x101; aspekt&#x101; tiek trakt&#x113;ta k&#x101; forma, cit&#x101; par&#x101;d&#x101;s k&#x101; mat&#x113;rija. 2. Esam&#x12B;ba ir dinamiska: esam&#x12B;ba iesp&#x113;­jam&#x12B;b&#x101; (mat&#x113;rija) k&#x13C;&#x16B;st par esam&#x12B;bu &#x12B;sten&#x12B;b&#x101; (forma); mat&#x113;rijas un formas dialektika Aristote&#x13C;a skat&#x12B;jum&#x101; atkl&#x101;jas k&#x101; iesp&#x113;jam&#x12B;bas realiz&#x113;&#x161;an&#x101;s &#x12B;sten&#x12B;b&#x101;. 3. Lie­tas esam&#x12B;bai ir &#x10D;etri pamatc&#x113;lo&#x146;i (materi&#x101;lais, for­m&#x101;lais, darb&#x12B;gais c&#x113;lonis un m&#x113;r&#x137;is), tie ir lietas ra&#x161;an&#x101;s un veido&#x161;an&#x101;s pamat&#x101;: lieta ir kaut kas no­teikts, atsevi&#x161;&#x137;s un vienlaikus ar&#x12B; visp&#x101;r&#x113;jo izsako&#x161;s. &#x160;ie c&#x113;lo&#x146;i &#x13C;auj izprast mat&#x113;rijas un formas attiec&#x12B;bas k&#x101; pas&#x12B;v&#x101; un akt&#x12B;v&#x101; attiec&#x12B;bas: forma - akt&#x12B;vais s&#x101;­kums - ir kust&#x12B;bas avots, m&#x113;r&#x137;is un lietas esam&#x12B;bas veido&#x161;an&#x101;s procesa rezult&#x101;ts.</p><p>Iepaz&#x12B;stoties ar Aristote&#x13C;a priek&#x161;statu par b&#x16B;t&#x12B;bu, j&#x101;&#x146;em v&#x113;r&#x101;, ka filozofs neaprobe&#x17E;ojas ar b&#x16B;t&#x12B;bas k&#x101; tikai lietas b&#x16B;t&#x12B;bas (t. i., ar mat&#x113;riju saist&#x12B;t&#x101;s b&#x16B;­t&#x12B;bas) izpratni. Ar mat&#x113;riju saist&#x12B;t&#x101; b&#x16B;t&#x12B;ba (t. i., lieta; b&#x16B;t&#x12B;bas k&#x101; lietas b&#x16B;t&#x12B;bas anal&#x12B;zei velt&#x12B;ta "Metafizi­kas" 7. un 8. gr&#x101;mata) it k&#x101; zaud&#x113; savu patst&#x101;v&#x12B;bu un &#x12B;stenumu un faktiski p&#x101;rv&#x113;r&#x161;as tikai b&#x16B;t&#x12B;bas iesp&#x113;jam&#x12B;b&#x101;. Aristotelis non&#x101;k pie secin&#x101;juma, ka b&#x16B;­t&#x12B;bai, lai t&#x101; var&#x113;tu izvair&#x12B;ties no &#x161;&#x101;d&#x101;m "briesm&#x101;m", ir j&#x101;b&#x16B;t br&#x12B;vai no mat&#x113;rijas. Vi&#x146;&#x161; t&#x101;tad run&#x101; par b&#x16B;­t&#x12B;bu ar&#x12B; &#x101;rpus &#x161;&#x12B;s saist&#x12B;bas ("Metafizika", 12. gr&#x101;­mata). Tas nor&#x101;da, ka Aristotelis turpina b&#x16B;t&#x12B;bas mekl&#x113;jumus, k&#x101; ar&#x12B; atbildi uz jaut&#x101;jumu - kas ir eso&#x161;ais (esam&#x12B;ba)? Tikai ar mat&#x113;riju nesaist&#x12B;ta b&#x16B;t&#x12B;ba var b&#x16B;t m&#x16B;&#x17E;&#x12B;ga un nemain&#x12B;ga. P&#x113;c Aristote&#x13C;a dom&#x101;m, tikai kosmisko Pr&#x101;tu var nosaukt par &#x12B;sto b&#x16B;t&#x12B;bu, un t&#x101;p&#x113;c vi&#x146;a m&#x101;c&#x12B;bu par esam&#x12B;bu k&#x101; t&#x101;du ar&#x12B; iesp&#x113;jams uzl&#x16B;kot k&#x101; m&#x101;c&#x12B;bu par Pr&#x101;tu. &#x160;&#x12B; t&#x113;ze var&#x113;tu b&#x16B;t atskaites punkts Aristote&#x13C;a izveidot&#x101;s Pr&#x101;ta koncepcijas anal&#x12B;z&#x113;.</p><p>Aristotelis trakt&#x113; Pr&#x101;tu k&#x101; m&#x16B;&#x17E;&#x12B;gu, nekust&#x12B;gu, no jutekliski uztveram&#x101;m liet&#x101;m no&#x161;&#x137;irtu b&#x16B;t&#x12B;bu: vi&#x146;&#x161; to sauc ar&#x12B; par Dievu, jo &#x161;ai b&#x16B;t&#x12B;bai piem&#x12B;t vispil­n&#x12B;g&#x101;k&#x101; daba, un t&#x101; ir augst&#x101;k&#x101; realit&#x101;te visa eso&#x161;&#x101; esam&#x12B;b&#x101; ("no t&#x101; ir atkar&#x12B;gas debesis un visa daba"). Pr&#x101;ts - Dievs - ir augst&#x101;k&#x101; eso&#x161;&#x101; forma, virz&#x12B;t&#x101;j­sp&#x113;ks (pirmkustin&#x101;t&#x101;js) un augst&#x101;kais m&#x113;r&#x137;is (m&#x12B;­lest&#x12B;bas, v&#x113;lmju un domas priek&#x161;mets). J&#x101;piev&#x113;r&#x161; uzman&#x12B;ba &#x161;&#x101;d&#x101;m t&#x113;z&#x113;m: 1) pirms&#x101;kuma darb&#x12B;gais raksturs, t&#x101; aktivit&#x101;te ir intelektu&#x101;la. Dievi&#x161;&#x137;&#x101; do­m&#x101;&#x161;ana ir v&#x113;rsta pati uz sevi, t&#x101;p&#x113;c domas subjekts sakr&#x12B;t ar domas objektu; 2) Pr&#x101;ts nesatur sev&#x12B; mat&#x113;riju (tas Pr&#x101;t&#x101; dara iesp&#x113;jamu min&#x113;to dom&#x101;t&#x101;ja un dom&#x101;jam&#x101; identit&#x101;ti). J&#x101;piebilst, ka Aristotelis Pr&#x101;t&#x101; noliedz tikai juteklisk&#x101;s mat&#x113;rijas (mat&#x113;rijas, kas uztverama ar jutek&#x13C;iem) kl&#x101;tb&#x16B;tni, jo t&#x101;s poten­ci&#x101;l&#x101; daba ne&#x13C;autu pirms&#x101;kumam b&#x16B;t nemain&#x12B;gam, nekust&#x12B;gam un m&#x16B;&#x17E;&#x12B;gam, k&#x101; to postul&#x113;jis pats Aris­totelis. Kosmiskaj&#x101; Pr&#x101;t&#x101; ir pie&#x13C;aujama mat&#x113;rijas kl&#x101;tb&#x16B;tne, bet tikai ar piebildi, ka t&#x101; ir ar pr&#x101;tu aptveram&#x101; mat&#x113;rija un t&#x101;d&#x113;j&#x101;di t&#x101; ir identiska idejai (formai). Ar pr&#x101;tu tveram&#x101; mat&#x113;rija pastiprina ideju (formu) re&#x101;lumu; &#x161;&#x12B;s idejas veido Pr&#x101;ta saturu.</p><p>Par&#x101;d&#x12B;sim ar&#x12B; da&#x17E;as Aristote&#x13C;a rado&#x161;&#x101;s metodes &#x12B;patn&#x12B;bas. Bie&#x17E;i attiec&#x12B;b&#x101; uz k&#x101;du lietu secin&#x101;tais tiek attiecin&#x101;ts uz visu kosmosu, izmantojot ar&#x12B; cil­v&#x113;ka un kosmosa analo&#x123;ijas. Kosmisk&#x101; Pr&#x101;ta pama­tojumus un principus vi&#x146;&#x161; formul&#x113;ja, apkopojot cilv&#x113;ka dv&#x113;seles un pr&#x101;ta (t&#x101; augst&#x101;k&#x101;s - akt&#x12B;v&#x101;s, virzo&#x161;&#x101;s da&#x13C;as) &#x12B;pa&#x161;&#x12B;bu anal&#x12B;zes rezult&#x101;tus.</p><p>P&#x113;tot Aristote&#x13C;a gnozeolo&#x123;iskos uzskatus, b&#x16B;tu j&#x101;noskaidro, k&#x101;d&#x101; veid&#x101; tie ir saist&#x12B;ti ar vi&#x146;a m&#x101;c&#x12B;bu</p><p>par esam&#x12B;bu un m&#x101;c&#x12B;bu par dv&#x113;seli. Ar b&#x16B;t&#x12B;bas un esam&#x12B;bas kategoriju pal&#x12B;dz&#x12B;bu veikt&#x101; dv&#x113;seles ana­l&#x12B;ze ("Par dv&#x113;seli") demonstr&#x113; cie&#x161;u saist&#x12B;bu starp Aristote&#x13C;a m&#x101;c&#x12B;bu par dv&#x113;seli un vi&#x146;a metafiziku. B&#x16B;tu j&#x101;piev&#x113;r&#x161; uzman&#x12B;ba ar&#x12B; juteklisk&#x101;s izzi&#x146;as un pr&#x101;ta izzi&#x146;as attiec&#x12B;b&#x101;m k&#x101; Aristote&#x13C;a gnozeolo&#x123;ijas pamatprobl&#x113;mai.</p><p>&#x136;erme&#x146;a un dv&#x113;seles attiec&#x12B;bas Aristotelis trakt&#x113; k&#x101; attiec&#x12B;bas starp mat&#x113;riju un formu. Potenci&#x101;l&#x101;s (iesp&#x113;jam&#x101;s) esam&#x12B;bas aktualiz&#x101;cija notiek ar&#x12B; psi­holo&#x123;iskaj&#x101; l&#x12B;men&#x12B;: dv&#x113;sele atbilsto&#x161;i pa&#x161;u dz&#x12B;vo b&#x16B;t&#x146;u dabai ir to s&#x101;kums, m&#x113;r&#x137;is un b&#x16B;t&#x12B;ba, bet kermenis ir eso&#x161;ais iesp&#x113;jam&#x12B;b&#x101;. Dv&#x113;seles k&#x101; &#x137;erme&#x146;a entelehijas defin&#x113;jums fiks&#x113; &#x137;erme&#x146;a un dv&#x113;seles substanci&#x101;lo vienot&#x12B;bu. Tas principi&#x101;li at&#x161;&#x137;ir Aris­tote&#x13C;a uzskatus no Platona m&#x101;c&#x12B;bas. P&#x113;d&#x113;jais, k&#x101; zin&#x101;ms, pretstat&#x12B;ja &#x137;ermeni dv&#x113;selei.</p><p>Run&#x101;jot par izzi&#x146;u, Aristotelis akcent&#x113; at&#x161;&#x137;ir&#x12B;bu starp cilv&#x113;ka dv&#x113;seles j&#x16B;to&#x161;o un dom&#x101;jo&#x161;o da&#x13C;u (tre­&#x161;ajai cilv&#x113;ka dv&#x113;seles komponentei - ve&#x123;etat&#x12B;vajai da&#x13C;ai - izzi&#x146;as sp&#x113;jas nepiem&#x12B;t). Galven&#x101;s at&#x161;&#x137;ir&#x12B;bas ir &#x161;&#x101;das: pirmk&#x101;rt, dom&#x101;jo&#x161;&#x101; dv&#x113;seles da&#x13C;a jeb dv&#x113;­seles pr&#x101;ts pretstat&#x101; jutekliskajai uztverei nav pak&#x13C;auts uztveramo objektu iedarb&#x12B;bai; ju&#x161;anas sp&#x113;ja nav iedom&#x101;jama bez &#x137;erme&#x146;a eksistences, toties pr&#x101;ts var eksist&#x113;t atsevi&#x161;&#x137;i no t&#x101;. Otrk&#x101;rt, &#x161;&#x12B;s dv&#x113;­seles da&#x13C;as at&#x161;&#x137;iras ar&#x12B; p&#x113;c savas lomas izzi&#x146;&#x101;: ar ju&#x161;anas sp&#x113;ju dv&#x113;sele iz&#x161;&#x137;ir konkr&#x113;ti lietisko, bet t&#x101; b&#x16B;t&#x12B;bu tver tikai dom&#x101;&#x161;an&#x101;.</p><p>Izzi&#x146;a pr&#x101;ta l&#x12B;men&#x12B; (m&#x101;kslas, zin&#x101;tnes) ir p&#x101;r&#x101;ka par juteklisko izzi&#x146;u (uztvere, pieredze), jo sp&#x113;j uzr&#x101;d&#x12B;t c&#x113;lo&#x146;us (run&#x101;jot Aristote&#x13C;a v&#x101;rdiem, t&#x101; zina ne tikai "kas", bet ar&#x12B; "k&#x101;p&#x113;c"). Balstoties uz apr&#x101;­d&#x12B;taj&#x101;m at&#x161;&#x137;ir&#x12B;b&#x101;m, Aristotelis nosauc saj&#x16B;tu par saj&#x16B;tam&#x101; formu, bet pr&#x101;tu — par formu formu. Dv&#x113;­selei &#x161;&#x12B;s formas piem&#x12B;t iesp&#x113;jam&#x12B;b&#x101;, t. i., k&#x101; visp&#x101;r&#x113;j&#x101; zin&#x101;&#x161;anas iesp&#x113;jam&#x12B;bas saturs; t&#x101;s past&#x101;v jau pirms izzi&#x146;as procesa, kura gait&#x101; aktualiz&#x113;jas min&#x113;t&#x101;s potenci&#x101;l&#x101;s visp&#x101;r&#x113;j&#x101;s zin&#x101;&#x161;anas. T&#x101; rezult&#x101;t&#x101; Aris­totelis, &#x101;tsac&#x12B;jies no dv&#x113;seles un &#x137;erme&#x146;a du&#x101;lisma (tas ir rakstur&#x12B;gs vi&#x146;a agr&#x12B;najiem darbiem), faktiski non&#x101;k cit&#x101; du&#x101;lism&#x101;, kura div&#x113;j&#x101;d&#x12B;bas ir ar &#x137;ermeni nesaraujami vienot&#x101; mirst&#x12B;g&#x101; dv&#x113;sele un nemirs­t&#x12B;gais pr&#x101;ts k&#x101; dv&#x113;seles augst&#x101;kais elements: pr&#x101;tu un pa&#x161;u apceres sp&#x113;ju Aristotelis uzskata par, savdab&#x12B;gu dv&#x113;seles par&#x101;d&#x12B;bu, kas "var past&#x101;v&#x113;t k&#x101; m&#x16B;&#x17E;&#x12B;gais - &#x161;&#x137;irti no laic&#x12B;g&#x101;" ("Par dv&#x113;seli"). Aristo­te&#x13C;a dot&#x101; noteiksme, k&#x101; ar&#x12B; t&#x113;ze par akt&#x12B;vo un pas&#x12B;vo Pr&#x101;tu l&#x12B;dz pat m&#x16B;sdien&#x101;m ir diskusiju objekts. Viens gan ir skaidrs - Aristotelis te run&#x101; tie&#x161;i par pr&#x101;tu, nevis par sapr&#x101;tu.</p><p>Aristote&#x13C;a lo&#x123;iku (tie&#x161;i vi&#x146;&#x161; izveido lo&#x123;iku k&#x101; zi­n&#x101;tni un nosauc to par anal&#x12B;ti&#x137;u) b&#x16B;tu ieteicams ap­l&#x16B;kot kop&#x101; ar vi&#x146;a visp&#x101;rfilozofiskajiem uzskatiem - kop&#x101; ar m&#x101;c&#x12B;bu par esam&#x12B;bu, kuras formas ir lo­&#x123;isk&#x101;s formas, kop&#x101; ar m&#x101;c&#x12B;bu par paties&#x12B;bu, jo Aristotelis lo&#x123;ikai ier&#x101;da zin&#x101;tnisk&#x101;s izzi&#x146;as instru­menta (organona) lomu.</p><p>Savos lo&#x123;ikai velt&#x12B;tajos sacer&#x113;jumos ("Katego­rijas", "Par interpret&#x101;ciju", "Pirm&#x101; anal&#x12B;ti&#x137;a", "Otr&#x101; anal&#x12B;ti&#x137;a", "Topika", "Sofistisko argumentu atsp&#x113;­kojumi") Aristotelis izstr&#x101;d&#x101;ja kategorisk&#x101; silo&#x123;isma teoriju un dom&#x101;&#x161;anas likumus. Tas sekm&#x113;ja lo&#x123;isk&#x101;s dom&#x101;&#x161;anas att&#x12B;st&#x12B;bu.</p><p>Aristote&#x13C;a dabaszin&#x101;tnisko uzskatu pamat&#x101; ir vi&#x146;a m&#x101;c&#x12B;ba par esam&#x12B;bu. Kaut gan pamatoti var&#x113;tu run&#x101;t ar&#x12B; par pret&#x113;jo, t. i., vi&#x146;a zin&#x101;tniskie uzskati (fizik&#x101;, biolo&#x123;ij&#x101; u. c.) sekm&#x113;ja esam&#x12B;bas izpratnes veido&#x161;anos. Iepaz&#x12B;stoties ar Aristote&#x13C;a zin&#x101;tnisko mekl&#x113;jumu rezult&#x101;tiem (tie izkl&#x101;st&#x12B;ti galvenok&#x101;rt darbos "Fizika", "Par debes&#x12B;m", "Par ra&#x161;anos un izn&#x12B;k­&#x161;anu", "Dz&#x12B;vnieku v&#x113;sture", "Par dz&#x12B;vnieku da&#x13C;&#x101;m", "Par dz&#x12B;vnieku ra&#x161;anos"), j&#x101;noskaidro a) Aristote&#x13C;a loma to zin&#x101;t&#x146;u att&#x12B;st&#x12B;b&#x101;, kas skaidro dabas par&#x101;­d&#x12B;bu b&#x16B;t&#x12B;bu; b) univers&#x101;lais un enciklop&#x113;diskais raksturs, k&#x101;ds piemita Aristote&#x13C;a m&#x113;&#x123;in&#x101;jumiem apkopot sengrie&#x137;u zin&#x101;tnisk&#x101;s domas att&#x12B;st&#x12B;bu; c) Aris­tote&#x13C;a dabaszin&#x101;tnisko un filozofisko uzskatu saist&#x12B;ba. P&#x113;d&#x113;jais aspekts ir sevi&#x161;&#x137;i svar&#x12B;gs adekv&#x101;tai Aristote&#x13C;a m&#x101;c&#x12B;bas izpratnei kopum&#x101;.</p><p>Nat&#x16B;rfilozofij&#x101; Aristotelis balst&#x101;s uz formas un mat&#x113;rijas, iesp&#x113;jam&#x12B;bas un &#x12B;sten&#x12B;bas, k&#x101; ar&#x12B; &#x10D;etru c&#x113;lo&#x146;u koncepciju. Lai gan filozofs tiecas nodal&#x12B;t fiziku (un nat&#x16B;rfilozofiju kopum&#x101;) no metafizikas, vi&#x146;&#x161; izmanto nat&#x16B;rfilozofiskos secin&#x101;jumus savas metafizisk&#x101;s sist&#x113;mas pamato&#x161;anai. Par to var p&#x101;r­liecin&#x101;ties, apl&#x16B;kojot Aristote&#x13C;a fizikas izpratni. Iz&#x161;&#x137;irot kvalitat&#x12B;vo kust&#x12B;bu (izmai&#x146;u), kvantitat&#x12B;vo kust&#x12B;bu (palielin&#x101;&#x161;anos vai samazin&#x101;&#x161;anos), ra&#x161;anos un izn&#x12B;c&#x12B;bu (kas reduc&#x113;tas uz kvantitat&#x12B;vaj&#x101;m un kvalitat&#x12B;vaj&#x101;m kust&#x12B;b&#x101;m), k&#x101; ar&#x12B; p&#x101;rvieto&#x161;anos k&#x101; kust&#x12B;bas veidus, Aristotelis &#x12B;pa&#x161;i akcent&#x113; p&#x101;rvie­to&#x161;anos un vienu t&#x101;s veidu - kust&#x12B;bu pa apli. &#x160;o kust&#x12B;bas veidu Aristotelis nosauc k&#x101; pirmo (v&#x113;rt&#x12B;bas zi&#x146;&#x101;) no p&#x101;rvieto&#x161;an&#x101;s veidiem - t&#x101; ir bezgal&#x12B;ga, vienota, nep&#x101;rtraukta un vienm&#x113;r&#x12B;ga. Visas min&#x113;t&#x101;s kust&#x12B;bas priek&#x161;roc&#x12B;bas, vi&#x146;apr&#x101;t, paskaidro, k&#x101;p&#x113;c tie&#x161;i t&#x101;ds kust&#x12B;bas veids piem&#x12B;t m&#x16B;&#x17E;&#x12B;gaj&#x101;m b&#x16B;tn&#x113;m (virsm&#x113;ness pasaules b&#x16B;tn&#x113;m: "vien&#x12B;gi &#x161;aj&#x101; kust&#x12B;b&#x101; tas, kas kustas, nemain&#x101;s sav&#x101; esam&#x12B;b&#x101;" ("Fizika"))3 Tie&#x161;i t&#x101;du kust&#x12B;bu pie&#x161;&#x137;ir pirmkustin&#x101;t&#x101;js nekust&#x12B;go zvaig&#x17E;&#x146;u mal&#x113;jai sf&#x113;rai. T&#x101;p&#x113;c ar&#x12B; kust&#x12B;ba pa apli ir pamatm&#x113;rvien&#x12B;ba laic&#x12B;g&#x101;m kust&#x12B;b&#x101;m (izmai&#x146;&#x101;m, taisnvirziena kust&#x12B;b&#x101;m utt.). Atbilsto&#x161;i savai kust&#x12B;­bas izpratnei Aristotelis ("Fizika") nodala tr&#x12B;s eso&#x161;&#x101; tipus: 1) lieta, kas kustas, bet nesatur sev&#x12B; kust&#x12B;bas avotu, 2) lieta, kas iekustina, pati b&#x16B;dama iekusti­n&#x101;ta, 3) lieta, kas iekustina, paliekot nekust&#x12B;g&#x101;</p><p>st&#x101;vokl&#x12B;. &#x160;is tre&#x161;ais eso&#x161;&#x101; tips, p&#x113;c Aristote&#x13C;a dom&#x101;m, ar&#x12B; ir pirmkustin&#x101;t&#x101;js. Tas atrodas nekust&#x12B;go die­vi&#x161;&#x137;o b&#x16B;t&#x146;u (zvaigznes, plan&#x113;tas, M&#x113;ness, Saule; pa apli kustas sf&#x113;ras - &#x113;teriskie veidojumi, pie kuriem piestiprin&#x101;ti min&#x113;tie debess &#x137;erme&#x146;i) hierarhijas priek&#x161;gal&#x101;. Pirmkustin&#x101;t&#x101;js, paskaidro Aristotelis, ir nekust&#x12B;gs, to nekas neiekustina, un tas nekam ne­nodod kust&#x12B;bu. Kust&#x12B;bas c&#x113;lonis ir pa&#x161;a pirmkus- tin&#x101;t&#x101;ja past&#x101;v&#x113;&#x161;ana. T&#x101;d&#x113;j&#x101;di Aristote&#x13C;a p&#x101;rdomas par kust&#x12B;bas b&#x16B;t&#x12B;bu un t&#x101;s veidiem fizik&#x101; apstiprina un pamato vi&#x146;a m&#x101;c&#x12B;bu par pirmkustin&#x101;t&#x101;ju meta­fizik&#x101;.</p><p>P&#x113;tot Aristote&#x13C;a nat&#x16B;rfilozofiskos uzskatus, b&#x16B;tu j&#x101;piev&#x113;r&#x161; uzman&#x12B;ba vair&#x101;k&#x101;m t&#x113;z&#x113;m, kas raksturo vi&#x146;a filozofisk&#x101;s sist&#x113;mas &#x12B;patn&#x12B;bas un par&#x101;da &#x161;&#x12B;s sist&#x113;mas piel&#x101;go&#x161;anas iesp&#x113;jas krist&#x12B;g&#x101;s m&#x101;c&#x12B;bas vajadz&#x12B;b&#x101;m. Pirmk&#x101;rt, t&#x101; ir pirmkustin&#x101;t&#x101;ja ideja, kosmolo&#x123;isk&#x101; pasaules aina - it &#x12B;pa&#x161;i &#x161;&#x101;d&#x101;s idej&#x101;s: aktu&#x101;l&#x101;s bezgal&#x12B;bas noliegums (proti, kosmosa gal&#x12B;- guma atz&#x12B;&#x161;ana), zemm&#x113;ness pasaules (past&#x101;v&#x12B;gi mai­n&#x12B;g&#x101; pasaule, kas sast&#x101;v no &#x10D;etriem elementiem: ze­mes, &#x16B;dens, gaisa un uguns) un virsm&#x113;ness pasaules (sast&#x101;v no nemain&#x12B;g&#x101; &#x113;tera - piekt&#x101; elementa) prin­cipi&#x101;l&#x101;s at&#x161;&#x137;ir&#x12B;bas pamatojums, &#x123;eocentrisms (ne­kust&#x12B;ga Zeme trakt&#x113;ta k&#x101; Visuma centrs), teleolo- &#x123;isms (dabas m&#x113;r&#x137;tiec&#x12B;ba) u. c. Izstr&#x101;d&#x101;jot &#x161;&#x12B;s idejas, Aristotelis bie&#x17E;i vien skaidro dabu, reiz&#x113;m balstoties uz zin&#x101;tnisk&#x101;m idej&#x101;m, kuras pat vi&#x146;a dz&#x12B;ves laik&#x101; jau bija novecoju&#x161;as. &#x160;&#x101;da Aristote&#x13C;a specifiska pieeja dabai, iesp&#x113;jams, j&#x101;v&#x113;rt&#x113; k&#x101; rezult&#x101;ts tam, ka vi&#x146;&#x161; analiz&#x113; dabu, vadoties no saviem metafizis- kajiem ieskatiem.</p><p>Iepaz&#x12B;stoties ar Aristote&#x13C;a &#x113;tiskajiem uzskatiem, atcer&#x113;simies, ka vi&#x146;&#x161; bija pirmais, kur&#x161; izveidoja &#x113;tiku k&#x101; atsevi&#x161;&#x137;u discipl&#x12B;nu un ieviesa terminu "&#x113;tika". Aristotelis defin&#x113;ja &#x113;tikas priek&#x161;metu, nodalot filozofijas teor&#x113;tisko, praktisko un po&#x113;tisko lomu. &#x112;tikas (praktisk&#x101;s filozofijas jeb, k&#x101; teikts "Niko- maha &#x113;tik&#x101;",'"filozofijas, kura skar cilv&#x113;cisk&#x101;s lietas") m&#x113;r&#x137;is ir izskat&#x12B;t iesp&#x113;jas un priek&#x161;noteikumus tikuma zin&#x101;&#x161;anu &#x12B;steno&#x161;anai cilv&#x113;ka uzved&#x12B;b&#x101;, kas virz&#x12B;tu cilv&#x113;ku pretim dz&#x12B;ves s&#x16B;t&#x12B;bas piepild&#x12B;&#x161;anai, pretim augst&#x101;k&#x101; labuma sasnieg&#x161;anai, par kuru Aristotelis uzskat&#x12B;ja laimi. Aristotelis atz&#x12B;m&#x113;, ka "&#x112;tik&#x101;" ("Nikomaha &#x113;tika" - viens no tiem &#x113;tiskajiem sacer&#x113;jumiem, kas neap&#x161;aub&#x101;mi ir Aristote&#x13C;a sacer&#x113;ts) vi&#x146;&#x161; veic p&#x113;t&#x12B;jumus nevis ar m&#x113;r&#x137;i noskaidrot, kas ir tikums, bet gan ar m&#x113;r&#x137;i k&#x13C;&#x16B;t par tikum&#x12B;gu un saprast, k&#x101; pareizi j&#x101;r&#x12B;kojas. T&#x101;p&#x113;c &#x113;tik&#x101; Aristotelis izkl&#x101;sta savu tikuma izpratni un run&#x101; par to, k&#x101;, vi&#x146;apr&#x101;t, tikums b&#x16B;tu praktiski &#x12B;stenojams cilv&#x113;ka uzved&#x12B;b&#x101;.</p><p id="AutBody_0_ftnref21">At&#x161;&#x137;ir&#x12B;b&#x101; no saviem priek&#x161;g&#x101;j&#x113;jiem Aristotelis izstr&#x101;d&#x101; tikumu klasifik&#x101;ciju. Pirms tam tikumu fak­tiski saprata tikai k&#x101; rakstura tikumu. Aristotelis run&#x101; ar&#x12B; par pr&#x101;ta un sapratnes (diano&#x113;tisko) tikumu. Aristote&#x13C;a klasifik&#x101;cijas pamat&#x101; ir priek&#x161;stati par dv&#x113;seli. Dv&#x113;sel&#x113; Aristotelis nodala divas pamatda&#x13C;as: sapr&#x101;t&#x12B;go (t. i., racion&#x101;lo) un nesapr&#x101;t&#x12B;go<emphasis>[21]</emphasis>. Sapr&#x101;t&#x12B;­gajai un nesapr&#x101;t&#x12B;gajai dv&#x113;seles da&#x13C;ai piem&#x12B;t divi tikumu veidi: pirmajai — intelektu&#x101;lie (diano&#x113;tiskie jeb pr&#x101;ta un sapratnes tikumi): gudr&#x12B;ba, sapr&#x101;t&#x12B;gums (jeb praktisk&#x101; gudr&#x12B;ba), bet otrai - mor&#x101;lie (&#x113;tiskie jeb rakstura) tikumi: v&#x12B;ri&#x161;&#x137;&#x12B;ba, taisn&#x12B;gums, m&#x113;re­n&#x12B;ba, dev&#x12B;gums, augstsird&#x12B;ba un citi rakstura tikumi. Ve&#x123;etat&#x12B;vajai dv&#x113;seles da&#x13C;ai nepiem&#x12B;t nedz tikur&#x146;i, nedz ar&#x12B; netikumi.</p><p>Aristotelis sniedz dzi&#x13C;u rakstura tikumu anal&#x12B;zi. Vi&#x146;&#x161; formul&#x113; &#x161;os tikumus k&#x101; vidusst&#x101;vokli starp p&#x101;rm&#x113;r&#x12B;bu un nepietiekam&#x12B;bu - div&#x101;m gal&#x113;j&#x12B;b&#x101;m, kas piem&#x12B;t netikumam (piem&#x113;ram, dev&#x12B;gums ir vidus (pareizais sam&#x113;rs) starp iz&#x161;&#x137;&#x113;rd&#x12B;bu k&#x101; p&#x101;rm&#x113;r&#x12B;gu de­v&#x12B;gumu un skopumu k&#x101; dev&#x12B;guma tr&#x16B;kumu). Aris­totelis formul&#x113;ja tikumu ar&#x12B; k&#x101; audzin&#x101;&#x161;anas rezul­t&#x101;tu: t&#x101;d&#x101; veid&#x101; cilv&#x113;ks realiz&#x113; dabas dotumus, t&#x101;p&#x113;c gan tikumi, gan netikumi ir cilv&#x113;ka var&#x101;.</p><p>Izsekojot tikum&#x12B;bas veido&#x161;an&#x101;s procesam, Aristo­telis atz&#x12B;m&#x113; &#x113;tisko un diano&#x113;tisko tikumu saist&#x12B;bu. Kaisl&#x12B;b&#x101;s un praktiskaj&#x101; r&#x12B;c&#x12B;b&#x101; izv&#x113;l&#x113;ties vid&#x113;jo - t&#x101; ir sapr&#x101;t&#x12B;guma (praktisk&#x101;s gudr&#x12B;bas) prerogat&#x12B;va; &#x161;o izv&#x113;li apgr&#x16B;tina un sare&#x17E;&#x123;&#x12B; tas, ka vidus nav vien&#x101;ds visiem un t&#x101;d&#x113;&#x13C; to nevar noteikt aritm&#x113;tiski. &#x112;tiskais tikums - t&#x101; ir apzin&#x101;ti izv&#x113;l&#x113;ta r&#x12B;c&#x12B;ba, un tas atkl&#x101;jas k&#x101; m&#x113;r&#x137;is, bet sapr&#x101;t&#x12B;gums &#x13C;auj r&#x12B;koties t&#x101;, lai tu­votos &#x161;im m&#x113;r&#x137;im.</p><p>Ar rakstura tikumiem tie&#x161;i saist&#x101;s sapr&#x101;t&#x12B;gums - sapr&#x101;ta tikums. Gudr&#x12B;ba ir pr&#x101;ta tikums; Aristotelis to uzskata par pr&#x101;ta v&#x113;rojo&#x161;o darb&#x12B;bu. Pr&#x101;ta tikuma objekts nav &#x113;tisk&#x101; tikum&#x12B;ba un cilv&#x113;ku uzved&#x12B;ba k&#x101; t&#x101;s &#x12B;stenot&#x101;ja, jo pr&#x101;ts ir &#x161;&#x137;irts no &#x137;erme&#x146;a un kais­l&#x12B;b&#x101;m, bet gan pirms&#x101;kumu un pirmc&#x113;lo&#x146;u izzi&#x146;a, ta&#x10D;u tas ir pirm&#x101;s filozofijas (metafizikas) izzi&#x146;as priek&#x161;mets. Taj&#x101; pa&#x161;&#x101; laik&#x101; tie&#x161;i pr&#x101;ta v&#x113;rojo&#x161;&#x101; darb&#x12B;ba, p&#x113;c Aristote&#x13C;a dom&#x101;m, sp&#x113;j sniegt patieso laimi; prec&#x12B;z&#x101;k - laime ir v&#x113;ro&#x161;anas veids. No t&#x101; var secin&#x101;t, ka patiesi laim&#x12B;gs var b&#x16B;t tikai filozofs, kam piem&#x12B;t pr&#x101;ta tikums (gudr&#x12B;ba). Nefilozofi ar&#x12B; var b&#x16B;t laim&#x12B;gi, bet ne &#x12B;staj&#x101; noz&#x12B;m&#x113;: vi&#x146;iem laime ir dz&#x12B;ve saska&#x146;&#x101; ar jebkuru citu tikumu (sapr&#x101;ta tikumu - sapr&#x101;t&#x12B;gumu vai jebkuru no rakstura tikumiem), kura zi&#x146;&#x101; ir cilv&#x113;cisk&#x101;s kaisl&#x12B;bas un uzved&#x12B;ba.</p><p>Politika Aristotelim ir nesaraujami saist&#x12B;ta ar &#x113;tiku, jo ar&#x12B; ir velt&#x12B;ta tikumu audzin&#x101;&#x161;anas jaut&#x101;­jumam. Aristotelis apl&#x16B;ko politiku k&#x101; praktisk&#x101;s filozofijas secin&#x101;jumu. Izkl&#x101;stot savus uzskatus par valsti (l&#x12B;dz&#x12B;gi Platonam, vi&#x146;&#x161; faktiski identific&#x113; valsti ar sabiedr&#x12B;bu), Aristotelis tiecas noskaidrot, k&#x101; ir iesp&#x113;jams k&#x13C;&#x16B;t tikum&#x12B;gam polisas soci&#x101;lpolitisk&#x101;s dz&#x12B;ves apst&#x101;k&#x13C;os, jo tie ir neat&#x146;emama cilv&#x113;ka eksis­tences sast&#x101;vda&#x13C;a. (&#x160;aj&#x101; kontekst&#x101; Aristotelis nosauc cilv&#x113;ku par sabiedrisku (politisku) dz&#x12B;vnieku.) P&#x113;c Aristote&#x13C;a dom&#x101;m, sabiedr&#x12B;ba piev&#x113;r&#x161; uzman&#x12B;bu tikumu audzin&#x101;&#x161;anai un tikumiskai uzved&#x12B;bai, patei­coties likumiem, kas &#x13C;auj cilv&#x113;kam sabiedr&#x12B;bas apst&#x101;k&#x13C;os k&#x13C;&#x16B;t tikum&#x12B;gam. Likumam ir j&#x101;rada cil­v&#x113;ku dv&#x113;sel&#x113;s p&#x101;rliec&#x12B;ba, ka augst&#x101;kais labums sabiedriskaj&#x101; dz&#x12B;v&#x113; un augst&#x101;kais labums priv&#x101;taj&#x101; dz&#x12B;v&#x113; ir viens un tas pats ("Politika"). Jaut&#x101;jumu par likumu sast&#x101;d&#x12B;&#x161;anu Aristotelis apl&#x16B;ko cie&#x161;&#x101; saist&#x12B;b&#x101; ar jaut&#x101;jumu par valsts iek&#x101;rtu.</p><p id="AutBody_0_ftnref22">Valsts b&#x16B;t&#x12B;bas noteiksme Aristotelim veidojas da&#x17E;&#x101;du valsts iek&#x101;rtu anal&#x12B;zes ce&#x13C;&#x101;, apl&#x16B;kojot k&#x101; teor&#x113;tiskos projektus (piem&#x113;ram, Platona ide&#x101;lo valsti), t&#x101; ar&#x12B; re&#x101;li eksist&#x113;jo&#x161;as valsts iek&#x101;rtas. Aris­totelis iz&#x161;&#x137;ir se&#x161;us valsts iek&#x101;rtas tipus: monarhija, aristokr&#x101;tija un politija<emphasis>[22]</emphasis> ir pareizie valsts iek&#x101;rtas tipi, jo tie sekm&#x113; tikum&#x12B;bas att&#x12B;st&#x12B;bu, bet vara &#x161;eit kalpo kop&#x113;jam labumam; turpret&#x12B; tir&#x101;nija, oligarhija un demokr&#x101;tija ir nepareiz&#x101;s valsts iek&#x101;rtas formas. T&#x101;s boj&#x101; tikumus un b&#x16B;t&#x12B;b&#x101; ir uzskat&#x101;mas par no­virz&#x113;m no pareizaj&#x101;m valsts form&#x101;m.</p><p>L&#x12B;dz&#x12B;gi Platonam, Aristotelis veido savu piln&#x12B;g&#x101;k&#x101;s valsts iek&#x101;rtas projektu. T&#x101;pat k&#x101; tas bija &#x113;tik&#x101;, ar&#x12B; ide&#x101;las valsts iek&#x101;rtas izveido&#x161;an&#x101; dro&#x161;&#x101;k&#x101; ga­rantija, p&#x113;c Aristote&#x13C;a dom&#x101;m, ir pareiza sam&#x113;ra (vidus) izv&#x113;le. Uzskatot par piln&#x12B;g&#x101;ko valsti t&#x101;du, kur&#x101; valda lab&#x101;kie - aristokr&#x101;tija, Aristotelis tom&#x113;r dod priek&#x161;roku vidus formai - politijai k&#x101; oligarhijas un demokr&#x101;tijas sajaukumam. Par &#x161;&#x101;das valsts soci&#x101;lo balstu kalpo pilso&#x146;u vidussl&#x101;nis - vid&#x113;ji tur&#x12B;gie pil­so&#x146;i. Aristotelis ir spiests atz&#x12B;t, ka re&#x101;li eksist&#x113;jo&#x161;&#x101;m valst&#x12B;m aristokr&#x101;tija ir p&#x101;rlieku augsts ide&#x101;ls. Ide&#x101;l&#x101;s polisas b&#x16B;t&#x12B;bu vi&#x146;&#x161; saskata t&#x101;d&#x101; pilso&#x146;u dz&#x12B;ves or­ganiz&#x101;cij&#x101;, kura balst&#x101;s uz tikuma pras&#x12B;b&#x101;m un sniedz iesp&#x113;ju katram cilv&#x113;kam (&#x161;eit gan Aristotelis dom&#x101; tikai br&#x12B;vos pilso&#x146;us - grie&#x137;us) dz&#x12B;vot laim&#x12B;gi ("Politika"). Var sac&#x12B;t, ka Aristote&#x13C;a valsts ide&#x101;ls ir izveidots saska&#x146;&#x101; ar vi&#x146;a &#x113;tiskajiem uzskatiem.</p><p>Nobeigum&#x101; ir b&#x16B;tiski g&#x16B;t apj&#x113;gsmi par Aristote&#x13C;a filozofijas sist&#x113;mu k&#x101; klasisk&#x101;s grie&#x137;u filozofijas nosl&#x113;gumu; j&#x101;g&#x16B;st priek&#x161;stats ar&#x12B; par Aristote&#x13C;a filozofisk&#x101;s skolas - Likeja - darb&#x12B;bu, &#x12B;pa&#x161;i par vi&#x146;a skolnieku Teofrasta (372-287 pr. Kr.) un Stratona (miris 269 pr. Kr.) filozofiskajiem mekl&#x113;jumiem. Teofrasts, kur&#x161; p&#x113;c Aristote&#x13C;a aptuveni 36 gadus vad&#x12B;ja Likeju, bija &#x13C;oti talant&#x12B;gs un rado&#x161;s Aristote&#x13C;a skolnieks. L&#x12B;dz&#x101;s Aristotelim vi&#x146;am ir liela noz&#x12B;me daudzu zin&#x101;tnu nozaru att&#x12B;st&#x12B;&#x161;an&#x101; un sistemati- z&#x101;cij&#x101;. Piem&#x113;ram, Aristotelis var tikt uzskat&#x12B;ts par biolo&#x123;ijas dibin&#x101;t&#x101;ju un daudz ir izdar&#x12B;jis zoolo&#x123;ij&#x101; (vi&#x146;&#x161; pirmais pied&#x101;v&#x101;ja dz&#x12B;vnieku klasifik&#x101;ciju), bet Teofrasts ir dzi&#x13C;i izp&#x113;t&#x12B;jis augu pasauli, un tas bija noz&#x12B;m&#x12B;gi bot&#x101;nikas rad&#x12B;&#x161;an&#x101;. Vi&#x146;&#x161; uzrakst&#x12B;ja ar&#x12B; dar­bus cit&#x101;s zin&#x101;t&#x146;u nozar&#x113;s, piem&#x113;ram, lo&#x123;ik&#x101;, &#x123;eolo­&#x123;ij&#x101;, meteorolo&#x123;ij&#x101; u. c.</p></section><section><title><p id="AutBody_0bookmark20">HELL&#x112;NISMA LAIKMETA FILOZOFIJA</p></title><p>S&#x101;kot &#x161;&#x12B; temata apg&#x16B;&#x161;anu, b&#x16B;tu j&#x101;noskaidro, kas tiek saprasts ar terminu "hell&#x113;nisms" un k&#x101;da ir t&#x101; ra&#x161;an&#x101;s v&#x113;sture; j&#x101;iepaz&#x12B;stas ar &#x161;&#x12B; laikmeta soci&#x101;l- v&#x113;sturisk&#x101;s att&#x12B;st&#x12B;bas &#x12B;patn&#x12B;b&#x101;m, kas noteica v&#x113;l&#x101;s ant&#x12B;k&#x101;s filozofijas specifiku - k&#x101; kopum&#x101;, t&#x101; ar&#x12B; atsevi&#x161;&#x137;os t&#x101;s periodos.</p><p>Ir nepiecie&#x161;ams g&#x16B;t ieskatu par to, k&#x101;das filozo­fisk&#x101;s skolas p&#x101;rst&#x101;v&#x113;ja atsevi&#x161;&#x137;us hell&#x113;nisma filo­zofijas periodus.</p><p>Agrais hell&#x113;nisms (jeb hell&#x113;nisms v&#x101;rda tie&#x161;&#x101; noz&#x12B;m&#x113;): 4. gs. otr&#x101; puse pr. Kr.-l. gs. beigas pr. Kr. Izveidojas epik&#x16B;risma, stoicisma un skepticisma skolas.</p><p id="AutBody_0_ftnref23">Vid&#x113;jais hell&#x113;nisms (hell&#x113;niski romis- kais periods): 1. gs. p&#x113;c Kr.-2. gs. p&#x113;c Kr. Stoiskais platonisms jeb Vid&#x113;j&#x101; Stoa (Panaitijs, Poseidonijs), neopitagorie&#x161;i (Ti&#x101;nas Apollonijs, Gadesas Moder&#x101;ts, Nikomahs), vid&#x113;jais platonisms (Gajs, Alb&#x12B;ns, Apu- lejs, Atiks, Num&#x113;nijs<emphasis>[23]</emphasis>, Pl&#x16B;tarhs, Amonijs Sakas); ro­mie&#x161;u jeb V&#x113;l&#x101; Stoa (Seneka, Epikt&#x113;ts, Marks Aur&#x113;lijs).</p><p>V&#x113;lais hell&#x113;nisms: 3.-4. gs. Neoplato- nisms (Plot&#x12B;ns, Porfirijs, Jamblihs, Prokls), gnos- ticisms (Valent&#x12B;ns, Basil&#x12B;ds).</p><p>Vispirms iepaz&#x12B;simies ar epik&#x16B;risma, stoicisma, skepticisma filozofiskaj&#x101;m idej&#x101;m, piev&#x113;r&#x161;ot uzma­n&#x12B;bu tam, kas &#x161;&#x12B;m skol&#x101;m kop&#x113;js un k&#x101;das ir to galven&#x101;s at&#x161;&#x137;ir&#x12B;bas. Pirm&#x101;m k&#x101;rt&#x101;m t&#x101;s vieno inte­rese par indiv&#x12B;da uzved&#x12B;bu, vi&#x146;a centieniem atrast "ce&#x13C;vedi" dz&#x12B;v&#x113;, kas norit trauksmain&#x101; laik&#x101;, kad notiek p&#x101;reja no polisas v&#x113;rt&#x12B;b&#x101;m uz milz&#x12B;gas liel­valsts - s&#x101;kum&#x101; Ma&#x137;edonijas Aleksandra valsts, bet v&#x113;l&#x101;k Romas imp&#x113;rijas - v&#x113;rt&#x12B;b&#x101;m. &#x160;&#x12B;s skolas vieno ar&#x12B; interese par cilv&#x113;ka centieniem sasniegt gar&#x12B;go neatkar&#x12B;bu un t&#x101;s rezult&#x101;t&#x101; - laimi. Galven&#x101;s at­&#x161;&#x137;ir&#x12B;bas min&#x113;to skolu uzskatos nosaka aktu&#x101;lo probl­&#x113;mu risin&#x101;jums un ce&#x13C;i, kas tiek pied&#x101;v&#x101;ti labkl&#x101;j&#x12B;bas un laimes sasnieg&#x161;anai. T&#x101;, piem&#x113;ram, lai dv&#x113;sele rastu mieru, p&#x113;c epik&#x16B;rie&#x161;u uzskatiem, j&#x101;atbr&#x12B;vojas no cie&#x161;an&#x101;m un bail&#x113;m no n&#x101;ves; p&#x113;c stoi&#x137;u dom&#x101;m - j&#x101;atbr&#x12B;vojas no kaisl&#x12B;b&#x101;m; savuk&#x101;rt skepti&#x137;i pied&#x101;v&#x101; attur&#x113;ties no spriedumiem par lietu b&#x16B;t&#x12B;bu.</p><empty-line/><p>Apl&#x16B;kojot &#x161;&#x101; perioda filozofiju, nepiecie&#x161;ams iepaz&#x12B;ties ar&#x12B; ar romie&#x161;u dzejnieka un filozofa Tita Lukr&#x113;cija K&#x101;ra (dz. ap 99-96 pr. Kr.) dai&#x13C;radi, kur&#x101; vi&#x146;&#x161; att&#x12B;sta grie&#x137;u atomistu - &#x12B;pa&#x161;i Epik&#x16B;ra - idejas.</p><p id="AutBody_0_ftnref26">Lielu uzman&#x12B;bu agr&#x101; hell&#x113;nisk&#x101; filozofija piev&#x113;r&#x161; izzi&#x146;as patiesuma krit&#x113;rija mekl&#x113;&#x161;anai; tas saist&#x101;s ar&#x12B; ar indiv&#x12B;da uzved&#x12B;bas probl&#x113;m&#x101;m, ar jaut&#x101;jumu par uztic&#x12B;bu saviem jutek&#x13C;iem un pr&#x101;tam vai ar&#x12B; neuztic&#x12B;bu tiem (skepti&#x137;i) ikdienas dz&#x12B;ves praks&#x113;<emphasis>[26]</emphasis>.</p><p>Svar&#x12B;gi apj&#x113;gt, ka skepti&#x137;u nost&#x101;ja iedrag&#x101;ja klasis­k&#x101;s ant&#x12B;k&#x101;s filozofijas kultiv&#x113;to tic&#x12B;bu cilv&#x113;ka uzve­d&#x12B;bas normu pamato&#x161;anas iesp&#x113;jai - vi&#x146;i uzr&#x101;d&#x12B;ja pretrunas &#x113;tiskaj&#x101;s m&#x101;c&#x12B;b&#x101;s un to pamatj&#x113;dzienos, gr&#x101;va tic&#x12B;bu iesp&#x113;jai atrast lab&#x101; un &#x13C;aun&#x101; krit&#x113;riju, atrast juteklisk&#x101;s un racion&#x101;l&#x101;s izzi&#x146;as krit&#x113;riju, t&#x101; viet&#x101; pied&#x101;v&#x101;jot varb&#x16B;t&#x12B;bas krit&#x113;riju, kas nepiecie­&#x161;ams praktiskaj&#x101; dz&#x12B;v&#x113;, utt. Gal&#x12B;gos secin&#x101;jumus par eso&#x161;o skepti&#x137;i nepie&#x146;&#x113;ma - vi&#x146;i tos neuzskat&#x12B;ja par teor&#x113;tiski argument&#x113;tiem un dom&#x101;ja, ka tie nesp&#x113;j iztur&#x113;t racion&#x101;lu kritiku. Tas viesa &#x161;aubas par jeb­kura pie&#x146;&#x113;muma pamato&#x161;anas iesp&#x113;ju, jo apgalvo­jums balst&#x101;s uz juteklisku uztv&#x113;rumu datiem, un nav iemesla dot priek&#x161;roku k&#x101;dam vienam apgalvo­jumam, kas reiz&#x113;m ir pat pret&#x113;js otram. Ant&#x12B;kais racion&#x101;lisms t&#x101; rezult&#x101;t&#x101; tika iedrag&#x101;ts.</p><p>Apl&#x16B;kojot t&#x101;l&#x101;ko hell&#x113;nisma filozofijas att&#x12B;st&#x12B;bu, j&#x101;&#x146;em v&#x113;r&#x101; atsevi&#x161;&#x137;as t&#x101;s tendences.</p><p>1.  &#x12A;sten&#x12B;bas ainas spiritualiz&#x101;cija. T&#x101;, piem&#x113;ram, stoiskaj&#x101; platonism&#x101; tas izpau&#x17E;as m&#x101;c&#x12B;b&#x101; par Logo&#x161;u k&#x101; rado&#x161;u, visu veidojo&#x161;u uguni, pasaulei imanentu pr&#x101;tu, kas vada kosmisko &#x137;ermeni. Tas izpau&#x17E;as ar&#x12B; m&#x101;c&#x12B;b&#x101; par eman&#x101;ciju (pneimas - pirmatn&#x113;j&#x101;s uguns, Logosa izpl&#x16B;&#x161;ana). Piem&#x113;ram, Poseidonijs da­&#x13C;&#x113;ji spiritualiz&#x113; eman&#x101;cijas procesu, trakt&#x113;jot stois­kos logosus k&#x101; pasaules pr&#x101;ta idejas. (T&#x101; Poseidonijs, att&#x12B;stot stoi&#x137;u idejas, interpret&#x113; pirmuguni.) .</p><p>2.  &#x12A;sten&#x12B;bas nemateri&#x101;lo c&#x113;lo&#x146;u un s&#x101;kuma mekl&#x113;jumi. Vid&#x113;jais platonisms un neopitagorisms uz­sver mat&#x113;rijas un ideju pretstatu k&#x101; pas&#x12B;v&#x101; (di&#x101;de) un akt&#x12B;v&#x101; (mon&#x101;de) pretstatu, vair&#x101;k sliecoties uz akt&#x12B;v&#x101; l&#x12B;derpoz&#x12B;cijas atz&#x12B;&#x161;anu. Hell&#x113;nisma filozofija tiecas ar&#x12B; savienot ne&#x137;ermenisko un materi&#x101;lo s&#x101;kumu, lai paskaidrotu, k&#x101;d&#x101; veid&#x101; ne&#x137;ermeniskais pirms&#x101;kums var&#x113;tu b&#x16B;t fizisk&#x101;s pasaules avots. Ta&#x10D;u, vi&#x146;upr&#x101;t, tas nav iesp&#x113;jams bez p&#x101;rdabisko sp&#x113;ku pal&#x12B;dz&#x12B;bas. T&#x101;, piem&#x113;ram, Pl&#x16B;tarhs, Alb&#x12B;ns un Apulejs, lai p&#x101;rvar&#x113;tu plaisu (kuras past&#x101;v&#x113;&#x161;anu vi&#x146;i abi akcept&#x113;) starp pirms&#x101;kumu un pasauli, ievie&#x161; veselu virkni d&#x113;monisku b&#x16B;t&#x146;u, kur&#x101;m pie&#x161;&#x137;ir starpnieka lomu &#x161;o pretstatu attiec&#x12B;bu regul&#x113;&#x161;an&#x101;. Tiek izteikts viedoklis, ka dievu un pasauli saista pasaules dv&#x113;sele (vid&#x113;jais platonisms un neopitago- risms atjauno Platona m&#x101;c&#x12B;bu par pasaules dv&#x113;seli).</p><p>3.   Filozofisko ideju sint&#x113;ze. Jau stoiskais plato­nisms cen&#x161;as savienot Platona un Stojas idejas. V&#x113;­l&#x101;k hell&#x113;nisk&#x101;s filozofijas pamatideju sint&#x113;zi m&#x113;&#x123;ina &#x12B;stenot vid&#x113;j&#x101; platonisma un neopitagorisma p&#x101;r­st&#x101;vji (Aleksandrij&#x101; - Eudors un Filons, At&#x113;n&#x101;s - Nikostr&#x101;ts, Kalv&#x12B;sijs Taurs u. c., Gaja skol&#x101; - Alb&#x12B;ns, Apulejs u. c.). &#x160;&#x12B; sint&#x113;ze ietv&#x113;ra sev&#x12B; ar&#x12B; natur&#x101;lis- tiskas idejas p&#x101;rstr&#x101;d&#x101;&#x161;anu un uzlabo&#x161;anu ide&#x101;lisma gar&#x101;.</p><p>4.  Nostiprin&#x101;s saiknes ar mitolo&#x123;iju. &#x12B;pa&#x161;i uzska­t&#x101;mi tas izpau&#x17E;as gnosticism&#x101;.</p><p>5.   Pastiprin&#x101;ta uzman&#x12B;ba tiek piev&#x113;rsta cilv&#x113;ka iek&#x161;&#x113;jai pasaulei. L&#x12B;dz ar &#x101;rpasaules kr&#x12B;zes padzi&#x13C;i­n&#x101;&#x161;anos aizvien izteikt&#x101;ki k&#x13C;&#x16B;st individu&#x101;lisma un pesimisma mot&#x12B;vi, samierin&#x101;&#x161;an&#x101;s ar &#x12B;sten&#x12B;bu un no &#x161;ejienes izrieto&#x161;&#x101; reli&#x123;iozit&#x101;te.</p><p>S&#x12B; p&#x113;d&#x113;j&#x101; tendence, kas domin&#x113;ja v&#x113;laj&#x101; ant&#x12B;kaj&#x101; filozofij&#x101;, &#x12B;pa&#x161;i spilgti izpaud&#x101;s romie&#x161;u stoicism&#x101;, kur &#x113;tika k&#x13C;uva par vien&#x12B;go filozofisk&#x101;s m&#x101;c&#x12B;bas saturu; filozofija tika saprasta tikai k&#x101; ikdienas gudr&#x12B;ba, k&#x101; tikuma audzin&#x101;t&#x101;ja cilv&#x113;k&#x101;. Romas stoicism&#x101;, kura aktivit&#x101;tes ir cie&#x161;i saist&#x12B;tas ar Romas v&#x113;sturi, it &#x12B;pa&#x161;i ar p&#x101;reju no republikas uz imp&#x113;riju, &#x161;&#x12B; p&#x101;reja iz­paud&#x101;s mor&#x101;les v&#x113;rt&#x12B;bu fundament&#x101;l&#x101; transform&#x101;cij&#x101;, kas dzi&#x13C;i tika p&#x101;rdz&#x12B;vota cilv&#x113;ka dv&#x113;sel&#x113;. &#x160;is process atspogu&#x13C;oj&#x101;s V&#x113;l&#x101;s Stoas m&#x101;c&#x12B;b&#x101; ar&#x12B; taj&#x101; noz&#x12B;m&#x113;, ka cilv&#x113;ka vien&#x12B;ba (ir runa par labo un &#x13C;auno, stipro un v&#x101;jo pu&#x161;u mor&#x101;lo vien&#x12B;bu) ir it k&#x101; izjaukta.</p><p>Klasiskaj&#x101; ant&#x12B;kaj&#x101; filozofij&#x101; cilv&#x113;ks tika v&#x113;rt&#x113;ts k&#x101; vienots veselums (mor&#x101;laj&#x101; zi&#x146;&#x101;), kur&#x101; v&#x101;j&#x101;s un stipr&#x101;s puses ir cie&#x161;i saist&#x12B;tas. Tika uzskat&#x12B;ts, ka cil­v&#x113;ks p&#x113;c savas dabas liel&#x101;koties ir stiprs un labes­t&#x12B;gs, kaut gan pat Platons un Aristotelis uzskat&#x12B;ja, ka cilv&#x113;k&#x101; ir ar&#x12B; v&#x101;j&#x101;s un &#x13C;aun&#x101;s puses. Bet cilv&#x113;ka v&#x101;jumu un &#x13C;aunumu vi&#x146;i trakt&#x113; galvenok&#x101;rt k&#x101; saist&#x12B;tu ar nepareizu audzin&#x101;&#x161;anu (18, T&#x12B;majs, 86 d-e).</p><p>Romas stoicism&#x101; cilv&#x113;ka dv&#x113;seles cilden&#x101; da&#x13C;a tika atdal&#x12B;ta no t&#x101;s v&#x101;j&#x101;s puses, pat pretnostat&#x12B;ta tai. Tagad viena re&#x101;l&#x101; cilv&#x113;ka viet&#x101; ir sastopami divi. Re&#x101;lais cilv&#x113;ks pamat&#x101; tika uztverts k&#x101; v&#x101;ja b&#x16B;tne. Un, ja ar&#x12B; kaut kas stiprs un cildens tika atrasts cilv&#x113;k&#x101;, tad tas tika uzskat&#x12B;ts vai nu par dievi&#x161;&#x137;&#x101; kl&#x101;tesam&#x12B;bu cilv&#x113;ka dab&#x101; (piem&#x113;ram, dv&#x113;sele ir dieva da&#x13C;a Epikt&#x113;ta uzskatos), vai ar&#x12B; &#x161;&#x12B; puse tika aiz&#x113;nota ar cilv&#x113;k&#x101; domin&#x113;jo&#x161;aj&#x101;m v&#x101;jaj&#x101;m pus&#x113;m. Cilv&#x113;ka sp&#x113;ks k&#x13C;&#x16B;st par ide&#x101;lu, proti, re&#x101;l&#x101; cilv&#x113;ka sp&#x113;ks iemiesojas tagad ide&#x101;laj&#x101; cilv&#x113;k&#x101;. T&#x101;d&#x113;j&#x101;di cilv&#x113;ka sp&#x113;ks vairs netiek saist&#x12B;ts ar re&#x101;lo cilv&#x113;ku, bet gan ar ide&#x101;lo cilv&#x113;ku. Un re&#x101;lajam cilv&#x113;kam faktiski ir j&#x101;ieg&#x16B;st savs sp&#x113;ks no &#x161;&#x12B;s cilv&#x113;ka idejas (ide&#x101;l&#x101; cilv&#x113;ka). Piem&#x113;ram, Senekas skat&#x12B;jum&#x101; t&#x101;ds ide&#x101;ls ir gudrais. Epikt&#x113;ts uzskata, ka v&#x101;jam cilv&#x113;­kam atbalsts re&#x101;laj&#x101; dz&#x12B;v&#x113; visdr&#x12B;z&#x101;k var n&#x101;kt no dieva, nevis no gudr&#x101;, t. i., filozofa. Un gudr&#x101; tiku­m&#x12B;ba, vi&#x146;apr&#x101;t, sak&#x146;ojas gudr&#x101; uztic&#x12B;b&#x101; dievam. Marka Aur&#x113;lija piem&#x113;rs par&#x101;da, ka stoicisma filo­zofija (t&#x101;pat k&#x101; jebkura &#x161;&#x12B; laikmeta filozofija) tom&#x113;r nevar&#x113;ja kalpot cilv&#x113;kam par "dz&#x12B;ves m&#x101;kslu", pat ja cilv&#x113;ks pats apzin&#x101;ti bija izv&#x113;l&#x113;jies lietot &#x161;o filozofiju, lai noregul&#x113;tu savu dz&#x12B;vi (k&#x101; to dar&#x12B;ja Marks Aur&#x113;- lijs). Marks Aur&#x113;lijs tom&#x113;r ieraudz&#x12B;ja t&#x101;du pal&#x12B;dz&#x12B;bu ikdienas gudr&#x12B;b&#x101;. T&#x101; paredz b&#x16B;t tikum&#x12B;gam v&#x101;rdos un darbos, m&#x12B;l&#x113;t cilv&#x113;kus un sekot dieviem, jo, p&#x113;c Marka Aur&#x113;lija dom&#x101;m, dievi ir iedvesu&#x161;i cilv&#x113;kam sp&#x113;ku neiekrist absol&#x16B;t&#x101; &#x13C;aunum&#x101; ("Pa&#x161;am sev", 7, 31). Tas it sevi&#x161;&#x137;i pier&#x101;da, ka Romas stoicism&#x101; filozofija k&#x13C;&#x16B;st par m&#x101;ku dz&#x12B;vot starp cilv&#x113;kiem vai m&#x101;ku iztur&#x113;t cie&#x161;anas.</p><p>Min&#x113;t&#x101;s hell&#x113;nisma filozofijas att&#x12B;st&#x12B;bas tendences kopum&#x101; guva t&#x101;l&#x101;ku att&#x12B;st&#x12B;bu un piepild&#x12B;jumu neo- platonism&#x101;, kuru p&#x113;tot j&#x101;&#x146;em v&#x113;r&#x101;, ka taj&#x101; cie&#x161;i savij&#x101;s filozofiskie, mitolo&#x123;iskie un reli&#x123;iskie ele­menti. Apl&#x16B;kojot Plot&#x12B;na (203-270) filozofiju, sevi&#x161;&#x137;a uzman&#x12B;ba j&#x101;piev&#x113;r&#x161; ontolo&#x123;ijai. Plot&#x12B;na m&#x101;c&#x12B;ba par esam&#x12B;bu, t. i., m&#x101;c&#x12B;ba par trim ar pr&#x101;tu aptveram&#x101;s pasaules hipost&#x101;z&#x113;m - Vienoto, Pr&#x101;tu un Dv&#x113;seli - veido vi&#x146;a koncepcijas pamatu. Turkl&#x101;t m&#x101;c&#x12B;b&#x101; par esam&#x12B;bu atspogu&#x13C;ojas ar&#x12B; p&#x101;r&#x113;jie Plot&#x12B;na sist&#x113;mas principi. Un v&#x113;l. Plot&#x12B;na ontolo&#x123;ija b&#x16B;t&#x12B;b&#x101; ir viens no risin&#x101;jumiem t&#x101;m probl&#x113;m&#x101;m, kas nobrieda, att&#x12B;s­toties ant&#x12B;kajai filozofiskajai domai. Plot&#x12B;na onto­lo&#x123;iju no vi&#x146;a priek&#x161;g&#x101;j&#x113;ju m&#x101;c&#x12B;b&#x101;m pirm&#x101;m k&#x101;rt&#x101;m at&#x161;&#x137;ir divas iez&#x12B;mes: dabas spiritualiz&#x101;cijas procesa pabeig&#x161;ana, kas attiec&#x12B;b&#x101; uz ontolo&#x123;iju noz&#x12B;m&#x113; esa­m&#x12B;bas s&#x101;kuma un pamata mekl&#x113;&#x161;anu &#x101;rpus pa&#x161;a s&#x101;kuma, aiz esam&#x12B;bas robe&#x17E;&#x101;m, un ontolo&#x123;isko pro­bl&#x113;mu sec&#x12B;gi ide&#x101;listisks risin&#x101;jums. P&#x113;d&#x113;jo iez&#x12B;mi &#x12B;pa&#x161;i apliecina Plot&#x12B;na atzi&#x146;a par patiesi eso&#x161;o k&#x101; esam&#x12B;bu Pr&#x101;t&#x101;, kas ar savu darb&#x12B;bu paredz meta- fizisko (patiesi eso&#x161;o) realit&#x101;ti.</p><p>Svar&#x12B;gi atz&#x12B;m&#x113;t, ka &#x101;r&#x113;ji - to nosaka domin&#x113;jo&#x161;&#x101; interese par esam&#x12B;bas probl&#x113;m&#x101;m - Plot&#x12B;na m&#x101;c&#x12B;ba it k&#x101; atrodas pretrun&#x101; ar t&#x101; laikmeta galvenaj&#x101;m gar&#x12B;gaj&#x101;m vajadz&#x12B;b&#x101;m un filozofisko orient&#x101;ciju uz &#x113;tiskajiem jaut&#x101;jumiem (par ko liecina filozofijas piev&#x113;r&#x161;an&#x101;s cilv&#x113;ka ikdienas dz&#x12B;ves praksei). Tom&#x113;r Plot&#x12B;na m&#x101;c&#x12B;ba par esam&#x12B;bu ir v&#x113;rsta uz to, lai sa­glab&#x101;tu tradicion&#x101;l&#x101;s ant&#x12B;k&#x101;s v&#x113;rt&#x12B;bas, pirm&#x101;m k&#x101;r­t&#x101;m eksist&#x113;jo&#x161;&#x101; vienot&#x12B;bas un harmonijas ideju, lai pamatotu cilv&#x113;ka sp&#x113;jas sasniegt laimi tikumisk&#x101;s pilnveido&#x161;an&#x101;s ce&#x13C;&#x101; un t&#x101;s rezult&#x101;t&#x101; - lai apzin&#x101;tos savu pieder&#x12B;bu augst&#x101;kajai, visu aptvero&#x161;ajai vienot&#x12B;bai, noteiktu savu vietu un lomu vienotaj&#x101; kosmos&#x101;. Uz Plot&#x12B;na ontolo&#x123;ijas un &#x113;tikas saist&#x12B;bu nor&#x101;da ar&#x12B; vi&#x146;a filozofisk&#x101;s sist&#x113;mas div&#x113;j&#x101;d&#x12B;ba (Plot&#x12B;ns saprot galven&#x101;s hipost&#x101;zes - Vienoto, Pr&#x101;tu un Dv&#x113;seli - gan k&#x101; ontolo&#x123;iskas b&#x16B;t&#x12B;bas, gan k&#x101; psiholo&#x123;iskas b&#x16B;t&#x12B;bas: cilv&#x113;ka dv&#x113;seles l&#x12B;me&#x146;us jeb apzi&#x146;as st&#x101;vok&#x13C;us) un p&#x113;tniec&#x12B;bas metode (daudzu ontolo&#x123;ijas jaut&#x101;jumu risin&#x101;jum&#x101; Plot&#x12B;ns balst&#x101;s uz iek&#x161;&#x113;jo pieredzi, kas at&#x161;&#x137;ir vi&#x146;u no filozofiem priek&#x161;­g&#x101;j&#x113;jiem).</p><p>Apg&#x16B;stot neoplatonismu, ir nepiecie&#x161;ams g&#x16B;t ieskatu par t&#x101; t&#x101;l&#x101;ko evol&#x16B;ciju Porfirija, Jambliha un Prokla m&#x101;c&#x12B;b&#x101;, k&#x101; ar&#x12B; par neoplatonisma un kristie­t&#x12B;bas attiec&#x12B;b&#x101;m. &#x160;o attiec&#x12B;bu naid&#x12B;gums izpaud&#x101;s, piem&#x113;ram, neoplatonisma attieksm&#x113; pret gnosti- cismu - reli&#x123;iski filozofisku str&#x101;vojumu, kas faktiski bija agr&#x101;s kristiet&#x12B;bas her&#x113;zes jeb &#x137;ecer&#x12B;bas paveids.</p><p>Apl&#x16B;kojot gnosticisma m&#x101;c&#x12B;bu, j&#x101;&#x146;em v&#x113;r&#x101;, ka gnosti&#x137;i m&#x113;&#x123;ina ar&#x12B; atjaunot pasaules harmoniju un vienot&#x12B;bu. Vi&#x146;i pied&#x101;v&#x101; sevis izzin&#x101;&#x161;anas ce&#x13C;u (&#x161;is ce&#x13C;&#x161; ir individu&#x101;ls), kas, vi&#x146;upr&#x101;t, ir vien&#x12B;gais, par ko cilv&#x113;kam var b&#x16B;t noteik&#x161;ana. Gnosticism&#x101; piev&#x113;r­&#x161;anos sev saprot k&#x101; l&#x12B;dzekli, lai att&#x12B;r&#x12B;tu dv&#x113;seli, proti, &#x13C;aunuma izzin&#x101;&#x161;anas rezult&#x101;t&#x101; tiek izskausts &#x101;r&#x113;jais &#x13C;aunums. Sevis izzin&#x101;&#x161;ana, pa&#x161;izzi&#x146;a ir ar&#x12B; pagata­vo&#x161;an&#x101;s dz&#x12B;vei lab&#x101;k&#x101; pasaul&#x113;, t&#x101; &#x13C;auj apzin&#x101;ties radniec&#x12B;bu ar dievu, un t&#x101; rezult&#x101;t&#x101; cilv&#x113;ks k&#x13C;&#x16B;st br&#x12B;vs. Dievs jau ir paredz&#x113;jis pa&#x161;izzi&#x146;as procesa gr&#x16B;t&#x12B;bas - t&#x101;s iecer&#x113;tas k&#x101; cilv&#x113;ka pilnveido&#x161;anas l&#x12B;dzeklis, jo, lai pietuvotos m&#x16B;&#x17E;&#x12B;gajam, ir j&#x101;piel&#x12B;dzi­n&#x101;s tam.</p><p>Pa&#x161;izzi&#x146;as ce&#x13C;u k&#x101; l&#x12B;dzekli person&#x12B;bas gar&#x12B;g&#x101;s br&#x12B;­v&#x12B;bas sasnieg&#x161;anai pied&#x101;v&#x101; ar&#x12B; citi &#x161;&#x101; laikmeta filo­zofiskie virzieni. Galven&#x101; gnosti&#x137;u at&#x161;&#x137;ir&#x12B;ba ir taj&#x101; apst&#x101;kl&#x12B;, ka pa&#x161;izzi&#x146;u vi&#x146;i saprot k&#x101; br&#x12B;v&#x12B;bas sa­snieg&#x161;anu, saraujot visas saites ar &#x101;rpasauli, aizejot no t&#x101;s, un nevis k&#x101; mor&#x101;lo pilnveido&#x161;anos dz&#x12B;vei &#x161;aj&#x101; pasaul&#x113;, nevis k&#x101; pareizas attieksmes noteik&#x161;anu pret pasauli, k&#x101; tas ir stoi&#x137;iem un Plot&#x12B;nam. Turkl&#x101;t gnosti&#x137;u pied&#x101;v&#x101;taj&#x101; pa&#x161;izzi&#x146;as trakt&#x113;jum&#x101;, t&#x101;pat k&#x101; vi&#x146;u m&#x101;c&#x12B;b&#x101; kopum&#x101;, mitolo&#x123;iskie un reli&#x123;iskie elementi domin&#x113; p&#x101;r tie&#x161;i filozofiskajiem.</p><p>Filozofijas cie&#x161;&#x101;ku saist&#x12B;bu ar mitolo&#x123;iju un reli­&#x123;iju sekm&#x113;ja Tuvo Austrumu reli&#x123;isko kultu un m&#x12B;tu izplat&#x12B;&#x161;an&#x101;s Rom&#x101;, to sapl&#x16B;&#x161;ana ar grie&#x137;u un ro­mie&#x161;u reli&#x123;iskajiem tic&#x113;jumiem. &#x160;is process, kas no­teica v&#x113;l&#x12B;n&#x101;s hell&#x113;niski romisk&#x101;s pasaules reli&#x123;isko dz&#x12B;vi, ietekm&#x113;ja v&#x113;l&#x101;s ant&#x12B;k&#x101;s filozofijas att&#x12B;st&#x12B;bu. Ant&#x12B;k&#x101; laikmeta v&#x113;laj&#x101; posm&#x101; ide&#x101;listisk&#x101; filozofija pak&#x101;peniski tuvin&#x101;s reli&#x123;iski mitolo&#x123;isk&#x101;m m&#x101;c&#x12B;b&#x101;m.</p><p>Svar&#x12B;gi saprast, ka tuvin&#x101;&#x161;an&#x101;s reli&#x123;ijai, par ko liecina reli&#x123;isko elementu &#x12B;patsvara pieaugums filo­zofiskaj&#x101;s m&#x101;c&#x12B;b&#x101;s l&#x12B;dz pat to dominantei, faktiski liecin&#x101;ja par ant&#x12B;k&#x101;s filozofijas boj&#x101;eju.</p><p>Tuvinoties reli&#x123;ijai, filozofij&#x101; vienlaic&#x12B;gi norisin&#x101;­j&#x101;s ar&#x12B; citi procesi - aktualiz&#x113;j&#x101;s &#x113;tikas k&#x101; laim&#x12B;gas dz&#x12B;vo&#x161;anas m&#x101;kslas loma. &#x160;&#x101;di trakt&#x113;tas &#x113;tikas no­z&#x12B;me v&#x113;l vair&#x101;k pieauga l&#x12B;dz ar cilv&#x113;ka atsve&#x161;in&#x101;­&#x161;an&#x101;s pastiprin&#x101;&#x161;anos un vi&#x146;a izol&#x101;ciju savu p&#x101;rdz&#x12B;­vojumu pasaul&#x113;.</p></section><section><title><p>IETEICAMA LITERAT&#x16A;RA</p></title><p>Avoti</p><p>1. Aristotelis. Po&#x113;tika. - R., 1959.</p><p>2. Aristotelis. Nikomaha &#x113;tika. - R., 1985.</p><p>3. Aur&#x113;lijs Marks. Pa&#x161;am sev. - R., 1991.</p><p>4.  Netveramais Sokr&#x101;ts. - R., 1987.</p><p>5.  Pirmssokratisko dom&#x101;t&#x101;ju darbu fragmenti. 1. dala. - R., 1994.</p><p>6.  Platons. Valsts. - R., 1987.</p><p>7.  Platons. Menons. Dz&#x12B;res. - R., 1980.</p><p>8. Seneka L&#x16B;cijs Ann&#x113;js. V&#x113;stules Luc&#x12B;lijam par &#x113;tiku. - R., 1996.</p><p>9.  Sengrie&#x137;u literat&#x16B;ras antolo&#x123;ija. - R., 1990.</p><p>10.  Teofrasts. Raksturi: Paral&#x113;lteksti. - R., 1995.</p><p>11. Аврелий Марк. Размышления римского императора Марка Аврелия о том, что важно для самого себя. - М., 1991.</p><p>12. Античная литература: Греция, (антол.) В 2-х ч. - М., 1989.</p><p>13.  Антология кинизма. - М., 1984.</p><p>14.  Антология мировой философии. - М., 1969. - Т. I, ч. I.</p><p>15.  Аристотель. Сочинения в 4-х т. - М., 1976-1984.</p><p>16.  Диоген Лаэртский. О жизни, учениях и изречениях зна­менитых философов. - М., 1979.</p><p>17.  Мир философии в 2 ч. Т. 1. - М., 1991.</p><p>18.  Платон. Сочинения в 3-х т. - М., 1968-1971.</p><p>19.  Платон. Диалоги. - М., 1986.</p><p>20.  Хрестоматия по эллинистическо-римской философии. - Свердловск, 1987.</p><p>Papildu literat&#x16B;ra</p><p>21.  Domas par ant&#x12B;ko filozofiju. - R., 1990.</p><p>22.  Jurevi&#x10D;s P. Grie&#x137;u gudrais Epiktets, vi&#x146;a dz&#x12B;ve un stoisk&#x101; m&#x101;c&#x12B;ba. - R., 19'36.</p><p>23.  Jurevi&#x10D;s P. Platons dz&#x12B;v&#x113; un darb&#x101;. - R., 1930.</p><p>24.  K&#x16B;le M., K&#x16B;lis R. Filosofija. - R., 1996.</p><p>25.  Liel&#x101;s person&#x12B;bas. - R., 1936.</p><p>26.  MesersA. Filozofijas v&#x113;sture. 1. s&#x113;j. - R., 1931.</p><p>27.  Rijnieks K. Sengrie&#x137;u dz&#x12B;ves gudr&#x12B;ba. - R., 1992.</p><p>28.  Semane T. Reli&#x123;ijas un filozofijas attiec&#x12B;bas v&#x113;l&#x12B;naj&#x101; ant&#x12B;­kaj&#x101; sabiedr&#x12B;b&#x101; (Romas stoicisms). - R., 1990.</p><p>29.  Students J. Atzi&#x146;as teorija grie&#x137;u filozofij&#x101;. - R., 1927.</p><p>30.  Barnes J. Aristotle. - Oxford, 1^85.</p><p>31.  Boeder H. Grund und Gegenwart als Frage der Frueh -Grie­chischen Philosophie. - Den Haag, Martinius Nijhoff, 1962.</p><p>32.  Cornford F. M. Plato's Theory of Knowledge. - London, 1964.</p><p>33.  Tarnas R. The Passion of the Western Mind. - New York, 1991. - Ch. 1-2.</p><p>34.  Taylor A. E. Plato, the Man and his Work. - London, 1963.</p><p>35.  Vorlaender K. Philosophie des Altertums. Geschichte der Philosophie I. Mit Quellentexten. - Muenchen, 1969.</p><p>36.  Аристотель и античная литература. - M., 1978.</p><p>37.  Асмус В. Ф. Платон. - М., 1975.</p><p>38.  Асмус В. Ф. История античной философии. - М., 1976.</p><p>39.  Богомолов А. С. Античная философия. - М., 1985.</p><p>40.  Васильева Т. В. Афинская школа философии. - М., 1985.</p><p>41.  Васильева Т. В. Платоновский вопрос сегодня и завтра // Вопросы философии. - 1993. - № 9. - С. 110-127.</p><p>42.  Введение в философию. Учебник для вузов. Т. 1. -М., 1989.</p><p>43.  Вернан Ж. П. Происхождение древнегреческой мысли. - М., 1988.</p><p>44.  Виц Б. Б. Демокрит. - М., 1979.</p><p>45.  Гончарова Т. В. Эпикур. - М., 1988.</p><p>46.  Джохадзе Д. В. Основные этапы развития античной фи­лософии. - М., 1977.</p><p>47.  Жмудь Л. Я. Пифагор и его школа. - М., 1990.</p><p>48.  Кессиди Ф. X. Гераклит. - М., 1982.</p><p>49.  Кессиди Ф. X. Сократ. - М., 1988.</p><p>50.  Комарова В. Я. Учение Зенона Элейского. — Л., 1988.</p><p>51.  Лосев А. Ф. История античной философии в конспек­тивном изложении. - М., 1989.</p><p>52.  Лосев А. Ф. История античной эстетики. Софисты, Со- крау, Платон. — М., 1969.</p><p>53.  Лосев А. Ф. Тахо-Годи. Платон. Аристотель. - М., 1993.</p><p>54.  Нахов И. М. Философия киников. - М., 1982.</p><p>55.  Рожанский И. Д. Анаксагор. - М., 1983.</p><p>56.  Рожанский И. Д. История естествознания в эпоху элли­низма и Римской империи. -М., 1988.</p><p>57.  Рожанский И. Д. Развитие естествознания в эпоху антич­ности. - М., 1979.</p><p>58.  Семушкин Ф. В. Эмпедокл. - М., 1985.</p><p>59.  Философская энциклопедия. (Raksti par ant&#x12B;ko filozofiju.)</p><p>60.  Философский энциклопедический словарь. - M., 1983.</p><p>61.  Фролов Э. Д. Факел Прометея: очерки античной общест­венной мысли. - Л., 1991.</p><p>62.  Чанышев А. Н. Курс лекций по древней и средневековой философии. - М., 1991.</p><p>63.  Чанышев А. Н. Аристотель. - М., 1987.</p><p>64.  Четкое В. К. Римский мудрец Эпиктет, его жизнь и уче- ^ ние.-М., 1991.</p></section><section><title><p>VIDUSLAIKU FILOZOFIJA</p></title><image l:href="#6"/><p id="AutBody_0bookmark21">.</p></section><section><title><p>V&#x112;L&#x100; ANT&#x12A;K&#x100; FILOZOFIJA UN VIDUSLAIKU FILOZOFIJA</p></title><p>Apl&#x16B;kojot viduslaiku filozofiju Rietumu filozofijas v&#x113;stures kursa ietvaros, nepiecie&#x161;ams izprast t&#x101;s hronolo&#x123;iskos, teritori&#x101;los un &#x123;eogr&#x101;fiskos ietvarus. &#x160;o uzdevumu sare&#x17E;&#x123;&#x12B; apst&#x101;klis, ka jaun&#x101; filozof&#x113;­&#x161;anas veida (sal&#x12B;dzin&#x101;jum&#x101; ar ant&#x12B;ko) tap&#x161;ana no­risin&#x101;s v&#x113;l ant&#x12B;k&#x101;s sabiedr&#x12B;bas past&#x101;v&#x113;&#x161;anas period&#x101; un t&#x101; nav no&#x161;&#x137;irama no krist&#x12B;g&#x101;s reli&#x123;ijas ra&#x161;an&#x101;s procesa. T&#x101;d&#x113;&#x13C; m&#x16B;su apskatu n&#x101;kas s&#x101;kt ar ant&#x12B;k&#x101;s sabiedr&#x12B;bas v&#x113;l&#x12B;no periodu, t&#x101;d&#x113;j&#x101;di atvirzot vidus­laiku s&#x101;kuma hronolo&#x123;isko robe&#x17E;u apm&#x113;ram uz 2. ga­du simteni. Kas attiecas uz &#x161;&#x12B; procesa &#x123;eogr&#x101;fiskaj&#x101;m robe&#x17E;&#x101;m, tad t&#x101;s gandr&#x12B;z sakr&#x12B;t ar milz&#x12B;go Romas imp&#x113;rijas are&#x101;lu t&#x101;s ziedu laikos - no provinc&#x113;m Tuvajos Austrumos l&#x12B;dz Brit&#x101;nijai, no teritorij&#x101;m &#x100;frika&#x101; zieme&#x13C;os l&#x12B;dz gailu un &#x123;erm&#x101;&#x146;u zem&#x113;m. Filozofisk&#x101;s domas p&#x101;rvieto&#x161;an&#x101;s telp&#x101; un jaunu filo­zof&#x113;&#x161;anas formu veido&#x161;an&#x101;s atspogu&#x13C;o jau min&#x113;to &#x101;rk&#x101;rt&#x12B;gi svar&#x12B;go v&#x113;sturisko faktoru - kristiet&#x12B;bas att&#x12B;st&#x12B;bu un t&#x101;s attieksmi pret ant&#x12B;k&#x101;s sabiedr&#x12B;bas pag&#x101;nisko kult&#x16B;ru. T&#x101;d&#x113;&#x13C;, run&#x101;jot par viduslaiku filozofijas periodiz&#x101;ciju, v&#x113;sturnieki balst&#x101;s uz t&#x101;­diem filozofijas att&#x12B;st&#x12B;bas posmiem, kurus dikt&#x113; kris­ti&#x101;nisma l&#x113;n&#x101;, bet neatgriezenisk&#x101; nostiprin&#x101;&#x161;an&#x101;s par Romas imp&#x113;rijas valdo&#x161;o reli&#x123;iju (1.-4. gs.), atse­vi&#x161;&#x137;i izdalot patristikas laikmetu (2.-8. gs.) un sho- lastikas laikmetu (9.-14. gs.).</p><p>T&#x101;d&#x113;j&#x101;di ant&#x12B;k&#x101; filozofija, kurai savu z&#x12B;mogu uz­spiedusi principi&#x101;li jauna reli&#x123;isk&#x101; m&#x101;c&#x12B;ba, k&#x13C;&#x16B;st par</p><p>Vidusj&#x16B;ras un apk&#x101;rt&#x113;jo zemju kult&#x16B;ru sint&#x113;zi, to mijiedarb&#x12B;bas iemiesojumu. Noda&#x13C;&#x101; par ant&#x12B;k&#x101;s filozofijas v&#x113;sturi jau tika apskat&#x12B;tas stoicisma un neoplatonisma filozofisk&#x101;s sist&#x113;mas, kuru iespaids uz kristi&#x101;nisk&#x101;s domas veido&#x161;anos bija sevi&#x161;&#x137;i no­z&#x12B;m&#x12B;gs. T&#x101;s ietekm&#x113;ja Bazn&#x12B;cas t&#x113;vu ideju izpausmes formu veido&#x161;anu (patristiku); v&#x113;l&#x101;k, att&#x12B;stoties sho- lastikai, p&#x101;rsvaru guva Aristote&#x13C;a un neoplatonisma idejas, bet jau p&#x101;rveidotas, p&#x101;rstr&#x101;d&#x101;tas patristikas ietvaros.</p><p>Patristikas laikmetu savuk&#x101;rt iedala divos pos­mos: agr&#x12B;naj&#x101; un v&#x113;l&#x12B;naj&#x101;, pirmo no tiem dat&#x113;jot ar 2.-4. gs. Agr&#x12B;n&#x101;s patristikas apg&#x16B;&#x161;ana j&#x101;s&#x101;k ar B&#x12B;­beles filozofisk&#x101;s problem&#x101;tikas stud&#x113;&#x161;anu, vispirms jau Vec&#x101;s Der&#x12B;bas pasaules uzskata un tikum&#x12B;bas ideju stud&#x113;&#x161;anu (Tora; pravie&#x161;u gr&#x101;matas, piem&#x113;­ram, Jesajas gr.; &#x12B;jaba gr.; Salamans M&#x101;c&#x12B;t&#x101;js, Augst&#x101; Dziesma). Savuk&#x101;rt Jaunaj&#x101; Der&#x12B;b&#x101; priek&#x161;pl&#x101;n&#x101; izvirz&#x101;s jaunas v&#x113;rt&#x12B;bu sist&#x113;mas t&#x113;ma k&#x101; attiec&#x12B;b&#x101; pret j&#x16B;daismu, t&#x101; ar&#x12B; attiec&#x12B;b&#x101; pret visu Romas im­p&#x113;rijas pag&#x101;nisko kult&#x16B;ru. S&#x12B; v&#x113;rt&#x12B;bu sist&#x113;ma ietver sev&#x12B; principi&#x101;li jaunus priek&#x161;status par Dievu, pa­sauli un cilv&#x113;ku (sk., piem&#x113;ram, Mateja eva&#x146;&#x123;&#x113;liju 5, apustu&#x13C;a P&#x101;vila v&#x113;stuli romie&#x161;iem 2: 17-29; 3; 4; 5); P&#x101;vila 1. v&#x113;stuli korintie&#x161;iem (1: 18-30; 2: 1-16; 3: 1-11; 13: 1-8)).</p><p>Lai gan B&#x12B;beles tekstos bija ietvertas dzi&#x13C;as, filo­zofiski noz&#x12B;m&#x12B;gas idejas, t&#x101;s v&#x113;l neb&#x16B;t nebija sist&#x113;- miski apzin&#x101;tas un izstr&#x101;d&#x101;tas. &#x160;&#x101;da uzdevuma veik­&#x161;anai Sv&#x113;to Rakstu t&#x113;lain&#x101; izteiksme bija j&#x101;p&#x101;r­veido - j&#x101;p&#x101;rce&#x13C; j&#x113;dzienu, konceptu&#x101;l&#x101;s dom&#x101;&#x161;anas l&#x12B;men&#x12B;, j&#x101;p&#x101;rtulko valod&#x101;, kas jau bija izveidojusies sengrie&#x137;u filozofij&#x101;. Pirmie Vec&#x101;s Der&#x12B;bas tekstu jau­nas apj&#x113;g&#x161;anas, jaunas izpratnes (izskaidro&#x161;anas jeb hermeneitikas) m&#x113;&#x123;in&#x101;jumi tika realiz&#x113;ti rab&#x12B;na Aleksandrijas Filona (25 pr. Kr.-50 p&#x113;c Kr.) darbos.</p><p>Aleksandrija jau kop&#x161; pirmo Ptolemaju laikiem bija viens no iev&#x113;rojam&#x101;kiem hell&#x113;nisk&#x101;s kult&#x16B;ras centriem. Aleksandrijas Filons bija pirmais dom&#x101;­t&#x101;js, kur&#x161; izstr&#x101;d&#x101;ja Sv&#x113;to Rakstu iztulko&#x161;anas ale­gorisko metodi. "T&#x101; bija visdrosm&#x12B;g&#x101;k&#x101; t&#x101; gadsimta uzdr&#x12B;kst&#x113;&#x161;an&#x101;s" - p&#x113;c gandr&#x12B;z divt&#x16B;ksto&#x161; gadiem par Aleksandrijas Filona darbiem rakst&#x12B;ja &#x161;olaiku pa­reiztic&#x12B;go teologs Aleksandrs Me&#x146;s. Kaut ar&#x12B; no Toras skaidrojumu gr&#x101;matu cikla Filons pabeidza tikai pirmaj&#x101;m div&#x101;m gr&#x101;mat&#x101;m velt&#x12B;tos s&#x113;jumus, vi&#x146;a uzskati iez&#x12B;m&#x113;j&#x101;s k&#x101; piln&#x101; m&#x113;r&#x101; izveidoju&#x161;ies un nobriedu&#x161;i. Balstoties uz ant&#x12B;kaj&#x101;m platonisma un stoicisma (it &#x12B;pa&#x161;i Posidonija) trad&#x12B;cij&#x101;m, Aleksan­drijas Filons lika pamatus kristi&#x101;nisk&#x101;s filozofijas ontolo&#x123;iskajai koncepcijai un m&#x101;c&#x12B;bai par Logo&#x161;u. Apl&#x16B;kosim da&#x17E;us vi&#x146;a interpret&#x101;cijas piem&#x113;rus.</p><p>Exodus kanoniskais teksts (Otr&#x101; Mozus gr&#x101;mata) apz&#x12B;m&#x113; Dievu, Jahvi, v&#x101;rdu, k&#x101;d&#x101; Dievs sevi nosauc, &#x161;&#x101;diem v&#x101;rdiem: "Dievs atbild&#x113;ja Mozum: "Es Esmu, kas Es Esmu!" .. Un Dievs v&#x113;l sac&#x12B;ja Mozum: "T&#x101; tu saki Isra&#x113;la b&#x113;rniem: "Tas Kungs, j&#x16B;su t&#x113;vu Dievs: Abra&#x101;ma Dievs, &#x12B;z&#x101;ka Dievs un J&#x113;kaba Dievs mani ir s&#x16B;t&#x12B;jis pie jums - tas ir mans v&#x101;rds m&#x16B;&#x17E;&#x12B;gi, to atcerieties uz cil&#x161;u cilt&#x12B;m."" (Exodus 3: 14-15) K&#x101; redzam, te netiek lietoti nek&#x101;di t&#x113;laini, personi­fic&#x113;jo&#x161;i Dieva apraksti; vien&#x12B;g&#x101; paz&#x12B;me, kas &#x13C;auj (un liek) par Dievu run&#x101;t, ir vi&#x146;a esam&#x12B;bas past&#x101;v&#x113;&#x161;anas paz&#x12B;me un vi&#x146;a k&#x101; Isra&#x113;la tautas patriarhu Dieva un visa eso&#x161;&#x101; Rad&#x12B;t&#x101;ja noz&#x12B;m&#x12B;gums. Tie&#x161;i &#x161;o nosac&#x12B;jumu — par Dievu &#x13C;auts zin&#x101;t tikai to, ka vi&#x146;&#x161; ir, bet ne to, k&#x101;ds vi&#x146;&#x161; ir - uzsver Filons, t&#x101;d&#x113;j&#x101;di apsteidzot turpm&#x101;ko apof&#x101;tisko (noliedzo&#x161;o) tendenci ("apof&#x101;- tisko ce&#x13C;u") kristi&#x101;niskaj&#x101; Dieva izzin&#x101;&#x161;an&#x101;. Filons trakt&#x113; Dievu - Rad&#x12B;t&#x101;ju k&#x101; Absol&#x16B;tu, k&#x101; element&#x101;ru pamatprincipu - mon&#x101;di kas izveidojis Visumu sav&#x101; labv&#x113;l&#x12B;b&#x101; un valda p&#x101;r to sav&#x101; varen&#x12B;b&#x101;; pamatojumu &#x161;&#x12B;m defin&#x12B;cij&#x101;m Filons saskata Dieva veidol&#x101;, k&#x101;ds tas Abra&#x101;mam par&#x101;d&#x12B;j&#x101;s tr&#x12B;s e&#x146;&#x123;e&#x13C;u izskat&#x101; (Pirm&#x101; Mozus, 18: 1-2), un ar &#x161;o Tr&#x12B;svien&#x12B;bu it k&#x101; nor&#x101;d&#x12B;ja uz dievi&#x161;&#x137;&#x101;s esam&#x12B;bas fundament&#x101;lo formu izpaus­mes, Dieva par&#x101;d&#x12B;&#x161;an&#x101;s (teof&#x101;nijas) iesp&#x113;jam&#x101;m at&#x161;&#x137;ir&#x12B;b&#x101;m.</p><p>Filons nosauca Dieva teof&#x101;nijas par "sp&#x113;ku" un "ener&#x123;iju", no k&#x101; "uzb&#x16B;v&#x113;ta bez&#x137;erme&#x146;u gara pasaule, par&#x101;d&#x12B;bu pasaules ori&#x123;in&#x101;lmatrica. Gara pasaule sa­st&#x101;v no neredzamiem eidosiem, l&#x12B;dz&#x12B;gi k&#x101; par&#x101;d&#x12B;bu, izpausmju pasaule sast&#x101;v no &#x137;erme&#x146;iem." (41, 628) Ar &#x161;o j&#x113;dzienu pal&#x12B;dz&#x12B;bu Filons interpret&#x113;ja bibliskos apz&#x12B;m&#x113;jumus "Eso&#x161;&#x101; un Vi&#x146;a gudr&#x12B;bas e&#x146;&#x123;elis", "V&#x101;rds", "Gars", t&#x101;d&#x113;j&#x101;di likdams pamatus turpm&#x101;­kaj&#x101;m teolo&#x123;iskaj&#x101;m medit&#x101;cij&#x101;m par Dievi&#x161;&#x137;o Tr&#x12B;s­vien&#x12B;bu. Aleksandrijas Filons &#x161;aj&#x101; spekulat&#x12B;vaj&#x101; pa­saul&#x113; centr&#x101;lo vietu ier&#x101;da Logosam, kas uzst&#x101;jas k&#x101; "vidut&#x101;js", kur&#x161; atrodas "starp div&#x101;m robe&#x17E;&#x101;m", k&#x101; "Visuma augst&#x101;kais priesteris", kas pieder gan "zemei", gan "debes&#x12B;m". Neb&#x16B;tu pareizi identific&#x113;t &#x161;o Logosa veidolu ar Jaun&#x101;s Der&#x12B;bas J&#x113;zu Kristu (par min&#x113;t&#x101;s paral&#x113;les pamatojumu s&#x12B;k&#x101;k var izlas&#x12B;t no­r&#x101;d&#x12B;taj&#x101; literat&#x16B;r&#x101;), bet nav &#x161;aubu, ka "materializ&#x113;t&#x101; Logosa" ideja, slavenais "Prologos", ar ko s&#x101;kas J&#x101;&#x146;a eva&#x146;&#x123;&#x113;lijs, balst&#x12B;ta Aleksandrijas Filona darbos un dom&#x101;s. Vi&#x146;a m&#x101;c&#x12B;ba l&#x12B;dz pat 14. gs. atst&#x101;ja &#x101;rk&#x101;rt&#x12B;gi lielu iespaidu uz kristi&#x101;nisma ideju aktiviz&#x113;&#x161;anos, jo sevi&#x161;&#x137;i Aleksandrijas skolas apolo&#x123;&#x113;tu darbos, Aur&#x113;­lija August&#x12B;na, Dion&#x12B;sija Areopagita, Gregora Pala­mas un citu dom&#x101;t&#x101;ju tekstos.</p><p>Termins "apolo&#x123;&#x113;tika" raksturo t&#x101;du sacer&#x113;jumu &#x17E;anru, kur&#x101; kristi&#x101;niskie autori izvirz&#x12B;ja sev m&#x113;r&#x137;i aizsarg&#x101;t kristie&#x161;us un vi&#x146;u m&#x101;c&#x12B;bu. &#x160;is &#x17E;anrs izvei­doj&#x101;s jau 2. gs. beig&#x101;s, romie&#x161;u sabiedr&#x12B;bas un t&#x101;s pag&#x101;nisk&#x101;s kult&#x16B;ras naid&#x12B;g&#x101; ielenkum&#x101; (te j&#x101;atceras, ka t&#x101;dos apst&#x101;k&#x13C;os kristiet&#x12B;ba past&#x101;v&#x113;ja l&#x12B;dz pat t&#x101;s legaliz&#x101;cijai 4. gs. s&#x101;kum&#x101;, imperatora Konstant&#x12B;na vald&#x12B;&#x161;anas laik&#x101;). L&#x12B;dz m&#x16B;sdien&#x101;m non&#x101;ku&#x161;ie pir­m&#x101;s Marci&#x101;na Arist&#x12B;da "Apolo&#x123;ijas" fragmenti jau ietv&#x113;ra idejas, kas k&#x13C;&#x16B;s par centr&#x101;laj&#x101;m vis&#x101; v&#x113;l&#x101;kaj&#x101; kristi&#x101;niskaj&#x101; literat&#x16B;r&#x101;: par tic&#x12B;bas priorit&#x101;ti p&#x101;r pr&#x101;tu, par viendiev&#x12B;bu (monoteismu), par pasaules rad&#x12B;&#x161;anu "no nek&#x101;". Tie&#x161;i &#x161;&#x12B;s idejas ieg&#x16B;la jaunas v&#x113;r­t&#x12B;bu sist&#x113;mas pamatos un noteica to pasauluzskata tipu, kas konfront&#x113;ja ar pag&#x101;nisko Romu. Ta&#x10D;u 2. un 3. gs. apolo&#x123;&#x113;tu attieksme pret ant&#x12B;ko kult&#x16B;ru bija neviennoz&#x12B;m&#x12B;ga: vieni (Tati&#x101;ns, Tertulli&#x101;ns, Arnobijs) ant&#x12B;ko kult&#x16B;ru uztv&#x113;ra k&#x101; "s&#x101;tana veidojumu", citi (Just&#x12B;ns, Laktancijs, Klements, Origens - un tie&#x161;i vi&#x146;i turpin&#x101;ja Filona trad&#x12B;ciju) daudzas domas pag&#x101;nisko filozofu, vispirms jau platoni&#x137;u un stoi&#x137;u, darbos atzina par paties&#x101;m.</p><p>&#x12B;pa&#x161;u vietu grie&#x137;u valod&#x101; sarakst&#x12B;taj&#x101; apolo&#x123;&#x113;- tiskaj&#x101; literat&#x16B;r&#x101; ie&#x146;em Aleksandrijas skolas retoru Klementa (150-215) un Origena (185-254) sacer&#x113;­jumi. Skolas uzdevums bija katah&#x113;ze - to sagata­vo&#x161;ana, kas v&#x113;l&#x113;j&#x101;s pie&#x146;emt kristiet&#x12B;bu, un &#x161;is ap­st&#x101;klis noteica pietiekami pla&#x161;u jaut&#x101;jumu loku, kurus min&#x113;tajiem autoriem n&#x101;c&#x101;s izskaidrot. Piem&#x113;­ram, Klements atst&#x101;ja ne vien pedago&#x123;iskos darbus, bet ar&#x12B; sacer&#x113;jumu, kura nosaukums "Stromateis" (burtisk&#x101; tulkojum&#x101; - pakl&#x101;ji) vien jau liecina par t&#x101; daudzpus&#x12B;go saturu. Centr&#x101;lo vietu &#x161;eit ie&#x146;em tic&#x12B;bas un zin&#x101;&#x161;anu attiec&#x12B;bas, teolo&#x123;ijas un filozofijas attiec&#x12B;bu probl&#x113;ma. Kaut ar&#x12B; tie&#x161;i Klements pirmais izteica paz&#x12B;stamo t&#x113;zi par filozofiju k&#x101; teolo&#x123;ijas kal­poni, pa&#x161;as filozofijas cildin&#x101;&#x161;anai vi&#x146;&#x161; bija atradis visai pat&#x113;tiskus v&#x101;rdus: "&#x12B;stena filozofija ir dievi&#x161;&#x137;o un cilv&#x113;cisko priek&#x161;metu zin&#x101;&#x161;ana, t&#x101; ir zin&#x101;tne, kas sniedz mums nojausmu par m&#x16B;su attiec&#x12B;b&#x101;m ar Dievu un ar pasauli, t&#x101; r&#x101;da mums l&#x12B;dzek&#x13C;us, lai m&#x113;s non&#x101;ktu pie gudr&#x12B;bas un pie krietniem tikumiem" ("Stromateis", 11, 11).</p><p>Klements atz&#x12B;st ar&#x12B; "barbaru filozofijas" noz&#x12B;m&#x12B;­gumu - t&#x101; vi&#x146;&#x161; sauc Vec&#x101;s Der&#x12B;bas m&#x101;c&#x12B;bu, kuru ebrejiem pasludin&#x101;ja pats Dievs caur saviem pra­vie&#x161;iem, - t&#x101;pat ar&#x12B; "hell&#x113;nisko filozofiju", kuru vi&#x146;&#x161; v&#x113;rt&#x113;ja k&#x101; "dabisk&#x101;s pr&#x101;ta gaismas" rezult&#x101;tu, ar &#x161;o gaismu liel&#x101; m&#x113;r&#x101; biju&#x161;i apvelt&#x12B;ti senie grie&#x137;i. Ta&#x10D;u gan Vec&#x101;s Der&#x12B;bas m&#x101;c&#x12B;bas, gan ar&#x12B; hell&#x113;nisk&#x101;s filozofijas galven&#x101; v&#x113;rt&#x12B;ba ir t&#x101;, ka t&#x101;s abas, katra sav&#x101; veid&#x101;, noveda pie "kristi&#x101;nisk&#x101;s filozofijas" pie­&#x146;em&#x161;anas (turpat, 1, 5), kas nepiecie&#x161;ama krist&#x12B;g&#x101;s tic&#x12B;bas aizsardz&#x12B;bai. Tic&#x12B;bu, t&#x101;s priorit&#x101;ro misiju (sal&#x12B;dzin&#x101;jum&#x101; ar zin&#x101;&#x161;an&#x101;m), Klements skaidro k&#x101; "sa&#x12B;sin&#x101;tas zin&#x101;&#x161;anas", kuras cilv&#x113;ks sa&#x146;&#x113;mis k&#x101; d&#x101;vanu no Dieva, k&#x101; jebkuras uz izzin&#x101;&#x161;anu v&#x113;rstas darb&#x12B;bas pamatu. L&#x12B;dz ar to vi&#x146;&#x161; formul&#x113; v&#x113;l vienu svar&#x12B;gu kristi&#x101;nisk&#x101;s filozofijas principu - tic&#x12B;bas un pr&#x101;ta harmoniju.</p><p>J&#x101;&#x146;em v&#x113;r&#x101;, ka &#x161;&#x101;da nost&#x101;ja Klementam izvei­doj&#x101;s polemikas gait&#x101; ar gnosticismu - akt&#x12B;vu un iespaid&#x12B;gu kristi&#x101;nisk&#x101;s kust&#x12B;bas novirzienu, kas patva&#x13C;&#x12B;gi tulkoja Jaun&#x101;s Der&#x12B;bas tekstus, balstoties uz grie&#x137;u mitolo&#x123;ijas si&#x17E;etiem un izmantojot plato- ni&#x137;u un pitagorie&#x161;u filozofiskos j&#x113;dzienus. Gnosti&#x137;u izvirz&#x12B;t&#x101; ideja par "gnosis" — ezoterisk&#x101;m zin&#x101;&#x161;an&#x101;m, t. i., zin&#x101;&#x161;an&#x101;m izredz&#x113;tajiem, krasi kontrast&#x113;ja ar kristi&#x101;nisma galveno ideju - pest&#x12B;&#x161;anu visiem, kas sp&#x113;s tic&#x113;t J&#x113;zus Kristus nestajam upurim. &#x145;emot v&#x113;r&#x101; to, ka krist&#x12B;g&#x101;s m&#x101;c&#x12B;bas izstr&#x101;d&#x101;&#x161;ana (t&#x101;s ortodoks&#x101;laj&#x101; form&#x101;) zin&#x101;m&#x101; m&#x113;r&#x101; norisin&#x101;j&#x101;s c&#x12B;&#x146;&#x101; ar gnosticismu, b&#x16B;s lietder&#x12B;gi to aprakst&#x12B;t s&#x12B;k&#x101;k.</p><p>2. gs. vid&#x16B; S&#x12B;rij&#x101; un &#x112;&#x123;ipt&#x113; izplat&#x12B;j&#x101;s Valent&#x12B;na, Basilija, Satornila u. c. m&#x101;c&#x12B;bas, kas sav&#x101; b&#x16B;t&#x12B;b&#x101; bija kristi&#x101;nisko poz&#x12B;ciju un grie&#x137;u, ir&#x101;&#x146;u, pat indie&#x161;u mitolo&#x123;ijas t&#x113;lu un si&#x17E;etu konglomer&#x101;ts. Pamatojo­ties uz idej&#x101;m, kas bija izteiktas apustu&#x13C;a P&#x101;vila v&#x113;s­tul&#x113;s, un uz to visai aso antij&#x16B;daistisko ievirzi, gnosti&#x137;i veidoja sam&#x113;r&#x101; sare&#x17E;&#x123;&#x12B;tu du&#x101;listisku m&#x101;­c&#x12B;bu. T&#x101;s pamatos likts priek&#x161;stats par to, ka pasaul&#x113; atrodamie preti&#x161;&#x137;&#x12B;gie principi - cildenais, gar&#x12B;gais (pneuma - gars) un piezem&#x113;tais, mies&#x12B;gais (karnina) - izriet no preti&#x161;&#x137;&#x12B;b&#x101;m augst&#x101;kaj&#x101; sf&#x113;r&#x101;, kur m&#x12B;t eoni - Kristus un Demiurgs. P&#x113;d&#x113;jo gnosti&#x137;i identific&#x113;ja ar j&#x16B;du Dievu Jahvi, ko uzskat&#x12B;ja par otr&#x161;&#x137;ir&#x12B;gu die­v&#x12B;bu, par r&#x12B;ku, ieroci (pats v&#x101;rds "demiurgs" grie&#x137;iski noz&#x12B;m&#x113; "amatnieks"), ar kura starpniec&#x12B;bu realiz&#x113;jas augst&#x101;k&#x101; dievi&#x161;&#x137;&#x101; griba. Eonu t&#x113;mas izstr&#x101;d&#x101;&#x161;ana (eonu vid&#x16B; min&#x113;ta ar&#x12B; dievi&#x161;&#x137;&#x101; gudr&#x12B;ba Sofija u. c.) turpin&#x101;s ar&#x12B; divus n&#x101;kamos gadsimtus, bet, ja run&#x101;­jam par visai t&#x101;lejo&#x161;&#x101;m ietekm&#x113;m, t&#x101; turpin&#x101;s pat 20. gs. krievu reli&#x123;isko dom&#x101;t&#x101;ju jaunrad&#x113;, k&#x101; ar&#x12B; da&#x17E;&#x101;dos &#x137;ecer&#x12B;gos kristi&#x101;nisma novirzienos.</p><p>Cits iev&#x113;rojams Aleksandrijas skolas dom&#x101;t&#x101;js bija Origens. Vi&#x146;a loma kristi&#x101;nisk&#x101;s filozofijas att&#x12B;st&#x12B;b&#x101; v&#x113;rt&#x113;ta da&#x17E;&#x101;di. Vair&#x101;kas vi&#x146;a idejas v&#x113;l&#x101;k tika pa­sludin&#x101;tas par &#x137;ecer&#x12B;g&#x101;m, jo vi&#x146;&#x161; daudz tika p&#x113;t&#x12B;jis un izmantojis pag&#x101;nisko autoru darbus. Ta&#x10D;u tie&#x161;i Origena filozofisk&#x101; erud&#x12B;cija &#x13C;&#x101;va vi&#x146;am apzin&#x101;t un izkristaliz&#x113;t kristi&#x101;nisko m&#x101;c&#x12B;bu, pie&#x161;&#x137;irt tai dzi­&#x13C;umu un sistem&#x101;tiskumu. Balst&#x12B;damies uz Sv&#x113;ta- &gt; *</p><p>jiem Rakstiem, Origens savas interpret&#x101;cijas centr&#x101; izvirza Dieva k&#x101; vien&#x12B;g&#x101;s suver&#x113;n&#x101;s, pa&#x161;- pietiekam&#x101;s Es&#x12B;bas ideju, skaidro to platonisma izpratn&#x113; k&#x101; Vienoto un Vien&#x12B;go, sav&#x101; b&#x16B;t&#x12B;b&#x101; neap­tveramo un piln&#x12B;go S&#x101;kumu, k&#x101; t&#x12B;ru domu. T&#x101;s izstarot&#x101; gaisma "ir sp&#x113;ks, caur kuru katrs tiek ap­skaidrots" - tas ir Logoss, kur&#x161; par&#x101;d&#x101;s k&#x101; Kristus, Dieva otr&#x101; hipost&#x101;ze.</p><p>Origena m&#x101;c&#x12B;ba par Logo&#x161;u k&#x101; ener&#x123;iju, kura rada pasauli, un vienlaic&#x12B;gi k&#x101; pasaules "sapr&#x101;tu" un "dv&#x113;­seli" pamatojas div&#x101;s m&#x101;c&#x12B;bas. No vienas puses, Ori- genu &#x13C;oti stipri iespaidoja platonisma idejas, kuras vi&#x146;&#x161; iepazina Amonija Saka izstr&#x101;d&#x101;taj&#x101; &#x12B;patn&#x113;j&#x101; form&#x101;, proti, Origenu valdzin&#x101;ja Platona ide&#x101;lais kosmoss, kas p&#x101;rveidots dinamisk&#x101; strukt&#x16B;r&#x101;. L&#x12B;­dz&#x12B;gi Plot&#x12B;nam, kur&#x161;, t&#x101;pat k&#x101; Origens, apmekl&#x113;ja Amonija Saka skolu Aleksandrij&#x101; un kur&#x161; v&#x113;l&#x101;k rad&#x12B;ja p&#x113;d&#x113;jo lielo ant&#x12B;k&#x101;s filozofijas novirzienu - neoplatonismu, Origens piev&#x113;rs&#x101;s &#x161;ai jaunajai kos­molo&#x123;ijai, kur transcendent&#x101;lais "Vienotais" m&#x16B;&#x17E;&#x12B;gas un nebeidzamas eman&#x101;cijas ce&#x13C;&#x101; izstaro un veido hierarhiski organiz&#x113;tus esam&#x12B;bas l&#x12B;me&#x146;us. Ta&#x10D;u Ori­gens savu p&#x101;rdomu rezult&#x101;t&#x101; interpret&#x113; &#x161;o konstruk­ciju atbilsto&#x161;i Filona m&#x101;c&#x12B;bai, pie&#x161;&#x137;ir tai personi­fic&#x113;tu raksturu B&#x12B;beles tic&#x12B;bas m&#x101;c&#x12B;bas gar&#x101;. Logoss tiek izprasts, interpret&#x113;ts k&#x101; Dieva D&#x113;ls, "Neapg&#x101;­n&#x12B;tais T&#x113;va ener&#x123;ijas spogulis" (14., "O Hananax"), k&#x101; J&#x113;zus, kur&#x161; par&#x101;d&#x12B;jies k&#x101; Kristus. &#x160;&#x101;da interpre­t&#x101;cija, bez &#x161;aub&#x101;m, no&#x161;&#x137;ir Origenu no neoplatonisma. Tiesa, Kristus &#x161;&#x101;d&#x101; trakt&#x113;jum&#x101; par&#x101;d&#x101;s k&#x101; "vid&#x113;j&#x101; daba", pat k&#x101; "rad&#x12B;jums", proti, kaut kas rad&#x12B;ts, un nav sal&#x12B;dzin&#x101;ms ar Dievu T&#x113;vu. T&#x101;p&#x113;c n&#x101;kamaj&#x101; gadsimt&#x101;, kad par visaktu&#x101;l&#x101;ko kristi&#x101;nisk&#x101;s teo­lo&#x123;ijas t&#x113;mu k&#x13C;uva kristolo&#x123;ija un reiz&#x113; ar to ar&#x12B; Tr&#x12B;svien&#x12B;bas probl&#x113;ma, Origena m&#x101;c&#x12B;ba par Logo&#x161;u tika pasludin&#x101;ta par &#x137;ecer&#x12B;bu un aizliegta. Nerau­goties uz to, ideja par "iemiesoto Logo&#x161;u" k&#x101; vien&#x12B;go ce&#x13C;u uz "neizsak&#x101;mo Dievu" ir Origena mantojuma b&#x16B;tiska sast&#x101;vda&#x13C;a. Sav&#x101; gal&#x12B;gaj&#x101; form&#x101; m&#x101;c&#x12B;ba par Sv&#x113;to Tr&#x12B;svien&#x12B;bu ir svar&#x12B;ga kristi&#x101;nisk&#x101;s dogmas sast&#x101;vda&#x13C;a, kuras izstr&#x101;d&#x101;&#x161;anai kristi&#x101;niskajiem dom&#x101;t&#x101;jiem n&#x101;c&#x101;s intens&#x12B;vi p&#x16B;l&#x113;ties visu ceturto gadsimtu.</p><p>Cita svar&#x12B;ga probl&#x113;ma, kurai piev&#x113;rs&#x101;s kristi&#x101;­nisma dom&#x101;t&#x101;ji, bija teodiceja. T&#x101;s b&#x16B;t&#x12B;ba ir jaut&#x101;­jum&#x101; par to, k&#x101; Dieva rad&#x12B;t&#x101; un p&#x101;rvald&#x12B;t&#x101; pasaul&#x113; iesp&#x113;jams &#x13C;aunums. &#x160;o probl&#x113;mu Origens atrisina viennoz&#x12B;m&#x12B;gi: Dievs nevar b&#x16B;t &#x13C;aunuma c&#x113;lonis, &#x13C;aunums ir "Dieva nezin&#x101;&#x161;ana"; no &#x161;&#x12B;s nezin&#x101;&#x161;anas</p><p>rodas dv&#x113;seles - atkrit&#x113;jas no Dieva; un tas notiek nevis t&#x101;p&#x113;c, ka dv&#x113;seles nav piln&#x12B;gas, bet gan t&#x101;p&#x113;c, ka Dievs t&#x101;s ir apvelt&#x12B;jis ar gribas br&#x12B;v&#x12B;bu, "jo tikai cilv&#x113;ka br&#x12B;v&#x101; griba ir vi&#x146;&#x101; m&#x12B;to&#x161;&#x101; &#x13C;aunuma c&#x113;lonis" (14., "Против Цельса", IV, 66). Koncepcija par &#x13C;au­numu k&#x101; "atkri&#x161;anu no Dieva" izkristaliz&#x113;j&#x101;s Ori- gena polemik&#x101; ar vi&#x146;a idejiskajiem pretiniekiem, vispirms jau ar gnosti&#x137;iem, kuri &#x161;in&#x12B; jaut&#x101;jum&#x101; ie&#x146;&#x113;ma du&#x101;listisku poz&#x12B;ciju, t. i., noteica &#x13C;aunumam &#x12B;pa&#x161;u ontolo&#x123;isko statusu, un, otrk&#x101;rt, ar ant&#x12B;kaj&#x101; filozofij&#x101; tradicion&#x101;lo ideju par pirmsm&#x16B;&#x17E;&#x12B;go mat&#x113;­rijas eksistenci. Tie&#x161;i &#x161;in&#x12B; sakar&#x12B;b&#x101; Origens prec&#x12B;zi formul&#x113; vienu no kristi&#x101;nisk&#x101;s tic&#x12B;bas m&#x101;c&#x12B;bas sva­r&#x12B;g&#x101;kaj&#x101;m idej&#x101;m par rad&#x12B;&#x161;anu "no nek&#x101;".</p><p>Abas min&#x113;t&#x101;s poz&#x12B;cijas, kuras izvirz&#x12B;ja Prigens, v&#x113;l&#x101;k tika dzi&#x13C;i un sist&#x113;miski izstr&#x101;d&#x101;tas Aur&#x113;lija August&#x12B;na (354-430) darbos. Tie&#x161;i &#x161;is dom&#x101;t&#x101;js, kur&#x161; piedzima gadsimtu p&#x113;c Origena n&#x101;ves, rad&#x12B;ja to kristi&#x101;nisk&#x101;s filozofijas paradigmu, kura nav zau­d&#x113;jusi savu noz&#x12B;mi ar&#x12B; 20. gadsimt&#x101;, proti, t&#x101;s pa­mat&#x101; ir apgalvojums par Dieva p&#x101;r&#x101;kumu p&#x101;r pa­sauli, gara p&#x101;r&#x101;kumu p&#x101;r miesu, gribas p&#x101;r&#x101;kumu p&#x101;r intelektu. Tie&#x161;i &#x161;is p&#x113;d&#x113;jais atzinums pie&#x161;&#x137;ir visai August&#x12B;na uzskatu sist&#x113;mai t&#x101;s iracion&#x101;lo nokr&#x101;su.</p><p>Bet, pirms piev&#x113;r&#x161;amies Aur&#x113;lija August&#x12B;na reli­&#x123;iski filozofisk&#x101;s sist&#x113;mas pamatidej&#x101;m, apskat&#x12B;sim da&#x17E;us filozofiskos aspektus to autoru darbos, kuri bija tie&#x161;i saist&#x12B;ti ar kristi&#x101;nisk&#x101;s dogmas izstr&#x101;di un nosl&#x12B;p&#x113;&#x161;anu. 4. gs. otraj&#x101; pus&#x113; par visp&#x101;ratz&#x12B;tu bazn&#x12B;cas politikas mezglpunktu imp&#x113;rijas Austru­mos k&#x13C;&#x16B;st Kapadokijas pulci&#x146;&#x161;, kura centr&#x101; ir b&#x12B;s­kapi Basilijs Lielais (C&#x113;zarejas Basilijs), vi&#x146;a br&#x101;lis Nisas Gregors, k&#x101; ar&#x12B; Nazianzas Gregors jeb Gregors Teologs. Vi&#x146;i visi bija &#x13C;oti da&#x17E;&#x101;di p&#x113;c interes&#x113;m un temperamenta, ta&#x10D;u izc&#x113;l&#x101;s ar ant&#x12B;k&#x101;s literat&#x16B;ras un filozofijas dzi&#x13C;u izpratni un izcil&#x101;m zin&#x101;&#x161;an&#x101;m, ar rakstnieku un oratoru talantu, un vini liela mera iespaidoja kristi&#x101;nisk&#x101;s dogmatikas nostiprin&#x101;&#x161;anos un izplat&#x12B;&#x161;anos sabiedr&#x12B;b&#x101;.</p><p>Viens no &#x161;&#x12B; autoru loka jaunrades piem&#x113;riem ir C&#x113;zarejas Basilija "Se&#x161;as dienas". Tas ir spredi&#x137;u cikls, kura t&#x113;ma ir "Genesis" - st&#x101;sts par pasaules rad&#x12B;&#x161;anu. &#x160;in&#x12B; darb&#x101; neparasti dz&#x12B;vi un spilgti iz­kl&#x101;st&#x12B;tas ant&#x12B;k&#x101;s kosmolo&#x123;ijas v&#x113;l&#x12B;n&#x101;s idejas, t&#x101;s veidotas k&#x101; B&#x12B;beles teksta alegoriski koment&#x101;ri. &#x160;is darbs k&#x13C;uva par vispopul&#x101;r&#x101;ko las&#x101;mvielu, to p&#x101;r­tulkoja daudz&#x101;s valod&#x101;s, un tam tapa virkne loka- liz&#x113;jumu un imit&#x101;ciju.</p><p>Sevi&#x161;&#x137;u uzman&#x12B;bu nepiecie&#x161;ams piev&#x113;rst min&#x113;to dom&#x101;t&#x101;ju lomai Dievi&#x161;&#x137;&#x101;s Tr&#x12B;svien&#x12B;bas idejas izstr&#x101;­d&#x101;&#x161;an&#x101;, t. s. Tri&#x101;des teolo&#x123;ij&#x101;. &#x160;&#x12B;s darb&#x12B;bas pamat&#x101; bija viena no svar&#x12B;g&#x101;kaj&#x101;m kristiet&#x12B;bas probl&#x113;m&#x101;m - par J&#x113;zus Kristus dabu, par vi&#x146;a ontolo&#x123;isko statusu. Jau min&#x113;j&#x101;m, ka &#x161;&#x12B; t&#x113;ma - cit&#x101; kontekst&#x101; - iez&#x12B;m&#x113;j&#x101;s jau Aleksandrijas Filona darbos, ta&#x10D;u k&#x101; aktu&#x101;lu filozofijas uzdevumu reli&#x123;iskajai apzi&#x146;ai to izvirz&#x12B;ja Aleksandrijas gar&#x12B;dznieka &#x100;rija m&#x101;c&#x12B;ba. Vi&#x146;a priek&#x161;­statos J&#x113;zus Kristus - t&#x101; ir "otr&#x101; b&#x16B;t&#x12B;ba", kas n&#x101;k no Dieva T&#x113;va, t&#x101;d&#x113;j&#x101;di ir "maz&#x101;ka par to", l&#x12B;dz ar to nav ar&#x12B; "tam l&#x12B;dzeksist&#x113;jo&#x161;a, vienota ar to". Atz&#x12B;­m&#x113;sim, ka cits ari&#x101;nisma aspekts bija, k&#x101; apgalvo m&#x16B;sdienu izcilais pareiztic&#x12B;go teologs G. Florovskis, "Sv&#x113;t&#x101; Gara dievi&#x161;&#x137;&#x12B;guma noniecin&#x101;&#x161;ana", jo Sv&#x113;tais Gars tika uzskat&#x12B;ts par "sekund&#x101;ru" attiec&#x12B;b&#x101; pret Dievu T&#x113;vu. T&#x101; k&#x101;, nor&#x101;da Florovskis, Gars ir s&#x101;­kums un sp&#x113;ks, kas rad&#x12B;bu sv&#x113;t&#x12B; un tuvina Dievam, tad gad&#x12B;jum&#x101;, ja Vi&#x146;&#x161; nav piln&#x12B;gs Dievs, tad niec&#x12B;ga un nepiln&#x12B;ga ir vi&#x146;a dot&#x101; sv&#x113;t&#x12B;ba…</p><p id="AutBody_0_ftnref27">Vis&#x101; visum&#x101; &#x161;&#x12B; t&#x113;ma iez&#x12B;m&#x113;j&#x101;s simts gadus v&#x113;l&#x101;k un tika s&#x12B;ki izstr&#x101;d&#x101;ta 4. koncil&#x101; (Halk&#x113;don&#x101;, 451. g.) k&#x101; m&#x101;c&#x12B;ba par Tr&#x12B;svien&#x12B;bu, kuras hipost&#x101;zes ir "ne­sadal&#x12B;tas un nesapl&#x16B;sto&#x161;as". Turpret&#x12B; apl&#x16B;kojamaj&#x101; period&#x101;, idejiskas un organizatoriskas nestabilit&#x101;tes un sa&#x161;&#x137;elt&#x12B;bas laik&#x101; (&#x161;&#x101;dos apst&#x101;k&#x13C;os krist&#x12B;g&#x101; kus­t&#x12B;ba past&#x101;v&#x113;ja jau gandr&#x12B;z tr&#x12B;ssimt gadu), vissvar&#x12B;g&#x101;ko noz&#x12B;mi ieguva J&#x113;zus ontolo&#x123;isk&#x101; statusa probl&#x113;ma. Princip&#x101; &#x161;&#x12B; probl&#x113;ma tika atrisin&#x101;ta dr&#x12B;z p&#x113;c tam, kad bazn&#x12B;ca 4. gs. s&#x101;kum&#x101; ieguva leg&#x101;lu statusu: 1. koncils, kas tika sasaukts N&#x12B;kaj&#x101; 325. gad&#x101;, bija velt&#x12B;ts ari&#x101;nisma nosod&#x12B;&#x161;anai un kvalific&#x113;&#x161;anai par "&#x13C;aun­pr&#x101;t&#x12B;gu &#x137;ecer&#x12B;bu". J&#x101;atz&#x12B;m&#x113;, ka tikai ar &#x161;o volunt&#x101;ro aktu probl&#x113;mu atrisin&#x101;t neizdev&#x101;s. Visu 4. gs. kap- adokie&#x161;u darbos, galvenok&#x101;rt Nazianzas Gregora darbos, tika apcer&#x113;ta Sv&#x113;t&#x101;s Tr&#x12B;svien&#x12B;bas formula: "viena b&#x16B;t&#x12B;ba un tr&#x12B;s hipost&#x101;zes"<emphasis>[27]</emphasis>. Ilgsto&#x161;as filozo­fiski satur&#x12B;gas diskusijas rezult&#x101;t&#x101;, kuras gait&#x101; tika risin&#x101;ti filozofiski, terminolo&#x123;iski un specifiski teolo­&#x123;iski jaut&#x101;jumi, tika formul&#x113;ts galvenais kristolo- &#x123;ijas princips: divvienotais Kristus k&#x101; Dievcilv&#x113;ks un k&#x101; Iemiesot&#x101; V&#x101;rda t&#x113;ls. S&#x12B; principa atz&#x12B;&#x161;ana jau min&#x113;taj&#x101; Halk&#x113;donas koncil&#x101; iez&#x12B;m&#x113;ja svar&#x12B;gu mezg- lapunktu kristi&#x101;nisk&#x101;s dogmas izstr&#x101;d&#x113;, apliecin&#x101;ja Tr&#x12B;svien&#x12B;bas idejas uzvaru un nostiprin&#x101;&#x161;anos.</p><p>Kam&#x113;r uz grie&#x137;u valodu balst&#x12B;t&#x101; Austrumu patris- tika (Kapadokijas pulci&#x146;&#x161;) intens&#x12B;vi nodarboj&#x101;s ar dogm&#x101;s izstr&#x101;d&#x101;&#x161;anu un noform&#x113;&#x161;anu, Romas imp&#x113;­rijas rietumu novados izveidoj&#x101;s pirm&#x101; reli&#x123;iski filozofisk&#x101; sist&#x113;ma. T&#x101;s autors bija Aur&#x113;lijs Augus­t&#x12B;ns, Hiponas b&#x12B;skaps. August&#x12B;ns non&#x101;ca pie kris­tiet&#x12B;bas tr&#x12B;sdesmit gadu vecum&#x101; p&#x113;c v&#x113;traini pava­d&#x12B;tas jaun&#x12B;bas. Savu spo&#x17E;o izgl&#x12B;t&#x12B;bu un rakstnieka talantu vi&#x146;&#x161; nodeva jaunieg&#x16B;t&#x101;s tic&#x12B;bas kalp&#x12B;b&#x101;. Viens no pasaules literat&#x16B;ras &#x161;edevriem - August&#x12B;na "Gr&#x113;k­s&#x16B;dze" - ne tikai atkl&#x101;j vi&#x146;a pa&#x161;a sare&#x17E;&#x123;&#x12B;to un pretrun&#x12B;go ce&#x13C;u uz bazn&#x12B;cu, bet ar&#x12B; satur virkni dzi&#x13C;u filozofisku ideju, kuras turpm&#x101;k b&#x16B;tiski iespaidoja Eiropas filozofijas att&#x12B;st&#x12B;bu. &#x160;eit m&#x113;s s&#x12B;k&#x101;k paka­v&#x113;simies tikai pie t&#x101;m August&#x12B;na atzi&#x146;&#x101;m, kas ieg&#x16B;la vi&#x146;a kristi&#x101;nisk&#x101;s filozofijas sist&#x113;mas pamatos.</p><p>Teocentrisma idejas - august&#x12B;nisma pirms&#x101;kums - saska&#x146;&#x101; ar trad&#x12B;ciju, kura izveidoj&#x101;s agr&#x12B;naj&#x101; pat- ristik&#x101;, pamat&#x101; balst&#x101;s uz neoplatonismu. Kreacio- nisms, ko sistem&#x101;tiski apliecin&#x101;ja Aleksandrijas bazn&#x12B;cas m&#x101;c&#x12B;t&#x101;ji, August&#x12B;na darbos ieguva izteikti skaidru veidolu k&#x101; Dieva un pasaules du&#x101;lisms: ir transcendents Dievs Absol&#x16B;ts, kur&#x161; p&#x113;c savas lab&#x101;s gribas rada pasauli no nek&#x101; (ex nihilo). Izcili gr&#x16B;ts uzdevums, kura risin&#x101;&#x161;ana nodarbin&#x101;ja ar&#x12B; Augus­t&#x12B;nu, bija - noteikt attiec&#x12B;bas starp neoplatonis- kajiem esam&#x12B;bas l&#x12B;me&#x146;iem, no vienas puses, un kris­ti&#x101;nisma m&#x101;c&#x12B;bu par Dievi&#x161;&#x137;o Tr&#x12B;svien&#x12B;bu un "ra­d&#x12B;to" pasauli, no otras puses. August&#x12B;ns atrisina &#x161;o probl&#x113;mu, identific&#x113;jot kristi&#x101;nisko tr&#x12B;svien&#x12B;go Dievu ar neoplatonisma "Vienoto", t&#x101;d&#x113;j&#x101;di nob&#x12B;dot visu es&#x12B;bas l&#x12B;me&#x146;u ontolo&#x123;iskos raksturojumus. Bezper­soniskajam neoplatoni&#x137;u "Vienotajam" August&#x12B;na pasaules ain&#x101; tiek pretnostat&#x12B;ts Dievs k&#x101; Person&#x12B;ba, kuras rado&#x161;&#x101; griba jau iepriek&#x161; nosaka visu t&#x101;s rad&#x12B;jumu likte&#x146;us: "Dievam piem&#x12B;t Dieva Griba, un t&#x101; ir pirms jebkuras rad&#x12B;&#x161;anas… Dieva Griba ietilpst pa&#x161;&#x101; Dievi&#x161;&#x137;aj&#x101; b&#x16B;t&#x12B;b&#x101;" ("Gr&#x113;ks&#x16B;dze", XI).</p><p>Daudzveid&#x12B;g&#x101;s par&#x101;d&#x12B;bu un lietu pasaules rad&#x12B;­&#x161;an&#x101; - m&#x16B;&#x17E;&#x12B;g&#x101; un nep&#x101;rtraukt&#x101; - Dievs &#x146;em par pa­matu tos arhetipus, t&#x101;s idejas, kas m&#x12B;t vi&#x146;a pr&#x101;t&#x101; k&#x101; "pirmsm&#x16B;&#x17E;&#x12B;g&#x101;s domas". &#x160;&#x12B; Dieva rad&#x12B;t&#x101; pasaule ir strikti hierarhiska strukt&#x16B;ra, kur&#x101; cilv&#x113;kam atv&#x113;l&#x113;ts &#x12B;pa&#x161;s st&#x101;voklis: vi&#x146;am vien&#x12B;gajam no vis&#x101;m &#x161;&#x12B;s zemes rad&#x12B;b&#x101;m ir dv&#x113;sele, kura eksist&#x113; k&#x101; patst&#x101;v&#x12B;ga gar&#x12B;g&#x101; realit&#x101;te. Nemirst&#x12B;gajai dv&#x113;selei nav nek&#x101; kop&#x113;ja ar cilv&#x113;ka mies&#x12B;gi biolo&#x123;iskaj&#x101;m funkcij&#x101;m, tai nav pied&#x113;v&#x113;jamas nek&#x101;das &#x12B;pa&#x161;&#x12B;bas, iz&#x146;emot psi­holo&#x123;isk&#x101;s - domas, atmi&#x146;a un griba, un tie&#x161;i dv&#x113;sel&#x113;, nevis mies&#x101;, izpau&#x17E;as cilv&#x113;ka b&#x16B;t&#x12B;ba.</p><p>Lai gan koncepcij&#x101; par dv&#x113;seli k&#x101; patst&#x101;v&#x12B;gu ga­r&#x12B;go substanci August&#x12B;ns seko Plot&#x12B;nam, t&#x101; uzman&#x12B;ba un v&#x113;r&#x12B;g&#x101; interese, ko kristi&#x101;niskais dom&#x101;t&#x101;js pie­v&#x113;r&#x161; cilv&#x113;kam k&#x101; nedal&#x101;mam veselumam, pie&#x161;&#x137;ir August&#x12B;na sist&#x113;mai jau iepriek&#x161; min&#x113;to nep&#x101;rejo&#x161;o, nez&#x16B;do&#x161;o noz&#x12B;mi. Turkl&#x101;t j&#x101;&#x146;em v&#x113;r&#x101;, ka savdab&#x12B;g&#x101; antropolo&#x123;isk&#x101; trad&#x12B;cija, ko iedibin&#x101;ja jau B&#x12B;beles teksti, aprakst&#x12B;dami cilv&#x113;cisko esam&#x12B;bu k&#x101; jau s&#x101;kot­n&#x113;ji pretrunu pilnu, k&#x101; iepriek&#x161;nolemtu dramatisma pilnai eksistencei &#x161;in&#x12B; pasaul&#x113;, un kas guva atspo­gu&#x13C;ojumu agr&#x12B;naj&#x101; patristik&#x101;, it &#x12B;pa&#x161;i Origena dar­bos, sasniedz savu perfekto, pabeigto veidolu Aur&#x113;lija August&#x12B;na sacer&#x113;jumos. Tie&#x161;i vi&#x146;a darbos pav&#x113;rsiens uz cilv&#x113;ka iek&#x161;&#x113;jo pasauli, ko imperat&#x12B;vi pras&#x12B;ja pati kristi&#x101;nisk&#x101;s tic&#x12B;bas m&#x101;c&#x12B;bas b&#x16B;t&#x12B;ba, g&#x16B;st filozofisku apj&#x113;gu, kura savuk&#x101;rt atkl&#x101;jas gnozeolo&#x123;ij&#x101;, &#x113;tik&#x101; un v&#x113;stures filozofij&#x101;.</p><p id="AutBody_0_ftnref28">Koncepcija, kuru August&#x12B;ns att&#x12B;sta virkn&#x113; savu darbu - slavenaj&#x101; "Gr&#x113;ks&#x16B;dz&#x113;", "Par patieso reli&#x123;iju", "Monologos" -, filozofijas v&#x113;stur&#x113; tiek raksturota k&#x101; iek&#x161;&#x113;jas, subjekt&#x12B;v&#x101;s pieredzes metafizika<emphasis>[28]</emphasis>. &#x160;&#x12B;s meta­fizikas funkcija ir kv&#x113;li un nep&#x101;rtraukti mekl&#x113;jumi, kas v&#x113;rsti uz cilv&#x113;cisk&#x101;s eksistences b&#x16B;t&#x12B;bas un j&#x113;gas atkl&#x101;&#x161;anu Dieva vaiga priek&#x161;&#x101;. No visas pla&#x161;&#x101;s cil­v&#x113;ka izzi&#x146;as aktivit&#x101;tes patiesa ticam&#x12B;ba piem&#x12B;t tikai iek&#x161;&#x113;j&#x101;s pieredzes aktiem. "Kas tie&#x161;i ir dz&#x12B;v&#x12B;bas avots - gaiss vai uguns, par to cilv&#x113;ki past&#x101;v&#x12B;gi &#x161;au­b&#x101;s," rakst&#x12B;ja August&#x12B;ns, "bet kas gan var &#x161;aub&#x12B;ties par to, ko vi&#x146;&#x161; atceras, saprot, grib, dom&#x101;, zina, par to, ka vi&#x146;am patie&#x161;&#x101;m ir savas &#x161;aubas un spriedu­mi?" (Cit&#x113;ts p&#x113;c 41, 40.) '</p><p>Ta&#x10D;u &#x161;&#x12B;, k&#x101; var&#x113;tu dom&#x101;t, noteikt&#x101; un skaidr&#x101; cilv&#x113;ka atz&#x12B;&#x161;ana par izzi&#x146;as subjektu neaptver visu kristi&#x101;nisk&#x101; dom&#x101;t&#x101;ja gnozeolo&#x123;isko koncepciju. T&#x101;s b&#x16B;tiska sast&#x101;vda&#x13C;a ir ar&#x12B; cilv&#x113;ka autonomo iz­zi&#x146;as sp&#x113;ju nolieg&#x161;ana, t&#x101;d&#x113;&#x13C; ka cilv&#x113;ka pr&#x101;ts g&#x16B;st sp&#x113;ju redz&#x113;t tie&#x161;i un skaidri, tikai pateicoties "die­vi&#x161;&#x137;ajai ilumin&#x101;cijai". V&#x113;l vair&#x101;k - tikai izzi&#x146;as procesa novirz&#x12B;&#x161;ana uz sava gara dz&#x12B;l&#x113;m, t&#x101;du apzi&#x146;as st&#x101;vok&#x13C;u p&#x101;rdz&#x12B;vo&#x161;ana k&#x101; atmi&#x146;a, domas, griba, t&#x101;du j&#x16B;tu k&#x101; tic&#x12B;ba, bailes, m&#x12B;lest&#x12B;ba, cer&#x12B;ba utt. p&#x101;rdz&#x12B;vo&#x161;ana sakr&#x12B;t ar dv&#x113;seles virz&#x12B;&#x161;anos uz Dievu. Tikai to August&#x12B;ns raksturo k&#x101; gudr&#x12B;bu pretstat&#x101; zin&#x101;&#x161;an&#x101;m, kas, p&#x113;c August&#x12B;na dom&#x101;m, ir t&#x101;ds izzi&#x146;as veids, kur&#x161; v&#x113;rsts tikai uz &#x101;r&#x113;j&#x101;s pasaules izp&#x113;ti.</p><p>&#x160;eit j&#x101;piebilst, ka ne tikai uz izzi&#x146;u v&#x113;rstu dar­b&#x12B;bu, bet ar&#x12B; visas citas cilv&#x113;ka es&#x12B;bas sf&#x113;ras Augus­t&#x12B;ns apl&#x16B;ko caur to dihotomiskajiem raksturoju­miem, par&#x101;dot to sa&#x161;&#x137;elt&#x12B;bu pasaul&#x12B;gaj&#x101; (prof&#x101;naj&#x101;) un dievi&#x161;&#x137;&#x12B;gaj&#x101; (sakr&#x101;laj&#x101;). Apl&#x16B;kosim tikai vienu dihotomijas piem&#x113;ru - cilv&#x113;ces v&#x113;sture k&#x101; m&#x16B;&#x17E;&#x12B;ga c&#x12B;&#x146;a starp div&#x101;m "valst&#x12B;b&#x101;m". Vien&#x101; m&#x12B;t "visi Die­vam uztic&#x12B;gie" (Dieva valst&#x12B;ba), otr&#x101; - "gr&#x113;c&#x12B;gie, kas staig&#x101; maldu ce&#x13C;us" (zemes valst&#x12B;ba). Re&#x101;laj&#x101; dz&#x12B;v&#x113; t&#x101;s ir nesaraujami saist&#x12B;tas: "Dieva valst&#x12B;ba" past&#x101;v "zemes valst&#x12B;bas" iek&#x161;ien&#x113; un "ce&#x13C;o" pa to, un katrs cilv&#x113;ks ir "ce&#x13C;inieks" (homo viator\ "&#x161;in&#x12B; straum&#x113;, &#x161;aj&#x101; cilv&#x113;ku dzimuma pl&#x16B;sm&#x101; divas lietas alla&#x17E; iet blakus viena otrai: &#x13C;aunums, kas n&#x101;k no ciltst&#x113;va (&#x100;dama), un labais, ko iedibin&#x101;jis Rad&#x12B;t&#x101;js" ("Par Dieva valst&#x12B;bu").</p><p id="AutBody_0_ftnref29">Noliedzot ant&#x12B;ko v&#x113;stures ciklu hipot&#x113;zi, toreiz&#x113;jos priek&#x161;status par laiku, kam nav ne virz&#x12B;bas, ne m&#x113;r&#x137;a, August&#x12B;ns att&#x12B;sta krist&#x12B;g&#x101;s tic&#x12B;bas m&#x101;c&#x12B;bas eshatolo&#x123;iju un &#x12B;pa&#x161;i uzsver laika filozofisko pro­bl&#x113;mu ("Gr&#x113;ks&#x16B;dze", XI), uzskatot, ka sp&#x113;ja izm&#x113;r&#x12B;t rito&#x161;&#x101; laika ilgumu dota tikai dv&#x113;selei un tikai dv&#x113;­sel&#x113; m&#x12B;t tagadnes, pag&#x101;tnes un n&#x101;kotnes modi, jo tie ir specifiski cilv&#x113;ciski<emphasis>[29]</emphasis>. Tempor&#x101;l&#x101; problem&#x101;tika vi&#x146;am ir nesaraujami saist&#x12B;ta ar v&#x113;stures filozo­fiju, jo main&#x12B;go lietu pasaule, ilgstot laik&#x101;, virz&#x101;s uz savu pabeigt&#x12B;bu, uz Pastaro tiesu, un cilv&#x113;kam sava r&#x12B;c&#x12B;ba un uzved&#x12B;ba ir j&#x101;veido t&#x101;, lai vi&#x146;&#x161; jeb­kur&#x101; br&#x12B;d&#x12B; b&#x16B;tu gatavs st&#x101;ties &#x161;&#x12B;s tiesas priek&#x161;&#x101;. Proti, August&#x12B;ns run&#x101; par Vienot&#x12B;bu v&#x113;sturisk&#x101; no­z&#x12B;m&#x113;, par Vienot&#x12B;bu, kura k&#x13C;&#x16B;st par cilv&#x113;ces kop&#x12B;go v&#x113;sturi un ko vada m&#x16B;&#x17E;&#x12B;b&#x101; eso&#x161;&#x101; Dieva transcen­dent&#x101; ideja, nol&#x16B;ks.</p><p>Pabeidzot Aur&#x113;lija August&#x12B;na filozofisk&#x101;s jaunra­des &#x12B;so apskatu, j&#x101;uzsver, ka galvenais vi&#x146;a novato­riskais ieguld&#x12B;jums sal&#x12B;dzin&#x101;jum&#x101; ar ant&#x12B;kajiem dom&#x101;t&#x101;jiem bija dzi&#x13C;a iel&#x16B;ko&#x161;an&#x101;s gan cilv&#x113;ka per­son&#x12B;bas veido&#x161;an&#x101;s dinamik&#x101;, piev&#x113;r&#x161;ot uzman&#x12B;bu ar&#x12B; person&#x12B;bas kr&#x12B;z&#x113;m, gan ar&#x12B; cilv&#x113;ces pretrun&#x12B;g&#x101;s v&#x113;stures dinamik&#x101;. K&#x101; vien&#x101;, t&#x101; otr&#x101; aspekt&#x101; cen­tr&#x101;l&#x101; vieta pieder br&#x12B;vai gribai, br&#x12B;vai cilv&#x113;cisk&#x101; l&#x113;muma pie&#x146;em&#x161;anai, jo tie&#x161;i cilv&#x113;ka pretdarb&#x12B;ba, cilv&#x113;ka preto&#x161;an&#x101;s Dievi&#x161;&#x137;ajai gribai (s&#x101;kot jau ar t. s. iedzimto gr&#x113;ku jeb "&#x100;dama gr&#x113;ku") izpau&#x17E;as k&#x101; pasaules &#x13C;aunuma c&#x113;lonis. "Dieva attaisnojuma" ide­jas (teodicejas) kaism&#x12B;ga sludin&#x101;&#x161;ana vispiln&#x12B;g&#x101;k V&#x113;l viena kristi&#x101;nisk&#x101;s filozofijas paradigma iz­veidoj&#x101;s 5. gs. beig&#x101;s un 6. gs. s&#x101;kum&#x101;, to var uz­skat&#x12B;t par grie&#x137;u patristikas nosl&#x113;gumu un apkopo­jumu. 532. g. Konstantinopoles koncil&#x101; tika izskat&#x12B;ti sacer&#x113;jumi, kuru autors joproj&#x101;m nav noskaidrots, kaut ar&#x12B; tos ir parakst&#x12B;jis Dion&#x12B;sijs Areopagits, apus­tu&#x13C;a P&#x101;vila l&#x12B;dzgaitnieks, "Apustu&#x13C;a darbos" piemi­n&#x113;tais At&#x113;nu draudzes vad&#x12B;t&#x101;js, kur&#x161; dz&#x12B;voja 1. gad­simt&#x101;. Ta&#x10D;u &#x161;o &#x10D;etru nelielo darbu un desmit v&#x113;stu&#x13C;u neap&#x161;aub&#x101;m&#x101; nosliece neoplatonisma ideju virzien&#x101;, konkr&#x113;ti, Prokla (410-485) "Teolo&#x123;ijas" virzien&#x101;, liek dom&#x101;t, ka patiesais autors ir k&#x101;ds no &#x161;&#x12B; pag&#x101;nisk&#x101; dom&#x101;t&#x101;ja sekot&#x101;jiem, kur&#x161; savu v&#x101;rdu sl&#x113;pis un pie­&#x146;&#x113;mis k&#x101; pseidon&#x12B;mu paz&#x12B;stam&#x101; agr&#x12B;n&#x101; kristi&#x101;nisma darbinieka v&#x101;rdu. Neb&#x16B;tu j&#x101;&#x161;aub&#x101;s ar&#x12B; par Pseido- dion&#x12B;sija pieder&#x12B;bu pie zin&#x101;m&#x101;m krist&#x12B;g&#x101;s bazn&#x12B;cas aprind&#x101;m. Visiem neoplatoni&#x137;iem kop&#x12B;g&#x101; tri&#x101;disk&#x101; esam&#x12B;bas strukt&#x16B;ra, ko papildina Proklam raks­tur&#x12B;g&#x101; katra &#x161;&#x12B;s strukt&#x16B;ras l&#x12B;me&#x146;a tri&#x101;disk&#x101; sa&#x161;&#x137;el­&#x161;anas metode, "Areopagitik&#x101;s" (ar &#x161;o nosaukumu Pseidodion&#x12B;sija darbu kopa ieg&#x101;ja filozofijas v&#x113;stur&#x113;) ne tikai interpret&#x113;ta kristi&#x101;nisk&#x101;s tic&#x12B;bas m&#x101;c&#x12B;bas gar&#x101;, bet ar&#x12B; izmantota k&#x101; filozofisk&#x101; metodolo&#x123;ija, lai pamatotu bazn&#x12B;cas hierarhiju.</p><p>Pieeja esam&#x12B;bas problem&#x101;tikai "Areopagitik&#x101;s" iz­str&#x101;d&#x101;ta, pamatojoties uz divu at&#x161;&#x137;ir&#x12B;gu Dieva iepa­z&#x12B;&#x161;anas ce&#x13C;u p&#x113;t&#x12B;jumiem, kurus pie&#x13C;auj kristi&#x101;nisk&#x101; teolo&#x123;ija. Kataf&#x101;tiskais ce&#x13C;&#x161; ("pozit&#x12B;vais" jeb "aplie­cino&#x161;ais") balst&#x101;s uz analo&#x123;ij&#x101;m starp Dievu un re&#x101;lo lietu pasauli, t. i., Dieva rado&#x161;&#x101;s darb&#x12B;bas aktiem. S&#x101;kot ar visvienk&#x101;r&#x161;&#x101;kaj&#x101;m nedz&#x12B;v&#x101;s dabas liet&#x101;m (zeme, &#x16B;dens, akmens utt.) un virzoties no vienk&#x101;r&#x161;&#x101; uz sare&#x17E;&#x123;&#x12B;to, l&#x12B;dz pat t&#x101;diem cildeniem j&#x113;dzieniem k&#x101; dz&#x12B;ve, m&#x12B;lest&#x12B;ba, skaistums utt., autors cen&#x161;as visur uztvert un atkl&#x101;t dievi&#x161;&#x137;&#x101;s es&#x12B;bas b&#x16B;tisk&#x101;s paz&#x12B;mes, jo Dievam k&#x101; Absol&#x16B;tam ir piem&#x113;rojami visi no­saukumi un apz&#x12B;m&#x113;jumi, kas lietoti Sv&#x113;tajos Rakstos (sk. "Par dievi&#x161;&#x137;ajiem v&#x101;rdiem"). Izp&#x113;t&#x12B;jis kataf&#x101;- tisko ce&#x13C;u, autors atz&#x12B;m&#x113; t&#x101; tr&#x16B;kumus, kuri sak&#x146;ojas pa&#x161;&#x101; pieejas pamatidej&#x101; - ka ar dabisk&#x101;m (rad&#x12B;t&#x101;m) liet&#x101;m var&#x113;tu aprakst&#x12B;t un saprast p&#x101;rdabisko. Pa&#x161;&#x101; superlativit&#x101;t&#x113;, t. i., visp&#x101;r&#x101;kaj&#x101; sal&#x12B;dzin&#x101;juma pak&#x101;p&#x113; (dz&#x12B;ve - augst&#x101; dz&#x12B;ve, skaistums - piln&#x12B;gais skaistums utt.), jau ietverta atzi&#x146;a, ka Dievs ir kaut kas Cits. &#x160;is secin&#x101;jums &#x13C;auj autoram realiz&#x113;t lo­&#x123;iski pamatotu p&#x101;reju uz apof&#x101;tisko ("noliedzo&#x161;o") Dieva izzi&#x146;as ce&#x13C;u, kas iez&#x12B;m&#x113;ts jau min&#x113;taj&#x101; darb&#x101;</p><p>"Par dievi&#x161;&#x137;iem v&#x101;rdiem" un tiek att&#x12B;st&#x12B;ts cit&#x101;s Areopagitik&#x101;s, trakt&#x101;t&#x101; "Mistisk&#x101; teolo&#x123;ija". Atg&#x101;din&#x101;­sim, ka apof&#x101;tikas ideju iez&#x12B;m&#x113;ja jau Aleksandrijas Filons, nor&#x101;dot, ka Dievam nav iesp&#x113;jams piem&#x113;rot nevienu apz&#x12B;m&#x113;jumu vai paz&#x12B;mi, iz&#x146;emot vi&#x146;a pa­st&#x101;v&#x113;&#x161;anu. Proti, saska&#x146;&#x101; ar Areopagitik&#x101;m apof&#x101;- tisk&#x101;s teolo&#x123;ijas b&#x16B;t&#x12B;ba ir sistem&#x101;tiska jebkuru iedom&#x101;jamu vai apk&#x101;rt&#x113;j&#x101; dab&#x101; nov&#x113;rojamu atri­b&#x16B;tu nolieg&#x161;ana attiec&#x12B;b&#x101; pret Dievu, jo Dievs ne­k&#x101;d&#x101; veid&#x101; nevar b&#x16B;t sal&#x12B;dzin&#x101;ms ar tiem un nevar k&#x13C;&#x16B;t par juteklisk&#x101;s vai intelektu&#x101;l&#x101;s izp&#x113;tes un apguves priek&#x161;metu: Dievs ir transcendents. Turkl&#x101;t jau pati Dieva neaizsniedzam&#x12B;bas apzi&#x146;a liecina par vi&#x146;a sapra&#x161;anas augst&#x101;ko l&#x12B;meni. Un tikai t&#x101;da iepriek&#x161;&#x113;ja, prevent&#x12B;va gara darb&#x12B;ba &#x13C;auj p&#x113;c tam, "atsakoties, abstrah&#x113;joties no jebkuras pr&#x101;ta darb&#x12B;bas", tiekties uz "sev&#x12B; dzi&#x13C;i apsl&#x113;pto" (sk. "Par dievi&#x161;&#x137;iem v&#x101;rdiem", II, 7).</p><p id="AutBody_0_ftnref32">S&#x12B; neoplatoniskajai ekst&#x101;zei tik tuv&#x101; ideja par mis­tisko sapl&#x16B;&#x161;anu ar Dievu, kas nosl&#x113;dz iek&#x161;&#x113;jo saga­tavo&#x161;anos, lai var&#x113;tu uztvert "nesasniedzamo gaismu", kas ir neredzama "savas p&#x101;rm&#x113;r&#x12B;g&#x101;s skaidr&#x12B;bas d&#x113;&#x13C;", sp&#x113;c&#x12B;gi ietekm&#x113;ja kristi&#x101;nisk&#x101;s mistikas att&#x12B;st&#x12B;bu, it sevi&#x161;&#x137;i jau t&#x101;s pareiztic&#x12B;gaj&#x101; variant&#x101;. T&#x101; ietek­m&#x113;ja ar&#x12B; hesihasmu<emphasis>[32]</emphasis>. tai pa&#x161;&#x101; laik&#x101; misticisma un apofatikas trad&#x12B;cija augot un att&#x12B;stoties zin&#x101;m&#x101; m&#x113;r&#x101; nonivel&#x113;ja Dieva Tr&#x12B;svien&#x12B;bas individu&#x101;lo uztveri, veicinot panteistiskos priek&#x161;status: "to, kas ir Viss vis&#x101; un Nekas ikvien&#x101;, visi iepaz&#x12B;st no visa un ne­viens - no kaut k&#x101;" (turpat, VII, 3).</p><p>J&#x101;nor&#x101;da uz v&#x113;l k&#x101;du Areopagitik&#x101;m rakstur&#x12B;gu iez&#x12B;mi - zin&#x101;mu kristi&#x101;nisk&#x101; kreacionisma idejas atsl&#x101;bumu, kas notiek, pateicoties bie&#x17E;ai neoplato- nisk&#x101;s eman&#x101;cijas t&#x113;lu izmanto&#x161;anai, tai "dievi&#x161;&#x137;ajai gaismai", kas ir Dieva Par&#x101;d&#x12B;&#x161;an&#x101;s (teof&#x101;nijas). Kaut ar&#x12B; tai pa&#x161;&#x101; laik&#x101; debesu hierarhijas trej&#x101;d&#x12B;gais ritms, kas izplat&#x101;s, eman&#x113; no Vienot&#x101; "visgai&#x161;&#x101;k&#x101;s tums&#x12B;bas" l&#x12B;dz materi&#x101;l&#x101;s pasaules tumsai, saska&#x146;&#x101; ar kristi&#x101;nisk&#x101;s tic&#x12B;bas m&#x101;c&#x12B;bas t&#x113;lu galeriju (se- rafimi, &#x137;erubi, tro&#x146;i, valst&#x12B;bas, sp&#x113;ki, .varas; principi, ercen&#x123;e&#x13C;i, e&#x146;&#x123;e&#x13C;i) &#x13C;auj autoram rad&#x12B;t &#x161;&#x12B;szemes es&#x12B;bas formu hierarhiju. P&#x113;c analo&#x123;ijas ar "Debesu hier­arhiju" &#x161;&#x12B;s zemes es&#x12B;bas form&#x101;s aug&#x161;&#x113;jie st&#x101;vi pieder bazn&#x12B;cas hierarhijai: b&#x12B;skapi, gar&#x12B;dznieki, diakoni, m&#x16B;ki, kopienas locek&#x13C;i, uzsauktie (tie, kas gatavojas pie&#x146;emt kristiet&#x12B;bu); sapr&#x101;t&#x12B;gas b&#x16B;tnes, b&#x16B;tnes bez sapr&#x101;ta, nedz&#x12B;vas lietas (sk. "Par bazn&#x12B;cas hierar­hiju"). &#x160;ai idejai par hierarhiski organiz&#x113;to pasauli, kur&#x101; katras virknes vietu nosaka t&#x101;s tuv&#x12B;ba eman&#x101;- cijas avotam, protams, bija iev&#x113;rojama loma bazn&#x12B;­cas instit&#x16B;cijas nostiprin&#x101;&#x161;an&#x101;.</p><p>Areopagitiku ontolo&#x123;ijas ietekme uz visu v&#x113;l&#x101;s kristi&#x101;nisk&#x101;s filozofijas st&#x101;vokli bija iev&#x113;rojama, bet Rietumu un Austrumu teolo&#x123;ij&#x101; izpaud&#x101;s at&#x161;&#x137;ir&#x12B;gi. Pareiztic&#x12B;b&#x101; &#x161;is iespaids faktiski turpin&#x101;j&#x101;s visus viduslaikus. Kas attiecas uz Romas kato&#x13C;u bazn&#x12B;cu, tad &#x161;&#x12B; ietekme sevi&#x161;&#x137;i aktiviz&#x113;j&#x101;s 9. gs. Johana Skota Erigenas darbos, kur&#x161;, balstoties uz Areopagitik&#x101;m, rad&#x12B;ja vienu no slaven&#x101;kajiem viduslaiku filozofis­kajiem darbiem "De divisione naturae" ("Par dabas iedal&#x12B;jumu"), bet v&#x113;l p&#x113;c gandr&#x12B;z trim gadsimtiem pats iev&#x113;rojam&#x101;kais sholastikas laikmeta dom&#x101;t&#x101;js Akv&#x12B;nas Toms pie&#x161;&#x137;ir esam&#x12B;bas hierarhijas pro­bl&#x113;mai pabeigtas, racion&#x101;li izsv&#x113;rtas sist&#x113;mas formu.</p></section><section><title><p>KAROLINGU RENESANSE UN JOHANS SKOTS ERIGENA</p></title><p>P&#x113;c patristikas posma jauns filozofijas uzplaukums s&#x101;k&#x101;s t. s. Karolingu renesanses laik&#x101;. Karolingu renesanse bija saist&#x12B;ta ar kult&#x16B;ras uzplaukumu K&#x101;r&#x13C;a Liel&#x101; (Carolus Magnus - 742-814) imp&#x113;rij&#x101; un Karolingu dinastijas vald&#x12B;jumos 8. un 9. gadsimt&#x101;, kad tika dibin&#x101;tas skolas, rad&#x12B;ti bazn&#x12B;cu arhitekt&#x16B;­ras un glezniec&#x12B;bas &#x161;edevri (piem&#x113;ram, K&#x101;r&#x13C;a Liel&#x101; kapela &#x100;ben&#x113;), aizs&#x101;k&#x101;s intens&#x12B;va viduslaiku histo- riogr&#x101;fisk&#x101; trad&#x12B;cija, reli&#x123;isk&#x101;s literat&#x16B;ras sacer&#x113;­&#x161;ana, tika izveidoti likumi (kapitul&#x101;riji). Uz ant&#x12B;k&#x101;s, Bizantijas un barbaru trad&#x12B;ciju pamatiem veidoj&#x101;s noz&#x12B;m&#x12B;gs posms viduslaiku kult&#x16B;r&#x101;.</p><p>K&#x101;rlis Lielais uz galmu uzaicin&#x101;ja Alkvinu, kur&#x161; Par&#x12B;z&#x113; izveido "Akad&#x113;miju" un T&#x16B;ras abatij&#x101; (801. g.) nodibina skolu. K&#x101; "Akad&#x113;mij&#x101;", t&#x101; ar&#x12B; T&#x16B;ras skol&#x101; tiek stud&#x113;ta Aur&#x113;lija August&#x12B;na filozofija, aizs&#x101;kas an­t&#x12B;k&#x101;s filozofijas apg&#x16B;&#x161;ana. Karolingu renesanses iz­cil&#x101;kais pr&#x101;ts filozofij&#x101; ir Johans Skots Erigena_(Jo- hannes Scotus Erigena, ap 810- p&#x113;c 877), dzimis &#x12A;rij&#x101;.</p><p>9. gs. 40. gadu s&#x101;kum&#x101; Rietumfranku karalistes karalis (v&#x113;l&#x101;k franku imperators un It&#x101;lijas karalis) K&#x101;rlis II Plikgalvis uzaicina Erigenu uz Par&#x12B;zi, kur filozofs darbojas kara&#x13C;a galm&#x101; un veic sacer&#x113;jumu tulko&#x161;anu lat&#x12B;&#x146;u valod&#x101; (no grie&#x137;u valodas). Kara&#x13C;a atbalsts nodro&#x161;ina Erigenam neatkar&#x12B;bu no t&#x101; laika teolo&#x123;iskaj&#x101;m autorit&#x101;t&#x113;m. Erigena tulko Dion&#x12B;sija Areopagita (Pseidodion&#x12B;sijs Areopagits), Maksima Gr&#x113;ks&#x16B;dz&#x113;t&#x101;ja (lat&#x12B;n. Maximus Confessor) (ap 580- 662), Nisas Gregora (ap 335-394) darbus, raksta koment&#x101;rus vi&#x146;u, k&#x101; ar&#x12B;August&#x12B;na unAncija Manlija Tonkvarta Sever&#x12B;na Bo&#x113;cija (480-524) sacer&#x113;jumiem.</p><p>Pseidodion&#x12B;sija Aeropagita, Maksima Gr&#x113;ks&#x16B;dz&#x113;­t&#x101;ja, Nisas Gregora un Bo&#x113;cija darbu stud&#x113;&#x161;ana un perfekt&#x101; p&#x101;rzin&#x101;&#x161;ana ietekm&#x113;ja Erigenas strikto orient&#x101;ciju uz klasisko neoplatonismu, kristiet&#x12B;bas filozofijas kop&#x113;j&#x101; kontekst&#x101; to sal&#x12B;dzinot ar Aur&#x113;lija August&#x12B;na (sv. August&#x12B;na) uzskatiem, noteica &#x161;&#x12B;s orient&#x101;cijas panteistiskos akcentus. Erigenam neap­&#x161;aub&#x101;mi ir &#x12B;pa&#x161;a cie&#x146;a pret August&#x12B;na darbiem, ta&#x10D;u vienlaic&#x12B;gi vi&#x146;am ir izteiktas simp&#x101;tijas pret Pla­tonu, neoplatoni&#x137;iem, Origenu. Maksims Gr&#x113;k- s&#x16B;dz&#x113;t&#x101;js noraida monofil&#x12B;tu t&#x113;zi par to, ka Kristum ir vien&#x12B;g&#x101; - dievi&#x161;&#x137;&#x101; griba, un atz&#x12B;st Krist&#x16B; divas - dievi&#x161;&#x137;o un cilv&#x113;cisko gribu. Vi&#x146;&#x161; izvirza t&#x113;zi par to, ka, ja cilv&#x113;ki p&#x101;rvar&#x113;s gr&#x113;k&#x101; kri&#x161;anas atsve&#x161;in&#x101;t&#x12B;bu, kosmoss tiks gl&#x101;bts un rad&#x12B;bas savienosies ar Rad&#x12B;t&#x101;ju. Nisas b&#x12B;skapa Gregora dialog&#x101; "Par dv&#x113;seli un aug­&#x161;&#x101;mcel&#x161;anos" ir v&#x113;rojama izteikta analo&#x123;ija ar Platona dialogu "Faidons", k&#x101; ar&#x12B; ideja par teolo&#x123;ijas un filozofijas sf&#x113;ru diferenc&#x113;&#x161;anu un vien&#x12B;bu. Bo&#x113;cija darbi rosin&#x101;ja Erigenas interesi par lo&#x123;ikas jaut&#x101;­jumiem, jo &#x161;is konsuls un ostgotu valdnieka Teodo- riha galminieks bija tulkojis lat&#x12B;&#x146;u valod&#x101; Aristote&#x13C;a darbus lo&#x123;ik&#x101;, "Kategorijas", Porfirija ievadu Aris­tote&#x13C;a "Kategorij&#x101;m", k&#x101; ar&#x12B; bija rakst&#x12B;jis par silo- &#x123;istikas un cit&#x101;m lo&#x123;ikas probl&#x113;m&#x101;m.</p><p id="AutBody_0_ftnref33">Bez tulkojumiem (Pseidodionisija Areopagita un Maksima Gr&#x113;ks&#x16B;dz&#x113;t&#x101;ja darbus vi&#x146;&#x161; ir tulkojis pir­mais) un koment&#x101;riem Erigena uzraksta darbu "Par dabas iedal&#x12B;jumu" (De divisione naturae, 867. g.<emphasis>[33]</emphasis>). Erigena uzskata, ka starp patieso filozofiju un re­li&#x123;iju nav pretrunu. Reli&#x123;ijas un atkl&#x101;smes autori­t&#x101;te izriet no pareizi organiz&#x113;ta pr&#x101;ta, jo cilv&#x113;ks izzina k&#x101; e&#x146;&#x123;elis, sprie&#x17E; k&#x101; cilv&#x113;ks, dz&#x12B;vo k&#x101; augs, eksist&#x113; t&#x101;pat k&#x101; visu lietu kopums. Cilv&#x113;ka dab&#x101; k&#x101; mikrokosm&#x101; atspogu&#x13C;ojas makrokosms (dievi&#x161;&#x137;ais Visums). Dievi&#x161;&#x137;ajam cilv&#x113;k&#x101; atbilst pr&#x101;ts (intel- lectus), idej&#x101;m Dieva pr&#x101;t&#x101; - sapratne (ratio), bet saj&#x16B;tam&#x101;m liet&#x101;m, rad&#x12B;tajai, bet nerado&#x161;ajai dabai - iek&#x161;&#x113;j&#x101;s j&#x16B;tas (sensus interior). Sapratne ir visu lietu pirmt&#x113;li, bet saj&#x16B;tas ir juteklisk&#x101;s par&#x101;d&#x12B;bas. &#x12B;pa&#x161;a noz&#x12B;me Erigenas filozofij&#x101; ier&#x101;d&#x12B;ta dialektikas inter­pret&#x101;cijai. Dialektika k&#x101; m&#x101;c&#x12B;ba par b&#x16B;tisko vad&#x101;s ne no cilv&#x113;ka redzes viedok&#x13C;a un sapratnes pa&#x146;&#x113;­mieniem, bet gan sak&#x146;ojas lietu dab&#x101;, kas izriet no dievi&#x161;&#x137;&#x101;, jo Dievs ir visu m&#x101;kslu avots. Dievi&#x161;&#x137;o dialek-tiku atkl&#x101;j gudrie. Dialektika ir m&#x101;c&#x12B;ba par b&#x16B;t&#x12B;bu k&#x101; s&#x101;kumu, principu, lietu un to dabas sada­l&#x12B;&#x161;anu un summ&#x113;&#x161;anu, m&#x101;ksla, kas iedala veidus &#x123;int&#x12B;s un veidus attiecina uz &#x123;int&#x12B;m. Individu&#x101;lais eksist&#x113; tikai saist&#x12B;b&#x101; ar veidu, bet veids - tikai saist&#x12B;b&#x101; ar dzimti. Visp&#x101;r&#x113;jais un vienotais eksist&#x113; l&#x12B;dz indivi­du&#x101;lajam un &#x101;rpus individu&#x101;l&#x101;. Jo visp&#x101;r&#x113;j&#x101;ki ir j&#x113;dzieni, jo re&#x101;l&#x101;ka ir to k&#x101; &#x12B;pa&#x161;o b&#x16B;t&#x12B;bu eksist&#x113;&#x161;ana.</p><p>Erigenas filozofij&#x101; svar&#x12B;ga loma ir eman&#x101;cijas idejas, procesu&#x101;l&#x101;s virz&#x12B;bas (processio) un revers&#x12B;v&#x101;s virz&#x12B;bas (reversio deificatio) interpret&#x101;cijai. Procesu&#x101;l&#x101; virz&#x12B;ba ir virz&#x12B;ba no Dieva k&#x101; visaugst&#x101;k&#x101;s realit&#x101;tes, vienot&#x101;, visaugst&#x101;k&#x101; uz zem&#x101;ko, daudz&#x113;j&#x101;d&#x12B;bu.</p><p>Revers&#x12B;v&#x101; (pret&#x113;j&#x101;) virz&#x12B;ba ir virz&#x12B;ba ar visp&#x101;r&#x113;j&#x101;m un visp&#x101;rino&#x161;&#x101;m idej&#x101;m uz Dievu. Dievs ar dabu ir apvienoti j&#x113;dzien&#x101; "daba", "eso&#x161;ais". Cilv&#x113;ka pr&#x101;tam Dievs atkl&#x101;jas &#x10D;etr&#x113;j&#x101;di, k&#x101; &#x10D;etras dabas.</p><p>Pirm&#x101; ir daba, kas rada, bet nav rad&#x12B;ta ("Nat&#x16B;ra que non creaturet creat"). &#x160;&#x12B; daba ir Dievs k&#x101; visu lietu pirmc&#x113;lonis, augst&#x101;k&#x101; esam&#x12B;ba, kas nav izsa­k&#x101;ma ar kategorij&#x101;m un augst&#x101;ka par jebkuru b&#x16B;t&#x12B;bu. No &#x161;&#x12B; viedok&#x13C;a raugoties, Dievs ir "kaut kas" (quid), netverams ar pr&#x101;tu, tom&#x113;r neizsaka sevi k&#x101; noteiktu "kaut ko", Dievs izsaka sevi k&#x101; t&#x101;du, kas pace&#x13C;as p&#x101;ri ikvienai "kaut k&#x101;" nenoteikt&#x12B;bai. &#x160;&#x12B; Dieva daba ir negat&#x12B;v&#x101; teolo&#x123;ija, kurai nav un nevar b&#x16B;t pozit&#x12B;vu raksturojumu. At&#x161;&#x137;ir&#x12B;b&#x101; no negat&#x12B;v&#x101;s teolo&#x123;ijas pozit&#x12B;v&#x101; teolo&#x123;ija izsaka Dievu pozit&#x12B;vajos j&#x113;dzienos un simbolos. Dieva dabu nav iesp&#x113;jams tvert tie&#x161;i, ta&#x10D;u t&#x101; atkl&#x101;jas k&#x101; esam&#x12B;ba no lietu esam&#x12B;bas, gudr&#x12B;ba no esam&#x12B;bas k&#x101;rt&#x12B;bas un dal&#x12B;&#x161;an&#x101;s veidos, k&#x101; dz&#x12B;ve — no kust&#x12B;bas (rnotus stabilis). Dievs atkl&#x101;j sevi savos rad&#x12B;jumos, no neredzam&#x101; k&#x13C;&#x16B;stot par redzamo, no nenoform&#x113;t&#x101; k&#x13C;&#x16B;stot par t&#x101;du, kam ir forma, veids, no virseso&#x161;&#x101; - par eso&#x161;o, no neizzin&#x101;m&#x101; - par izzin&#x101;mo. Filozofijai Dievs atkl&#x101;jas k&#x101; tr&#x12B;svie­n&#x12B;ba: 1) esam&#x12B;ba - T&#x113;vs; 2) gudr&#x12B;ba - D&#x113;ls; 3) dz&#x12B;ve - Sv&#x113;tais Gars. Pirm&#x101; daba ir dievi&#x161;&#x137;&#x101;s realit&#x101;tes vien&#x12B;ba, kas pace&#x13C;as p&#x101;ri jebkurai noteiksmei, dau- dz&#x113;j&#x101;d&#x12B;bai.</p><p>Otr&#x101; daba ir rad&#x12B;t&#x101; un rad&#x12B;t&#x101;ja daba "Nat&#x16B;ra, quae creatur et creat"). T&#x101; ir vienot&#x101;s pirmb&#x16B;tnes sada­l&#x12B;&#x161;an&#x101;s, dievi&#x161;&#x137;ais pr&#x101;ts, Logoss (vi&#x146;&#x161; ir ar&#x12B; Dieva D&#x113;ls), kur&#x101; Dievs ide&#x101;li rada m&#x16B;&#x17E;&#x12B;go t&#x113;lu, pirmt&#x113;lu,</p><p>pirmc&#x113;lo&#x146;u kopumu k&#x101; visu lietu idejas, kas ir Dieva pr&#x101;t&#x101;. Ar&#x12B; idejas ir &#x101;rpus laika, ta&#x10D;u ideju m&#x16B;&#x17E;&#x12B;ba at&#x161;&#x137;iras no pirmsm&#x16B;&#x17E;&#x12B;bas. Ideju m&#x16B;&#x17E;&#x12B;go raksturu noteic apst&#x101;klis, ka t&#x101;s m&#x16B;&#x17E;&#x12B;gi rada Dievs. Ideju pa­saule attiecas pret Dievu, t&#x101;pat k&#x101; rad&#x12B;bas attiecas pret Rad&#x12B;t&#x101;ju.</p><p>Tre&#x161;&#x101; ir rad&#x12B;t&#x101; un nerado&#x161;&#x101; daba ("Nat&#x16B;ra qua creatur et non creat"). S&#x12B; daba ir lietu pasaule, jutekliski tveram&#x101;s lietas k&#x101; par&#x101;d&#x12B;bas. &#x136;ermenis ir tikai ar pr&#x101;tu tveramo kvalit&#x101;&#x161;u - lieluma, formas, st&#x101;vok&#x13C;a, smaguma, kr&#x101;sas utt. kopums. &#x160;o kvali­t&#x101;&#x161;u savienojums rada &#x137;ermeniskuma il&#x16B;ziju, jo re&#x101;lais ir tikai visp&#x101;r&#x113;jais un vienotais. Veidi piln&#x12B;b&#x101; iek&#x13C;aujas &#x123;int&#x12B;s k&#x101; to eksistenci&#x101;lais pamats. Veids ir piln&#x12B;b&#x101; iek&#x13C;auts individu&#x101;laj&#x101;, no k&#x101; tas veidojas. Pieder&#x12B;ba veidam nosaka individu&#x101;l&#x101; eksist&#x113;&#x161;anu, t&#x101;pat k&#x101; ar es&#x12B;bu &#x123;int&#x12B; veidi rod savu realit&#x101;ti. &#x12A;ste­n&#x12B;ba pamatojas tikai dievi&#x161;&#x137;aj&#x101; dab&#x101;. Lietu eksis­t&#x113;&#x161;anas nepiecie&#x161;am&#x12B;ba sak&#x146;ojas Dieva un tikai Dieva grib&#x101;. P&#x101;reja no vienot&#x101;s pirmb&#x16B;tnes uz mai­n&#x12B;go, daudzveid&#x12B;go pasauli ir Dieva rad&#x12B;&#x161;anas akts no nek&#x101;.</p><p>Ceturt&#x101; daba ir daba, kas nav rad&#x12B;ta un kas ne­rada "Nat&#x16B;ra, quae non creatur et non creat"). T&#x101; ir Dievs k&#x101; visu lietu m&#x113;r&#x137;is, beigu c&#x113;lonis, lietu atgrie­&#x161;an&#x101;s dievi&#x161;&#x137;aj&#x101; vien&#x12B;b&#x101;, k&#x101; s&#x101;kums, vidus, beigas, viss - vis&#x101;.</p><p>P&#x113;c Erigenas dom&#x101;m, nav re&#x101;l&#x101; &#x13C;aunuma, jo &#x13C;aunais ir sevis noliegums, "nekas". At&#x161;&#x137;ir&#x12B;b&#x101; no August&#x12B;na, kur&#x161; uzskat&#x12B;ja, ka Dieva personai ir l&#x12B;dz&#x12B;ba ar cilv&#x113;ku (cilv&#x113;ks rad&#x12B;ts p&#x113;c Dieva izskata un l&#x12B;dz&#x12B;bas), Erigenas uzskatiem ir panteistiski akcenti, interpret&#x113;jot Dievu k&#x101; eso&#x161;o visur un vienlaic&#x12B;gi k&#x101; virseso&#x161;o (Dievs nezina par sevi, vai vi&#x146;&#x161; ir, jo vi&#x146;&#x161; nav nek&#x101;ds "kas").</p><p>Panteistisko akcentu d&#x113;&#x13C; &#x161;&#x12B;s vi&#x146;a idejas tika no­sod&#x12B;tas Par&#x12B;zes koncil&#x101; 1210. gad&#x101;. P&#x101;vests Honorijs III</p><p>1225. gad&#x101;, nosodot &#x160;artras Amorija t&#x113;zes, atz&#x12B;m&#x113; to saist&#x12B;bu ar Erigenas idej&#x101;m. Erigenas darbi ir ietek­m&#x113;ju&#x161;i ar&#x12B; K&#x16B;zas Nikolaja idejas.</p></section><section><title><p id="AutBody_0bookmark22">SHOLASTIKA UN MISTIKA</p></title><p>B&#x16B;tu aplami apgalvot, ka viduslaiki filozofijai sa­l&#x12B;dzin&#x101;jum&#x101; ar ant&#x12B;ko periodu bija pagrimuma laiks. Viduslaiku filozofija deva daudz ori&#x123;in&#x101;lu pieeju, bez kur&#x101;m, t&#x101;pat k&#x101; bez ant&#x12B;k&#x101;s filozofijas sasniegu­miem, nav dom&#x101;jami 20. gadsimta filozofisko pro­bl&#x113;mu risin&#x101;jumi. Viduslaiku filozofisk&#x101; doma bija saist&#x12B;ta ar to vispus&#x12B;go pasauluzskatu un kult&#x16B;ras orient&#x101;ciju, ko rosin&#x101;ja kristiet&#x12B;bas ra&#x161;an&#x101;s un izvei­do&#x161;an&#x101;s un kas noteica ar&#x12B; &#x161;&#x12B;s filozofijas ori&#x123;inalit&#x101;ti. Viduslaiku filozofisk&#x101;s domas ori&#x123;inalit&#x101;te bija saist&#x12B;ta ar t&#x101;du jaut&#x101;jumu risin&#x101;&#x161;anu k&#x101; sv&#x113;tuma probl&#x113;ma, m&#x16B;&#x17E;&#x12B;g&#x101; un laic&#x12B;g&#x101; attiec&#x12B;bas, Dievi&#x161;&#x137;&#x101; transcendence, kas fokus&#x113;j&#x101;s cilv&#x113;ka probl&#x113;mas filo­zofiskajos risin&#x101;jumos, kontempl&#x101;cij&#x101;s par cilv&#x113;ka rad&#x12B;&#x161;anu un pest&#x12B;&#x161;anu. Ar filozofijas pal&#x12B;dz&#x12B;bu cent&#x101;s pamatot atkl&#x101;smi, reli&#x123;isk&#x101;s paties&#x12B;bas, pr&#x101;ta un tic&#x12B;bas vienot&#x12B;bu. Priek&#x161;pl&#x101;n&#x101; tika izvirz&#x12B;tas reli&#x123;is­k&#x101;s paties&#x12B;bas probl&#x113;mas.</p><p>L&#x12B;dz pat 13. gadsimtam Rietumeirop&#x101; ant&#x12B;k&#x101;s filo­zofijas avotus pazina vair&#x101;k vai maz&#x101;k fragment&#x101;ri. Sam&#x113;r&#x101; labi p&#x101;rzin&#x101;ja patristikas (Bazn&#x12B;cas t&#x113;vu) darbus, bija zin&#x101;mi Platona dialogi "Faidons" un "Me- nons", Aristote&#x13C;a darbi lo&#x123;ik&#x101;, Porf&#x12B;rija ievads Aris­tote&#x13C;a "Kategorij&#x101;m", Bo&#x113;cija darbi lo&#x123;ik&#x101;, Apuleja trakt&#x101;ts "Par Platona m&#x101;c&#x12B;bu". Sam&#x113;r&#x101; pla&#x161;s mate­ri&#x101;ls par ant&#x12B;ko filozofiju bija apkopots Kasiodora (ap 490-538), Sevi&#x13C;as Izidora (7. gs.), T&#x16B;ras arhib&#x12B;skapa Alkvina (ap 735-804) kompendijos un kompil&#x101;cij&#x101;s, kas rosin&#x101;ja interesi par filozofiju klosteru skol&#x101;s un ietekm&#x113;ja teolo&#x123;isk&#x101; racion&#x101;lisma veido&#x161;anos 9.-11. gadsimt&#x101;.</p><p>9.-10. gadsimt&#x101; klosteros uzplauka filozofija, m&#x101;ksla un zin&#x101;tne. &#x12B;pa&#x161;i par to r&#x16B;p&#x113;j&#x101;s pirmais Klin&#x12B; klostera abats Berno (no 910 l&#x12B;dz 927). 12. gadsimt&#x101; Toledo b&#x12B;skaps Raimunds nodibin&#x101;ja tulkot&#x101;ju skolu. No ar&#x101;bu valodas grie&#x137;u filozofu darbi tika tulkoti lat&#x12B;&#x146;u valod&#x101;. 1128. gad&#x101; Ven&#x113;cijas J&#x113;kabs p&#x101;rtulkoja lat&#x12B;&#x146;u valod&#x101; abas Aristote&#x13C;a "Anal&#x12B;tikas", "Topiku", "Sofistisko argumentu atsp&#x113;kojumus". Kat&#x101;nijas arhidiakons Heinrihs Aristips (miris ap 1162) p&#x101;r­tulkoja Platona "Faidonu" un "Menonu". Pla&#x161;&#x101;ka grie&#x137;u filozofijas ien&#x101;k&#x161;ana lat&#x12B;&#x146;u pasaul&#x113; bija sais­t&#x12B;ta ar krusta kariem, kad sengrie&#x137;u filozofu darbi tika ieg&#x16B;ti ne tikai Bizantij&#x101;, un, veidojot kontaktus ar ar&#x101;bu pasauli, iepazina ar&#x12B; t&#x101;s filozofiju un zin&#x101;tni. Piem&#x113;ram, 8. gs. S&#x12B;rijas ebreju medi&#x137;i bija p&#x101;rtul­koju&#x161;i ar&#x101;bu valod&#x101; daudzus Aristote&#x13C;a darbus.</p><p>Klosteru filozofijas un zin&#x101;tnes att&#x12B;st&#x12B;bu aktiviz&#x113;ja p&#x101;vesta Gregora VII (no 1073 l&#x12B;dz 1085) reformas, sevi&#x161;&#x137;i simonijas (tirgo&#x161;an&#x101;s ar bazn&#x12B;cas amatiem) un klerog&#x101;mijas (celib&#x101;ta neiev&#x113;ro&#x161;ana) apkaro&#x161;ana.</p><p>Viduslaiku filozofijas uzplaukums Eirop&#x101; ir cie&#x161;i saist&#x12B;ts ar sholastikas izveido&#x161;anos. Sholastika jeb skolas virziens &#x161;&#x101; v&#x101;rda specifiskaj&#x101; noz&#x12B;m&#x113; rad&#x101;s 12. gadsimt&#x101;, kad Rietumeirop&#x101; iest&#x101;j&#x101;s relat&#x12B;vi stabilas soci&#x101;l&#x101;s un politisk&#x101;s situ&#x101;cijas periods p&#x113;c politiskajiem satricin&#x101;jumiem un juk&#x101;m vair&#x101;ku gadsimtu garum&#x101;, da&#x17E;&#x101;du civiliz&#x101;ciju un kult&#x16B;ru, un politisk&#x101;s varas mai&#x146;&#x101;m, kas ne tikai sagr&#x101;va hel- l&#x113;&#x146;u un Romas izveidoto civiliz&#x101;ciju, bet nesekm&#x113;ja ar&#x12B; filozofiskos p&#x113;t&#x12B;jumus. Tie bija gadsimti, kad Eirop&#x101; notika "tautu staig&#x101;&#x161;ana"; Austrumos (&#x136;&#x12B;n&#x101;) un ar&#x101;bu pasaul&#x113; bija labv&#x113;l&#x12B;g&#x101;ki apst&#x101;k&#x13C;i kult&#x16B;ras uzplaukumam.</p><p>Sholastisk&#x101;s filozofijas noz&#x12B;me ir sistematiz&#x101;cij&#x101; — tika izstr&#x101;d&#x101;tas ne tikai skolas sist&#x113;mas, bet aizs&#x101;k&#x101;s ar&#x12B; filozofijas sist&#x113;mu veido&#x161;ana, piem&#x113;ram, tika</p><p>sistematiz&#x113;ta ant&#x12B;k&#x101; filozofija. Svar&#x12B;ga vieta sholas- tiskaj&#x101; filozofij&#x101; tika ier&#x101;d&#x12B;ta lo&#x123;ikas probl&#x113;m&#x101;m - &#x12B;pa&#x161;i dialektikai un silo&#x123;istikai. Par sholastikas t&#x113;vu uzskata Kenterberijas arhib&#x12B;skapu sv. Anselmu (1033-1109). Viduslaiku filozofijai, &#x12B;pa&#x161;i t&#x101;s sholas- tiskajai sist&#x113;mai, bie&#x17E;i vien p&#x101;rmet atraut&#x12B;bu no dz&#x12B;­ves, nebalst&#x12B;&#x161;anos uz speci&#x101;lzin&#x101;tniskajiem p&#x113;t&#x12B;ju­miem, ta&#x10D;u &#x161;&#x101;du p&#x101;rmetumu var izteikt ar&#x12B; ant&#x12B;kajai filozofijai, jo eksperiment&#x101;l&#x101;s zin&#x101;tnes izveidoj&#x101;s tikai 16.-17. gadsimt&#x101;.</p><p>Sholastika (lat. schola - skola) vispirms jau bija skolas, izgl&#x12B;t&#x12B;bas sist&#x113;ma, kuras pamatu veidoja divi l&#x12B;me&#x146;i: pirmais koncentrs — trivium jeb tr&#x12B;s ce&#x13C;i - gramatikas, dialektikas un retorikas apg&#x16B;&#x161;ana un otrais koncentrs — quadrivium jeb &#x10D;etri ce&#x13C;i - arit­m&#x113;tikas, &#x123;eometrijas, akustikas (m&#x16B;zikas) un astro­nomijas apg&#x16B;&#x161;ana.</p><p>&#x12B;pa&#x161;a «noz&#x12B;me sholastikas att&#x12B;st&#x12B;b&#x101; bija univer­sit&#x101;&#x161;u izveido&#x161;anai 13. gs. un v&#x113;l&#x101;kajos gadsimtos. Universit&#x101;tes bija skolot&#x101;ju (ma&#x123;istru) un skol&#x113;nu (skolaru) korpor&#x101;cijas ar iek&#x161;&#x113;ju autonomiju (univer- sitas magistrorum et scholarum). Tan&#x12B;s stud&#x113;ja gal­venok&#x101;rt teolo&#x123;iju, jurisprudenci, medic&#x12B;nu, br&#x12B;v&#x101;s m&#x101;kslas. Pak&#x101;peniski universit&#x101;tes k&#x13C;uva par t&#x101; laika "tre&#x161;o sp&#x113;ku" - p&#x113;c bazn&#x12B;cas un valsts. Pirm&#x101;s universit&#x101;tes izveidoj&#x101;s Bolo&#x146;&#x101;, Paduj&#x101;, Oksford&#x101;, Kembrid&#x17E;&#x101;. 1253. gad&#x101; fran&#x10D;u teologs Roberts de Sorbons nodibin&#x101;ja Par&#x12B;zes (Sorbonnas) universit&#x101;ti. Baltijas re&#x123;ion&#x101; universit&#x101;tes izveidoj&#x101;s 16. un 17. gadsimt&#x101;. 1544. gad&#x101; nodibin&#x101;t&#x101; Alberta univer­sit&#x101;te K&#x113;nigsberg&#x101; un 1632. gad&#x101; izveidot&#x101; Gustava Akad&#x113;mija Tartu bija protestantiskas orient&#x101;cijas universit&#x101;tes, bet Vi&#x13C;&#x146;as universit&#x101;te (akad&#x113;mija) tika dibin&#x101;ta 1579. gad&#x101; k&#x101; kato&#x13C;u universit&#x101;te.</p><p>Sholastik&#x101; m&#x113;dz nodal&#x12B;t tr&#x12B;s galven&#x101;s filozofisk&#x101;s skolas. Pirm&#x101; ir saist&#x12B;ta ar dominik&#x101;&#x146;u ordeni un ar izcil&#x101;ko sholastiskas filozofijas p&#x101;rst&#x101;vi Akv&#x12B;nas Tomu (1225 vai 1226-1274), kur&#x161; sengrie&#x137;u filo­zofij&#x101; par galveno autorit&#x101;ti atzina Aristoteli. Otr&#x101; skola ir saist&#x12B;ta galvenok&#x101;rt ar francisk&#x101;&#x146;u ordeni, un t&#x101;s izcil&#x101;kais p&#x101;rst&#x101;vis ir sv. Bonavent&#x16B;ra, kur&#x161; p&#x101;rst&#x101;v&#x113;ja galvenok&#x101;rt Platona trad&#x12B;ciju krist&#x12B;gaj&#x101; filozofij&#x101;. Francisk&#x101;&#x146;i bija ar&#x12B; Rod&#x17E;ers B&#x113;kons, Joans Dunss Skots un Viljams Okams, lai gan Dunss Skots b&#x16B;t&#x12B;b&#x101; izveidoja tre&#x161;o skolu - vid&#x113;j&#x101;s sholastikas novirzienu -, kas balst&#x12B;j&#x101;s k&#x101; uz Aristote&#x13C;a, t&#x101; ar&#x12B; uz Platona filozofiju.</p><p>Francisk&#x101;&#x146;u un dominik&#x101;&#x146;u orde&#x146;i izveidoj&#x101;s 13. gadsimt&#x101;. &#x160;o orde&#x146;u locek&#x13C;i parasti bija devu&#x161;i nabadz&#x12B;gas un ask&#x113;tiskas dz&#x12B;ves sol&#x12B;jumus. Vi&#x146;iem bija labv&#x113;l&#x12B;gi apst&#x101;k&#x13C;i intelektu&#x101;l&#x101;m nodarb&#x12B;b&#x101;m. Francisk&#x101;&#x146;u orde&#x146;a izveidot&#x101;js ir sv. As&#x12B;zes Fran­cisks (1181-1226), kur&#x161; dzimis tur&#x12B;g&#x101; &#x123;imen&#x113;, v&#x113;l&#x101;k atteicies no laic&#x12B;giem labumiem un turpm&#x101;kos gadus velt&#x12B;jis labu darbu veik&#x161;anai un mision&#x101;rismam. Vi&#x146;a darb&#x12B;bas vadmot&#x12B;vs ir l&#x12B;dzciet&#x12B;ba, pal&#x12B;dz&#x12B;ba s&#x113;rdie­&#x146;iem, harmoniska dz&#x12B;ve saska&#x146;&#x101; ar dabu k&#x101; Dieva &gt; ' i</p><p>l&#x12B;dz&#x12B;bu. K. Raudive darb&#x101; "Kult&#x16B;ras ce&#x13C;i" esej&#x101; par filozofu un sv&#x113;to min As&#x12B;zes Francisku k&#x101; sv&#x113;t&#x101; paraugu, bet sv&#x113;t&#x101; dz&#x12B;vi raksturo k&#x101; seko&#x161;anu stin­grai mor&#x101;lei, kurai vienm&#x113;r ir konkr&#x113;ta noz&#x12B;me. Sv&#x113;­tais nav tot&#x101;lais cilv&#x113;ks. Vi&#x146;&#x161; vad&#x101;s no iedvesmas, m&#x12B;lest&#x12B;bas. Vi&#x146;a attieksme pret dz&#x12B;vi veidojas Dieva atkl&#x101;smes ce&#x13C;&#x101;.</p><p>"Esi slav&#x113;ts, mans Kungs, ar visu savu rad&#x12B;bu, jo sevi&#x161;&#x137;i ar M&#x101;su Sauli,</p><p>kas atnes dienu un apgaismo m&#x16B;s ar sevi, jo devi, lai laist&#x101;s visskaist&#x101;k&#x101;s t&#x101; kr&#x101;s&#x101;s un mirdzum&#x101; c&#x113;l&#x101;, Tavu l&#x12B;dz&#x12B;bu r&#x101;dot, visaugst&#x101;kais." (17, 6)</p><p>Gilberts K&#x12B;ts &#x10C;estertons raksta, ka Francisks bija "pati gara b&#x16B;t&#x12B;ba, gara substance zemes virs&#x16B;, pirms v&#x113;l k&#x101;ds to bija skat&#x12B;jis ac&#x12B;m tveramos veidolos, vi&#x146;&#x161; bija &#x161;aud&#x12B;ga uguns, pie kuras savas l&#x101;pas un sveces aizdedza materi&#x101;listisk&#x101;k noska&#x146;otie. Vi&#x146;&#x161; bija vi­duslaiku civiliz&#x101;cijas dv&#x113;sele, kas tikai v&#x113;l&#x101;k atrada miesu." (17, 103)</p><p>1209. vai 1210. gad&#x101; francisk&#x101;&#x146;u ordeni atzina p&#x101;vests Innocents III. Dominik&#x101;&#x146;u orde&#x146;a dibin&#x101;t&#x101;js ir sv. Domiiiiks (1170-1221) no Kast&#x12B;lijas. Vi&#x146;u ap­stiprin&#x101;ja p&#x101;vests Innocents III 1215. gad&#x101;. Livonij&#x101; dominik&#x101;&#x146;u orde&#x146;a atbalst&#x12B;t&#x101;ji bija b&#x12B;skaps Alberts, kur&#x161; 1215. gad&#x101; Rom&#x101; 4. Later&#x101;na koncil&#x101;-iepazin&#x101;s ar sv. Dominiku. Dominik&#x101;&#x146;us atbalst&#x12B;ja Modenas Vilhelms. 1234. g. dominik&#x101;&#x146;iem tika pie&#x161;&#x137;irta R&#x12B;gas pils. 13. gs. vid&#x16B; R&#x12B;g&#x101; tika nodibin&#x101;ts dominik&#x101;&#x146;u klosteris. R&#x12B;g&#x101; dominik&#x101;&#x146;i uzc&#x113;la Sv. J&#x101;&#x146;a bazn&#x12B;cu. 1694. g. dominik&#x101;&#x146;i nodibin&#x101;ja klosteri Pasien&#x113;, k&#x101; ar&#x12B; novic&#x101;tu un misijas punktus, skolas. Ap 1699. g. dominik&#x101;&#x146;i nodibin&#x101;ja klosteri Aglon&#x101;.</p><p>R&#x12B;g&#x101; francisk&#x101;&#x146;i s&#x101;ka darboties ap 1233. g., izvei­doja klosteri, ko nosauca Sv. Katr&#x12B;nes v&#x101;rd&#x101;, un 14. gs. s&#x101;kum&#x101; ar&#x12B; skolu orde&#x146;a br&#x101;&#x13C;u izgl&#x12B;to&#x161;anai.</p></section><section><title><p>Polemika starp re&#x101;listiem un nomin&#x101;listiem</p></title><p>Viena no centr&#x101;laj&#x101;m sholastisk&#x101;s filozofijas pro­bl&#x113;m&#x101;m, ap kuru gadsimtu gait&#x101; risin&#x101;j&#x101;s filozofisk&#x101;s polemikas, bija jaut&#x101;jums par univers&#x101;lij&#x101;m (universalis - visp&#x101;r&#x12B;gs) - visp&#x101;r&#x113;j&#x101;, visp&#x101;r&#x12B;go j&#x113;dzienu dabu. Jaut&#x101;jums par univers&#x101;lij&#x101;m gan nebija pats b&#x16B;tisk&#x101;kais sholastiskaj&#x101; filozofij&#x101;, ta&#x10D;u tam bija liela noz&#x12B;me ant&#x12B;k&#x101;s filozofijas problem&#x101;tikas iek&#x13C;au­&#x161;an&#x101; krist&#x12B;g&#x101;s filozofijas sist&#x113;m&#x101; un it &#x12B;pa&#x161;i lo&#x123;ikas jaut&#x101;jumu risin&#x101;&#x161;an&#x101;. Min&#x113;t&#x101;s polemikas svar&#x12B;­gumu noteica Platona un Aristote&#x13C;a at&#x161;&#x137;ir&#x12B;g&#x101;s pie­ejas univers&#x101;liju interpret&#x101;cij&#x101;. Jau 12. gs. filozofi s&#x101;ka atsaukties uz Aristote&#x13C;a filozofiju k&#x101; vienu no autorit&#x101;t&#x113;m, bet v&#x113;l&#x101;k ar&#x12B; Platons tika v&#x113;rt&#x113;ts k&#x101; cien&#x12B;jams un respekt&#x113;jams filozofs. L&#x12B;dz 13. gs. vi­dum sholastiskaj&#x101; filozofij&#x101; domin&#x113;ja Platona auto­rit&#x101;te, bet, s&#x101;kot ar 13. gs. otro pusi, - Aristote&#x13C;a autorit&#x101;te.</p><p>Iemesls polemikai bija viduslaikos popul&#x101;rais 9. gs. neoplatoni&#x137;a Porf&#x12B;rija ievads Aristote&#x13C;a "Kate­gorij&#x101;m", kur tika izvirz&#x12B;ts jaut&#x101;jums, vai visp&#x101;r&#x12B;­gais, eidos eksist&#x113; patst&#x101;v&#x12B;gi, vai tas ir &#x137;ermenisks vai ne&#x137;ermenisks, vai tas past&#x101;v tikai dom&#x101;&#x161;an&#x101;. &#x160;&#x12B;s probl&#x113;mas risin&#x101;jum&#x101; iez&#x12B;m&#x113;j&#x101;s divi virzieni - nomin&#x101;lisms un re&#x101;lisms, k&#x101; ari da&#x17E;&#x101;di starpvarianti. Re&#x101;listi univers&#x101;lijas uzskat&#x12B;ja par re&#x101;l&#x101;m, par re&#x101;­lij&#x101;m. Gal&#x113;jais re&#x101;lisma variants balst&#x12B;j&#x101;s uz Platona filozofiju, t&#x101; priek&#x161;stats par univers&#x101;lij&#x101;m atbilda Platona "idej&#x101;m". M&#x113;renais re&#x101;lisms balst&#x12B;j&#x101;s uz Aristote&#x13C;a filozofiju, un &#x161;in&#x12B; variant&#x101; univers&#x101;lijas bija identas Aristote&#x13C;a "form&#x101;m". Nomin&#x101;listi uzska­t&#x12B;ja, ka univers&#x101;lij&#x101;m nepiem&#x12B;t ontolo&#x123;isks statuss, ka t&#x101;s eksist&#x113; vien&#x12B;gi dom&#x101;&#x161;an&#x101;. Vi&#x146;iem univers&#x101;­lijas ir tikai v&#x101;rds (nomen), nosaukums.</p><p>Par vienu no re&#x101;lisma un nomin&#x101;lisma starpfor- m&#x101;m var uzskat&#x12B;t konceptu&#x101;lismu (conceptus - j&#x113;­dziens). Ar&#x12B; konceptu&#x101;lisma p&#x101;rst&#x101;vji atz&#x12B;st, ka univers&#x101;lij&#x101;m nepiem&#x12B;t ontolo&#x123;isks statuss. T&#x101;s ir j&#x113;dzieni cilv&#x113;ka pr&#x101;t&#x101;, kas atsevi&#x161;&#x137;u priek&#x161;metu l&#x12B;dz&#x12B;g&#x101;s, kop&#x12B;g&#x101;s paz&#x12B;mes ataino visp&#x101;r&#x12B;g&#x101; j&#x113;dzien&#x101;, koncept&#x101;, ko izsaka v&#x101;rds. Konceptu&#x101;lisms kopum&#x101; ir tuv&#x101;ks m&#x113;renajam nomin&#x101;lismam, lai gan t&#x101; ide­jas k&#x101; vienu no univers&#x101;liju aspektiem atz&#x12B;st t. s. konceptu&#x101;listiskais re&#x101;lisms. Polemik&#x101; starp re&#x101;lis­tiem un nomin&#x101;listiem iez&#x12B;m&#x113;jas ar&#x12B; polemika starp intelektu&#x101;lisma un sensu&#x101;lisma tenden&#x10D;u piekrit&#x113;­jiem filozofij&#x101;.</p><p>Par pirmo izveidot&#x101;s sholastisk&#x101;s filozofijas orien­t&#x101;cijas filozofu m&#x113;dz uzskat&#x12B;t Roscelinu (ap 1050- ap 1120), no kura darbiem ir saglab&#x101;jusies tikai v&#x113;stule Abel&#x101;ram, t&#x101;p&#x113;c par vi&#x146;a uzskatiem m&#x113;s varam spriest p&#x113;c to autoru darbiem, kuri polemiz&#x113;ja ar Roscelinu un ac&#x12B;mredzot &#x161;aj&#x101; polemik&#x101; akcent&#x113;ja vi&#x146;a v&#x101;j&#x101;k pamatot&#x101;s atzi&#x146;as vai ar&#x12B; t&#x101;s izkl&#x101;st&#x12B;ja vienpus&#x12B;gi, vienk&#x101;r&#x161;oti. Roscelinam tiek pied&#x113;v&#x113;ta t&#x113;ze, ka univers&#x101;lijas ir "balss ska&#x146;as" (flatus vocis), fiziskas par&#x101;d&#x12B;bas, kas rodas, run&#x101;jot, izsakot v&#x101;r­dus. Ticam&#x101;ks ir re&#x101;lista Kenterberijas Anselma izteikums, ka Roscelins par re&#x101;lo ir uzskat&#x12B;jis tikai juteklisko, ka veselajam, kas sast&#x101;v no da&#x13C;&#x101;m, pa&#x161;am par sevi nav re&#x101;las esam&#x12B;bas, t&#x101;tad nav ar&#x12B; re&#x101;la ontolo&#x123;iska statusa, tas ir tikai v&#x101;rds, nosaukums. Visvair&#x101;k iebildumu pret Roscelinu tika izvirz&#x12B;ts sakar&#x101; ar Tr&#x12B;svien&#x12B;bas nedal&#x101;m&#x12B;bas noliegumu.</p><p>M&#x113;reno konceptu&#x101;lisma (univers&#x101;lija k&#x101; conceptus - j&#x113;dziens) variantu izveidoja Roscelina skolnieks Pj&#x113;rS-Abel&#x101;rs (1079-1142) - filozofs un dzejnieks, ko da&#x17E;k&#x101;rt d&#x113;v&#x113; ar&#x12B; par viduslaiku Sokr&#x101;tu, uz sava laika fona izcils Platona un Aristote&#x13C;a, ar&#x12B; patristikas darbu zin&#x101;t&#x101;js, sp&#x12B;do&#x161;s un ass polemiz&#x113;t&#x101;js, &#x13C;ot&#x13C; popul&#x101;ras filozofiskas skolas izveidot&#x101;js. Vi&#x146;&#x161; bija viens no sholastisk&#x101;s filozofijas pamatlic&#x113;jiem un sistematiz&#x113;t&#x101;jiem, cilv&#x113;ks ar sare&#x17E;&#x123;&#x12B;tu int&#x12B;mo dz&#x12B;vi, tra&#x123;isku m&#x12B;las st&#x101;stu. Abel&#x101;rs ir atst&#x101;jis darbus, kam bija izcila noz&#x12B;me sava laikmeta filozofij&#x101; un kult&#x16B;ras dz&#x12B;v&#x113;, te varam min&#x113;t "J&#x101; un n&#x113;" ("Sic et non"), "Ma­nas nelaim&#x12B;g&#x101;s dz&#x12B;ves st&#x101;sts" ("Historia calamitatum mearum"), v&#x113;stules Eloizai - savai skolniecei un iem&#x12B;&#x13C;otajai - un Eloizas v&#x113;stules Abel&#x101;ram (da&#x17E;i autori uzskata, ka t&#x101;s ir sacer&#x113;jis pats Abel&#x101;rs, lai gan tas ir mazticami).</p><p>P&#x113;c Abel&#x101;ra uzskatiem, dialektika ir ce&#x13C;&#x161; uz patie­s&#x12B;bu. Ikviena paties&#x12B;ba, iz&#x146;emot Sv&#x113;tos Rakstus, ir gr&#x113;c&#x12B;ga un pak&#x13C;auta t&#x101;s t&#x113;&#x17E;u un pier&#x101;d&#x12B;jumu dialek­tiskai kritikai. Darb&#x101; "J&#x101; un n&#x113;" priek&#x161;pl&#x101;n&#x101; ir ar­gumenti par un pret &#x13C;oti daudz&#x101;m t&#x113;z&#x113;m. S&#x12B; pieeja rosin&#x101;ja &#x12B;pa&#x161;u interesi par lo&#x123;ikas, sevi&#x161;&#x137;i lingvis­tisk&#x101;s lo&#x123;ikas probl&#x113;m&#x101;m turpm&#x101;ko gadu desmitu un gadsimtu sholastiskaj&#x101; filozofij&#x101;.</p><p>Pamatojot lo&#x123;iku, Abel&#x101;rs atsaucas uz J&#x101;&#x146;a eva&#x146;­&#x123;&#x113;liju, uz to, ka s&#x101;kum&#x101; bija V&#x101;rds (Logoss). P&#x113;c Abel&#x101;ra uzskatiem, univers&#x101;lij&#x101;m nav patst&#x101;v&#x12B;gas eksistences. Re&#x101;li past&#x101;v vien&#x12B;gi atsevi&#x161;&#x137;as lietas, bet univers&#x101;lijas realit&#x101;ti ieg&#x16B;st tikai pr&#x101;t&#x101; k&#x101; j&#x113;­dzieni par liet&#x101;m, to kop&#x12B;g&#x101;m paz&#x12B;m&#x113;m. Konceptu&#x101;lisma veido&#x161;an&#x101; Abel&#x101;rs izmanto Aristote&#x13C;a atzi&#x146;as, ta&#x10D;u nenoraida ar&#x12B; Platona m&#x101;c&#x12B;bu par idej&#x101;m, uzskat&#x12B;dams, ka idejas eksist&#x113; Dieva pr&#x101;t&#x101; k&#x101; rad&#x12B;­&#x161;anas paraugi, Dieva koncepti.</p><p>Lo&#x123;ik&#x101; nomin&#x101;lisma idejas att&#x12B;st&#x12B;ja Viljams Okams (1285—1349). Vi&#x146;&#x161; uzskat&#x12B;ja, ka &#x101;rpus dom&#x101;&#x161;anas univers&#x101;lijas ir tikai v&#x101;rdi - "pirm&#x101;s intences ter­mini" (v&#x101;rdi, kas apz&#x12B;m&#x113; priek&#x161;metu un to &#x12B;pa&#x161;&#x12B;bu grupas) un "otr&#x101;s intences termini" (v&#x101;rd&#x161;&#x137;iras). Okams uzskat&#x12B;ja, ka j&#x101;cen&#x161;as atbr&#x12B;vot skaidrojumus un interpret&#x101;cijas no nevajadz&#x12B;g&#x101;m hipot&#x113;tisk&#x101;m b&#x16B;t&#x12B;b&#x101;m un pie&#x146;&#x113;mumiem. V&#x113;l&#x101;k &#x161;&#x12B;s atzi&#x146;as princips tika nosaukts par "Okama b&#x101;rdas nazi". Burtisks &#x161;&#x12B; principa formul&#x113;jums Okama darbos nav atrodams, ta&#x10D;u pamatdoma izteikta vair&#x101;k&#x101;s sentenc&#x113;s: "Bez vajadz&#x12B;bas nevajag palielin&#x101;t b&#x16B;t&#x12B;bu daudzumu" un "Nav vajadz&#x12B;gs vairums tad, kad var iztikt ar mazumu".</p><p>Nomin&#x101;lisma idejas bija izplat&#x12B;tas Anglij&#x101;, Oks­fordas universit&#x101;t&#x113;, k&#x101; ar&#x12B; Francij&#x101;, kur t&#x101;s pauda, piemeram, Par&#x12B;zes nominalisti - &#x17D;ans Buridans (ap 1300-ap 1358), Otrek&#x16B;ras Nikolajs (ap 1300- p&#x113;c 1350). Burid&#x101;nam pied&#x113;v&#x113; pla&#x161;i paz&#x12B;stamo "Bu- rid&#x101;na &#x113;ze&#x13C;a" argumentu (&#x113;zelis, atrazdamies starp div&#x101;m vien&#x101;d&#x101;m siena kaudz&#x113;m, nesp&#x113;j izv&#x113;l&#x113;ties nevienu no t&#x101;m un t&#x101;p&#x113;c nomirst bada n&#x101;v&#x113;), ta&#x10D;u nevien&#x101; no Burid&#x101;na darbiem &#x161;is arguments nav atrodams.</p><p>Jauno laiku filozofij&#x101; nomin&#x101;lisma tendences at­t&#x12B;st&#x12B;ja T. Hobss, D&#x17E;. B&#x113;rklijs, D. Hj&#x16B;ms, bet ko&#x146;cep- tu&#x101;lisma variantu - D&#x17E;. Loks.</p><p>Gal&#x113;j&#x101; re&#x101;lisma izveidot&#x101;js sholastiskaj&#x101; filozofij&#x101; ir Kenterberijas arhib&#x12B;skaps Anselms. Balstoties uz &#x161;o koncepciju, vi&#x146;&#x161; izvirz&#x12B;ja ontolo&#x123;isko Dieva esa­m&#x12B;bas pier&#x101;d&#x12B;jumu (mums ir j&#x113;dziens par Dievu k&#x101; vispiln&#x12B;g&#x101;ko b&#x16B;tni, un no &#x161;&#x12B; j&#x113;dziena izriet Dieva rea­lit&#x101;tes pier&#x101;d&#x12B;jums).</p><p>Re&#x101;lismu t&#x101; m&#x113;renaj&#x101; variant&#x101; att&#x12B;st&#x12B;ja Akv&#x12B;nas Toms un vi&#x146;a sekot&#x101;ji. P&#x113;c Akv&#x12B;nas Toma uzskatiem, univers&#x101;lijas ir re&#x101;las un to esam&#x12B;ba ir trej&#x101;da. Pirms liet&#x101;m t&#x101;s past&#x101;v k&#x101; idejas, pirmt&#x113;li Dieva pr&#x101;t&#x101;, pa&#x161;&#x101;s liet&#x101;s k&#x101; to b&#x16B;t&#x12B;ba un, visbeidzot, cilv&#x113;ka pr&#x101;t&#x101; k&#x101; j&#x113;dzienisk&#x101;s formas.</p></section><section><title><p>Akv&#x12B;nas Toms</p></title><p>Izcil&#x101;kais sholastisk&#x101;s filozofijas p&#x101;rst&#x101;vis,kura noz&#x12B;me un ietekme Romas kato&#x13C;u filozofij&#x101; gadsimtu gait&#x101; nav mazin&#x101;jusies, ir Akv&#x12B;nas Toms (1225 vai 1226-1274). Vi&#x146;&#x161; ir izcil&#x101;kais krist&#x12B;g&#x101;s filozofijas sistematiz&#x113;t&#x101;js, kur&#x161; iek&#x13C;&#x101;vis taj&#x101; it &#x12B;pa&#x161;i Aristote&#x13C;a filozofisk&#x101; mantojuma pamatidejas.</p><p>Akv&#x12B;nas Toms dzimis Dienvidit&#x101;lij&#x101; di&#x17E;cilt&#x12B;g&#x101; gr&#x101;fa Landolfa &#x123;imen&#x113;. Vi&#x146;a vec&#x101;m&#x101;te ir imperatora Bar- barosas m&#x101;sa. B&#x113;rn&#x12B;b&#x101; un jaun&#x12B;b&#x101; vi&#x146;&#x161; tika gatavots Montekas&#x12B;no klostera abata amatam, kur&#x161; vi&#x146;am b&#x16B;tu bijis j&#x101;manto no t&#x113;vabr&#x101;&#x13C;a. Toms m&#x101;c&#x12B;jies Mon- tekas&#x12B;no klostera skol&#x101;, p&#x113;c tam se&#x161;us gadus Frid­riha II universit&#x101;t&#x113; Neapol&#x113;. Pret radinieku gribu &#x161;is izcili apd&#x101;vin&#x101;tais, ar milz&#x12B;g&#x101;m darba sp&#x113;j&#x101;m, asu dom&#x101;&#x161;anu un lielu gribassp&#x113;ku apvelt&#x12B;tais aris­tokr&#x101;ts 1244. gad&#x101; iest&#x101;jas ubagot&#x101;ju dominik&#x101;&#x146;u orden&#x12B; un, p&#x101;rvar&#x113;jis radinieku liktos &#x161;&#x137;&#x113;r&#x161;&#x13C;us, tur­pina studijas Par&#x12B;zes un &#x136;elnes universit&#x101;t&#x113;. Lielu ietekmi uz Akv&#x12B;nas Toma filozofisko intere&#x161;u veido­&#x161;anos atst&#x101;j Aristote&#x13C;a trad&#x12B;cijas nostiprin&#x101;t&#x101;js kris­t&#x12B;gaj&#x101; filozofij&#x101; Alberts Lielais (ap 1193-1280), kur&#x161; bija stud&#x113;jis Paduj&#x101;, bet v&#x113;l&#x101;k, piesl&#x113;jies dominik&#x101;&#x146;u ordenim, izveidoja dominik&#x101;&#x146;u filozofisk&#x101;s studijas</p><p>&#x136;eln&#x113; un Par&#x12B;zes universit&#x101;t&#x113;. Alberts Lielais izcili p&#x101;rzin&#x101;ja Aristote&#x13C;a filozofiju, bija apd&#x101;vin&#x101;ts ar &#x12B;pa­&#x161;&#x101;m lektora dot&#x12B;b&#x101;m, kas nodro&#x161;in&#x101;ja vi&#x146;am pla&#x161;u klaus&#x12B;t&#x101;ju loku. 1245. gad&#x101; Toms ierodas Par&#x12B;z&#x113;, kur tr&#x12B;s gadus stud&#x113; teolo&#x123;iju un filozofiju, bet 1248. g. kop&#x101; ar Albertu Lielo aizce&#x13C;o uz &#x136;elni, kur Alberta vad&#x12B;b&#x101; turpina studijas. 1256. g. Toms Par&#x12B;zes uni­versit&#x101;t&#x113; ieg&#x16B;st doktora gr&#x101;du un turpina las&#x12B;t lek­cijas Par&#x12B;zes universit&#x101;t&#x113;. &#x160;in&#x12B; laik&#x101; Par&#x12B;zes univer­sit&#x101;t&#x113; dominik&#x101;&#x146;i bija ieguvu&#x161;i divas katedras, bet francisk&#x101;m - vienu.</p><p>1259. gad&#x101; dominik&#x101;&#x146;u orde&#x146;a &#x123;ener&#x101;lkapitula san&#x101;ksme l&#x113;ma par dominik&#x101;&#x146;u mision&#x101;ru sagata­vo&#x161;anu Sp&#x101;nijai, kura bija atbr&#x12B;vojusies no ar&#x101;bu kundz&#x12B;bas un kur bija v&#x113;rojama liela Ibn Ru&#x161;da (Averroesa) (1126-1198) ietekme. Izcilais Aristote&#x13C;a interpret&#x113;t&#x101;js bija popul&#x101;rs ne tikai i&#x161;l&#x101;ma pasaul&#x113;, bet ar&#x12B; kristie&#x161;u aprind&#x101;s, tostarp ar&#x12B; Par&#x12B;zes uni­versit&#x101;t&#x113;" (Brabantes Sigers). Mision&#x101;ru gatavo&#x161;ana tika uztic&#x113;ta Tomam, un vi&#x146;&#x161; dev&#x101;s uz Romu. 1261. gad&#x101; p&#x101;vests Urb&#x101;ns IV uzdeva Tomam sarakst&#x12B;t darbus, kas veicin&#x101;tu Austrumu un Romas kato&#x13C;u bazn&#x12B;cu apvieno&#x161;anos. T&#x101; rezult&#x101;t&#x101; laikaposm&#x101; no 1260. l&#x12B;dz 1264. gadam tapa "Summa pret pag&#x101;niem" ("Summa de veritate catholicae fidei contra Gentiles") - rokasgr&#x101;mata mision&#x101;riem.</p><p>1265. gad&#x101; Tomam uztic dominik&#x101;&#x146;u mision&#x101;ru sagatavo&#x161;anas vad&#x12B;bu. Sakar&#x101; ar &#x161;o uzdevumu Toms uzraksta savu visliel&#x101;ko un noz&#x12B;m&#x12B;g&#x101;ko darbu "Teo­lo&#x123;ijas summa" ("Summa Theologiae"). Lai nostipri­n&#x101;tu Aristote&#x13C;a filozofijas interpret&#x101;ciju krist&#x12B;g&#x101;s filozofijas gar&#x101; un norobe&#x17E;otu to no averoisma, 1269. gad&#x101; Toms atgrie&#x17E;as Par&#x12B;zes universit&#x101;t&#x113;, kur str&#x101;d&#x101; l&#x12B;dz 1272. gadam.</p><p>Toms piln&#x12B;b&#x101; p&#x101;rzin&#x101;ja Aristote&#x13C;a filozofiju, vi&#x146;am daudz pal&#x12B;dz&#x113;ja draugs Merebke, kas veicaAristote&#x13C;a darbu tulkojumus, un koment&#x101;rus tiem uzrakst&#x12B;ja Akv&#x12B;nas Toms.</p><p>Toms bija ar&#x12B; talant&#x12B;gs liter&#x101;ts. Vi&#x146;a sacer&#x113;tie ga­r&#x12B;go dziesmu teksti bazn&#x12B;cas litur&#x123;ij&#x101; tiek izmantoti ar&#x12B; m&#x16B;sdien&#x101;s. 1323. gad&#x101; Akv&#x12B;nas Tomu iec&#x113;la Sv&#x113;to. k^rt&#x101;.</p><p>B&#x113;rtrands Rasels, kuram ne visai patika daudzas Aristote&#x13C;a, k&#x101; ar&#x12B; sholastisk&#x101;s filozofijas atzi&#x146;as, ir atz&#x12B;m&#x113;jis Toma filozofijas ori&#x123;inalit&#x101;ti. Vi&#x146;&#x161; rakst&#x12B;ja, ka "Akv&#x12B;nas Toma ori&#x123;inalit&#x101;te ir sp&#x113;ja piel&#x101;got Aris­toteli kristiet&#x12B;bas dogmai, pak&#x13C;aujot vi&#x146;a m&#x101;c&#x12B;bu tikai pa&#x161;&#x101;m noz&#x12B;m&#x12B;g&#x101;kaj&#x101;m izmai&#x146;&#x101;m. Sav&#x101; laik&#x101; Akv&#x12B;nas Toms tika uzskat&#x12B;ts par drosm&#x12B;gu novatoru; pat p&#x113;c vi&#x146;a n&#x101;ves daudzas t&#x101; doktr&#x12B;nas nosod&#x12B;ja Pa­r&#x12B;zes un Oksfordas universit&#x101;tes. V&#x113;l spilgt&#x101;k par sp&#x113;ju ori&#x123;in&#x101;li dom&#x101;t Akv&#x12B;nas Tom&#x101; izpaud&#x101;s sis- tematizatora talants… Kad vi&#x146;&#x161; izvirz&#x12B;ja m&#x113;r&#x137;i atsp&#x113;kot k&#x101;du doktr&#x12B;nu, visbie&#x17E;&#x101;k vi&#x146;&#x161; to vispirms formul&#x113;ja ar asu pr&#x101;tu un gandr&#x12B;z vienm&#x113;r cent&#x101;s saglab&#x101;t objektivit&#x101;ti. Lieliska ir t&#x101; precizit&#x101;te un skaidr&#x12B;ba, ar kuru vi&#x146;&#x161; no&#x161;&#x137;&#x12B;ra pier&#x101;d&#x12B;jumus, kas ieg&#x16B;ti ar pr&#x101;ta pal&#x12B;dz&#x12B;bu, no atkl&#x101;smes pier&#x101;d&#x12B;­jumiem. Akv&#x12B;nas Toms labi p&#x101;rzin&#x101;ja Aristoteli un lieliski vi&#x146;u saprata…" (44, 480).</p><p>Toma pieeju raksturo pr&#x101;ta kritika lo&#x123;isko pier&#x101;­d&#x12B;jumu un to kritikas gaism&#x101;. Akv&#x12B;nas Toms onto­lo&#x123;ijas pamatojumu balsta uz t&#x113;zi, ka b&#x16B;t&#x12B;ba (essen- tia) un eso&#x161;ais (existentia) ir ne tikai at&#x161;&#x137;ir&#x12B;gi j&#x113;dzieni, bet vienlaikus tie ir saist&#x12B;ti. B&#x16B;t&#x12B;ba un eso&#x161;ais sakr&#x12B;t Dieva pr&#x101;t&#x101; k&#x101; formas, idejas. Filozofijas (gudr&#x12B;bas) uzdevums ir daudz&#x12B;bas un vien&#x12B;bas sak&#x101;rtot&#x12B;ba, ne­vis vien&#x12B;bas v&#x113;rojums. Darb&#x101; "Summa pret pag&#x101;niem" Toms par&#x101;da, ka cilv&#x113;ks var b&#x16B;t gudrs speci&#x101;lajos jaut&#x101;jumos, piem&#x113;ram, prasm&#x113; b&#x16B;v&#x113;t m&#x101;jas. Ta&#x10D;u t&#x101; v&#x113;l nav paties&#x101; gudr&#x12B;ba, jo speci&#x101;lie m&#x113;r&#x137;i ir pak&#x13C;auti Visuma m&#x113;r&#x137;im. Visuma m&#x113;r&#x137;is ir paties&#x12B;ba, kas sa­kr&#x12B;t k&#x101; ar labumu, t&#x101; ar&#x12B; ar tikumu. T&#x101;p&#x113;c gudr&#x12B;bas sasnieg&#x161;ana ir c&#x113;l&#x101;ka, augst&#x101;ka, apbr&#x12B;nojam&#x101;ka, vajadz&#x12B;g&#x101;ka par vis&#x101;m cit&#x101;m cilv&#x113;ka darb&#x12B;b&#x101;m. Gud­r&#x12B;ba ir tik&#x161;an&#x101;s ar Dievu, kur&#x101; atspogu&#x13C;ojas dv&#x113;seles nemirst&#x12B;ba. Dievs ir k&#x101; citu, t&#x101; ar&#x12B; savs labums, visu labumu labums. Vi&#x146;&#x161; ir intelektu&#x101;ls. Vina b&#x16B;t&#x12B;ba ir vina intelektu&#x101;lais akts, un vina intelektu&#x101;lais akts ir vina b&#x16B;t&#x12B;ba. Dieva dabu m&#x113;s varam izzin&#x101;t ar negat&#x12B;vaj&#x101;m defin&#x12B;cij&#x101;m. Dievs ir m&#x16B;&#x17E;&#x12B;gs, jo vi&#x146;&#x161; ir nekust&#x12B;gs, nav izn&#x12B;ksto&#x161;s. Vi&#x146;&#x101; nav pas&#x12B;vas poten- cialit&#x101;tes (t&#x113;ze, kas v&#x113;rsta pret 13. gs. filozofa D&#x101;vida Dinanta viedokli par Dievu k&#x101; pirmmat&#x113;riju). Diev&#x101; nav nek&#x101; salikta, jo vi&#x146;&#x161; nav &#x137;ermenis, bet no da&#x13C;&#x101;m ir veidoti &#x137;ermeni. Dievs ir dievi&#x161;&#x137;&#x101; substance, io cit&#x101;di vi&#x146;&#x161; b&#x16B;tu veidots no b&#x16B;t&#x12B;bas un esam&#x12B;bas. Diev&#x101; nav substancion&#x101;lu at&#x161;&#x137;ir&#x12B;bu, specific&#x113;&#x161;an&#x101;s. Dievs ir &#x101;rpus jebkura veida, ta&#x10D;u vi&#x146;&#x161; ietver sev&#x12B; jebkura veida piln&#x12B;bu. Vienas lietas ir l&#x12B;dz&#x12B;gas Dievam, citas - n&#x113;. Toms uzskata, ka tuv&#x101;k paties&#x12B;bai ir viedoklis, ka lietas ir l&#x12B;dz&#x12B;gas Dievam, nevis Dievs - liet&#x101;m.</p><p>T&#x101; k&#x101; Diev&#x101; sakr&#x12B;t b&#x16B;t&#x12B;ba un eso&#x161;ais, eksistence, Dievs, p&#x113;c Toma uzsk&#x101;tiem, ir potenci&#x101;l&#x101; un aktu&#x101;l&#x101; pamatojums. B&#x16B;t&#x12B;bas j&#x113;dziens Toma filozofij&#x101; tiek lie­tots galvenok&#x101;rt Aristote&#x13C;a pirm&#x101;s b&#x16B;t&#x12B;bas noz&#x12B;m&#x113; k&#x101; eso&#x161;&#x101; un k&#x101; lietu individualit&#x101;tes skaidrojuma pamats.</p><p>Eso&#x161;ais ir esam&#x12B;bas izpausmju kopums, esam&#x12B;bas absol&#x16B;tums, attieksme pret esam&#x12B;bu. B&#x16B;t&#x12B;bas un eso&#x161;&#x101; at&#x161;&#x137;ir&#x12B;b&#x101;s un to vienot&#x12B;b&#x101; atkl&#x101;jas rad&#x12B;t&#x101; uni­versa div&#x113;j&#x101; daba, kas atcelta Diev&#x101;. At&#x161;&#x137;ir&#x12B;b&#x101; no substancion&#x101;l&#x101; akcidences (accidentia - gad&#x12B;jums, nejau&#x161;&#x12B;ba) raksturo neb&#x16B;tisko par&#x101;d&#x12B;b&#x101;s. T&#x101;p&#x113;c Diev&#x101; nav akciden&#x10D;u. Eso&#x161;ais un labais ir savstarp&#x113;ji aizvietojami j&#x113;dzieni.</p><p>&#x12B;pa&#x161;a noz&#x12B;me esam&#x12B;bas pamatprincipu interpre­t&#x101;cij&#x101; ir potenci&#x101;l&#x101; un aktu&#x101;l&#x101; antit&#x113;zes probl&#x113;mai. Potence raksturo nepabeigt&#x12B;bu, nepiln&#x12B;gumu, atkl&#x101;­t&#x12B;bu izmai&#x146;&#x101;m. "T&#x12B;r&#x101; potencialit&#x101;te" ir mat&#x113;rija k&#x101; "v&#x101;j&#x101;kais esam&#x12B;bas veids", pas&#x12B;v&#x101;s iedarb&#x12B;bas uz­&#x146;em&#x161;anas sp&#x113;ja.</p><p>Aktu&#x101;lais akts raksturo realiz&#x113;jam&#x12B;bu, pabeigt&#x12B;bu, piln&#x12B;bu. Tas balst&#x101;s uz m&#x101;c&#x12B;bu par formu, Dievu k&#x101; formu formu, formas un mat&#x113;rijas mijiedarb&#x12B;bu. Forma ir aktivit&#x101;tes, k&#x101;rt&#x12B;bas, noteikt&#x12B;bas absol&#x16B;tais princips. Dievs k&#x101; formu forma ir jebkuras noform&#x113;- jam&#x12B;bas avots. Forma ienes mat&#x113;rij&#x101; formas b&#x16B;tisko eksistenci&#x101;lo idealit&#x101;ti, ide&#x101;lo visp&#x101;r&#x12B;bu, radot for­mas un mat&#x113;rijas mijiedarb&#x12B;bu, konkretiz&#x113;jo&#x161;o mat&#x113;­rijas individualiz&#x101;cijas principu. &#x160;&#x101;da konkretiz&#x113;­jo&#x161;a mat&#x113;rijas individualiz&#x101;cija ir Dieva pasaules rad&#x12B;&#x161;anas akts.</p><p>Toma ontolo&#x123;ija ir vi&#x146;a nat&#x16B;rfilozofijas pamat&#x101;. Nat&#x16B;rfilozofiju galvenok&#x101;rt raksturo pieci .Dieva esam&#x12B;bas pier&#x101;d&#x12B;jumi, "pieci ce&#x13C;i", kas b&#x16B;t&#x12B;b&#x101; ir dabas par&#x101;d&#x12B;bu skaidrojuma metodolo&#x123;iskie pamatprincipi. P&#x113;c Toma uzskatiem, Dievu nav iesp&#x113;jams defin&#x113;t. Tas tom&#x113;r neizsl&#x113;dz nepiecie&#x161;am&#x12B;bu p&#x113;c Dieva esam&#x12B;bas pier&#x101;d&#x12B;jumiem, jo Dievs nav ac&#x12B;mredzams, jo b&#x16B;t&#x12B;ba un eso&#x161;ais sakr&#x12B;t tikai Dieva pr&#x101;t&#x101; un cilv&#x113;ki redz tikai dabas par&#x101;d&#x12B;bas. Pat e&#x146;&#x123;e&#x13C;i par Dievu zina nepietiekami. Da&#x17E;i dom&#x101;t&#x101;ji apgalvo, ka Dievu var paz&#x12B;t tikai tic&#x12B;b&#x101;, atkl&#x101;sm&#x113;. Tas ir k&#x13C;&#x16B;dains sl&#x113;dziens, jo Dievu var paz&#x12B;t tikai p&#x113;c jutekliskaj&#x101;m par&#x101;d&#x12B;b&#x101;m. Toms noraida ontolo&#x123;isko Dieva esam&#x12B;bas pier&#x101;­d&#x12B;jumu, jo no j&#x113;dziena par kaut ko, pat no j&#x113;dziena par Dievu k&#x101; vispiln&#x12B;g&#x101;ko b&#x16B;tni, nav iesp&#x113;jams atva­sin&#x101;t Dieva re&#x101;lo esam&#x12B;bu — cilv&#x113;ki var rad&#x12B;t j&#x113;­dzienu ar&#x12B; par to, kas re&#x101;li nepast&#x101;v.</p><p>Toma pier&#x101;d&#x12B;jumi balst&#x101;s uz to, ka Dieva eksis­tenci vi&#x146;&#x161; atvasina no dabas par&#x101;d&#x12B;bu eksistences. Vai Dievs sp&#x113;j izzin&#x101;t atsevi&#x161;&#x137;as lietas? Toma atbilde ir pozit&#x12B;va, un uz &#x161;o atbildi ar&#x12B; balst&#x101;s Toma Dieva esam&#x12B;bas pier&#x101;d&#x12B;jumi. Vi&#x146;&#x161; prec&#x12B;zi formul&#x113; argu­mentus pret to, ka Dievs nevar izzin&#x101;t atsevi&#x161;&#x137;as lietas, un detaliz&#x113;ti to analiz&#x113;. Toms apl&#x16B;ko septi&#x146;us argumentus par Dieva nesp&#x113;ju zin&#x101;t atsevi&#x161;&#x137;as lietas. 1. Atsevi&#x161;&#x137;as lietas ir materi&#x101;las, Dievs t&#x101;s k&#x101; nemateri&#x101;lais, k&#x101; t&#x12B;rais Gars nevar izzin&#x101;t. 2. At­sevi&#x161;&#x137;as lietas ir gal&#x12B;gas, radu&#x161;&#x101;s, t&#x101;p&#x113;c t&#x101;s nevar izzin&#x101;t m&#x16B;&#x17E;&#x12B;g&#x101; b&#x16B;tne. 3. Atsevi&#x161;&#x137;as lietas ir nejau­&#x161;as, nevis nepiecie&#x161;amas, t&#x101;p&#x113;c t&#x101;s izzin&#x101;t var tikai to eksist&#x113;&#x161;anas laik&#x101;, bet nevis pirms t&#x101;. 4. Da&#x17E;as lietas ir radu&#x161;&#x101;s, pateicoties cilv&#x113;ku gribas aktam. &#x160;&#x12B;s lietas ir zin&#x101;mas tikai cilv&#x113;kam, kas t&#x101;s rad&#x12B;jis. 5. Lietu skaits ir bezgal&#x12B;gs, bet bezgal&#x12B;gais k&#x101; t&#x101;ds ir neizzin&#x101;ms. 6. Liet&#x101;m ir p&#x101;r&#x101;k niec&#x12B;ga noz&#x12B;me, lai Dievs t&#x101;m piev&#x113;rstu uzman&#x12B;bu. 7. Da&#x17E;&#x101;s liet&#x101;s ir &#x13C;aunums, bet Dievam &#x13C;aunuma izzi&#x146;a nav iesp&#x113;jama.</p><p>Iebilstot pret &#x161;&#x12B;m t&#x113;z&#x113;m, Toms apgalvo, ka Dievs atsevi&#x161;&#x137;as lietas izzina k&#x101; to c&#x113;lo&#x146;us, Dievs sp&#x113;j izzin&#x101;t ar&#x12B; v&#x113;l neeksist&#x113;jo&#x161;as lietas. Dievs izzina ar&#x12B; zemisk&#x101;s lietas, jo ikvien&#x101; liet&#x101; ir iek&#x13C;auts ar&#x12B; c&#x113;lais. Visuma k&#x101;rt&#x12B;ba ir c&#x113;la, un to nav iesp&#x113;jams izzin&#x101;t bez priek&#x161;stata par c&#x113;lo. Tas pats attiecas ar&#x12B; uz lab&#x101; izzi&#x146;u, t&#x101; pretstat&#x12B;&#x161;anu &#x13C;aunajam. Pateicoties Dieva br&#x12B;vajai gribai k&#x101; Dieva b&#x16B;t&#x12B;bai, vi&#x146;&#x161; v&#x113;las, lai b&#x16B;tu lietas, jo Dievs ir ar&#x12B; visu lietu beigas, vi&#x146;&#x101; ir ar&#x12B; saj&#x16B;sma, prieks, m&#x12B;lest&#x12B;ba, v&#x113;rojo&#x161;ais un akt&#x12B;vais tikums un laime. Ta&#x10D;u Dievs nesp&#x113;j b&#x16B;t &#x137;ermenisks, main&#x12B;t pats sevi, nogurt, skumt, dusmoties, b&#x16B;t &#x13C;auns. Vi&#x146;&#x161; nesp&#x113;j at&#x146;emt cilv&#x113;kam dv&#x113;seli, izn&#x12B;cin&#x101;t pa­g&#x101;tni, gr&#x113;kot, rad&#x12B;t citu Dievu vai izn&#x12B;cin&#x101;t pats sevi.</p><p>"Teolo&#x123;ijas summ&#x101;" Toms formul&#x113; piecus Dieva esam&#x12B;bas pier&#x101;d&#x12B;jumus. 1. Dieva esam&#x12B;ba tiek atva­sin&#x101;ta no kust&#x12B;bas dab&#x101; un Dieva k&#x101; kust&#x12B;bas dev&#x113;ja. 2. No c&#x113;lon&#x12B;bas dab&#x101; izriet Dievs k&#x101; pirmc&#x113;lonis, k&#x101; pamats iesp&#x113;jai veidot bezgal&#x12B;gu sl&#x113;dzienu no sek&#x101;m uz c&#x113;loni. 3. No nepiecie&#x161;am&#x12B;bas dab&#x101; izriet Dievs k&#x101; nepiecie&#x161;am&#x12B;bas pamatojums. 4. Pasaul&#x113; ir da&#x17E;&#x101;das piln&#x12B;bas pak&#x101;pes, un no t&#x101; izriet Dievs k&#x101; augst&#x101;k&#x101; piln&#x12B;ba. 5. Pasaul&#x113; ir m&#x113;r&#x137;tiec&#x12B;ba, un no t&#x101;s izriet Dievs k&#x101; iek&#x161;&#x113;jais m&#x113;r&#x137;is, augst&#x101;k&#x101; m&#x113;r&#x137;tiec&#x12B;ba, jo iek&#x161;&#x113;jais m&#x113;r&#x137;is piem&#x12B;t tikai dz&#x12B;vaj&#x101;m b&#x16B;tn&#x113;m.</p><p>Toms noliedz astrolo&#x123;iju, jo t&#x101; ir pretrun&#x101; ar die­vi&#x161;&#x137;o providenci, kura neizsl&#x113;dz br&#x12B;vo gribu, veiks­mes un neveiksmes, laimi un nelaimi, &#x13C;aunumu k&#x101; lab&#x101; tr&#x16B;kumu. Ma&#x123;ija gan ir iesp&#x113;jama ar d&#x113;monu starpniec&#x12B;bu, ta&#x10D;u t&#x101; nav atkar&#x12B;ga no zvaig&#x17E;&#x146;u st&#x101;vok&#x13C;a un nav saist&#x12B;ta ar br&#x12B;numiem, ko var veikt tikai Dievs.</p><p>Tomam nav iebildumu pret likte&#x146;a probl&#x113;mu, kaut gan &#x161;is termins ir radies pag&#x101;niskaj&#x101; trad&#x12B;cij&#x101;. M&#x113;s varam ar &#x161;o terminu apz&#x12B;m&#x113;t dievi&#x161;&#x137;&#x101;s providences k&#x101;rt&#x12B;bu, kas rada izbr&#x12B;nu cilv&#x113;ka pr&#x101;t&#x101; un no k&#x101; izriet l&#x16B;g&#x161;anas lietder&#x12B;ba.</p><p>Toma antropolo&#x123;ija balst&#x101;s uz m&#x101;c&#x12B;bu par dv&#x113;seli., E&#x146;&#x123;e&#x13C;i at&#x161;&#x137;iras p&#x113;c rangiem un ir vien&#x12B;gie p&#x101;rst&#x101;vji sav&#x101; &#x123;int&#x12B;, sug&#x101; un k&#x101; bez&#x137;ermeniskas b&#x16B;tnes nav saist&#x12B;tas" ar vietu telp&#x101;, bet cilv&#x113;ka dv&#x113;seli, kas saist&#x12B;ta ar &#x137;ermeni, raksturo at&#x161;&#x137;ir&#x12B;bas starp cilv&#x113;ku cilts p&#x101;rst&#x101;vjiem laik&#x101; un telp&#x101;. Cilv&#x113;ks ir vielas un gara, laic&#x12B;guma un m&#x16B;&#x17E;&#x12B;bas vienot&#x12B;ba, vi&#x146;&#x161; darbojas apst&#x101;k&#x13C;os, kuros darbojas m&#x16B;&#x17E;&#x12B;gie un dab&#x12B;gie, Dieva un cilv&#x113;ka likumi. Cilv&#x113;kam nav vis tr&#x12B;s dv&#x113;seles (augu, dz&#x12B;vnieku un sapr&#x101;t&#x12B;g&#x101;), bet gan viena nemirs­t&#x12B;g&#x101; dv&#x113;sele. Nemateri&#x101;l&#x101;, sub&amp;tancion&#x101;l&#x101; dv&#x113;sele realiz&#x113; savu nobeigt&#x12B;bu, savienojoties ar &#x137;ermeni. T&#x101;d&#x113;&#x13C; cilv&#x113;ks ir persona, individualit&#x101;te, person&#x12B;ba, jo dv&#x113;sele ir personiska, nevis bezpersonisks intelekts. Ar &#x161;o atzi&#x146;u Toms norobe&#x17E;ojas no averoisma. T&#x101;pat vi&#x146;&#x161; noraida Origena t&#x113;zi par e&#x146;&#x123;e&#x13C;a un cilv&#x113;ka dabas b&#x16B;tisko identit&#x101;ti. Cilv&#x113;ka dv&#x113;sele ir ne tikai akti­vit&#x101;tes dev&#x113;js &#x137;ermenis, bet ar&#x12B; &#x137;erme&#x146;a substancio- n&#x101;l&#x101; forma. Cilv&#x113;ka person&#x12B;ba ir visc&#x113;l&#x101;k&#x101; sapr&#x101;t&#x12B;gaj&#x101; dab&#x101;. Dv&#x113;selei ir br&#x12B;va griba, t&#x101;p&#x113;c tai piem&#x12B;t ne tikai intelekts, jo intelekts ir tikai vesel&#x101; da&#x13C;a. Tikai Diev&#x101; intelekts ir b&#x16B;t&#x12B;ba. Cilv&#x113;k&#x101; intelekts ir potence, jo ne jau intelekts dom&#x101;, bet dom&#x101; cilv&#x113;ks ar intelekta pal&#x12B;dz&#x12B;bu. Intelekts ir iek&#x13C;auts dv&#x113;seles un &#x137;erme&#x146;a individualit&#x101;t&#x113;, un t&#x101; savuk&#x101;rt ir saist&#x12B;ta ar gribu. Ta&#x10D;u intelekts ir noteico&#x161;ais attiec&#x12B;b&#x101; pret gribu. Pr&#x101;ts ir augst&#x101;ks par gribu, taj&#x101; pa&#x161;&#x101; laik&#x101; tic&#x12B;ba Dievam, m&#x12B;lest&#x12B;ba pret Dievu ir svar&#x12B;g&#x101;ka par dievizzi&#x146;u. Toms noraida fideismu un ar to saist&#x12B;to mistiku.</p></section><section><title><p>Akv&#x12B;nas Toma atzi&#x146;as koncepcija</p></title><p>Toma filozofij&#x101; atzi&#x146;as problem&#x101;tika ir ne tikai pla&#x161;i izv&#x113;rsta; tai ir ar&#x12B; noz&#x12B;m&#x12B;ga vieta vi&#x146;a filozofiskaj&#x101; sist&#x113;m&#x101;, jo gudr&#x12B;bas ieg&#x16B;&#x161;ana - ce&#x13C;&#x161; uz paties&#x12B;bu - ir c&#x113;l&#x101;k&#x101; no vis&#x101;m nodarb&#x12B;b&#x101;m. P&#x113;c Toma uzskatiem, m&#x16B;su pr&#x101;ts sp&#x113;j saskat&#x12B;t lietu b&#x16B;t&#x12B;bu, c&#x113;lon&#x12B;bu, m&#x113;r&#x137;v- eid&#x12B;bu, likum&#x12B;bu, sp&#x113;j p&#x113;t&#x12B;t, saprast ne tikvien rad&#x12B;to, bet l&#x12B;dz zin&#x101;mai robe&#x17E;ai ari Rad&#x12B;t&#x101;ju un vi&#x146;a atkl&#x101;t&#x101;s paties&#x12B;bas.</p><p>P&#x113;c Toma uzskatiem, var b&#x16B;t tikai viena paties&#x12B;ba, bet pie t&#x101;s m&#x113;s non&#x101;kam, ejot pa diviem ce&#x13C;iem. Vi&#x146;&#x161; norobe&#x17E;ojas no Averroesa un averoistu uzskatiem par div&#x101;m autonom&#x101;m - pr&#x101;ta un atkl&#x101;smes - paties&#x12B;b&#x101;m. Vi&#x146;u viedokli Toms speci&#x101;li neanaliz&#x113;, nor&#x101;d&#x12B;dams tikai, ka past&#x101;v uzskats par "div&#x101;m paties&#x12B;b&#x101;m".</p><p>Toms uzskata, ka pareizi organiz&#x113;ts pr&#x101;ts var no­n&#x101;kt pie atzi&#x146;&#x101;m, kas ir dotas atkl&#x101;sm&#x113;, t&#x101;p&#x113;c ar&#x12B; ir iesp&#x113;jama harmonija starp pr&#x101;tu un atkl&#x101;smi. Lai gan ne visas atkl&#x101;smes paties&#x12B;bas ir pier&#x101;d&#x101;mas ra­cion&#x101;li, t&#x101;s nav antiracion&#x101;las, kaut gan t&#x101;m tiek pie&#x161;&#x137;irts "virs pr&#x101;ta" statuss.</p><p>Izzi&#x146;a ir juteklisk&#x101; un lo&#x123;isk&#x101; vienot&#x12B;ba. Izzi&#x146;&#x101; ir j&#x101;nodala pr&#x101;ts un jutekl&#x12B;ba, ta&#x10D;u lo&#x123;iskais, intelek­tu&#x101;lais ir saist&#x12B;ts k&#x101; ar juteklisko, t&#x101; ar&#x12B; ar emp&#x12B;­risko. Katra izzi&#x146;a ir objekta ataino&#x161;ana subjekt&#x101;, cilv&#x113;ka dv&#x113;sel&#x113;. Ien&#x101;kot dv&#x113;sel&#x113;, izzino&#x161;ais zaud&#x113; savu materialit&#x101;ti, ieg&#x16B;st veida vai speciju noz&#x12B;mi. Atzi&#x146;as t&#x113;lam l&#x12B;dz ar to ir ide&#x101;l&#x101;, intencion&#x101;l&#x101; t&#x113;la raksturs (intentio - tiek&#x161;an&#x101;s; apzi&#x146;as virz&#x12B;ba uz k&#x101;du priek&#x161;metu).</p><p>Termins "intence" rad&#x101;s Rietumeirop&#x101;, p&#x101;rtulkojot lat&#x12B;&#x146;u valod&#x101; Ibn S&#x12B;nas (Avicennas) "Izvese&#x13C;o&#x161;an&#x101;s gr&#x101;matu". Toms intences j&#x113;dzienu lieto div&#x101;s noz&#x12B;m&#x113;s - k&#x101; "pirmo intenci" un k&#x101; "otro intenci". "Pirm&#x101; in­tence" ir intelektu&#x101;ls akts, kas v&#x113;rsts uz &#x101;r&#x113;jo ob­jektu un ir noform&#x113;tais (t. i., j&#x113;dziens) par k&#x101;du lietu. "Otr&#x101; intence" ir intelektu&#x101;l&#x101;s refleksijas akts, kura objekts ir pati dom&#x101;&#x161;ana, j&#x113;dzieni, univers&#x101;lijas, lo&#x123;iskie likumi.</p><p>Univers&#x101;liju probl&#x113;mu risin&#x101;&#x161;an&#x101;, k&#x101; redz&#x113;j&#x101;m, Toms ir m&#x113;renais re&#x101;lists vai konceptu&#x101;listisk&#x101;s orient&#x101;cijas re&#x101;lisma p&#x101;rst&#x101;vis, jo, p&#x113;c vi&#x146;a uzska­tiem, univers&#x101;lijas ir re&#x101;las un eksist&#x113; k&#x101; formas Dieva pr&#x101;t&#x101;, k&#x101; &#x161;o formu realiz&#x101;cija liet&#x101;s mat&#x113;rijas individualiz&#x101;cijas principa rezult&#x101;t&#x101; (lietu b&#x16B;t&#x12B;bas) un k&#x101; visp&#x101;r&#x113;jie j&#x113;dzieni cilv&#x113;ka pr&#x101;t&#x101;.</p><p>Lo&#x123;ika Tomam ir m&#x101;c&#x12B;ba par "otro intenci", kas v&#x113;rsta uz "pirmo intenci".</p><p>Ir tr&#x12B;s Dieva izzi&#x146;as ce&#x13C;i. Dievu var izzin&#x101;t ar pr&#x101;tu, ar atkl&#x101;smi un ar intu&#x12B;ciju par liet&#x101;m, kas pirms tam dotas atkl&#x101;smes paties&#x12B;b&#x101;s. P&#x113;d&#x113;j&#x101; izzi&#x146;a s&#x12B;k&#x101;k nav izkl&#x101;st&#x12B;ta.</p></section><section><title><p>Akv&#x12B;nas Toma &#x113;tika</p></title><p>Toma &#x113;tika ir balst&#x12B;ta uz "dabisko likumu", ko Dievs ir ielicis cilv&#x113;ku sird&#x12B;s. No Aristote&#x13C;a &#x113;tikas Toms &#x12B;pa&#x161;i izmanto vi&#x146;a atzi&#x146;u par tikumisko vidusce&#x13C;u, par tikum&#x12B;bas zelta likumu. Mor&#x101;lais tikums k&#x101; la­bums ir vidusce&#x13C;&#x161; starp gal&#x113;j&#x12B;b&#x101;m. Dievi&#x161;&#x137;ais labums orient&#x113; cilv&#x113;kus m&#x12B;l&#x113;t Dievu, savu tuv&#x101;ko. Tikumu raksturo m&#x113;ren&#x12B;ba, v&#x12B;ri&#x161;&#x137;&#x12B;ba, sapr&#x101;t&#x12B;gums un tais­n&#x12B;gums. Gr&#x113;ka interpret&#x101;cij&#x101; Toms seko August&#x12B;na nost&#x101;dn&#x113;m, proti, gr&#x113;ks ir sv&#x113;tuma tr&#x16B;kums. Dievs nav gr&#x113;ka c&#x113;lonis. Laul&#x12B;ba ir Dieva iest&#x101;d&#x12B;jums, un ^ t&#x101;p&#x113;c t&#x101; nav &#x161;&#x137;irama. Nav pie&#x13C;aujama polig&#x101;mija un asinsradinieku laul&#x12B;bas.</p><p>B&#x16B;dams dominik&#x101;nis, Toms lielu uzman&#x12B;bu ir vel­t&#x12B;jis tikumu anal&#x12B;zei un br&#x12B;vpr&#x101;t&#x12B;g&#x101;s nabadz&#x12B;bas pamato&#x161;anai. Tikum&#x12B;ba ir &#x12B;pa&#x161;i j&#x101;iev&#x113;ro valdnie­kiem. Darb&#x101; "Par valdnieku vald&#x12B;&#x161;anu" Toms apl&#x16B;ko cilv&#x113;ku k&#x101; sabiedrisku b&#x16B;tni, t&#x101;p&#x113;c visp&#x101;r&#x113;jam labu- <emphasis>r</emphasis> mam j&#x101;b&#x16B;t k&#x101; valsts, t&#x101; ar&#x12B; valdnieka m&#x113;r&#x137;im, t&#x101;p&#x113;c ir nosod&#x101;mi tir&#x101;ni, kas p&#x101;rk&#x101;pj taisn&#x12B;bas un visp&#x101;­r&#x113;j&#x101; labuma likumus.</p><p>At&#x161;&#x137;ir&#x12B;b&#x101; no August&#x12B;na Toms noraida t&#x113;zi par ga­r&#x12B;go mat&#x113;riju, vair&#x101;ku formu izpausmi vien&#x101; b&#x16B;tn&#x113;, dv&#x113;seles sp&#x113;ju identific&#x113;&#x161;anu ar pa&#x161;u dv&#x113;seli, onto- lo&#x123;isko Dieva pier&#x101;d&#x12B;&#x161;anas argumentu.</p><p>M&#x16B;sdienu Akv&#x12B;nas Toma filozofijas renesanse s&#x101;­k&#x101;s ar p&#x101;vesta Leona XIII encikliku "Aeterni Patris" (1879), kur&#x101; ir akcent&#x113;ts Toma atzi&#x146;u m&#x16B;sdien&#x12B;gums. 20. gadsimt&#x101; Toma idejas &#x12B;pa&#x161;i ir att&#x12B;st&#x12B;ju&#x161;i Z. Mari- t&#x113;ns, E. A. Zilsons, M. Grabmans, D. Mersj&#x113;, U. Pado- vani, F. Old&#x17E;ati, S. Ladus&#x101;ns. Liel&#x101;kie tomistisk&#x101;s orient&#x101;cijas filozofijas p&#x113;tniec&#x12B;bas centri - Sv. Akv&#x12B;­nas Toma Akad&#x113;mija Vatik&#x101;n&#x101;, Augst&#x101;kais Filo­zofijas instit&#x16B;ts pie Luvennas universit&#x101;tes (Be&#x13C;&#x123;ij&#x101;), Par&#x12B;zes Kato&#x13C;u instit&#x16B;ts, instit&#x16B;ts Pullah&#x101;, Kato&#x13C;u universit&#x101;te Mil&#x101;n&#x101;, Amerikas Filozofijas p&#x113;tnie­c&#x12B;bas instit&#x16B;ts (COMPEFIL) pie P&#x101;vesta Kato&#x13C;u universit&#x101;tes Riode&#x17E;aneiro, Lublinas universit&#x101;te .Polij&#x101;.</p><p>Latvie&#x161;u filozofij&#x101; tomistisk&#x101;s orient&#x101;cijas trad&#x12B;ciju aizs&#x101;ka P&#x113;teris Strods (1892-1960), kur&#x161; 20. gados bija ieguvis licen- ci&#x101;ta gr&#x101;du Insbrukas, bet doktora gr&#x101;du - V&#x12B;nes universit&#x101;t&#x113;. Ilgus gadus vi&#x146;&#x161; bija filozofijas profesors Latvijas Romas Kato&#x13C;u gar&#x12B;gaj&#x101; semin&#x101;r&#x101; un Latvijas Universit&#x101;tes Romas Kato&#x13C;u Teo­lo&#x123;ijas fakult&#x101;t&#x113;, bet m&#x16B;&#x17E;a nogal&#x113; - ari b&#x12B;skaps un Latvijas Ro­mas Kato&#x13C;u bazn&#x12B;cas metropolijas administrators. No P. Stroda pla&#x161;&#x101; filozofisk&#x101; mantojuma &#x12B;pa&#x161;i ir atz&#x12B;m&#x113;jamas vi&#x146;a mono­gr&#x101;fijas "Sv. August&#x12B;ns un sv. Akv&#x12B;nas Toms" (1936), "K&#x101;p&#x113;c j&#x101;tic?" (1938), "&#x136;as ir pasaule?" (1936), k&#x101; ar&#x12B; monogr&#x101;fiskas apceres par August&#x12B;na un Akv&#x12B;nas Toma filozofiju izdevum&#x101; "Liel&#x101;s per­son&#x12B;bas" (1936).</p><p>P&#x113;c P. Stroda uzskatiem, August&#x12B;ns ir vair&#x101;k jaunrad&#x12B;t&#x101;js, bet Toms - filozofijas sistematiz&#x113;t&#x101;js. Vi&#x146;&#x161; atsaucas uz sv. Bona- vent&#x16B;ras izteikumu, ka August&#x12B;ns bie&#x17E;i vien izsaka vair&#x101;k, nek&#x101; dom&#x101;jis. August&#x12B;ns ir vair&#x101;k filozofs dzejnieks, kur&#x161;, pateicoties iedvesmai, pace&#x13C;as l&#x12B;dz paties&#x12B;bas kalngaliem un izsaka to dai&#x13C;&#x101; form&#x101;. Turpret&#x12B; Toms ir filozofs prozai&#x137;is, kur&#x161; ar vienm&#x113;r&#x12B;gu, pl&#x101;nveid&#x12B;gu visa p&#x113;t&#x12B;&#x161;anu soli pa solim k&#x101;pj augst&#x101;k un augst&#x101;k paties&#x12B;bas kaln&#x101;. August&#x12B;nam tr&#x16B;kst paciet&#x12B;bas ikvienu atzi&#x146;u apsv&#x113;rt un saska&#x146;ot ar vis&#x101;m iepriek&#x161;&#x113;j&#x101;m, turpret&#x12B; Tomam ikviena atzi&#x146;a dzimst tikai tad, kad nobriedusi paties&#x12B;ba, kad vi&#x146;&#x161; ir iepazinies ar visiem iebildumiem, samekl&#x113;jis pier&#x101;d&#x12B;­jumus, kas skaidri un noteikti apliecina atzi&#x146;as paties&#x12B;gumu. August&#x12B;ns ir vair&#x101;k volunt&#x101;rists, Toms - intelektu&#x101;lis. Saska&#x146;&#x101; ar August&#x12B;nu pie paties&#x12B;bas paz&#x12B;&#x161;anas m&#x113;s non&#x101;kam, pateicoties dievi&#x161;&#x137;ai apgaism&#x12B;bai, gremd&#x113;joties sev&#x12B;, saska&#x146;&#x101; ar Tomu pie vis&#x101;m paties&#x12B;b&#x101;m m&#x113;s non&#x101;kam, pateicoties pieredzei un ab­strakcij&#x101;m (16, 131-132).</p><p>No P. Stroda skolas filozofij&#x101; ir izaugu&#x161;i vair&#x101;ki iev&#x113;rojami latvie&#x161;u kato&#x13C;u teologi un filozofi, kuru vid&#x16B; noteikti j&#x101;min P. Cirsis un S. Ladus&#x101;ns. P. Cirsis ir public&#x113;jis gr&#x101;matu latvie&#x161;u valod&#x101; "Dzi&#x13C;&#x101;k dom&#x101;ta doma", kur&#x101; apl&#x16B;kotas neosholastisk&#x101;s filozofijas pamatdimensijas kontekst&#x101; ar noz&#x12B;m&#x12B;g&#x101;kajiem 20. gs. filozofijas virzieniem. Vistalant&#x12B;g&#x101;kais P. Stroda skolnieks ir S. Ladus&#x101;ns (dz. 1912. g. Ludzas apri&#x146;&#x137;a Zviegdzenes pagast&#x101;, miris 1993. g.), kura darbi ir ieg&#x101;ju&#x161;i pasaules kato&#x13C;u filozofijas aprit&#x113;. P. Strods bija vi&#x146;a filozofijas profesors R&#x12B;gas Romas</p><p>Kato&#x13C;u gar&#x12B;gaj&#x101; semin&#x101;r&#x101;. S. Ladus&#x101;na publicista gaitas filo­zofij&#x101; aizs&#x101;k&#x101;s &#x17E;urn&#x101;l&#x101; "Z&#x12B;d&#x16B;ns" 30. gadu nogal&#x113;, kad vi&#x146;&#x161; stu­d&#x113;ja Krakovas universit&#x101;t&#x113;. Kara gados S. Ladus&#x101;ns turpin&#x101;ja studijas Rom&#x101;, kur ieguva teolo&#x123;ijas un filozofijas doktora gr&#x101;du. Turpm&#x101;k&#x101; vi&#x146;a dz&#x12B;ve ir saist&#x12B;ta ar Braz&#x12B;liju - Sanpaulu un Riode- &#x17E;aneiro universit&#x101;t&#x113;m. 1972. gad&#x101; vi&#x146;&#x161; k&#x13C;uva par Starpamerik&#x101;- nisk&#x101;s Kato&#x13C;u Filozofiju asoci&#x101;cijas prezidentu, bet no 1974. g. bija Amerikas Filozofijas p&#x113;tniec&#x12B;bas instit&#x16B;ta (COMPEFIL) direktors. S. Ladus&#x101;ns ir piedal&#x12B;jies daudzu starptautisko kato&#x13C;u filozofu konferen&#x10D;u organiz&#x113;&#x161;an&#x101;, ir viens no &#x10D;etrdesmit Romas Pontifik&#x101;ta Sv. Akv&#x12B;nas Toma Akad&#x113;mijas akad&#x113;mi&#x137;iem. P&#x113;d&#x113;jos gados vi&#x146;&#x161; las&#x12B;ja lekcijas ar&#x12B; Latvij&#x101; un ir p&#x101;rtulkojis latvie&#x161;u valod&#x101; vienu no sav&#x101;m gr&#x101;mat&#x101;m "Daudzdimensiju gnoseolo- &#x123;ija". Vi&#x146;a gr&#x101;matai "Krist&#x12B;g&#x101;s filozofijas ori&#x123;inalit&#x101;te" Braz&#x12B;lij&#x101; ir biju&#x161;i &#x10D;etri izdevumi. S. Ladus&#x101;ns, risinot kato&#x13C;u filozofijas problem&#x101;tiku, risina daudzdimensiju hum&#x101;nisma, krist&#x12B;g&#x101;s filo­zofijas ori&#x123;inalit&#x101;tes probl&#x113;mas, k&#x101; ar&#x12B; fenomenolo&#x123;ijas probl&#x113;­mas krist&#x12B;g&#x101;s filozofijas gnozeolo&#x123;ij&#x101;.</p></section><section><title><p>Johans Ekharts</p></title><p>Johans Ekharts (Meistars Ekeharts, 1260-1327 vai 1328) dominik&#x101;&#x146;u orden&#x12B; p&#x101;rst&#x101;v virzienu, kas non&#x101;ca opoz&#x12B;cij&#x101; ar citu dominik&#x101;&#x146;u, piem&#x113;ram, Al­bert^ Liel&#x101; un Akv&#x12B;nas Toma antifideisko trad&#x12B;ciju un te^stisko filozofijas orient&#x101;ciju. Meistars Ekeharts veido -panteistisko un mistikas 'filozofiju, kas saga­tavoja da&#x17E;as reform&#x101;cijas laika protestantisma ide­jas un jauno laiku filozofij&#x101; Sellinga un H&#x113;ge&#x13C;a idejas par pasauli k&#x101; dievi&#x161;&#x137;u procesu. Meistars Ekeharts ir viens no v&#x101;cu filozofijas veidot&#x101;jiem, jo spredi&#x137;os un lekcij&#x101;s bez lat&#x12B;&#x146;u valodas vi&#x146;&#x161; izmantoja ar&#x12B; v&#x101;cu valodu. Meistara Ekeharta spredi&#x137;i un trakt&#x101;ti l&#x12B;dz mums non&#x101;ku&#x161;i galvenok&#x101;rt vi&#x146;a skolnieku (J. Tau- lers, H. Suzo) pierakstos.</p><p>Meistars Ekeharts ir dzimis net&#x101;lu no Gotas, stu­d&#x113;jis Par&#x12B;zes universit&#x101;t&#x113;, Strasb&#x16B;r&#x101; un &#x136;eln&#x113;, sa­kar&#x101; ar vi&#x146;a m&#x101;c&#x12B;bas 28 t&#x113;&#x17E;u nosod&#x12B;&#x161;anu m&#x16B;&#x17E;a nogali pavad&#x12B;jis Avi&#x146;on&#x101;. Apvainots &#x137;ecer&#x12B;b&#x101;, sakaros ar "br&#x12B;v&#x101; gara br&#x101;&#x13C;u" sekt&#x101;m.</p><p>Savas filozofijas pamato&#x161;anai Meistars Ekeharts izmanto diev&#x12B;bas (Gottheit) j&#x113;dzienu. Diev&#x12B;ba nav izsak&#x101;ma un tverama. T&#x101; ir dievi&#x161;&#x137;as b&#x16B;t&#x12B;bas piln&#x12B;ga t&#x12B;r&#x12B;ba, absol&#x16B;tais miers, klusums, m&#x16B;&#x17E;&#x12B;g&#x101; tumsa, kur j&#x101; ir n&#x113; un n&#x113; ir j&#x101;. Pateicoties dievi&#x161;&#x137;ai p&#x101;rapzi&#x146;ai, diev&#x12B;ba k&#x13C;&#x16B;st par Dievu'(Gott) k&#x101; m&#x16B;&#x17E;&#x12B;go esam&#x12B;bu, m&#x16B;&#x17E;&#x12B;go dz&#x12B;vi, kas rada m&#x16B;&#x17E;&#x12B;gas idejas. Viss rad&#x12B;tais ir Dievs. Cilv&#x113;ki Dievu iepaz&#x12B;st atkl&#x101;sm&#x113;, un v^ss, kas ir pieejams atkl&#x101;smei, ir defin&#x113;jams. Cilv&#x113;ka dv&#x113;sel&#x113; bez dabiskajiem sp&#x113;kiem ir ar&#x12B; -dievi&#x161;&#x137;&#x101; dzirksts, kas ir ne tikai radniec&#x12B;ga Dievam, bet kopa ar vi&#x146;u veido vienotu veselumu. Lai var&#x113;tu apj&#x113;gt' pa&#x161;u Dievu, cilv&#x113;ka dz&#x12B;ves uzdevums ir norobe&#x17E;oties no visa individu&#x101;l&#x101; un &#x101;r&#x113;j&#x101;, sasniegt "apbr&#x12B;nas", "br&#x12B;­numa" st&#x101;vokli, pacelties "klusaj&#x101; diev&#x12B;bas tuksnes&#x12B;", kur sv&#x113;tums un pest&#x12B;&#x161;ana ir atkar&#x12B;g&#x101; no cilv&#x113;ka iek&#x161;&#x113;j&#x101;s dz&#x12B;ves.</p></section><section><title><p>Francisk&#x101;&#x146;u filozofija</p></title><p>K&#x101; jau atz&#x12B;m&#x113;j&#x101;m, francisk&#x101;&#x146;u ordenis ir devis t&#x101;­dus iev&#x113;rojamus viduslaiku filozofus k&#x101; sv. Bonavent&#x16B;ru, Rod&#x17E;eru B&#x113;konu, Joanu Dunsu Skotu, Viljamu Okamu. Francisk&#x101;&#x146;u aprind&#x101;s nav cie&#x146;&#x101; Alberta Bol&#x161;teta (Liel&#x101;) un Akv&#x12B;nas Toma sistematiz&#x101;cijas, vi&#x146;u strikt&#x101; orient&#x101;cija uz Aristote&#x13C;a filozofisko autorit&#x101;ti. Francisk&#x101;&#x146;u aprind&#x101;s p&#x101;rsvar&#x101; (&#x13C;omin&#x113; krist&#x12B;gi neoplatonisk&#x101;, augustini&#x101;nisk&#x101; trad&#x12B;cija. Te galven&#x101; autorit&#x101;te ir Platons, lai gan ar&#x12B; Aristotelis tiek uzskat&#x12B;ts par visnota&#x13C; cien&#x12B;jamu filozofu.</p><p>Viens no francisk&#x101;&#x146;u filozofisk&#x101;s orient&#x101;cijas (ne­vis skolas!) izveidot&#x101;jiem ir D&#x17E;ovanni Fidanca, kuru filozofijas v&#x113;stur&#x113; paz&#x12B;st k&#x101; Bonavent&#x16B;ru (1221-^ 1274). K&#x101;du laiku vi&#x146;&#x161; bija francisk&#x101;&#x146;u orde&#x146;a &#x123;ener&#x101;lis (vad&#x12B;t&#x101;js), v&#x113;l&#x101;k - kardin&#x101;ls. 1482. gad&#x101; Bonavent&#x16B;ru pasludin&#x101;ja par sv&#x113;to, bet 1588. gad&#x101;</p><p>nosauca par vienu no desmit izcil&#x101;kajiem bazn&#x12B;cas skolot&#x101;jiem. Vi&#x146;&#x161; ir dzimis Tosk&#x101;n&#x101;, m&#x101;c&#x12B;jies Par&#x12B;zes universit&#x101;t&#x113;, v&#x113;l&#x101;k taj&#x101; ir bijis profesors francisk&#x101;&#x146;u katedr&#x101;. Galvenais Bonavent&#x16B;ras darbs ir "Dv&#x113;seles ce&#x13C;vedis pie Dieva".</p><p>Alberta Liel&#x101; un Toma aristotelismu vi&#x146;&#x161; uzskat&#x12B;ja k&#x101; pamatos naid&#x12B;gu kristiet&#x12B;bai, parasti cit&#x113;ja Augus­t&#x12B;na darbus, balst&#x12B;j&#x101;s uz Kenterberijas Anselma onto- lo&#x123;isko Dieva esam&#x12B;bas pier&#x101;d&#x12B;jumu, reti atsauc&#x101;s uz pag&#x101;niskajiem ant&#x12B;kajiem filozofiem, iz&#x146;emot Pla­tonu, un necit&#x113;ja ar&#x101;bu filozofus.</p><p>Eso&#x161;ajam ir daudzas formas k&#x101; idejas Dieva pr&#x101;t&#x101;, esam&#x12B;bas iesp&#x113;jam&#x12B;ba un &#x161;o formu vien&#x12B;ba izriet no augst&#x101;k&#x101;s substancion&#x101;l&#x101;s formas. Dv&#x113;sele ir da&#x17E;u formu vien&#x12B;ba, kas pak&#x13C;autas augst&#x101;kai formai - in­telektam. S&#x101;kum&#x101; dv&#x113;sele v&#x113;ro Dieva kl&#x101;tb&#x16B;tni pa­saul&#x113;, p&#x113;c tam, v&#x113;r&#x161;oties pie sevis, ieejot sev&#x12B;, redz sev&#x12B; Dieva t&#x113;lu un ierauga tie&#x161;u Dieva kl&#x101;tb&#x16B;tni sev&#x12B;.</p><p>Bonavent&#x16B;ra k&#x101; francisk&#x101;&#x146;u orde&#x146;a &#x123;ener&#x101;lis bija aizliedzis izplat&#x12B;t savus sacer&#x113;jumus savam laika­biedram, otrajam izcil&#x101;kajam francisk&#x101;&#x146;u filozofam Rod&#x17E;eram B&#x113;konam.</p><p>Rod&#x17E;ers B&#x113;kons (Bacon, ap 1214-1294) dzimis Il&#x10D;ester&#x101;, m&#x101;c&#x12B;jies Oksfordas universit&#x101;t&#x113;, l&#x12B;dz 1257. g. bijis profesors &#x161;aj&#x101; universit&#x101;t&#x113;, p&#x113;c tam atst&#x101;din&#x101;ts no amata, vair&#x101;k nek&#x101; 6 gadus darbojies Par&#x12B;z&#x113;, par astrolo&#x123;ijas aizst&#x101;v&#x113;&#x161;anu un p&#x101;r&#x101;k aso laikabiedru, k&#x101; pasaules vareno, t&#x101; ar&#x12B; maz&#x101;k vareno kritiku un v&#x113;l &#x101;s&#x101;ku savu kriti&#x137;u kritiku 1278. g. ieslodz&#x12B;ts klostera cietum&#x101;, no kura tika atbr&#x12B;vots &#x12B;si ' pirms n&#x101;ves.</p><p>Galvenie R. B&#x113;kona darbi ir "Lielais darbs" ("Opus Majus"), "Mazais darbs" ("Opus Minus"), "Tre&#x161;ais darbs" ("Opus Tertium"), "Filozofijas studiju kompen- diums" ("Cotnpendium Studie Philosophiae"). P&#x113;d&#x113;jais no min&#x113;tajiem darbiem izsauca &#x12B;pa&#x161;us aizspriedumus</p><p>pret B&#x113;konu sakar&#x101; ar gar&#x12B;dzniec&#x12B;bas neizgl&#x12B;tot&#x12B;bas kritiku. R. B&#x113;kons ir viens no gadsimta izcil&#x101;kajiem sistematiz&#x113;tajiem un enciklop&#x113;distiem. Ac&#x12B;mredzot vi&#x146;am pieder aforisms "Zin&#x101;&#x161;anas - sp&#x113;ks", ko 17. gs. pla&#x161;i izmanto F. B&#x113;ko&#x146;s, B. Spinoza, k&#x101; ar&#x12B; filozofi v&#x113;l&#x101;kajos gadsimtos.</p><p>"Opus Majus" ir savveida enciklop&#x113;dija, kura sniedz ar&#x12B; zi&#x146;as par &#x123;eogr&#x101;fiju. (Ar&#x12B; par Baltiju un Baltijas taut&#x101;m, ko 19. gs. nosauca par baltiem. R. B&#x113;kons raksta par &#x161;o pag&#x101;nu tautu c&#x113;liem tiku­miem un uzskata, ka, ja &#x161;&#x12B; novada iedz&#x12B;vot&#x101;jiem kris­tiet&#x12B;ba netiktu uzspiesta varm&#x101;c&#x12B;gi, vi&#x146;i b&#x16B;tu krietni kristie&#x161;i.) Sava laika biedrus R. B&#x113;kona filozofisk&#x101;s atzi&#x146;as ir ietekm&#x113;ju&#x161;as maz. No filozofiskaj&#x101;m auto­rit&#x101;t&#x113;m vi&#x146;&#x161; min Aristoteli, Avicennu, Al-Farabi, sv. Hieron&#x12B;mu, J&#x101;ni Zeltamuti, Seneku, Ciceronu, Platonu, Porf&#x12B;riju. Aristoteli vi&#x146;&#x161; d&#x113;v&#x113; par Filozofu. Augsti vi&#x146;&#x161; v&#x113;rt&#x113; Aristote&#x13C;a filozofijas sekot&#x101;jus. Ta&#x10D;u ar&#x12B; Aristotelis nav augst&#x101;kais sasniegums cilv&#x113;ka gudr&#x12B;b&#x101;. Platonu B&#x113;kons cit&#x113;, nevis balstoties uz ori&#x123;in&#x101;ldarbiem, bet gan izmantojot Cicerona sa­cer&#x113;jumus un Porf&#x12B;rija ar&#x101;bu koment&#x101;rus.</p><p>Filozofija ir j&#x101;atbr&#x12B;vo no aizspriedumu tumson&#x12B;­bas. Ir &#x10D;etri aizspriedumu c&#x113;lo&#x146;i. Pirmais aizsprie­dumu c&#x113;lonis ir nekritiska attieksme pret autorit&#x101;­t&#x113;m, kuras nav peln&#x12B;ju&#x161;as uztic&#x12B;bu. &#x160;o c&#x113;loni B&#x113;kons neattiecina uz bazn&#x12B;cas autorit&#x101;ti. Otrais aizsprie­dumu c&#x113;lonis ir ieraduma sp&#x113;ks. Tre&#x161;ais - p&#x16B;&#x13C;a sprie­dumi, ceturtais - nekompetenta p&#x13C;&#x101;p&#x101;&#x161;ana, izr&#x101;dot &#x161;&#x137;ietamu gudr&#x12B;bu.</p><p>B&#x113;kons uzskata, ka filozofijas uzdevums ir reli­&#x123;ijas pamato&#x161;ana. Ir tr&#x12B;s atzi&#x146;u avoti: autorit&#x101;te, pr&#x101;ts un pieredze. Autorit&#x101;te bez lo&#x123;iskajiem pier&#x101;­d&#x12B;jumiem ir nepietiekama. Ta&#x10D;u ar&#x12B; silo&#x123;istika bez pieredzes ir nepietiekama. Pieredze ir jaunu zin&#x101;­&#x161;anu karaliene. No &#x161;&#x12B; viedok&#x13C;a raugoties, R. B&#x113;kons ar aizspriedumiem izturas pret univers&#x101;liju pro­bl&#x113;mu, Porfirija izvirz&#x12B;tajiem jaut&#x101;jumiem. Svar&#x12B;ga filozofijas da&#x13C;a ir metafizika, kas apvieno speci&#x101;lo zi­n&#x101;&#x161;anu novadus, balst&#x101;s uz tiem un pamato to pamat­principus. Vien&#x12B;gais dro&#x161;o zin&#x101;&#x161;anu avots ir atkl&#x101;sme un matem&#x101;tika. B&#x113;kons ir nopietni nodarbojies ar ma­tem&#x101;tiku, att&#x12B;sta perspekt&#x12B;vas probl&#x113;mu, kompetenti p&#x101;rzina Eikl&#x12B;da "Elementu" 6. un 9. gr&#x101;matu. Mate­m&#x101;tikas nelaime ir t&#x101;, ka &#x161;o zin&#x101;tni nep&#x101;rzina auto­rit&#x101;tes, ta&#x10D;u t&#x101; ir vissen&#x101;k&#x101; zin&#x101;&#x161;anu nozare. Jau &#x100;dams ir pratis skait&#x12B;t. Matem&#x101;tika ir der&#x12B;ga. Uz "praktisko &#x123;eometriju" balst&#x101;s arhitekt&#x16B;ra, lauk­saimniec&#x12B;ba, tehnika. Izmantojot to, b&#x16B;s iesp&#x113;jams izgatavot dzin&#x113;jus bez dz&#x12B;vnieku vilktsp&#x113;jas pal&#x12B;dz&#x12B;­bas, ku&#x123;us, kuri virz&#x12B;sies bez bur&#x101;m, lidojo&#x161;as ma&#x161;&#x12B;nas.</p><p>Fizik&#x101;lo zin&#x101;&#x161;anu lauk&#x101; vissvar&#x12B;g&#x101;k&#x101; loma ir op­tikai, m&#x101;c&#x12B;bai par perspekt&#x12B;vu. P&#x113;c t&#x101;s seko astro­nomija, al&#x137;&#x12B;mija, zemkop&#x12B;ba, medic&#x12B;na, praktisk&#x101;s zin&#x101;&#x161;anu nozares, kas balst&#x101;s uz da&#x17E;&#x101;d&#x101;m zin&#x101;tn&#x113;m, &#x12B;pa&#x161;i astrolo&#x123;ija un ma&#x123;ija k&#x101; m&#x101;c&#x12B;ba par "dz&#x12B;ves eliks&#x12B;ru". Lo&#x123;ika p&#x101;rsvar&#x101; ir bezperspekt&#x12B;va nodar­bo&#x161;an&#x101;s.</p><p>Kritiz&#x113;jot sava laika valdnieku, pasaules vareno un gar&#x12B;dznieku netikumus, R. B&#x113;kons iest&#x101;jas par to, lai b&#x16B;tu taisn&#x12B;gs p&#x101;vests un taisn&#x12B;gi valdnieki, lai gar&#x12B;gais un materi&#x101;lais "zobens" att&#x12B;r&#x12B;tu k&#x101; bazn&#x12B;cu, t&#x101; valsti.</p><p>Dunss Skots - &#x12B;pa&#x161;as francisk&#x101;&#x146;u filozofisk&#x101;s skolas izveidot&#x101;js (Dunus Skotus, ap 1266-1308). Dzimis Skotij&#x101; (Makston&#x101;), stud&#x113;jis Oksfordas uni- &lt; versit&#x101;t&#x113;, p&#x113;c tam pasniedzis Oksfordas un Par&#x12B;zes universit&#x101;t&#x113;s, m&#x16B;&#x17E;a beig&#x101;s darbojies &#x136;eln&#x113;. Par&#x12B;zes Universit&#x101;t&#x113; Dunsa Skota lekcijas ir klaus&#x12B;jies viens no izcil&#x101;kajiem viduslaiku krist&#x12B;g&#x101;s filozofijas siste- atiz&#x113;t&#x101;jiem, lo&#x123;i&#x137;iem un nomin&#x101;listisk&#x101;s orien­t&#x101;cijas l&#x12B;deriem Viljams Okams, kur&#x161; v&#x113;l&#x101;k ir po­lemiz&#x113;jis ar savu skolot&#x101;ju.</p><p>Galvenais Dunsa Skota darbs - koment&#x101;ri P&#x113;tera lombardie&#x161;a sentenc&#x113;m ("Opus Oxoniense"). Polemi­z&#x113;jot ar tomismu, Akv&#x12B;nas Tomam vi&#x146;&#x161; p&#x101;rmet panteismu. August&#x12B;na trad&#x12B;cijai Dunss Skots seko maz&#x101;k&#x101; m&#x113;r&#x101; nek&#x101; Bonavent&#x16B;ra, cen&#x161;oties atrast vienojo&#x161;o vidusce&#x13C;u starp Platona un Aristote&#x13C;a filo­zofisko trad&#x12B;ciju. Esam&#x12B;ba sakr&#x12B;t ar b&#x16B;t&#x12B;bu, t&#x101;p&#x113;c individualiz&#x101;cijas princips sak&#x146;ojas form&#x101;, nevis mat&#x113;rij&#x101;, un individu&#x101;l&#x101;s par&#x101;d&#x12B;bas vienm&#x113;r ir at&#x161;&#x137;i­r&#x12B;gas sav&#x101; b&#x16B;t&#x12B;b&#x101;, kvalitat&#x12B;vaj&#x101;s &#x12B;patn&#x12B;b&#x101;s. P&#x113;c Toma uzskatiem, nemateri&#x101;l&#x101;s substances, ja t&#x101;s pieder vienam un tam pa&#x161;am veidam, &#x123;intij, vienm&#x113;r at­&#x161;&#x137;iras p&#x113;c savas b&#x16B;t&#x12B;bas, bet noteikta veida mate­ri&#x101;l&#x101;s substances p&#x113;c savas b&#x16B;t&#x12B;bas ir vien&#x101;das, identas. Dunsa Skota uzskats ir radniec&#x12B;gs v&#x113;l&#x101;ka­jam Leibnica viedoklim, ka viss pasaul&#x113; ir savstar­p&#x113;ji saist&#x12B;ts, ta&#x10D;u pasaul&#x113; nav divu absol&#x16B;ti vien&#x101;du par&#x101;d&#x12B;bu. Dunss Skots uzskata, ka re&#x101;lais ir tikai individu&#x101;lais, &#x161;is (haecceitas). Visp&#x101;r&#x113;jiem j&#x113;dzie­niem pa&#x161;iem par sevi nav analoga re&#x101;laj&#x101; esam&#x12B;b&#x101;. Cilv&#x113;ka pr&#x101;ts izzina tikai rad&#x12B;t&#x101;s lietas. Dievs pats par sevi nav cilv&#x113;ka pr&#x101;ta dabiskais objekts. Cilv&#x113;ka pr&#x101;ts nesp&#x113;j tie&#x161;i tvert idejas, kas ir Dieva pr&#x101;t&#x101;, bet gan pastarpin&#x101;ti saskaroties ar individu&#x101;lo, atkl&#x101;jot to ar v&#x113;rojumu, priek&#x161;statiem, intu&#x12B;ciju, mekl&#x113;jot visp&#x101;r&#x113;jo dabu, universalit&#x101;tes modus un veidojot visp&#x101;r&#x113;jus j&#x113;dzienus. Zin&#x101;&#x161;anas balst&#x101;s pa&#x161;&#x101; izzi&#x146;&#x101;, paties&#x12B;bu ac&#x12B;mredzam&#x12B;b&#x101;.</p><p>Dievs rada pasauli, "univers&#x101;lo &#x161;o", individu&#x101;l&#x101;s lietas, pateicoties br&#x12B;vajai gribai un tam, ka Dieva pr&#x101;t&#x101; ir "&#x161;o lietu" idejas, nevis univers&#x101;lijas. Patei­coties br&#x12B;vajai gribai, indiv&#x12B;da kvalit&#x101;&#x161;u iesp&#x113;jam&#x12B;ba ir nejau&#x161;a. Vienai un tai pa&#x161;ai lietai ir da&#x17E;&#x101;das vie­n&#x12B;b&#x101; past&#x101;vo&#x161;as formas (piem&#x113;ram, cilv&#x113;ka dv&#x113;sel&#x113; - griba, intelekts utt.).</p><p>-Dunsa Skota skolas iev&#x113;rojam&#x101;kie p&#x101;rst&#x101;vji - Antu&#x101;ns Andr&#x113;, Francisks Meirons, Redingas Joans.</p><p>Viens no izcil&#x101;kajiem 20. gs. filozofiem p&#x101;vests J&#x101;nis P&#x101;vils II darb&#x101; "P&#x101;rk&#x101;pjot cer&#x12B;bas slieksni" &#x12B;pa&#x161;i akcent&#x113; Akv&#x12B;nas Toma noz&#x12B;mi teodicejas un visas Rietumu civiliz&#x101;cijas veido&#x161;an&#x101;. Par&#x101;dot Dz&#x12B;v&#x101; Dieva noz&#x12B;mi - sevi&#x161;&#x137;i m&#x16B;sdienu cilv&#x113;ku dz&#x12B;v&#x113;, sare&#x17E;&#x123;&#x12B;taj&#x101;s m&#x16B;sdienu situ&#x101;cij&#x101;s, Kristus v&#x113;r&#x161;anos pie cilv&#x113;kiem ar aicin&#x101;jumu: "Nebaidieties!" (ar v&#x101;rdu "Nebaidieties!" s&#x101;kas J&#x101;&#x146;a P&#x101;vila II pirm&#x101; uzruna tautai p&#x113;c vi&#x146;a iev&#x113;l&#x113;&#x161;anas p&#x101;vesta amat&#x101;), J&#x101;nis P&#x101;vils II taj&#x101; pa&#x161;&#x101; laik&#x101; atzin&#x12B;gi v&#x113;rt&#x113; filozofu Dieva jeb Absol&#x16B;t&#x101; filozofisko pamatojumu da&#x17E;&#x101;dos laika posmos un ar&#x12B; 20. gadsimt&#x101;. &#x160;ajos pamatojumos lielu ieguld&#x12B;jumu devis Akv&#x12B;nas Toms.</p><p>J&#x101;&#x146;a P&#x101;vila II darbs "P&#x101;rk&#x101;pjot cer&#x12B;bas slieksni" uzrakst&#x12B;ts po&#x13C;u valod&#x101; k&#x101; atbildes uz it&#x101;lie&#x161;u &#x17E;urn&#x101;lista Vitorio Mesori jaut&#x101;jumiem. Atbildot uz jaut&#x101;jumu, vai cilv&#x113;ks var - un k&#x101;d&#x101; veid&#x101; - non&#x101;kt pie p&#x101;rliec&#x12B;bas, ka Dievs patie&#x161;&#x101;m eksist&#x113;, p&#x101;vests raksta:</p><p>"J&#x16B;su jaut&#x101;jums b&#x16B;t&#x12B;b&#x101; skar Pask&#x101;la nor&#x101;d&#x12B;to at&#x161;&#x137;ir&#x12B;bu starp, Absol&#x16B;tu jeb filozofu ("br&#x12B;vdom&#x101;t&#x101;ju" racion&#x101;listu) Dievu un ' J&#x113;zus Kristus Dievu, bet pirms Vi&#x146;a ciltst&#x113;vu - no &#x100;brahama l&#x12B;dz Mozum — Dievu, l&#x12B;kai &#x161;is otrais ir Dz&#x12B;vais Dievs. Pirmais ir cil­v&#x113;ka domas, cilv&#x113;ka pie&#x146;&#x113;muma auglis, kas gan sp&#x113;j pateikt ar&#x12B; ko patiesu par Vi&#x146;u (..) Visi &#x161;ie pr&#x101;ta argumenti b&#x16B;t&#x12B;b&#x101; iet ce&#x13C;u, kuru nor&#x101;d&#x12B;jusi Gudr&#x12B;bas gr&#x101;mata un V&#x113;stule romie&#x161;iem: no redzam&#x101;s pasaules pie neredzam&#x101; Absol&#x16B;t&#x101;.</p><p>Vien&#x101; veid&#x101; &#x161;o ce&#x13C;u iet Aristotelis, cit&#x101; - Platons. Kristie&#x161;u trad&#x12B;cija pirms Akv&#x12B;nas Toma, t&#x101;tad ar&#x12B; August&#x12B;ns, bija dr&#x12B;z&#x101;k saist&#x12B;ta ar Platonu, no kura t&#x101; vienlaikus pamatoti cent&#x101;s distanc&#x113;ties, un pareizi, jo kristie&#x161;iem filozofu Absol&#x16B;ts jeb Pirm&#x101; Esam&#x12B;ba, jeb Augst&#x101;kais Labums ir kaut kas otr&#x161;&#x137;ir&#x12B;gs. K&#x101;p&#x113;c vi&#x146;iem b&#x16B;tu j&#x101;nododas filozofiskiem pie&#x146;&#x113;mumiem par Dievu, ja ar vi&#x146;iem run&#x101;jis Dz&#x12B;vais Dievs, un ne tikai caur pravie&#x161;iem, bet ar&#x12B; caur savu D&#x113;lu? Bazn&#x12B;cas t&#x113;vu teolo&#x123;ija, sevi&#x161;&#x137;i Austrumos, aizvien vair&#x101;k distanc&#x113;j&#x101;s no Platona un no filozofiem. T&#x101; paliek teolo&#x123;ija pat tad, ja tiek praktiz&#x113;ta k&#x101; filozofija (t&#x101; tas, piem., ir jaunlaikos Vladimira Solovjova gad&#x12B;jum&#x101;).</p><p>Turpret&#x12B; sv. Toms zin&#x101;m&#x101; m&#x113;r&#x101; nav pametis filozofu ce&#x13C;u. Vi&#x146;&#x161; s&#x101;ka savu Summa Theologica ar jaut&#x101;jumu: "An Deus sit?" -"Vai Dievs ir?"(..) Un &#x161;is jaut&#x101;jums izr&#x101;d&#x12B;j&#x101;s &#x13C;oti vajadz&#x12B;gs. &#x160;is jau­t&#x101;jums rad&#x12B;jis ne tikai teodiceju, bet ar&#x12B; visu Rietumu civiliz&#x101;ciju. &#x160;&#x12B; civiliz&#x101;cija, kas ir &#x161;&#x137;ietami visvair&#x101;k att&#x12B;st&#x12B;ta, g&#x101;ja &#x161;&#x101; jau­t&#x101;juma ritm&#x101;. Un, lai gan tagad Summa Theologica diem&#x17E;&#x113;l ir nolikta plauktos, tom&#x113;r t&#x101;s s&#x101;kumjaut&#x101;jums eksist&#x113; m&#x16B;su civili­z&#x101;cij&#x101; un joproj&#x101;m laiku pa laikam atskan." (2, 41-42)</p></section><section><title><p>IETEICAMA LITERAT&#x16A;RA</p></title><p>Avoti</p><p>1. B&#x12B;bele. Vec&#x101; un Jaun&#x101; Der&#x12B;ba. Sv&#x113;tie Raksti (jebkur&#x161; izde­vums).</p><p>2.  J&#x101;nis P&#x101;vils II. P&#x101;rk&#x101;pjot cer&#x12B;bas slieksni. - R&#x12B;gas metro- polijas k&#x16B;rija, 1997.</p><p>3.  Ladus&#x101;ns S. Dabisk&#x101; reli&#x123;ija k&#x101; filozofiska saist&#x12B;ba ar Dievu // Vispasaules Latvie&#x161;u zin&#x101;t&#x146;u kongresa rakstu kr&#x101;jums. Filozofija un sociolo&#x123;ija. - R., 1991. - 27.-31. lpp.</p><p>4.  Meistars Ekharts. Spredi&#x137;i // Gr&#x101;mata. - 1991. - Nr. 5. - 53.-60. lpp.</p><p>5.  Sv. August&#x12B;ns. Confessiones // Gr&#x101;mata. - 1990. - Nr. 1. - 30.-37. lpp.</p><p>6.  Meister Ekhart. Die deutschen und lateinischen Werke. - Stuttgart, 1936-1948.</p><p>7.  Thomas von Aquin. Summe gegen die Heiden. Bd. 1. - Darmstadt, 1974.</p><p>8.  Абеляр П. История моих бедствий. - М., 1959.</p><p>9.  Абеляр П. Диалектика// Вопросы философии. - 1992. - №3.-С. 161-179.</p><p>10.  Августин Аврелий. Творения Бл. Августина Епископа Иллионийского. - Киев, 1901-1912. - Ч. 1-8.</p><p>11.  Апокрифы древних христиан. - М., 1989.</p><p>12.  Ареопагитики // Антология мировой философии. - М., 1969. - Т. 1, ч. 2. - С. 606-620.</p><p>13.  Климент Александрийский. Строматы. - 1892.</p><p>14.  Ориген. О началах. Против Цельса. - Казань, 1912.</p><p>15.  Экхарт М. Духовные проповеди и рассуждения. — М., 1991.</p><p>Papildu literat&#x16B;ra</p><p>16.  B&#x12B;skapa P&#x113;tera Stroda mantojums // P. Stroda simtgadei velt&#x12B;ts biogr&#x101;fisku un zin&#x101;tnisku rakstu kr&#x101;jums. R&#x12B;gas Romas kato&#x13C;u gar&#x12B;g&#x101; semin&#x101;ra izdevums. - R., 1993.</p><p>17.  &#x10C;estertons G. K. Sv. Francisks no As&#x12B;zes. - R.: V&#x101;rds, 1992.</p><p>18.  &#x10C;estertons G. K. Kristiet&#x12B;bas paradoksi // Gr&#x101;mata. - 1991. - Nr. 9. - 75.-89. lpp.</p><p>19.  Kule M., K&#x16B;lis R. Filosofija. - R., 1996.</p><p>20.  Raudive К Dz&#x12B;ves kult&#x16B;ra. M&#x16B;sdienu cilv&#x113;ka probl&#x113;mas. - R., 1940.</p><p>21.  Strods P. Akv&#x12B;nas Toms // Liel&#x101;s person&#x12B;bas. - R., 1936.</p><p>22.  Strods P. Sv. August&#x12B;ns un Sv. Akv&#x12B;nas Toms. - R., 1936.</p><p>23.   Sv. Akv&#x12B;nas Toms. - R.: LZA, 1993.</p><p>24.   Tr&#x16B;ps H. Kato&#x13C;u bazn&#x12B;cas v&#x113;sture. - R.: Avots, 1992.</p><p>25.  Dorries H. Zur Geschichte der Mystik Erigena und der Neoplatonismus. - Tuebingen, 1925.</p><p>26.  Gabman M. Die Geschichte der scholasctishen Methode. Bd. 1-2. - В., 1957.</p><p>27.  Gilson E. Thomas von Aquin. Bd. 1-3. - Darmstadt, 1978- 1986.</p><p>28.   Philosophy in the Middle Ages. The Christian, Islamic and Jewish Traditions. - Indianapolis, 1983.</p><p>29.  Rahner K. Geist in Welt. Zur Metaphysik der endlichen Erkenntnis bei Thomas von Aquin. — Muenchen, 1957.</p><p>30.  Schneider A. Die Erkenntnislehre des Johannes Erigena im Rahmen ihrer metaphysischen und antropologischen Voraussetzungen, Те. 1-2. - Berlin, 1921-1923.</p><p>31.   Tarnas R. The Passion of the Western Mind. - New York,</p><p>1991.             -Ch. 3-4.</p><p>32.   Vorlaender K. Philosophie des Mittelalters. Geschichte der Philosophie II. Mit Quellentexten. - Rowohlt, 1969. <emphasis>;</emphasis></p><p>33.  Аверинцев С. С. Поэтика ранневизантийской литера­туры. -М., 1977.</p><p>34.   Бычков В. В. Эстетика Аврелия Августина. - М., 1984.</p><p>35.  Бычков В. В. Эстетика поздней античности. - М., 1981.</p><p>36.  Гайденко В. П., Смирнов Г. А. Западноевропейская наука в средние века. - М., 1989.</p><p>37.  Ле Горр Ж. Цивилизация Средневекового Запада. - М.,</p><p>1992.               </p><p>38.   Гуревич Л. А. Культура и общество средневековой Европы глазами современников. - М., 1989.</p><p>39.   Гуревич Л. А. Средневековый мир: культура безмолвст­вующего большинства. - М., 1990.</p><p>40.   Карташев А. Вселенские соборы. - М., 1994.</p><p>41.   Майоров Г. Г. Формирование средневековой филосо­фии. -М., 1978.</p><p>42.   Мень А. На пороге Нового завета. - Брюссель, 1983.</p><p>43.   Ранович А. Античные критики христианства. - М., 1935.</p><p>44.   Рассел Б. История Западной философии. - М., 1959.</p><p>45.  Реале Дж., Антисери Д. Западная философия от истоков до наших дней. Средневековье. - С-Пб., 1994.</p><p>46.   Соколов В. В. Средневековая философия. - М., 1979.</p><p>47.   Философские системы Средневековья и Возрождения. - Даугавпилс, 1993.</p><p>48.   Хосроев А. Л. Апександрийск ое христианство. - М., 1991.</p><p>49.   Чухина Л. А. Человек и его ценностный мир в религи­озной философии. - Рига, 1990.</p><p>50.  Чанышев А. Н. Курс лекций по древней и средневековой философии. -М., 1991.</p></section><section><title><p>HRONOLO&#x122;ISK&#x100;S TABULAS</p></title><p>ANT&#x12A;KA PASAULE (no 600. g. pr. Kr. l&#x12B;dz 500. g. p&#x113;c Kr.)</p><image l:href="#7"/><image l:href="#8"/><image l:href="#9"/><image l:href="#10"/><image l:href="#11"/><p>—</p><image l:href="#12"/><image l:href="#13"/><image l:href="#14"/><p>.</p></section><section><title><p>VIDUSLAIKI (no 500. g. l&#x12B;dz 1500. g.)</p></title><p>.</p><image l:href="#15"/><image l:href="#16"/><p>Ь\ &lt;1</p><image l:href="#17"/><image l:href="#18"/><image l:href="#19"/><image l:href="#20"/><image l:href="#21"/><p>HRONOLO&#x122;ISKO TABULU SAST&#x100;D&#x12A;&#x160;ANAI (IZMANTOT&#x100; LITERAT&#x16A;RA</p><p>Enciklop&#x113;disk&#x101; v&#x101;rdn&#x12B;ca. 2 s&#x113;j. - R., 1991.</p><p>Latvijas padomju enciklop&#x113;dija. 1.-10. s&#x113;j. - R., 1981-1988.</p><p>Arvo Megi. Eiropas tautu hronika. - R., 1995.</p><p>The Timetable of History. The new third revised edition by Bernard Grun. - N.Y., 1991. Словарь античности. - M., 1989.</p></section><section><title><p>SATURS</p></title><p><a l:href="#AutBody_0bookmark1">Priek&#x161;v&#x101;rds……………………………………………………. 5</a></p><p><a l:href="#AutBody_0bookmark4">Filozofija un filozofijas v&#x113;sture………………………… 9</a></p><p>Ant&#x12B;k&#x101; filozofija…………………………………………….. 23</p><p>Viduslaiku filozofija……………………………………….. 87</p><p>Hronolo&#x123;isk&#x101;s tabulas…………………………………. 139</p><p>ANT&#x12A;K&#x100; UN VIDUSLAIKU FILOZOFIJA</p><p>Redaktore I. Auzi&#x146;a, A. Cinis. M&#x101;ksi, redaktors A. Aleks. Tehn. redaktore L. Vasi&#x13C;evska. Maket&#x113;t&#x101;ja E. B&#x13C;inova. Korektore A. Po&#x13C;akovska. V&#x101;ku z&#x12B;m. E. Gro&#x161;evs.</p><p>Apg&#x101;ds "Zvaigzne ABC", SIA, K. Valdem&#x101;ra iel&#x101; 105, Rig&#x101;, LV-1013. Re&#x123;istr. nr. 2-1060. Red. nr. S-30.</p><p>Latvijas-Somijas SIA "Madonas poligr&#x101;fists", Saieta laukum&#x101; 2, Madon&#x101;, LV-4801.</p><p>JURIS ROZENVALDS Dr. phil., Latvijas Universit&#x101;tes V&#x113;stures un filozofijas fakult&#x101;tes Filozofijas v&#x113;stures katedras vad&#x12B;t&#x101;js. Stud&#x113;jis filozofiju Latvijas Universit&#x101;t&#x113; un politikas zin&#x101;tni Oslo Universit&#x101;t&#x113;. P&#x113;tniecisk&#x101;s intereses - fenomenolo&#x123;isk&#x101;s filozofijas v&#x113;sture, politisk&#x101; filozofija, marksistisk&#x101;s filozofijas v&#x113;sture.</p><image l:href="#22"/><p>TATJANA SEMANE Dr. phil., stud&#x113;jusi filozofiju Maskavas Universit&#x101;t&#x113;. P&#x113;tniecisk&#x101;s intereses - ant&#x12B;k&#x101;s un viduslaiku filozofijas v&#x113;sture, Plot&#x12B;na filozofija, gudr&#x12B;bas un gudr&#x101; t&#x113;ls filozofijas v&#x113;stur&#x113;.</p><image l:href="#23"/><p>OKSANA ViLN&#x12B;TE Dr. phil., Latvijas Universit&#x101;tes V&#x113;stures un filozofijas fakult&#x101;tes Filozofijas v&#x113;stures katedras doc. emerihis. Stud&#x113;jusi v&#x113;sturi Latvijas Universit&#x101;t&#x113;. P&#x113;tniecisk&#x101;s intereses - m&#x16B;sdienu Rietumu filozofijas v&#x113;sture, krist&#x12B;g&#x101;s filozofijas pamatvirzieni, reli&#x123;ija kult&#x16B;ras sist&#x113;m&#x101;.</p><image l:href="#24"/><p>..</p><image l:href="#25"/><empty-line/></section><section><title><p><emphasis>PASKAIDROJUMI</emphasis></p></title><p><emphasis>[1]</emphasis> b&#x16B;t&#x12B;b&#x101; tas bija priek&#x161;statu kopums par dabu, matem&#x101;tisko, medic&#x12B;nisko u. c. zin&#x101;&#x161;anu kopums, kam liel&#x101;koties bija prak­tisks raksturs.</p><p id="AutBody_0_ftn2"><emphasis>[2]</emphasis> par austrumu ietekmi uz sengrie&#x137;u zin&#x101;tnisko domu tiek diskut&#x113;ts.</p><p id="AutBody_0_ftn3"><emphasis>[3]</emphasis> jaut&#x101;jums par apeirona iedabu nav piln&#x12B;b&#x101; noskaidrots, ta&#x10D;u vair&#x101;ki p&#x113;tnieki ir vienispr&#x101;tis, ka t&#x101; ir materi&#x101;la.</p><p id="AutBody_0_ftn4"><emphasis>[4]</emphasis> hilozoisms - uzskats, saska&#x146;&#x101; ar kuru dabai, mat&#x113;rijai tiek pied&#x113;v&#x113;ta dz&#x12B;v&#x12B;ba. (Red.)</p><p id="AutBody_0_ftn5"><emphasis>[5]</emphasis> literat&#x16B;r&#x101; tiek apgalvots, ka ar &#x161;o terminu Anaksimandrs apz&#x12B;m&#x113;ja nevis pa&#x161;u pirms&#x101;kumu, bet gan t&#x101; b&#x16B;tisko &#x12B;pa&#x161;&#x12B;bu. V&#x113;l&#x101;k Platons un Aristotelis izmanto &#x161;o terminu substances apz&#x12B;m&#x113;&#x161;anai.</p><p id="AutBody_0_ftn6"><emphasis>[6]</emphasis> K&#x101; tika min&#x113;ts, jau Anaksimandrs run&#x101; par pretstatu ra­&#x161;anos no apeirona, bet Anaksimens secina lietu ra&#x161;anos no pre­t&#x113;jiem gaisa st&#x101;vok&#x13C;iem, t&#x101;p&#x113;c nepiecie&#x161;ams piev&#x113;rst uzman&#x12B;bu pretstatu un to savstarp&#x113;jo attiec&#x12B;bu izpratnes specifikai H&#x113;ra­kleita m&#x101;c&#x12B;b&#x101;.</p><p id="AutBody_0_ftn7"><emphasis>[7]</emphasis> lai ar&#x12B; Anaksimandrs, sprie&#x17E;ot p&#x113;c liec&#x12B;b&#x101;m, tap&#x161;anu r&#x101;da nevis k&#x101; pirmelementa cit&#x101;do&#x161;anos, bet gan k&#x101; pret&#x113;j&#x101; atda- l&#x12B;&#x161;anos (5, 28), tom&#x113;r &#x161;ie pretstati izdal&#x101;s k&#x101; apeirona past&#x101;v&#x12B;gas kust&#x12B;bas rezult&#x101;ts.</p><p id="AutBody_0_ftn8"><emphasis>[8]</emphasis> &#x160;aja fr&#x101;z&#x113; vienlaic&#x12B;gi ir uzsv&#x113;rts tas, par ko jau tika run&#x101;ts iepriek&#x161;: arh&#x113; (t. i., uguns) identit&#x101;tes un cit&#x101;d&#x12B;bas vienot&#x12B;ba.</p><p id="AutBody_0_ftn9"><emphasis>[9]</emphasis> Terminu "kosmoss" p&#x113;tnieki atvasina no darb&#x12B;bas v&#x101;rda, kas noz&#x12B;m&#x113; "organiz&#x113;t, sak&#x101;rtot". T&#x101;, piem&#x113;ram, &#x161;is termins noz&#x12B;­m&#x113;ja pareizu karasp&#x113;ka izk&#x101;rtojumu pirms kaujas (Hom&#x113;rs).</p><p id="AutBody_0_ftn10"><emphasis>[10]</emphasis>a. Losevs savos darbos, uzsverot &#x161;o ant&#x12B;k&#x101;s dom&#x101;&#x161;anas iez&#x12B;mi, atz&#x12B;m&#x113;, ka senatnes grie&#x137;a priek&#x161;statos kosmoss bija kaut kas dz&#x12B;vs, organisms, kas kustas un kas ir l&#x12B;dz&#x12B;gs dz&#x12B;vas cilv&#x113;ciskas b&#x16B;tnes milz&#x12B;gam &#x137;ermenim.</p><p id="AutBody_0_ftn11"><emphasis>[11]</emphasis> t&#x101;da ar&#x12B; bija t&#x101; laika izzi&#x146;as b&#x16B;t&#x12B;ba.</p><p id="AutBody_0_ftn12"><emphasis>[12]</emphasis> skaitlisko izteiksmi guva telpiskas attiec&#x12B;bas, ar&#x12B; muzik&#x101;lo interv&#x101;lu attiec&#x12B;bas, u. tml.</p><p id="AutBody_0_ftn13"><emphasis>[13]</emphasis> Piem&#x113;ram, pitagorie&#x161;u m&#x101;c&#x12B;bu da&#x17E;k&#x101;rt sauc par pirmo ide&#x101;­listisko virzienu ant&#x12B;kaj&#x101; Grie&#x137;ij&#x101;.</p><p id="AutBody_0_ftn14"><emphasis>[14]</emphasis> Bez tam sengrie&#x137;u dom&#x101;t&#x101;jiem eso&#x161;&#x101; izpratne bija cie&#x161;i sais­t&#x12B;ta ar t&#x101; &#x113;tisko un est&#x113;tisko nov&#x113;rt&#x113;jumu, piem&#x113;ram, Par­men&#x12B;dam esam&#x12B;ba ir ne tikai paties&#x12B;ba, bet ar&#x12B; labais un gaisma.</p><p id="AutBody_0_ftn15"><emphasis>[15]</emphasis> &#x160;&#x12B; at&#x161;&#x137;ir&#x12B;ba iezimejas jau mil&#x113;tie&#x161;u uzskatos un izpaudas arh&#x113; mekl&#x113;jumos.</p><p id="AutBody_0_ftn16"><emphasis>[16]</emphasis> T&#x101; k&#x101; par Leikipa dz&#x12B;vi un darbiem nav dro&#x161;u zi&#x146;u, run&#x101;sim par D&#x113;mokritu, lai gan ar&#x12B; no vi&#x146;a sacer&#x113;jumiem saglab&#x101;jusies tikai neliela da&#x13C;a.</p><p id="AutBody_0_ftn17"><emphasis>[17]</emphasis> T&#x101;p&#x113;c nav nepiecie&#x161;ams postul&#x113;t &#x101;r&#x113;jo virz&#x12B;t&#x101;jsp&#x113;ku eksis­tenci, k&#x101; to dar&#x12B;ja Empedokls un Anaksagors.</p><p id="AutBody_0_ftn18"><emphasis>[18]</emphasis> Aizmetni &#x161;&#x12B; atzi&#x146;a par&#x101;d&#x101;s jau dialog&#x101; "Fil&#x113;bs".</p><p id="AutBody_0_ftn19"><emphasis>[19]</emphasis>p&#x113;c Platona dom&#x101;m, mat&#x113;rija ir neesam&#x12B;ba tikai k&#x101; at&#x161;&#x137;ir&#x12B;ba no esam&#x12B;bas (proti, idejas), bet mat&#x113;rija nav neeso&#x161;a: tai piem&#x12B;t m&#x16B;&#x17E;&#x12B;ga &#x137;ermenisk&#x101; daba - t&#x101; ir telpa. T&#x101;du "fizisku" Platona uzskatu par mat&#x113;riju ("T&#x12B;maj&#x101;") ietekm&#x113;ja ar&#x12B; Empedokla m&#x101;­c&#x12B;ba par &#x10D;etr&#x101;m visa eso&#x161;&#x101; "sakn&#x113;m" - uguni, &#x16B;deni, gaisu un zemi, D&#x113;mokrita m&#x101;c&#x12B;ba par atomiem, pitagorie&#x161;u priek&#x161;stati par kosmosu un skaitli - &#x161;&#x12B;s &#x10D;etras stihijas ir sak&#x101;rtotas ar skajt&#x13C;u un da&#x17E;&#x101;du &#x123;eometrisko formu pal&#x12B;dz&#x12B;bu. Piem&#x113;ram, da&#x13C;&#x101;m, no kur&#x101;m sast&#x101;v zeme, ir kuba forma, bet pati zemes sast&#x101;vda&#x13C;u forma izveidojas no tr&#x12B;sst&#x16B;riem.</p><p id="AutBody_0_ftn20"><emphasis>[20]</emphasis> ar to saistas daudzas aristote&#x13C;a filozofijas pretrunas un sa­re&#x17E;&#x123;&#x12B;jumi.</p><p id="AutBody_0_ftn21"><emphasis>[21]</emphasis> nesapratiga dveseles da&#x13C;a ir afektivais un ve&#x123;etat&#x12B;vais l&#x12B;me­nis dv&#x113;sel&#x113;. (Red.)</p><p id="AutBody_0_ftn22"><emphasis>[22]</emphasis> politija - varas forma, kuru aristotelis sauca par "vid&#x113;jo", jo t&#x101; ir pati optim&#x101;l&#x101;k&#x101; varas forma.</p><p id="AutBody_0_ftn23"><emphasis>[23]</emphasis> t&#x101; k&#x101; vid&#x113;j&#x101; platonisma un neopitagorisma m&#x101;c&#x12B;bas ir diez­gan cie&#x161;i saist&#x12B;tas, p&#x113;tnieki bie&#x17E;i min vienus un tos pa&#x161;us do­m&#x101;t&#x101;jus k&#x101; "da&#x17E;&#x101;du skolu p&#x101;rst&#x101;vjus. Piem&#x113;ram, Num&#x113;niju min gan k&#x101; neopitagorisma, gan k&#x101; vid&#x113;j&#x101; platonisma p&#x101;rst&#x101;vi.</p><p id="AutBody_0_ftn24"><emphasis>[24]</emphasis> b&#x16B;tiska hell&#x113;nisma &#x12B;patn&#x12B;ba - konstitu&#x113;j&#x101;s daudzas zin&#x101;t­nisk&#x101;s discipl&#x12B;nas: meh&#x101;nika, &#x123;eogr&#x101;fija, zoolo&#x123;ija, bot&#x101;nika u. c. (matem&#x101;tika, astronomija, medic&#x12B;na k&#x101; atsevi&#x161;&#x137;as nozares noform&#x113;j&#x101;s agr&#x101;k), bija v&#x113;rojama to patst&#x101;v&#x12B;ga att&#x12B;st&#x12B;ba.</p><p id="AutBody_0_ftn25"><emphasis>[25]</emphasis> b&#x16B;t&#x12B;b&#x101; te dr&#x12B;z&#x101;k var run&#x101;t nevis par jaunu ideju izstr&#x101;d&#x101;­&#x161;anu, bet par atgrie&#x161;anos pie pirmsklasisk&#x101;s grie&#x137;u domas - piem&#x113;ram, Epik&#x16B;ra fizikas pamat&#x101; ir D&#x113;mokrita atomistika, stoicisms piev&#x113;r&#x161;as H&#x113;rakleita fizikai.</p><p id="AutBody_0_ftn26"><emphasis>[26]</emphasis> j&#x101;piez&#x12B;m&#x113;, ka gnozeolo&#x123;iskajos un ar&#x12B; lo&#x123;iskajos p&#x113;t&#x12B;jumos hell&#x113;nisk&#x101; filozofija (&#x12B;pa&#x161;i stoi&#x137;i) sasniedza iev&#x113;rojamus rezul­t&#x101;tus.</p><p id="AutBody_0_ftn27"><emphasis>[27]</emphasis> termins "hipost&#x101;ze" &#x161;eit tiek lietots taj&#x101; konkr&#x113;taj&#x101; termi­nolo&#x123;iskaj&#x101; izpratn&#x113;, k&#x101;du tam pie&#x161;&#x137;&#x12B;ra neoplatonisms, proti, k&#x101; Vienot&#x101; pa&#x161;atkl&#x101;smes veids.</p><p id="AutBody_0_ftn28"><emphasis>[28]</emphasis> s&#x12B;k&#x101;k par to sk. hyxnha ji. a. henobek m ero uehhocthbi&#x10D;i mnp b pennrn03h0ii c&#x13C;nnoco$nn. - p., 1990.</p><p id="AutBody_0_ftn29"><emphasis>[29]</emphasis> run&#x101;jot par august&#x12B;na tempor&#x101;l&#x101;s koncepcijas b&#x16B;tisko at­&#x161;&#x137;ir&#x12B;bu no ant&#x12B;k&#x101;s kosmolo&#x123;ijas, kura defin&#x113;ja laiku k&#x101; "kust&#x12B;bas m&#x113;ru" (sk. Aristote&#x13C;a "Fiziku", IV), j&#x101;piemin ar&#x12B; neoplatonisma klasi&#x137;a Plot&#x12B;na poz&#x12B;cija, kur&#x161; aprakst&#x12B;ja laiku k&#x101; "dv&#x113;seles dz&#x12B;vi sava veida kust&#x12B;b&#x101;, dv&#x113;selei p&#x101;rejot no vienas dz&#x12B;ves f&#x101;zes cit&#x101;" (sk. "Enneadas", III). Te Plot&#x12B;ns dom&#x101; "pasaules dv&#x113;seli", bet cilv&#x113;ka dv&#x113;seli vien tikt&#x101;l, cik t&#x101; saist&#x12B;ta ar "pasaules dv&#x113;seli". August&#x12B;ns vairs nelieto pag&#x101;nisko "pasaules dv&#x113;seles" j&#x113;dzienu (iepriek&#x161; tika run&#x101;ts par neoplatonisko es&#x12B;bas l&#x12B;me&#x146;u nob&#x12B;di vi&#x146;a j&#x113;dzien&#x101; par transcendento Dievu), t&#x101;d&#x113;&#x13C; vi&#x146;am laiks jau ir pil­n&#x12B;b&#x101; interioriz&#x113;ts; cilv&#x113;ka dv&#x113;sele - visupirmais laika m&#x113;rs.</p><p id="AutBody_0_ftn30"><emphasis>[30]</emphasis> du&#x101;listisk&#x101; koncepcija par diviem vienl&#x12B;dz noz&#x12B;m&#x12B;giem onto- lo&#x123;iskiem pasaules pirms&#x101;kumiem - labo un &#x13C;auno - kristi&#x101;nism&#x101; ien&#x101;ca no senpersie&#x161;u reli&#x123;ijas - zoroastrisma. August&#x12B;nam bija visai sare&#x17E;&#x123;&#x12B;tas attiec&#x12B;bas ar to - s&#x101;kum&#x101; vi&#x146;&#x161; piesl&#x113;j&#x101;s zoroas- trismam, v&#x113;l&#x101;k - stingri no&#x161;&#x137;&#x12B;r&#x101;s. Zoroastrism&#x101; past&#x101;v du&#x101;lisma variants, kuru izstr&#x101;d&#x101;ja M&#x101;n&#x12B; (215-275) - vi&#x146;apr&#x101;t, gr&#x113;ka c&#x113;lonis ir univers&#x101;lais &#x13C;aunuma pirms&#x101;kums, kur&#x161; jau ir cilv&#x113;k&#x101;, nevis cilv&#x113;ka br&#x12B;v&#x101; griba.</p><p id="AutBody_0_ftn31"><emphasis>[31]</emphasis> pel&#x101;gijs (360-418) noliedza iedzimt&#x101; gr&#x113;ka dogm&#x101;tu un uzskat&#x12B;ja, ka cilv&#x113;ks pats ir sp&#x113;j&#x12B;gs gl&#x101;bties, tapt atpest&#x12B;ts bez dievi&#x161;&#x137;&#x101;s labv&#x113;l&#x12B;bas iejauk&#x161;an&#x101;s.</p><p id="AutBody_0_ftn32"><emphasis>[32]</emphasis> hesihasms (gr. h&#x113;sychia - miers, absol&#x16B;ts klusums) - mis­ticisma virziens bizantij&#x101; 4.-14. gs., reli&#x123;iski filozofiska m&#x101;c&#x12B;ba, ko piln&#x12B;b&#x101; izstr&#x101;d&#x101;ja Gregors Palama (1295-1359).</p><p id="AutBody_0_ftn33"><emphasis>[33]</emphasis> darbs pirmo reizi public&#x113;ts oksford&#x101; 1681. gada.</p><p id="AutBody_0_ftn34"><emphasis>[34]</emphasis> autore s. kr&#x16B;mi&#x146;a.</p><p id="AutBody_0_ftn35"><emphasis>[35]</emphasis> atdzejojusi v. Str&#x113;lerte.</p></section></body><binary id="cover" 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4yqJ7KybQEfV0XtBjz5FlvzMZ4J4zeNzRT4m5jiFu2l052qiII+Wi9tVlvdwl3nNt1BPR6FE9FJAVeC2Yvbn945xu8PH3fLQbeDxEiYFzCplCVPZUbqbUETT8SNKnMyCaflNRdzTW7aThIIqvwTKpWP3KPqhO0kLwxZdQIwzd20ecyZ/iZNbS29SCLe4h6cGabSKo0tI3KVoW4GbGrn53pz1cV2UW/uXfBcHhiS/IPSvmoPQ+D8EMsfdXbjTp3F+qsRi23UFvOFco0bU62WJqTiNRNzqv9wJjaW5sl3EPF54Xy1eOxpL0Oixbu0O5xZTcqQKhPPe5tV0lDBbiym1R9tA87VXduipeFLzteC/8AWDVlFzcKZ4v5kSqx2qESaKl5JF62vD/tBqxoSqieP6qBZEVE5ka/pUOXPYS0n5aLvFV85JQLKRZ55WgIjVeSl+1RdxY5Kq0AurheVAZVNV8xfrrtxknNVz99FHeSYUV++imh7s7VTFAp1p4KX66BRczkTVE++io4fgQqlASKPMs0AqhZ5OFn76FeP7TXH30Vvw5Iq/XRkJfZzoOwfzUU93ghJR0X4oiVyEqrjaP30BEXHJfGjIuKMqiniiV24STmiY++gIu5fBeX3UUkEU581oykirhE5UUy5YxQVPsqymmnkRMJ6Uncv/xLlWzavwWqt2Vkn4Nvcv8AKk7/AIhyrbuc+FBLV1dXUHV1dQUArVX1uK9709gsf2YZ/qOVaKrOt0RZWns+Pphn+o5QQWue0CZp3Wti0yOn1muXviJFeSUjYoQDlULcPKoaL2zRpL1tZb089vd1D6AnZlCvdZG3ORUUXiD9fKi9rOg77qrtI0peW4UGRaLIrqyG3ZRNm8jiYwm0VxjGfz0prvs/3DpFjRlpt0GNaL4NzeDi8JTwKoXuFuIt3iXy0GjBeLadwct4XCIUtodzrCPDvBPiqVU4/adp+bbHJ9pF26NhOch7YrzKlkPfwRp0r7Ko9h7Kb/CvOn+8FARmyX6VcnbpvVZM1t7d6ohx4dW0sl7tQ8jsp1wfZtdNIDa9OOIt+79EeF7BKHeie3Ly5dO0cUG7NX+0K4DLtxhsSCXasdyS2jiF8qju8fqpwd1twTghOT4YSTXAsE8KOqvw2+Nef9e9lmq79edZ3GPp2x94vfce6OOTOuNwCRSLdw/MX1VPMdnOrn+1yJqlcQYSTW5ctpyUL7Lm1rbuEFDcDv1iWKDVr5fWrXNbZLqXhOPu4/imQTma/wC6qtF7ULT607hDlxGitvpSG50mMmNvQEJML0lkh6Vx41L3uBPjawZvMWMsxt+AcHYPuObt4KX2S5oS/UNUMtI68vsW6DfbTZ7fLmRRU5CTlkK4404JssiKIOxpFQs8+rcucUF+t2rYciLcju7a2eRaUEp7L7glwhIdwluFcKip/TyqR0xqGDfdLQ9QsIbEOWxx2+Om1RD4knsqjzNFXm4z71fZDqQZs11h0ITJg8iqw2QtopkOPEiL8+PrqZ7KdP3azdmsKw6nVuTJZY4Bt9JNoHhtTCc0x8aC0+kre6OUnw+bfE+lHm3833Uzm3thluE7GFJzcqQLKKw+2WzPiXm5on1ZWs7jdnl8tei7nbmWLVcZDZDCtXE6MQEe4m0i+fqL7PSlNmdHaqAQcdscVxR1Mxdm8TgIm2hERcHyCgn0+70lQaNqa/NWaVDgNQpNwuE1HFjRmFAVNAHcXMyREwn11Aj2l2J+0xrlAjT5TLkNZ8hEbECixhLaThopc8Eipgd3lX4U77SmdRS4MaNp+1tS+KZd6NZvdnQa2rkQPaWFLwzyxVV/A2/pAdWDYrXB9JWD0SUVqX0W/aZbOf8AGJtcJV+saC2FrVk9Whp6JYb1NVUBSnsNtLGDcO7qUjQk6V+WrZt5eNZRI0LexuUaHGt8NgmbnFkt3tlRQwjsg2JNEPiRFtIfhtKrxA0/co0wHntW3eUCLnhutsbV+rkFBPkhKC48Kp6OtL2mPI6qiiWfx/8AbVc1TIrlap6AjvaS+2qiS+h+Wf8AtqCB0Xr+633tE1Tpl+BbGY9hcaTvDchwie4o5Hp28vtVZ7jrTStuvHoaff4Ea4igCsc3OYbvJn5d3s3VnsHs51vbdTatvdsvumke1AgIvFjO5jKA7RIefNajbl2K3WQ3eYiakE4uolgldXXWiV9DjqOSaL7W32+Wg0Je0vQ6Xr0X+FNpS4JI7pwOMu7il/Fkpe2uvfaLpCyy3INy1FFCa24LZRmvWOIa+7gc9X1VnGp+x/UV1nX+QF4s7PpW6wriiusuZbSJyEf0tvjVY/B7WrPa7NuB6QS4Wz8JwltxlF+N5RFspQkPqywm7xXq+Wg3y1ax0zdLiluhXiM5MXd6nd1dPn/V71WFFRzeuTrH9Adl9y07rddQd/j8FeNxYsV1zhPk4W7icNzkyXzY826rvK0TaZ0p6S/IvPGc5qjd1kNjn6hEtqUD/UF/tFhNJN2uMaFHXwJ48quKFdU6dSYzBW6xkmPtC60zu5khLlKqXafoy76jYhJCcYbOODoofHdZeQj2oii4Genx3Coru5eGKh4fZZdE1EtxfkQJzTkiHMy666CtustCPS2Pqi8uRX3d1BoFt1lpS5y1iW2/W+ZIQFNW2XhUtqeb2+ymUntF0I6vC/Ci28g3r+MqOwfDNZ492b6kt1niqCWd0rc5c5DrbPF4kjvYudA/a6v0qgtKaO1FedB3bTUiDb+8SrdGi+kXkfQUBtcDH4bgCu5B3eH7VBsMDWlpuF5SHbLhaZzAR3HXzamorrSiWMIHtHHtzyz7ajtR64abjW6dY3rddoki6sQJRhI+j4q43JyqB1L2bXK9XVVaG3W+FIsb9sd4O5DBx0hLcPT1D0+2obU3Z3eW9JTnX0jR3RkRpk4os5/e4xFQvoyLyuEOEEfd+ag09jVGmJKgjV9tb+/dw9slOrZ59vxxUlCdgToTMyDIZlRnR3tutHuBz6xX21ldh03qSbZNIXAQs7ki1ITkVHUcDjxja2iTvTycFCHcnlWrz2a2O6ac0LbrNdnILkiMhCpw93DLK7spn8qgnuDGQs7Of5NKtGCLgRRE/JrsFu5Zrl5lhVVFoCSFHYnUXgtVDRJSGNDceAyj7yFMVts1whnxj2pVvkKvDTrHwWqx2YgB6Rj7XN2HpH5vXuUEVftY6ntT1gjyLRbWXbpcu44cdcXYPD38Xl9xJtqxO6y00w9Mak3mKBQQI5ODztQfNj47fe+FRuvNNXe+XXT061y4Ef0TO72SSgMkNdqiiJt+pS/oqI0n2apZbsT0h+FNhMTJclh0gcWQPeELcK5Lh4TdyUR5ilBYLhryxMQXXbdcI0+QMVuWjSvo2pMmWBJSXpyXu/H6qBntA06FmjT77dYNoKQyZi2/IElQR8/MfHb91VgOyoQ0m7ZfTYq+M1qREcKOuAaad3ssLhVXYOcZpzE0BJj3a0SCGzkxCkyZLrKsun1vDtIhIlXcu34+agNM7UWWFYfWLCat63YLe9KWeLm3c0RCooHh5R5F81WhzXGkWrdHuDuoIKRJIkbLu/kQj5l5Jy2+98Kps3s/vUi6SJwzrOjj17jXdkeC5j1bHD4RJ9fxTwphL7Lb1Jiux496tzKSm5/ehVp3DRyi3bmtqopCnyqeC8aDTD1Pppu4t207nFSY/t4DKHkj3+T2cs1171LY7GbI3q6xoBPrta4x43L8fv8Arqiw+z+9R9SWi5FcYzPcUio6UZHPWcBrh7SbLk5n3S8QqY1Ro25y9Tjfrc/aC4lr9HSmbi0TgIPF4gmH2vqX7NBKw9Y2rusudPn21mG3NKI043I35T7XLKOfZo0/XejYBNpL1PbGVdZF1vc74gXlLw8v2qp8zs1vMl1Zi3G3K61eXblHaTiA24LjHCJsyHqFfbuSm5dl9zYZnBBfs7TTtgO0tNq06vCVwyIj9vT1UFyZ1nEK73WDIAYse3NITstyU2qDnwyGcpmlYuu9GzJPdIeo4LshXuALe5UVXNu7bjHjhFXH1Vm+sNK6ubs02QiQZz7sS2RWu6MunwzjOZ4pberb1Z5ZIafWOyagudiYeGFFt13tt/8ASPGlC/suJk0Qk7tIUMfNjw92g0qPdWLvZ/SNkkRJbSiSsvipE0RD9afWmKr2kdZenYllfcbgxnbhbymOsrLybGF/J5j9rl91G7PNO3jT+kXbNdJ0OVL48g2nIzZNAnEUnOaL9oqrULsyv62m12iZdrWjUOxy7WbscHN68ZRVHEz4bceWgs9/7RdL2qzNXNLrGfjuTWoYE0a5QnC/q45/a21LLqzTacRFvsFOEbYOes8Cc8ieHtqiRuzS8xrLw2H7Oxc2HYDgu+vcSR3UsjxCIsihc+kfLR9Xdn2rLq7dij3Syol4ahLJN5tzchxyz0oPsL/ZoLR2ooRaKlKPJNzX7waJ2iapuGkrPCuYWpq4w5EpqNKcORwu6oaoIuLgVyOVRCo/aaLqaFfFxUFU4KcvyxqU1HZ4uoNKTrJNHdHnRCZNPhuTxoICfrC5NatesRWaGsIHIzaSjuYNKZvc9qAQ9ZIPVgS8USpW5aptUFi4AzcrW7Nhgqkw5NbbwSewlLw58qqS6K1E3oWw2pyRBud2jXeNcZ8p542xeJs8qg9Je6IjUPc+zrUj0i9uxxt6Lc486Pw3pJGz64siQiQbmV94ti7SKgv+tdRydP6Kc1K3Calq0rXGbSRtwhkKFglRR5buVPB1LptYwyUv9vVklIUcCUG1VHxFVzUFqnTFyu3ZSuml7izPKK02qZI2FNDH7OSHpqs3HQF7uFwemyLbaMSbxCmFER0kZbbjptXauzmpfd7o0Fzh67ssmTIDKNRGAEluDr7XdTQ16EEhc3c/tJ7KcytRQEuMeFBkQ5kpZIsSG++gjjO4d27aXUX3D1c6q03s9ckXq/k7brfHsdytTNvjtNdBtq2REK7du0eov9mkC0RqJLfpwz9EzLrDvI3G6y88FXyFohTh9Je6Q/s0GhsXO2y5bsWNPjvPsfSNg4Kk3+V8KpWpde3O2awmWILEw6zEt3pPvC3YWuI1uxt2kHm83vUx7M9DXLTt+iO3JEf9HhKBuV3tz1gPO8T6Pbgf0lX7NNdedms7VetLtdXWLSkF2ynbYjjpGbzD27iC+I7fm+1QXiwaqtV1sNnu5ymbcN3ZF2MxMPhurn2bf++nxX7ToyFZW+25HUUkVvvgbsp41l970Hre5xX+/wAiwyLlc7MxbZDnFJO5IDqlxWOnq3Zz7OYpXPdnN2cvcyc/ZbFJ7xqOLdPWPdassNC3gujzFtz8Oqg1F2+2NIbMxy9W5uO+uGnikggOL8EL20q5dbVGmMw3LnCCQ+iK0yTwIbiL4KI+2shf7O9XnCaiR7baWmOLdsI1K2k2EstzW0tnlTq3Cn7VLW/s/wBWNz7FJXucUoEeCxIUJu9s0j+bcCt81+UhISHPVQbGvJfHNDuXGPCksLnxpURTGVLNAcXNqeGaScXf7uKOqJ4IWKIXLxLNBVuyzC6bfx/nSd/xDlW3cn11U+ywdmmn+aJ/ZSd/xDlWc/MvUNBNV1dXUHUFDXUHVWNcKiS9PZ/zwz/Ucqz1Wdb5SVp5Mf5YZ/qOUET2hakveno0+fGZiMwYVvKUj0honUkPbtoxxQSFUVfj1eKVAyO0h07+kIH7Xb+6yITDzU5D9Y48gk4PEHpbwJbR3eJVP610hddQ3WJLh6nftiQkImme5Mvghr/GYcRetPdX2UymdnPeJBtreXEt8s4j1xY4A75LsfZgt/u7uGG5ML4csUEbZO0t+fqO0RJT9r23O4TYXcGs96h8HdtVzq9vDX3U8yVb7vrSyWqfIt0nvfemYRTSAGCXc0JYVUX24qMs+hXY2pG77dLyVy7s+89FAo4AYk57TIfPtTIjyTArin+q9Kwr/Os89551ty2SeIuz+OaVOpkvsqu1f0aBH8NrF6batSnLRxx3u4urHLh8fh8Tg5+fblaeadv53XTD1zjEk0gOQICLJM7ibMkQNpc0Xkic6qszs2dd1b+EQ6hfIxuq3BkXoIuOt9CNqzxCXHDwvIURP0qs2kNMzNP2GXbgvKyHH3n3ge4CBwlcIi8MrnClmgq0HV2uZ11kWViBaluC2tic0vCPZAN0xRWZCbuokFSLko52/XyPA1dqkBYh3A7JLmTrsVujPRmDRsdjZE4e3fldpAQ43c8Z+qpTQeh77pyY4/O1gd0bJs+hIDbCuPFjLzqivrD5eK0eLoMYum7JbY13cKdZJCyI0428kRlu370z1ZFwqAmmtauz4trkzWmmxkXJ60SEBPCSBGgkP2S2L+0lXv6sVSbXo1iCxZ4SvcViDOdubzi8iflFu549iZMi/MlXWgMvhjCUmRJnFDzTxrsoq5TxoA83JfCgQRTkKJR1yiZXwomR8USg5VJVoCRVSjcseNF5/GgDnsXKoK/CqjvEe011FDK+h/Z/21W7bhF5ZqnAqfwnvKmc+h//AK1BDpr2X3y+50hO7vZSdblvBKbxkWxcHbu8dwl+aq1qrtEZuul37lHck2lbLeoAOnGkntcBwmyLqEeodpeXFXg9BWV633q3yHbi9HvbnGmCcolUnPmH5fAfD4U0c7K9POtyBN+8r3l6O+8XpFzLhs+RS58/d/ZSgY3TtSi27TFtvku1k03clNY2+bgVBByKke3AEXsEsffTKL2iXtqZq+W/p7vFss8Zp9vEwEdPc1vIfyl5J+apR3s/0vZoPXcLhEjbnsbrmQNhxvpB6unC/L+zTg+zvTL6SXWynAMuEEQxamEgECNcJCx82zlmgrt67SHk01ciK1XK1yGIcW4JwpjKuqw6SChIedoqOCyJfDxqWLtGtEvUC6fEZeO9+jnX2k+jfIN3lHmIp8/urXN9numL3HlKF2lzWnYYWx7h3D+LZLIiuPaK1MRNE2iNcHJrMu6Nk+QuSW25ZI286I7eIQ/NyT9VBTey7tDN7S7jcpuRdPQ0Zx2fPKUJObhVzDXD8xLgfNVx0FrWFq63zJlubIG2Xdm1HxdEukS8Q/KxhaimOyXTcYiNife2sxFhKaTiQiYXcuwl9uCMlRfZmlWNKQbQ/GnsXx2M2NwCdPlSZXKRta4YgRchIfv/AN9BIay1jKsEi2x2NOy7m5cXHGWUYcBMGAkXVlUxyFeqqsfauVx0/Iettiu1vJy1ncYqym2jJwWz2u9OfMn1rzqz3+3We7XaHeZd2dYS3HxIrjMxADc6PD3/AGukqgbf2a6WdYSBEu94MosVyEoDcMq20+W80Xp97nQR9u12VmvU25Xq5SJFqLT0KcjPDH6d1wh6R93PT7adXftWtBWndIgubllHDeaKS3wTIREtqOF6ssiQ7fmqTXss02SGEmRdXQWEzB2rJ8Gmi3N+zzIXPNHl6BttwjI3Ju93dyTgvOuSBUnBJBVRIduzPSO3p9lBDN68vRSNWIFjeYjWeIzJZdTaZpua4hdO5N3T9fu1H2/Xk2z6mvci4LOu9qC2WycfDbAEhC+K7i2+PyrtRS96rS72Z2A5Ewm512jR5cIYjjDEhQFQFvhiXNPHh9NdK7MtPuEW+bd1B6KxDkt8cdsppn6MDTb/AFdtAYO0CGmrvwfft8hkyccabeIh61bb4hFtzlAx5S974JTrQut4GsO9LCZMRjYXJPtmqoW7pLavSaY6hLw+NM17MbONwSezd7224MxyU2HeBUW1cFRcEV270QkXHUXT7m2pPSejLdp2bJmR5MqTIkNNsm88jfEVsPAVURTd968/roJ99fV1UNASUhdn4vCCuky5Lc2D4rh5wsVcZAJw6puibZEuPZ6sCaCuRpRSmXgRcbhJ5xFTP3UECna4K2O7T27C9IctseNKNph8S3tvLjkvzivIhxy+NR/aBr2W27HcdbuFjkWe8wCnikrodjPpnBbfMKiJJt9hDUvqDsntR6fucCwvyEnXGE3C4k6e+YcFs0IRL8nwH8qppOzXTkiKIut3TvHe2ppSFuDiuE60O1vcueYj7qUDZjtElyLbZnWdP7p93B+RHid7D+5mhEic3+X3h5fXUa72vMm3ImQdMzZNtj26PdHJXemxxGeVU3bPHI7S3J7MVNwuzbTEGEEaG5dWOGbpMvBNJHGeJ5xAvYK/CoOB2d2W5aqnyhdYf02MGNbm4MW4OclZJS4bojyIepOWaCRLtFR19VYtSnBfkyIUGT3gEWRIZQlIMe7naWM+OKZ2ftNxZSNbJdJnA04N6bV15rjPhnBCXs31LXrQcBhe/wBkajszFfJ0W5bzix2ycTDhiCZw4o8t39FIt9mGmX7NbrVPfdORFtno15Y0smVkx1XKgaJ4ipc6Bjeu1g7dcZDKaNuUtmHHiyX32ZIcm5HIMJ7SyvloZfau3EskqVcrM9AmxbiUCQ1IlIDTRI1xBInU6UEhUUT7RVKyOzDTjyvqUu9J3hlhl3Fxc6hZLLSfo0p/B7Y0mypgzb1x5ckpThLPJUJwm+GXT5dqigpjHsoFrStwuEqFqFLi81CkthIS3LtVEEmduNyfaXfTXWXaNF0zd2oEm2PG2vARx3iCmeKe1Ng+JbfEvDFWe02qJa7bHt0Rvhx47Ytsh8oj4JVc1V2fWC+3eVPnpcVKY20D4sTCaEuGW4C6faK0A2rWEqfrWZp1nTU5G4MngypyPtq02hN72yxncu7wxjl9dXDHPdULp3TsOyzrlMjvznHbk8jr3eH+IiEgoKbfh0oifmqb+xQCpKviifqouE+r9Vciue3P6qOirigKWSTmpLQKgoPJSSjplR5rXcseNBUe1BA/AmZ6v3mv3o041ZqRnTDdpWVBlyGJ01mFxWtuGCc5CR5VNo7umidqIh+BUzq95r96NONTWWLqKySrLPUiiS2eGu1dpD8FFfjQVm6dp8K12sbhMsd1bbUZDqJsD6Jk9pHndt6vEUzkk54SmTusls2r9Ry59xkybQFuhSmGXduyOb5GnSW3pHy+PhUnqHs6tt7bYSXMuLLbVvO3G2y6KCbJflCuC+tKTDs2gHIed/CO8k65FjRi62VwkcstEvq/Hzbvmz7MUCbvaNJl33T8K36dnSItyakuOPq6yg7GiEdyKhdY885H2JUppHX1s1JdJcCIKosfeqEptp5S24IUwQF9RJTM+zm0MDDVl+fGeiuPOC7FdFlT4u3iCQiO1BXaPIUTwpzp3QkGzXors1NmvSFZ4G54miLhqWSTKAJFn7W6gbXDtQtcK9y4Dtou22DNaiPzFaBWG+Lt4Z+bcoruH2cs03TtQthcd8bJfmUalHGRXIo+ski6LfAHq8yqX3Y3fCmcTs6lXLWV/uN7OQlqmT40lmKxKDa7wRFB4wbdycxz0lU7F0Hb29PSLNIuVwfaen+kBeVWwdYe4vE3Aoj8fm3UDcu0yD32LDW1Tm3XzkR3FdUBBmQymSZJc8iUeafGmqdoTLD8+73GPd2GYdmC4+ju6Nb9hKXUJCXUXT4fZqSLs/0+/ZnLXKV+Uj9y9JyJDrmX3JHvFuxyyPRyx08qDUegbderlc5bt3ubK3O3JbnxbMEw0hbsj08i5lz+ugYyu0aMVunGMOdb58VIystS2d/F7yWI20RX2kOPYqUe068VILMe62y4LdUiSpTu6KLH0BYdEdxfa6fmGlpfZtAmPSX5l5uzrj8aOwhcQPVlHLcy4OB5EKqS/Xupa79n8a5txCd1Dfe9sNSGXJHHBTfB/bxEJduB8g42bcYoLFp26x7vYoN3hiYsTYzchsXeRIJDu/76keWM1E6WtDGn9PwrKy8++xEZFkTfVDMhFMJlRSpLfQHyHy5oOS8kHFCKr8KMir47aAnhzVKA0RU5Bij+3FFNOXjQVbsr/wAGn/Kn9lJ3/EOVa18fZVU7LEUdNv8Aj/fWd4/6Q5VsVOdBK11dXUHV1dXUHVWNcf3Vp3/XDP8AVcqz1Wtcc5enE/8AXDf7tygnTXBLjniuUuYqnLNCIbTNB9tG2p0qXsoG7pmguKg0Vp41BFJOVLIAkpoqrRkZFRREoEHXulF25rge5KSBSvBREwvhRuAGMZoEVdNE3IvjRhM+aJjmlHVsVTGUwlCrKKuUWgatEWV4iJyWjuuqvJcpS3BDllOdBJbIlTZjCUCKu9eMrRVdNC58kpRxlVdRRVB+qhBkuJg+f10Cbjy4RRVV+qiK8p4yqj9aU5cZ8UQkRKSSOqtqo4z8PjQcL4KmeGpfFaXaNDHwwnspDu5kO3Oz40qAKIcPPP2LQCqL41UBVB7Tn1/9UB++q488YXFVBkELtNkbvD0QP76gosntBu0S9+ipmorW063qvuGwxAXThEAmJfV9/vUjpjW2onNQWo7pqSFLgy9QzrMUYY4N4BlTUHdwrlS6ETwROa8q2ByLENwlKLEU0wq5aFSX4UmMCIpdMCKqIu7lHHkXx8KDKu3LUUxtqbYgnw7VA9AS5vGksi4M0x6eEO79rlz8tV5ntJl2aJZo1tu9uWFEatMZ5lQb8ryCLpERLuLlt2q30p71bDbLrCvF+u1lkWwhetfDJOO0ii4Lm7aYKv5K/qqT9HQsIvo6P8iLwh8vy+FBh2nNTzbDfbi3FuMRY72rZTDtvWIqnwyDcT24erltz8NtKQ+1K8iNwFLxZ5HFsfpGG86jbQo5xtmEHd0pgh+k5/NWywu6yZclfRisPR14SvLFQEcEh3erL3h6v10mEayNT27M1DgA64ycgGe7BjbuESXw+JDQVzs31BdL3pa5OXGRwp7L7jSFIaaTh7RQk3K2RNF5vMK7azM9WzpeiYERZGnbWy9pydMdXgjwZJtqo8IRzgV6t3Ln5a1+z3TTCRp8ezijzUMFF6LGgOJ9RCLe1BL81SiWizuRWAKz2/hAXEbaWMHQXx245LQefJ13hv8AZ5PtshbI9/aBHdR1NvGRcIPC4nvdXP7FWK6amPTWpNS3C2dzV55uztJ9GvD4iKJOl1D4fMv2a2J7T1gNOdmtg8sf3I3+ry0DdhsrfEULfBTihw3PxZvrH5V6eafVQZDf+0TV8CK1lWOKBS+MrPAeNWWzHhuk3v8ALtLqFtTJCrXWJCyWQNU9WQoq8tvu0ZbDZkZZZW02tI8f6JvubaoH3JjlSt4mwLbG75cHkjM+G8s/91BzZKQZ6P2cU5A9zeOj9rFIQ3GJcUJUUydZcTIkg8lSlVAkUjUiTPhtGg5TUfeyq1wqq8t39FGRcJjGUrhT24TFAR/qbqkaVuI2vswduBuA0MYJb28myNEVHXPdHmtXeRgWl/PVZ7Lti6MjbkRU4kjKL7fXuUGVn2nalbseoHGr1A7zbrbBuTLz0dg9wuGguBhsuQr+tPjT+69oGpGXJsa26rs0xqNeIUNq4OMNozIGSnrG/HG5rx5fpVfgasuu9MSYrzbluhk+4yQM7WXsNue3l08xSrK3b7YLQAsdh4EwqcQQXq+by+NBjusu0DUelrh6OfvFsuLtv7gktUYbjcVH39pEQkufo1z6vy46qZaZ1K9bu1K7WiLeYlotMy+uF3raybch3gMqLH/VqvV1e9+VW4vRoaH66Mw8X2mkzs/P7tNpMayw4r0+bb2W2WvW8oyL+fpTJUGH6k1vqi9aQvgFeSgkIo41Jiiw8zw+8C2W1weoekh6XBQqk71rZ+zXW7zrdJtt+eiaeafae4KA+a8dWy3bfMA+b5a0R3UGmWrctzYitOtzJIwmmmoiI9IeL3dpIm73vGl7Pc7ZKjwLhGsNxhrIe7phy1I24z0lyc9ot9Pj4eWgoH4ZasJbTCXUVjjLMvoQ1lYbeM2SaJzdtFdgmJD/ALQ0poTW9/n3+yRrnebXOYuUeYKtRREOF3Z3aLo8/wCMTzJ+zWqlAggCCMGKICvgLA4/3UYbbCAwcZtsQHB5iYMCip/RQZh2may1BZNRSokXUVqt7DdjcuTDMtod77oObeEiqXlX7PVUY12mXo9VW8vSEJiA/c2Lc9FcFvdH4jHEJCIl4u9C+rFadM0hAlaoTU8pVfmJG7ojS4VrZuz5STxz7akVtNu47j3o2GjjijvNWE3KqfXmgpPZhd9TX+TOuV0vVslQIk2VCaZjREBwibdURcIlIvYnh/TV5Vz/APyo0eDHi7khwGmENepG2hDd+qmdtvVquVwkW+K/xZEb6YeEY7PzkO2gebl2jteymKXZL1SY5rSEl+PHkstOkiOyV2NDlOosZ5fopS4Jt5In9NAKriuT6v6KU2lhVUS5JmiihFhUEsL4fXQVTtUx+Bsrl/GM/vBqP7SbktsTTROFEdacvcVjhP7shk+khLPiNPu1Rf7TZWP5Rn94NE15J0nY7bEuOrIqyWVkttMud143DeIto9O3p58s0FE/hWvp2effHrKKw2gmCjSbQNo2T2ghde4s7dxck21EQNSzLRqvWN0eudiWeFutqlIjRy4fVvLHD3+scPdtHq6umtR00ulrrc54W62ozc2drdwF638GT1D08TcnUJU4j6K0zld2nLZkF55iN9I+PwoM/jXe+XO/6ScmTYLc6YMluQ2287sYkthxEE2xPaWzcKElJxO03UqWF+e+kFXIZM22e0sMg7vPckcNV3bubaCol+klaammbEycNY1itqlFUlbXgCCh82OVPHbTEWJIjOw4zjUlVV1tW02nnx3fH89BkcnWmpZerLawt0tECLbr1MhSZfdi4clG43E3efp6SIcdXUNE09qq4yO0NCSUhM3cLg3GTiu919QnSQiR9f2uSfZKtVLSdlchMxXLJbjYYPistKwKttH8wj7FqE1RpWxwrI9LZjJaX+88fvtugNm+JKWMj0rjO7n+UtBUOy3UBXG7aWA7RaWeNpx9z8WV3eG11BIR3F5V83xp12gauXS2q7hchtrEvuliSQ2m8xPm+Le1VyqYyW7O32Y+urFoiy6SZRYNttxd/wBN7YRPy4uHuod3SXyru3cqnJ2m7VLuXpB63wXpCscFXHo4kexfEc/L9mgzmd2i6ltyJCukaJDdK5jHGdtR1tWSYJ3id3bcIs5HZjd7c/VTW4ai1XttQahdjW6XMss25gDKuRUZ4GNrTm0+oVFat2oezPTNygxIjEGLDjRpByu6pEbOM46Q7dxAQrn7POo2xR+zoYtj0nFSLdiakvNQVJlXhB3qcdTd4B07un5aCPY7UL4Z2IwgRkiTIkB+S6jZOgwsj3XCEtzf2VVFEvmqf7Hr1d7na5S3m4wZj/f5fQwG0gQZDgc+ouno5eHtqe/BHTiSI0z0HbkdjbeAaMDgdvlFPyaWjQLRp/vtwjW+HD7wpPy5CYDcvipLQTDruHugP0qR7zh3Cj+eoORrDTzMiPHlXJthx7hoKONu5EnfohJdu0UL2bqUj36xO6jd081doiXWK0chyIp+sAPmVfZ5qCaiuq4q9Cpj40oqD8KrkPV9hfkvDHuqOOsMcdxrhluVrdt3jlOofrGrGKo8CGPgqZRc+NBWuy/npl//AFrO9n/pB1Z1Rc//ANaq3ZauNNP/AOtZ3t/9IOrXlKCWrq6uoOrq6uoOqs61/u/Tv+t2/wB25Vmqs60/u/Tv+t2/3blBYi5l8KKO5FXPOlMZ50VTQSwtByb1RVwlGHkiVyYVaFET40HF4UXHOjVyonitAWgXPsWh6V8FoFT66AMl8a5OftrsUZBRfbQd7K5MeK13NFoFX2UA5H213Snh7a5UTCJQbcZVVoA9nwoqeGfHFCXJM+NAXIceGaDlTktU/ioHaRIx/mgP3y1b024VUzVRZAl7SJJZHHogfH/tioM8G26iHX43tbK76PS5y+/q2836yM4G1tdxObiTyljkIe7VX7O7Jqe5aShv6YjSoInarg2/OK4dE03D9SgluJeW0k5+WtO1heNXWbSt8vJRbNwIEZ19oCQj4u0i6SHPtDbTeHqi42C72C0X1izNQbzFcfiuQGVY4BttcUxMVIk27d3Pl4fXQUmTpy/oOpCtWhJjLUsLesGO5IbMdzaEJm4m/q27t3D96lrrp68pbbc00xeINqZtbscERWTksP8AF3K+6RHhtVHnlM48KvWqe0yx2/SE++2sSkvwwZVW1iujnjY4JL054ZfN7PhRrHruytuJZ79eIPpY5HDeSLDfZb9anqd3EH1ZKPxXxoKFaYsq8T5863NPXzTw6iB+TGjPKQy2u5ju29SIQi6QltpzZdIaht2oLHf7lp87zPG0EwL3eh3xnUfIm0JfaQtljd1ZVMYq32jXNkbgXFHQt9mYhT1tqcJCeNZPm28IQQs+UuWa7QnaNBm6LiXi/wA+Kkh45CCUSO5w1bZc4fE29RCPl5l8aDNbhGvlksF9XUMafBYnaf4TXeZIt/j7aqXT1qTh+X1vvbatLNm1QmvIl6W2yTjsusEpPKK7QGOIkTbwn5d38U4nm6q0e+3bTzIxBv5xdsl8WYnHa35eLyoPTyXxqKe7QdFxo4Oyr4AMuynIjOGHFRx4PM0o7c7vqoD3O4lqTs7lTINrmoU2A5wo+fXZwSDgkX4/arPndI3aLZ7SrcC/S2nreffoyyz4yXDgCLTvUfSgkJeC+9urUYN5hXnTY3CwTYjrTyKsc8EgJt9hD5vzVmMftVnzdPackx7jpX0pcrkMR+DvMjY3GQ79u7PLb/tUEVd9I6sfcnP3C26geuXcLTwZMGWWzvbZfjbgdfm2+33qkrhbNQMxpFsj2XUC2z09xGlLc8vdya/k9+XA4m7llNnSVWmx6+VPTqalWAwtsvfo1p1ni+s9WLg9PMs9Xgny1Khq61v3UW0utp7n6OK4m/3gt/D3efy7OHj3t1BmrNl1M+mnY98tupne52SdHm4lEnEf3L3f6M+r2bVppfYXaPOtlsdGx6gS5xrZARHFXd65tz8Yx6wRaXb827icq1ty/hc7eknSoBeH23+E+0Sq0rKbVXKoWF+X9dWa1uyHbcwctsGnyAeKAllEPCZoAjARsAZbkyKKqKlKeVfqWl+lOfLCUVVFV+pKBCQg8P2VnUdwInYpOlg8rQAxNNDac2nniH5V9laRIQFb9lUzRE6PA7NknSRFWWu9+Kb028Y/dTzUGQWSzzrpBfK1wHEvjSwClRWm2cOQm/pBbLeQk44Q7iFSTO2rFJ0lqJI0dRs9xmsrFn90iuvNgcJ54hJs1ESwIp1IPNeHV5tettHw7db3DmQGXpcVmQ4cOIYMJxeltVXb0iRdI5qSd1zpll42nbiouMzRgPojDnqpB42AvT7dyc/Dn40GMvMvuayCLqth25ozPhR5U5FR5eMLAiTW3ei8FTLJerX3v0Z0NJXWPpzUkhnSlxK6u3F3ujS3FQTurj4l6vae3btHOFx8vtq2N9oOmpK3+4jBHvNneKPxJMRxniqm0dvEJvzbixhM04h67gTWrVxHbfClSrgUQmDN4z3gi7muTaYc8ORYoM/b0hqF163+mtJSpsNnVXfmsEx+LwyY6ukT6er2JRbew+xe9P2163uwrrF1U/IZiuzOtYTgvEJbRVejp97w21q0bX2lZCxxauX91cdGPUn1cH6X2e7UL/Cf2cG36QW/RFPhoSPLDdUuDv8AMK7N2xC8xeUfeoKDa9O65QZS/g/eGAl2d+O4228xuSQT24V4hGvE6d3NfHw5VonZjaLza7HcY12aAQdfU23BY7uroqA9SsoRI31buQqqe321IDrS1sXW6Mybnb0i24WFNU4qPATvlyO3BIWR27c5zRLh2i6KiNMJJvPCF3jcNEjvKZK39Iijt3bh94fNQZvZdPaqZW0R5ulLy81Estxt0l3vbexw3TQmtvXkh6fN9qp/sm05d7Herfmx3OHGdsLIXByS7vQ5wlzJU4hde33qumndbab1HISNYLvGnO8EX8DuQVbX3hLGCT7s051hJ1BHjwk061BckvyUadOUBkDbe0iIun8nHP40FPveiZMntH7y1DbesdzRp66c13tPxi3N7fqcUur8n66qsTTGtwi3JZ4XxbmbEtpw2XmmwfRw8t7SI04hCPIU5YTllasWhu0S9P2+3XnVLECHbbswvdiiNOqfeUNR4O3nuyIqXL5Sq2SNb6WZhR50i65YkgbrRttG4nDFcEZbUXaKF05XHPlQZhH0VeAl6euUvSw3RIU+Wp9CMrhxseG6rROKjY8QepEX7W2nSWPUMa/sgzpq5SGmNVHcgktSxUO5uNdSDk8l1e7V815qp/S71gfHuiwp9zCFJ4ompohgajs2+9kU9i0VvXdmfu0MbbcoL0eTFfkuIrLvGIWk6tvT7q+ZF5pQZ0WgLuxpGfLt1pvMe7ellV5t6Wv4xbyk8TgNiTm3y7enl7w+2gu+ldUu2mMzDiXaSjZSHGGpjIcINzgqLe1twSj/AGSEi2j5q0SJ2jabCzW2ddL5CBJkTve5gHibRvON6Kocg3csliriBIYIQrkV9qUFU7SkVNDuIaIhIbCL9/EGq5//ABAx7pP0W1AtcC4y3EuEJ/8AEm9zgiD6ERfqSrN2otf2nSP+1Z/eDVhRvGxTXzCnKgxVu3ani3O+xY9svLzLl1iyX7m676+4QE27md3m4gruHA46aaPQNQP3O2LNt+p0tnebmotNPOhw4xB6hp8hLO7du2+95a3QGNqluHzFlKUVsUIUQEwnjyoMAtH4VWyArw23Vz0qZpfE7Lp7znbx27SLKNrw93gPy0dS1gtun27u95YircozkX8RdOPweF6zcm/ft4nmRF3eBba30GgTcSJzWuVpM8wT9dBmEorsx2Cy1ncaJLjWR/iYkOI6BIBEJb/N9rqql8DVZaZuMqzM6sKL3C1uNtuuurJcmcXc+Y9WeHw/N7pVvNwt0CfBegzYrUiK+O11pxMiafBUo0aFGjRGYsVoWWGRQAAeSCPwSgxm7FqeTcdVrbo13gtzLxFdad7g7tcaFoRLcIkhEG4erHVTN+Pr5+AG+Nd2bl6ND0NwXXTBuX3guKTxF7qt8NfWe501uzUcG/aH5VGQQRCXbQYe9F1PGvky4h+FqymtUsJH+nNjuBAPH2t528P6T/Z200mQ7w9KtazbVqV2FE1NNdd2o4jncyaIW9pZzjcXs6q3lNptqmK7YvyBQYMS63jWplbh+EzyPWWfGFpr6ZD4u6JxNpdLmz2/tVcb36Wn9lED1E1JbUeEcluQ3tePYQK6JD8ekq0nhovjyL40Ctiq4Il/VQYv2jyfSN5kxY+mb7LhS3Ysm4S4EUj9J8MtzDXEzhsR6dy/o1YVcNO11uTItcxyIthdjq+kIiY4pOoWN35NaKkXCYRcJv3Y2+WlOj7NBjOiX2WryVwkWO72yLAtTsWA3KgELECPuQtu4vpHHS28vdQdtX7svbuUXRVqg3JVWQ1GHcJJ1N88iP6KdNWhVAkzjKfBa5BXzJQVbstVV00/y/yrO9n/AKQdWpc58P6arHZduTTL/L/Ks72/+kHVq6vhQStdXV1B1dXV1B2arGtcekdNcv8AK4/unKsuMLVb1kX9ktNJj/Kw/unaCwqp88UkvucT5t1Z1rrX14sXaFp/Stvt9rfG9C8rcmTMJsWlbHcW9EFfzUpoHtZsl90vJvF77tZliXJ22mZPoTL7oeKsn4mOPqoNFb+j/wD7aKhcMFLmWSxzWq9M7QNGQmo7kvUtrZCUwUiORSBw82niQr7Uqh3vtja/DeRp3TsW13KNFgBLkTJE5WG8GhkhCSCoqA7R3F9r9Ya8JkqruTFcJltXaO6qbH19puLZoEm/XyzW2VKhDMNhJouCIl4mhcsh9qoy69pDcWLqWTELTzrFqVhIO68Nh3pXBzhzkvC+znO76qC/8+L+lRt5/DqqHLV1iYlxoM26QmZkhG9jKO7iUjTpTw973fj7Knd4fDqoAH6Pb1Y+akhQt2NxY++nGRxjKfdSeG92Nwov30CSkmVTiLyoRNcpglXNK7W8eI864UAfBU5UAiq4zQrlUx8aKhJ7DTnXK4K+DiZSg5EXGFXlXZFExRVdFfalChgXgQ0AEtVNom/4R5vq1/vQ3+/OrWVVVlU/hIm9af3pb/fnQDrewv6i0dP0+w+EJZrRtG8rG7aJ+OEzyL66rTmh7rOlsTbtfGDlQIbse2HGh8NIxOBsJ3BEW5zbyzypRjtKdd1adk9FiqHJlR2TR0uasBu3kW3bgvgK5T3qQt3aRNulvtz42WMwU6xyrmIuzMcNxkkHhrgU3IufGghV7KrwsC6xi1BET0lHitGXo89uWjQkXKubl3e9Ulf9C6iusi9O/hBb2luciG9/cBLw+7kK4+k552/mz7aStOvb1HsMFJNvjTZvoL0vLVJZcmBEfs/SLu8vlp6mv77KnXFbZpVJVugRWZayFlbTNlxonB2ht83TjGfbQNV7PL/6Ueux6hjpclvXpWO53FeGCcDgq2Q7upNuF9nVUY12S3By0xLbKv0Z5IpS3AeKITbok+7xMiYuISKnhtzhfqq59musl1dGmPlHZHusgWPV8T3h3dQuCJIvs8tXNXWvBXBT6qCnan05NvtojRYU9GpkOZHltOSW948Vv5xTb5qr9p7P7/HkxHn9SQn+7X5687fRqpuJ0VEgypcl6i51qG8E5o2BY9tAr4p7BXNBTdLaauGnNLPWorkw++UqQ+Bi0SCROOq51Du9m5EquROzW4xtHWGyjcbW5Is1wCaspy3cnkEiIR83LzFWqLLT6qKsxKDN2NA3CPOO6tXO3LMG9HdWE7meB3McFQJd+4uXtyn3VXrJoe8lJkafijOgsRLNJhLdJUYdjrzzouZbHdzDzVsyPivIfCjbwBMoqqtBTOzzR0/TFwvEx6ZGf9Jm25sYbNNm0dq5UyJVzyq3K25lVXpwlOGX8Js2UZDQy27aBgKrhUBT2qtKq2SPDuE1FUp0qDtUUEUo4ou1F5UCUpMMcqoFmKdE7M2FgWmRdHHTca4LJiJJlw+rn8K0CQu1pc1RrA2zK7K3m0JTU40xUVtSTHU571BWP4KbzLskKJIvbDCN22MwrHdVcWO8yu5CEtyJtIvNUre+ze7zrpKkxdTNxmZU+LcHWih71J1lBRUUtyKoFsTI0zs/aFKsujreQR0nsW6xQJd0dde9d69do7eXUXSSlmmtw1ZenbRrGVemI70C33sY7KQLg4w+gITI9JbftZL8qgm7r2dXyR6cZharGJDuk7vnA7puwq8PiARbtyiXD9iiqbi586h4mir3bLxb7YwneYKXv0u7MbZFllv1RCTW3epbt23b+VV57Q9SydJ6OO+xbU3cyBxkFaORwuTjggi52r7SSoJrXlxPUS6UKxMJqBHzBWUmZY2CwL27ibc+8I42+K0DOB2c3uDdYstnUUA2Ikic7GZdt2cd7IiJFXf1KhFy8Kbs9mF5bszVuXUkVVHTz1jRzuRc0cyu/HE5Y+FKSO1WSrLk2HpUXYDNkavDjrszYaMEpITe3avUO3xzhfilSB9pEtDnNlYExGvMa185OFJHwbIT8v8A1nh9VBH3DsunXGLKjzr+w4TzUEWiGFyE4vIFzu5iWF3JThrs/nR7lapkefaopwXpLrrQW1UbdN5rh7vPny+8WVXC1Ex7xMs1iuUe2SpTbq6mlRoxnKVw2QAdyj1C4RJ9lEzUrau0S93BnTQW3Tnfyu9rWahSLgDKoraoJofTj20A6Z7PtRWP0WbF+t/FtlnO2sGkDCdS5Q16ufgPL6vGr8YTytxNAbSTFb2i4re5tHMebHwqq6O7Q2tQapl2NYQx3GGjPZuPirtc2eUhQVH27hIkq74XPitBm1s0BfoejLLp1y/QzW2SSdU1hGLcgcl0ltPcPMs5Qqih7KZfoyBZyvcB9IZPBGktxXWXmOI7xNwkJ+P2S6SrYF8OmiflUFZ1ppmZeks5w7iEKRa54zW3Db43EIRUcEnL41Vk0dd9NTYeoIUpy8So8ic/KjMMIhvuyyFTJrK9KDhP1+ytQwI+CVyEKr1FigxZOyq9XLR8C3T70xB/sR3RyI6zxu7u8QjIh2qm4vZzz5emtjtzbrUBtuWrTzoCgmre4R3InsGnB/VzSijj3elaCrdqP+Ccj/tGf3w1OSM70xu5InhUJ2o/4JyP+0Z/fDUF24zJ0fRzEu33C5wZDdyht/iD/DcfE3RAhT47kJf1UFwcdcBxN3LciL5qcb30VxB3ckTbzrL7DqmRbF1KNx79JW3PRkh266uj3phpzp4jjnhs3dXiuzaVS6dqAPWyHKi6cfnOyLi7a+E08C7ZAbuWflXb4/XQXVVNdyqpmn1UUSJXd2HR5fGsssuvLpY75qV66WW7Ha2rtCbe4ssT9HLJabw2I+8iGXVtqyRO0CK/qiRafRRFK2yiZXvTampMF1CX8nn3ef6qC5EbnDADz9qlGic4RgH6NZ1H7Q5N7a07LLT95tVuucyMkeSEpj1nEElUXR6i2pt6k+74VY9c6zLS8aO6sDvavC51E6LTYo2OV6l9pe6mOdBOohLuxu3cspRkazs2q5jnkKyeZ2hM2zX0GXGfnvx7/aYzsG1uyhBDecd29Kl0trjzVLTNZ330xrSNKtaxo9mt4OcSLKa46bmiIiHcPUXy/k/aoNAXioz9Fjp8++nDXE4IfPWetdoiRYsWIVrnTFKysXKI+7KbRyapEI8Lb/KZcHd99Eb14dub1JJfh3Ejt89GpLEqU1wYYqwLm4HB9z7+rJUGkBlfqSjEq45KlZLce0yUMy2I0ky1D3RqXcbe/GB58GnHNo+9nf7dg+WtZBUMBJNmFTKdVBxH4cq5CIiRc4oVb5+NCQqIZoCkq8izQqSpzxXZRETKUB4VMZxQVjswRPwYeQf86Tv+IOrUiriqn2XIS6beUfD0pO/4g6tqElBKV2KDNcq0A11FzQ5oBqs6z/vppn/W4/uXasiGirVb1mieltM/62H9y9QU/tA7OrjqXtKsGpUk2hbdZgcQ4UlgjV/iebd7Pup5rXQz9x1Dpe86cdgwZFickk3DdZVGHheb2FnZ5S+up2fetuqJzOXUYtMEZElsG95Pke7aKfcgF+cqgk7V7CNtus1q33EvRqxuMywLbju1/kC4Q/jyVPFPhQU+yditxtVy0Y4F5t8+Np7vRPtzI6qkgpC9Stjz2oOenPhU272f6hPUer7hGfsrEK9Wlq2RGeC5+Lg2BCPl5e8XJKvemNTR789cISQZcC5W5wW5MSUg7w3DuAsiqooqntRaptr1BrENStW0nI70t2LJcnxlb/F7cafQesH+U+VefjQQtp7JLqxfdDS7o9YrhB03ZztrzKsmqvg4m0iTdy8PYtVrtP0LqGCOtWbdY0urWsWGo8Ru3RSVIRMKAjxvYKKPvfZq8WXVOqp/p23s3OM7NgtxVZelxSYwZEXG2N7dzje0egscy5VM9n2sQftVwc1Fd4TBN3N9iOczbEfNsduN7a+VefL7KjQVheyi+ua/iajZu0KCDT0UnFZdc3OtNNiHDdaJFbdLp6XOkh+utee2cUPyqqWpu0KwWVkZO9ZsTYjhy47jZMAKlt827qX7Ioq03uXabZIF6l26RbrsjcA2BmTEZHgNcb6It27mhfGguQNPE4RZ6Vohsvtgo+4tQOu593gw2JNuld1hgJnLcbik+/jau1WwTzdSplfZVDtXaFqS4WFt9JMNiXB02N6mKjPGB4iUtoebpTa2W7HgpfVQa9wlMRXGMJRVyigO9pOftrPpPaI7Jvek4trAEjXR8O/uuKnq90dXkZH6+XV8v56s2nb33i8XezPJxJVufFeJjG5txNw/q5j+aglxRFbFE2+f4VysGsgVRQ83wpUHwVvOESnIqKtodA1FhxVXKDihajkDmSxinSc15UZfDGKBDK1T4qKvaTNyn+Sg9v8A1x1c8p8KqLH/APMSd/qwP3hUDSDobTTE0Zse3xm5DbxSWjV0l4LxeYw58t3vJ7fqpSD2f6VhSgmMWllJA8TYXGcXYDnnBE3cgX5fCrKjifD7XVS3eDTn4B8tBUWuzbSzMbuzVkbFgQIQHjOeUsZAurmHSnT4cqcLo2xca4PuW5RcuTHAmIkhza4O3bjbu2j048tWNXiXxOiqQr4nQQ1n07b7KLyW2PhHdnE4jhEXT0j1L19NSaMOJ4cNPv8AGje+R/L4fVSnE2IdAD27gIPIM48KTWOeFXnShPKoj0p4ULji8PxVefsoG5xTUconP66AY5rnyovtpVHl3ImFxRTeJdyYREWgTFglwibkVF8aUVkiRRzz+NEN8hVE54T2pRmZJnlMphfatAEdg0JSVVT89Omm0HnuXK0kj6mOdyfqoEeLeg8sL9VA5IUQcpz/ADVyZVMIuE+6gRVT3q5DLwxQA/jZ4VS9IxluPZckUGOKTzclpPc8zjlXJ8i2eFVTRMZ+b2atwostyE+62+jUhvzNnxCwqUDSz6X05ZtKWtdRjDWRbozMd13yAu1R2gvs27/KnhR9SWHQCSUW8RYcd2/SuGnEdMElvdPl2l5l2j9+0apMu8asa7P37zcLhd4cuIcaA4y8yLnFdbdEZDu3Z5V6tv5NMtXX+bPv7XpK7SWih6vh8G3qx6lIA7SGRu2+8RebP2aDUO0LSf4T6Le02xL7m06rSG4aG70gQrtwhIvu0xumnNA2OzAlyGHDhpIQ+N3kwVXnOn6TO7n5fHwqnta4u9v1BDtdwu8pZDOqX40iN3P/ABHhETJObR6erbtX36gpeqL7cdIaki3SYU8EiMOjsLe3vKSPTt2I62W3+LXPloNHldndmkat9Ly4kSRbQtrMGLb0bMQaEDRfdLaQ884IV8PGhl2js2vGo2BnjEdukx7eygyjTiuxveERLbxG9u3Pm6aq9y19cIvaQEeLdnGYCXFiM606Hq+7ONbtwjtySbiHa7uT5cVW77qm5vaf03Kt8xuZdY97uatqjYsqiC28LZ+XG7aQ/fuH40Gtn2daOORxltJK53g5Sn3p7fxSHaRZ3+8PIvmpxZtDaasz0ORbLcTDsICai5fcVG2yLJAo7tu2s3uOtbhIssSdYtQ3JxkbOsmE45ETfcLhnarDg7f/ANNMeb6qmNLatvs/tRW3TJRrEJ55so7ZCiMqjfkNok3DtL+MEiEqC8WDSlksso5drgo08u5BVx43BbQy3nsQi6clz5VO7XPmSjL+j+air+l+agFBLGdqD9VASInPwWjbvavOu3+zh5+ugT9Z7E5VyqaexEpROXsWgLYXIlWgJlR5qnjXLz9lH5pyJKHkvNEoKr2of4IP5VE9dH/fDR9c6atmqIkaBdkfWO28L4i08reHA5gS48cKn9NJdqSoukZG8FT18bH88NI9o18l2SHY57E1iHHcuzEaabwjt4BoW7mvl8E50DJ/s5069xXZDD5yn3gedlLIPjE4H0Zbs+78KRh6F0yMlI9uny+NEuHfJDbdxUiYlKPURDkuZIpdJfNVKndpF5fsLB27WNnSa7cpkJpDYb2cNs+l9zcnSABuUvj00i9qmda9UaqvNovTLz7y2k48HuY7rrubEVUfaKbS9nloNKm9n2nJV4k3WQxMV+XJZkygSSSNSHGscNTDwXG1Kj3Oz/RmnyiSjuc22IbrzcdXLoQbCf8AM23u+K+yqzM1ZrN2w61vcLVdscZ09MfabYbt4muERshIufu9Q0x1xrZi7WLV0E7rbbvFt061lD4RNplScbJRQve6veoNFc0LZEs1ltXFuCsWZ9HoRJKLIY8E3e2j6l0db9QXCHPmlNaeiC42BR5JNKTTm3iNrjxEttUmH2gT/QVtuT+o4jT/AKf7leYrrDf9j21IhRsiH5en1vlKmsDtCvd2asDEbVNlYW4X6bbnpJMN82G0cJt1Bz0r0j9S7qCzzeyXTUq3pDTv3dBghDQu/uKqNCe4REvdwXtp3P7NrLMdfkS5N1WRLgjCkn3131wiJDuL7ewlHP11S7F2g6pmRownerLIdullnSIvdmB9VJjntHaOevd8tD/ChcXoz4sagsz7/oCBNba3N+rlOO7XQ3eX9fkUuqgvwaMscWJZkfjk96AT+x7rsrcrfTt6i97l8flGoddDaVukqeke7uyH59wC4uss3ZObzflLb8qdPT9kalezK+yr5p64Sbsa8aJOeacV1psOHtQS2qTZE2Xm8RWsQ0PIt0aNpeTcp1uZtTWqbg63IiMp3gJIuOE2Drn8m4m7w83TQbbG7PbMw+1IbkXht5A4UlwLg4hSw3qe11c9XMj+Hmq5CgjhE8E9lYkvaXqBbG9ce8w1efttykpG4I/2OOO7tbFzq6t3h1e95aCb2g6phRri/J1Jp1/uEW1zcd0EO8d5LaTW7PSg56S8eqg3Ldn3a7Cr7KyT+Ea4Ma+Zh9/tb9peuz1v4WBBGuG1uHrJdxLuH5cdXKpTsn1rftR3KS1eOEiJEbktIw22TR7iJMgbZFkPL5tpUGj4TwzmgcQfDHsrlyXUiURzcnNaCsdle78GHUT/ADnO/wCIOrYgpiqt2Yqg6bcEf85zv+IOrSicqCToFSjUFAmqdVKKnKuROdDQAKYqtaxX+y2l/wDW/wD9B6rJ8arWsf77aW/1v/8AQeoCXzTEa6Sppm+8y3cIRQpqNrgnG+e1RX3VTcXPn41TNU9kxLYbo1p+5XORNubMWM8MqYLbaAw4hCSbQ5Eg7k5fGtcXxrqCs6T00zYn5khJEuVMnOI5LkSyE3DwO0BQkQUwKcvCq4x2UWsHZKyNSamnsSlkE9GlTB4ZE8KiZZARLKIuB6uX11pKeNDQZ832Z2YmZHfZtxlynAjtNyTcETabjluZEUFEHpLnnbzqUsWj7TbBmm80lzkzpRS5L8wBcNxxRQfhtRNoomET2VbMJXZoM61T2bWjUct1TeuEFmRE7q8zDRsG0FC3csou1c+0fGmDfZq/M1feH7zPmrapiQtrbchv8a7uPLjDs+ZM9NalQ0FX1NpVu8z4dzG4y4Nygo4MeSxtVQEx2kmCRU5/dUIz2aWKNbI1ugOTIbTcMrfIJs8lJikW42zVUXxVVXcmC6l51oRVw0FAvvZdpy6Xe33FtoIZQXkfQWozK8VzbtyakCqvTU9ZrElumzZ3H4kma9xXz2Y3YHaCfop+vK/GrDnNdtzQNBjJt55pZB2iKJSyc054onh4UAY8aKnNUVURcUpyXx5UGEFPFaApc6qsYB/hIne3+xLP71yrSPOqnHQk7SZ2PFLSz+9coKvb+1qA7q/UGlZ1huNumWWOctOIrZjLbHzI1j3qHRXavH1Xo2TqotO3OBBZlFEabNWidcdFcF0qXLatVq69m+ob7rKFqS426Db37fdXpO1uX/dkdwWyBolxyLe39fj9VQ9k7MO0O36MtNpdttjF2Lf5dydP0huPY/u+jVQ2iSbvai0G2w7zbHIceU7IaiJIa4oNy3GwcVPu3UnctTQYcyFGajSpvfObbsURNtU+Oc86xSz9lmrAtGg7feNOWaa1p6VLclKtxEhkg7u4QpuTy9Xh9mj6V7NtdwLf2csP2W2o7p27ypLzvpEebDiltFvl7N3l+zQbtfbmzb0htn6xyY+LLTH8oXmX9SIq/mqtQNeWaXdocMGJnd7hKeiQpeweG881neOM7xxtXmo+ynerbbKO+2C7xeKfoyQfHbHzcNxshUl+5dufsqVVmFatXP689J3HS9vYjsvGEST6U5R4xeYgYFPpnC27iUqCw2/XNln2u/zhgXVv0E4TUph+PsdUkRFwKZ5+I1J6XvjmoLb347DeLMKntBu4tNiZfXgSLlVCt9i1O/bdaMSbHCZ9MTO9RFdliYuBhsSacEcdXqy+qn+ltM3hmTfJDcyTpqFLko5Et8VWHOHtaESIuSoKqXVtSgsOqNURLDLbhHClz5ZMOSlZiq3uFhvG8+sh8M+FRLvaPa8NSINmvlzt7jUdzvkWMPCBXsbEJTISTzD+uo3Wtg1O/aI9viRndTNvb+/vLPaiv8H+SFzHSK+1UqSG06lkS9FA9a4UC3wUceuLLTo7GyFraw2PzIil/s0EpbtWszdRTrLCsF5cKM8Tbk1I4jEUk821zd8eXhU7ZZse5wO9s48SbP5gISwor9oSrN4um9Qjq+FP9CQ7e7Gu0mVLukV9cTIxbtjWzcqkRbh3Z6R29NTein7hbbp3GTbn1G+zptw3py7iKbdguJ9r+tQXdWUQsIAqtdwB252JuogESGqY/PQIRoJJuVKBVGz256kWjChLz50hueUETjLRTN0VRBM1oF5HkSq52X/4FQPynuv3vpTqwP54aVAdmAouhreqfFz94VBZMEvNVyi/Gh4Y4xhFVfqrhT4LQEvPCKuaAVFU5oiCvxoiovPluVfH66UXly6loBJF5+FAVEXxVNq0G3BIuN35qWQk8VWiiW7KIuKAggCc9ifdjwoeEirlBFPrxzo27GF8fjyo2UIl5qmPZigJ18wwnKg4ar1EiYo6kPx6q7CqnKgIjaJ4D/TQ8NV5oifroykQclX9aV24kTxH9VAnw1Veaqn5qNsRfEv6K5SxzXP66KiiS+H61oDKhYyKIlcnwJaAs527VSgRB3ZVaCr9qS/2ou/6VH/ejUxc32WG4wPW96a2+4LSoDImLefeLPgiY8ahe1Nf7Unf9Kj/AL4KZdo1vuM9dNuWyA9LOHdmZTyNuIOGhzuzkxz4py55oLUUO3CCCseIgr4JgKF2NDAwI2owkKIoKuzw9mKxq36AlFfIsq4aNdVFv02VJVJreHIbgFw2yHfzHdt9XURKs8iMeibNfdLOXK4NWy4xzgnMbIzHenCXz7S27vv/AGaDapd2tNvujdtIVSVN8Ubt6kBflEKY/apxdGrfbLW/KG1tSBZHfwWI4EpLn3UrIomhtbjcYK3l+4TDWDA4MiI83+LOsHucQ3HOodye1EXPloL3oObM0nrFwNKy/Tkma+tsXvg/RmYkm3r2j5c/pUGuNrFkSX2CtZImEI3uAiMubvte3HvUE5u3BMiCdsF/vDmwVZjooNdOd5rnpD7X5NZA+Eq/XDVMzTEVy5w5I2hFSNKUsKKuE707sOEibdzWer3qdaY05qq3fgykvTtwVbfqCTIddbfY6IbgucMNol5UJwen2baDXBttvbUSbt0QS+KMD0/0UYbfCDpCFDEV8fxcef8ARTpCo6FQNW4jDLCsMR2AaLxbEUEF/RGiN2uE0GO4wxHOdotCiZ+OKeG583+1RUc+X/ZoEEt8T1v4hEJHvpdzQ+s+/wCakls9pxztkH607q3/AMtP93x20G5v27aBmtstqv8AG9Gx18u/1Q7uXh7KVhQocPd3WExG3ePCaAM/s04T/Zof91ABIOExSbmV5bqUXPwoD2qnl9lBWOzAUXTJ7jX++M7/AIhyrNhPjVa7MSUtMHnH98Z3/EOVZ1VPhQS1dXV1B3glBmuWuxQcnhVZ1mn9mNLf62//AGd6rPVZ1mv9mNKp/wCtv/2d6gsiL9dcmFXktJEaivmRPqoFdJE54H66Bdc+yuTmi03R01cwlArpCqpQOVzhK6m5unsRcULjhCzuSgXXFF/XTdHiIFVC/ooqOngsEi8qB1nNdypkrhoZKpJ5aOr5KqpuVOjPhQOSzjlRVPCoOedNlfXhASuYX4UkRmbyde1PjQSGUxRV+pcU1J4kcNBJVx9VKsGpNJu8c0CqoW3KrXF7K4lVfZypP3aBSqjFX/8A6dci9noln+u5Vp/X+zVVif8A8xrkvt9FsfvHKCKkdq+mGrkUIot6cIZpW/LdvcLdKEd3CTlzXbz+WnD/AGiaaGwRryK3B2NIbdewEZFIAb5GpIvhj4eNMmezpxqUDzV/kcr0V5wsVtfWkO3b4eGOVRRdkSuWqLbHdQzTitBLbca7oCAXeD3EYjnaLiZJELC9K+HKgsNz7R9KW+aUQzuD/DitS3XmYZG20y5jaZF8KhNea0uEGLe5VqunBS0XCE2bLtvLmDpCJDu97IluEko8zsxelwJ8NdUylauFrZtr5pDb3I0z5V+/mtGu/ZrPuQ3UXtRkKXF2GRKsRvp7ug4QefLdt50E0z2g6fKC7Jc76DjczuBQ1jF3pZHjs4ePl6s58KbN6707JuKPJc8W30S9ceuI4iqDRCJEjnl6fAh82ajbn2XpcnbhLkX0pM2RdguTZuRQ2AYs8DaQ56xVv7qM92aTikMus6kRgW7bIgqLcBpE9cW8iFMbU6kFcY9njQS8ntB09FhMy5LN0jg9JGK0BQiIidId4jgc+I80+NdZO0bSd4eFmDKljxGnVE34RtIpN/St5IfOPtGoKJ2ZDBiw2LffG4Lce6hc1ZYi7WVMR24Ed3RnxVUXmvOjJ2cXBHYBpqzh9xfnPNE3BET/ABrdu558R3FhaC26X1TZtRPvMW030cbZbkbXmCbU2XM8NxEXxEtq4+6rEIjjC4Ws97O9APaTvrl1W+rNJ6A3DeDuQhv4ZKoHncqoXUW7xzn2VfxIviX6qA5oKJ5UoqIGOoET66Kp88UIEufBFoD7RQcoiUKqK46Uog59ipmuVVT286Dj8fIlciInPFFUsr9dGyXsoEZOdnjVe7MjIdEW4FFEHJqq/VxCqwyN+zxSqXpe3uXfsrbtrNzftj0ht0ElMCiuN+sPO3PtoK9oLtKk33tVvempBMMQ3YqyNPuCv07QGQOEX2tw7vyaadmfakC6NO46wuHFnv36VaoTceOPFeRssJ0+GceZalD7HLT3/T10tl3ctV0sYqgSINvjt946dvrU2ru5cqYsdh1qGzx4SXmS4/b7u7dYbj0VpQbed+kEgxtNtfl5UCF+7WODrLRlwtFzYd0leIs9yWixevMZvdtEiLpLdy2/Zq2Te1LTcKPAcmxLzGenxjlR4bsVBkEyPifD3Z/R831VXtTdidnv42lu5XEli25uQPdRitCyavjhxdu3p8BVMYxtpG7diTV30nbLDddTTbw1b4/d2nrhDaecBE8piWEITH2LlfrRaC1T+0/SUG9M2uUdxZcddZYRxyISNC68O5sCX2Eo/qpm/wBsGimr2/apR3WO7FuLdulOnAcRph536MTPGE3VDX/sSjXa8FPb1RcR2yIb8cHmRc4Cxx27BUv4svFU+b40e79iq3Ny9K/qqQnpa7x7q7iG10useRPDmKcuXLw+ugQ7UO1Aod1gwdI3Ajcav0W2XRfR2+OvELqb4vuuClWA+1fSiX+XYBcuvpGJLWE+Ho5xUadUdwbvsknlX21B3TsZjvy5fd9X3WFBcv4X9YrbLX92D9ovdXx21Y7BoaRZ77qq7sX8nndQkLr26GCK06IbRLPPI7V8OX30FYsHaIU+PofOpYLyXy4vxldbtT4BMQVL1Tf8kSbff+WrbZ+07StyvLdrCVKjOPMyH2HJMYm23W2C2ukJL4oK1ndi7Lr/AGy+6QsbAq9pzTFwentXV1xtHHOI2WW+GnPdxC83y1L2HsXetV4j3hdWzpU6P3wEknHAnXQkeKuF5iMeeC+rwoLxorXFi1fxVshPvpwQfaddYJG3GzLaJiXl/R8as61nfZT2WwNAXO5TYtw4jk5sAdajxRjMHtXzk0C44i/MO1Ps1on/AO/moOFFVOXTQLhF59VHRcpzou3ny5UBUPcm5VWjpt2+FcK+7QquKCo9qf8Agk7/AKVG/fBVnEEXnlMVWO1P/BJ3/Sov75urOKKidK0AuNinMsKOfhSCwobslH1YaceTwcVtNyfdSu4hXmtGQ/gYfpUA7eXLwrtqr4J+eiqSfNzrt/2qAoNtxkXu4CznmoNtinVReY0pu9o0G75qDhTKeNcLaZ81G8PZRcr7EoBXcniKUKDn3UoqoRJzFK5EQU50AkPVzCgVsd2c4riX28lrkQV5qiL+agNhMdPhXCi+znQ5THLklACqi9POg4F5c6K8i+KL7KUVV2+WiLyzmgqfZfz0wSp/nGd/xB1bFUs+CVVey/8AwXLH+cpv/EHVrVfs0ErXZrq7FBy0FD412KDqrGsxzedLf62//Z3qs61WdZ/350r/AK2//Z3qCx7UzRsJiuWiqq0AIHs+quVtPCjj4V2U3UHIKYxRHQQh2+FGXPhQFlMZoEwaQFVdxFR9o+O2hymFrk5pyzQAnh4UXailnFHREwldnaqovOgIQIQ4TktEbbQSVVXK0tlFFMLReSlzoCoAiRl4Z9lcoIiYGjLjKrmi5XbnGKDtqZ5rXGKIldyUU5865R6kXdQFVelVzVUi9PaRdFz/AJLj/vHKtSrhF8KqMZVPtIuobc/2Lj/vHKCnJqy8WyzXaTb4VuScmoZMXhk+49xz2jwxbHdu3GW36k6ipxeddaqtj7yKxpt9uFYhu75tyyXiruIXGx+Pl6S/oqzlonThIudN2/nIJ/yL9KQ7Sc+/7VRhdnGnz1XHuztvgnCjQG4UeD3dNrOwyNDRfb1L4YoK5AvsiyXHVk23NR8zLxCCKy8RcuPHbItrY8yLzLsTxpSHrTUV9maYfjOWeCw+9PS4NSlc8Y+4SLzdI+3avgtXSVo3S0p596TYIBnKMXZJ8NdzjgeQ8+xUog6L0motR/wbtgsg+skBFpUFHfmXn/RQZxeL1dfwammrt640S+SY3FizHnibBlrdu4Ypxdq7sFyPZ5qnF7SJLcy3BBZgTIX9j23u7qRr+NFt83g3jcKiK8yqxfgPpNFVE09CxvJ7PXu4x+dzO7xWlJugtKy5PHk6ct7u9sAXcPPp8v7Pul5qCGj68vh3x6NOtMFLaGolsSvC+4jy5HcDqCqYTwTcP9NQ1o1rPb1pKThvTWZUa4OxGu+b2U7saDtElThln7J9PhWgJojSaCiegoqokhJfNT5v/wAp4+NNU7OtEjj+1e3rjiLyAuSur6wU6uQl8vhQNuzTV8nVCTm5kVIj8Th7mSZdZcHeO7qbPqT7xVUX81XfKF7R/VUTYrBZrE0QWiI3HFzG5RUlVceGc/1alM7aAVHJcwoCHauUFV+6hzkfalCIpjKEqLQDlMeFAWFShVFWibSQudAKYxQcscloFDJYzQ7RFea0CchfVl91UrTsSHK7HkbljubOLIU0zjHUdXSR5C+6qnoWFGn9n8OHPYbkxHgdB1lwciY8QuS0Hnq2Oeh+wzs51RYZ0hdWyr23GUhmqrk5sniFxt1M8x2in5NXqFr6VpT+EaSlmYfuDOpWISYluKwRvCgi6W4l4Yj7yJWlxNK6D0ntuzNhstpEV4TT7cbBtq4W1BHl05IvZ8aJNtmgbLL9HybLa4f4QPd3cbWKq98c820i8u776DLO1vX2o5ui9XadRYsC6Wm6wYMqWwpcOSxIIeTS7siXihfUtP3e0GV2byWtIwG4E6Fbp8KG62rzrz696LJKThfR7SLpEt5ENak9orSJ2YrQ5pi2OW9Hu8cE2corie8vPmVM2dD6Eu/FuDmnrTNWWAi4ax0XiIPlQvrSgoWre1zVmn9TaijDZ9Pv2ixXWBCddR5zjOJL8u0fDcO4aUb1vqqBrvtJI3LdNCxiwEC35ICfJWeIIhuLx6ur4+7V/ldnmh5Kyu8aYtJlLeRx8VjqqOOJ4EvxUfjS8rQ+k5EyXMf03bDkS2UjyHODzcbTwFaCG7IdcytZWu9Pywjg/b5HBVoYzrDgYBFw425lRX861ERtVXC2aRssphY711vYFOlcdXDxgdxbWx545CPwGrtChWHSVtVBbatzTrg5wZLxHC6R3F4kvspjerDpOPEO436C06zBM3mVJsz4O7G5EEea+CfqoKs72iagfhxJdus9vFl7Tq3xVdlEOBRRRQ+vx6V+rwqwXySxe9LWmWdykQFuLkZ2LFR0WTmbg4gxy+XPvfk1HpoXS96n2i+xWYj9i9H8KLb+6rsUHD4m4S3dP5NXO42i23GCMGfCaeiptUQ27dpD5VFRxjFBWOyKa/J02/Gkm8siLdpMZxp1d/A2ul6pHC+kFB96mmvNZ32z6gcslitsGXNGMy82ElHC7wTjqtoAbPBBxks//wBatFu01YoCw+6WuMz3Didz2CqcLifSKvxIvatVfW3ZjD1HqYr3Iu6xnDjtMZ4WXGdmepohVNqrn2oVAFj1rdZGuU03doUdhU4oC4gvCLqgPUQOfRr73T0kO2tFFUUUUVRUxyUarQaP02D0iYzZAV6YjiPqpFk+L0kW3O3cXz1NwGY8CGxDiM8JhgBbBtF6UEfZigdIqIPJFJaKKEXuKNFFz49NFRxFLzEVBW+1NR/BIug/7qi+3/rm6hO3EXF0lEJmXOBz0vBDfFfJotpuiBDlC9qEv6ql+1RS/BIvVh/dUX2/9c3SPaN+A62yIOt7nGhRUdR1jjylZEjHCovJUzjl+ugh9R68vdsu82HF0iL8O1yosVXluP0nedotEO4fYRDuz/TRS7R7x3aO2umGCuh31yyPtLOVGW3QHKOCSDkg/R3U6h2vs31BFu12jzIUxoXAlT3WrgZLuY6m1cRS6cf91NJui7NqSLaZ9jkQxgu3ELs+5xjeWX0kO5twS6fN4/ZoGL3bFuNIcTTzsq4MMSHZ0dszPYTT/B4bRCC7iIvDO0fmWpoNdXx263ZtnRg+jbY0Drsl2bwjUTa4grsIUx8FyqYrltXZ8l6Y05GFlLxbmzXuzUowfVlwtxcTauSFSLcWadjbtFjertpxChpcLnF/H4DrynxGdu3fw93l28uVBVJXaPe5Wnbv6Nt1vYnwnoX8c7s2SXRHp3B5k8vw+Wpu89oci1yZwna478W0OQ2bq+1K3cM5BbcNJt69vtztqQTs+0m3ElsejFIJjTTT7jsp1SdFstzaEu9OQe6vu/XXLpfs/Yu0C3L3JJxNcWNF72W+RwS3C6be71mCLO5fmoI1rtFvvd73Om6RAINpkvwyeO6AiG60Qim1FEeS7kXP1VYNAapLVEa4kcQWHIM5Yb6tkRNuEgiW4VIRJUwXvDTVvSWjpVruFjFoZDUt7vMtkbiR4e3buL5twlu51J6a0vZdOOS3bRGeZOafEkqclxziuKmOIu4l6y+NBOptTkiktAv3KtFE8rjGKFFXPjQGHGPLRvZySiIvjhf6aLnPtXP30B+ft5UKJhVWgT7S5rgXKqg4x9dB3Jcctv56KY88KtGwieJVyqi+ygq/ZgCDpckT/OEz/iHKtG1fglVfsvRfwXJVT/KEz/iHKtGV+VaCUTNAqrRloEoOHNctCq4oEXNByIvtqsa0JUvOlf8AW3/7O9Voqs6zx6Z0t/rb/wDZ3qCfVVQ8UCLsVS9i0fHMioqpuDb8aAwuZTNJmeOpPHNCSIhY9ma5Glzz8M0B0PKZ9tEV1FRUXxpRtEFFz8aS4PrMovitBzb6EKLhM/fQk/hFylFBk0TGE/VXcFVHHJefwoCuPDtFEFV/PREcQjVfD89Km0SHnlhE+FIOhgxHh53UBxNBUdpIKJ4JQrJXJKgoRJRGmEwJYVFxzzQCwiES7l2+1UoBB1FXJlhV9lGXGMo4vP2UDUfmmERRX2rTlGxQdu1PvoGpKg4wSrS3Eb5JtVaFWwFeY1yKKcsUBSTp8OVVOAgp2kXclzlLXH/eOVbjXoRKp8JVLtKu6IqcrXH/AHjlBYSPhiH2vtbq5ZSKSp8PqrN11xfn73d7THsducukCckKLHS4kiy1IEd3j0dIo2u5S+qrS1dozEpi33i4WuDc3URVjJKz4/BSRM0Eycv3DDooQl+4DfRUL6a09xnWfwitPFaUlcHvjfSI+dfH2e8lRt51THiJaJFqWHcYc24jAdcCR9GRe99e35aC3rJ5CWPGitO9RCq+NQi6i08lv9IfhFZ+6Ku1H+9jw1JPMmfqqB1RrN+z3C7w2bZDmhAsi3hs++beM2hKhJ5eRdPKgvoSg3UASw41QES/2o2YCyp8WJImtA41GceHiubvYCZ6v6KdsTbU7dnoDN1ilMHzRuKPETH2c5WgmlfaoqvtVWGNTWNzVz+nSukVLqjQucBX03c/q82enP5NPTvViSEsoL3bVb38IT7yO0nPkznzUE2cxn564JjPz1Xl1Fp9O6IWobKiuJkPxlvr3eXHOnEWXZpLPHavMNW+Pwc8UfN8PHx+qgnO9MFyytAsmOPTUdFWO+q8Cey80i4XhqJdQ/dTrhEqedfNnmNAuB7xy2iYriJdu7CZpJlOGO1KVwKpnC0CMtxeAvL2VUtJQCuPZixAanSohvMOAMiM7w3Wl3l1CXsKrdMxwC+7/uqqdn8mHD7PYEqW82zHBtwnDcLaida880FAJrVbWkmL5cX9SxLwxMhwkihKdcRxtl8Ree4fPcLg7i/JpG8v3Kbq63rdE1MshrWH0TbLvdW4W0uC6O0ce94+bcRbq09rWejnkQmtVWcusW0RJQ53l4J+en632zJcvRi3OIk9P8WR1OJ+qgzGzX3UcbU9ht8v8JsMahuEaWqtO8DupCfdycLbgh+j2rV00SNxG2agmQuE4Um7Pv25Hd2w2ukd3L2EolTiya10zd7dMuEW8Qu7xHzYecJ5EEVEtqKq/BV9tKyNWaVittOP6jtUUHWeMHGkCCEHzCie7QOLUuru9ot4Z0+MT/0Nx4jz+kmKyuNfZF17R5NuuOprvBYZvT7fJ19kJAC16uO1tHhbkPnnf1bfzVqL+p7IEC4S41yiTRtze+SEeU2RNp9rqwP58VTx1JoCDFg3yRCatizLtwoqOuCvri8zoiJqg+9uXxoK1a3NSMaTg6kXUerZM928BGdiK0Sp3YZRbiJvZn6LbuKnzFx1c5ermt4uM9pAK4pKt/BdPMbBd2Jvp2jy280XJbiq16n16lsYefhQI81pm4xIREkweaPkgqXShYUVXyljOPGpYtXW98oDNvnQJyvyzjKrc9pNm0S3bR94k+VOdBj2ipeqC0JeGFk35m9MWRn0W1E4vARBAciIknS9kS3CvzdNaH2cXyXdtWX1HptzdgKEU4PeYzgNZ4frdikg+9U3pcbDDmXZq03COb8iWUqYLLyGQuFy5Inl8u2k+0bUjmkdJSb83CS4hFIScZ4/CLaq7eS7S9qp8KCzmYpyoRUU5rUQzeY4OxYdwk2+JcJAoQRVliRHn5fmpo/rGwhBWQ1erM4pcRGU9INoLpB4iheH3/D66CxYwGM+ag24HPwqGi6hgLGtyzpEOG7ObHhx+8ie8i9iF/G/eNGW/WjvUiKl2t6vxkInm+8iitiPnVfhigmela7ceduOVMbRdYNzjrIt1yiSGkLYpsOI4mfzU8U1xj20FV7U1/tSL/Sov75uqL//ABUGwfZ9boSNKbx3qE5w9pH0CeSLl7opV27U1/tSL/Sov74Kn35zEOOLr7wsM4TrI0FP6aDBdSGd37Xr9rDS5PxrRC0scaVMRgkbkysZbaFCH1hD91MrZrTWI6V0sDk2TY4J6XfkjJiwx9bchVdjCjswPs9UiJurdtT3+PYbDKvacJ5GI5PtNJIRriCg56VX6qVtd6ts6HBnG+xH7y0C8F6Sm5OIO4fz0HmjV+odbsazt+pUtclm9lowEuJxR64hccScVsVFUJzh9QhVqmXl/wDhOtN304/Lukn8CJiwSnsrxH38qQtu9Ies6fL01ts2/RY8XvUdSuC8bg8OK6HvFtLzFjl5tvjT4bjE3owk+GhnuThcRMlt8ybaDzY5qLXV57LtQpK1C5KRdPo6600nr40nKcZsugdgkJEnD5kO3zVYoGrBDtF0U1AmSplsO0zMypdtFX0UR9Xtc2IQ79pbR9u0a2eBcYsqCUl8WbeKvG0HElBh3aXmEhXbz/XRWb7ZXr1Js7VyYKbEbbceDenSJ5wufzUHnbs11bLDVxPuznYUK7WWXJfnramWnu9C4pJ5Q9WWP4pSOpDs17SNZHeNNreNVy54XewS5E6MttH8TkNZ2bdoou7pTpXxr0Kk+AynKdDVlOXJwdorTORqSyxLy1a3p2yY9GOS00mN5AO32fXu6fuoMd7FNf6ivPaBbLfd7zJn225WQpX4zFFrEpHPKO1Oj1afR7i21veRqFsmo7ddYvHaByGKKqIzObSO7y9uFXw+uk7lqq02+bChuNzZDk76A4kdXmi54848qCf3Digwnju5/dSKSY3E4AyGle95viJuH83jTnnndv5fdQBlPYi5odqrnnj7qBU9tFRE3L1YoDdPh41y7UXmuKBBx4VxbV5KlBWOzJV/Bgv9YTP+Icq0b8VWOzLKaXXmn98Jn/EOVZVRV+FBL11dXUHV1dQYoOx9dVnWKD6b0tlP8qr/AMO9Vnqr6y/v5pX/AFqv/DvUFhJUVxR50Q12ipJu6aNt3OqvOgMMCqc+qgKR5HO3H56UF4dqZzmim2ijyWkwFE8duKAoOblczuVKUV9EBEQP6aMgtFlB25pNEZQFQ8cvroDIZI0hb1xQJI2r48loSDc0oC4iIlFFoFBMrux8KAUfHK9VckgNq+KrSbjQbdwJig4OQReIiZoASQ4prlEVE8OVKrIwokqIiL48qRcbPcqJuFF8KKCIibD3LjxoF1kjjKL+alWnOImfCmrLLSLtXn9dOQFBTAdVAclXx/poqLlfGgQsJ1LSRkOeS4oFD5pzqmxDRvtIu5Yz/YyP+9dq3K4iZzVPipv7R7qKCmPRkf8AeO0GfXDs8vVwuuor5xLRBvcqa1MtM9tw98MmxEdqpt6hIRwScs5pe66V1ve5rkuXIsDKuPQ3VVpxz/Fy3KJDt9Zu91V8u7btqyr2h2QYMue/bJ7duYV4W5qt+pfVt3hKgl7Nx8hzjNRL2sWbhftNO2SdKj/2Zct1whkjZg76gnB6h6S8o7SRaAj2jLm9aNYqxG00k+7XFJMR1xrf5uHuQunp6W/Hq/oqLe7O9SvRJUV2RblZk3kLoZpOdR7pDaQb9vs+OPzVL6e7RZDmnrbcbnpm7L6XuLkGI2zwuZ73Nvt/6vbup+3rC13KTYHG0uMCNMdltSGXG28C4wJcQHcr0bVE1ylBXH9J69mabstsnu6fRLfGlRuJGcIOhwdrbqkI9JY8yJ40kmjNYJDcjcSyFv0l6C3d6c+kz9J9H5PrqwxO1LSMlhTaZk4Nhp+MHTuki47w20FM9JKSjyPb41Gal1jclObHtySLQnoWZJaSXA9fvjdJbS3bfMQ+zqGgYX/RWt7uTPASwsq2Nvx+Nn4xiFSQlQMmhbekvd+Wpex6Wv0DXzl8ktowwsiW8QBI4zS8YtyKAkm5svjgtq/KlPbDryINkB26W26jPZt8eSrXCDfIBzaPGFELkO7zZxtqx6Qv8HU9oK4QeKHDfcivAe1drjZYXmPIvZzoKrrLSl7vd8usu2TIrLV3tAW5yS5yfimO/qFPgvET2p4VAydAXR6zd0K22pXUkwFeVZ5GDqRC8R6OncPLGz8qo2FrHVv4SzrcxfJE26M6m7jFiSre0EVxgdpFueEU9YgcRfHd0+WtEXXtj76+0LE0mhOQ0w6jY4feYHc62PV5kwX7K/CgqWruz1yfcr07brFZO7yrG3borXk4ZC6rhF0j0p1f7NKOaNvzx3p+Pb7SwLt0t1xt8ZH1wvdkEXBVdnSRbfGpCH2r6eKL3xbZfUjrECeh9z8IxLjj+PlQuXzU/uOtRia6hWUEabgvvBG4hxyzxnB3CIlu5/ft20Drs5s92srF3W6xYTCz7m7Oa7s5uwJ46S6R5pj+mrl3nieP5XTQC0K8j/NQFGTxPx9lAoshRwmNvxpVpxCTKqq/Cm+wM5wq7qWbIcYTCYoBlF6ovuqh2Bh259kjMGMjXeXoTjbfE8vUaiuf11dpRerL7qqOiZo27s7iTVF0xZjkag0G8yRDJeSe3woKRO7Mr87Y5MBgNNNPFp2PaANN3i27u4nh407uWiNXT9WN3gpNoyN3i3BoOK6HERpoWyaIRHqLzesX7I8qcal1z6U05dJNnkz7TOtcqFxFDhOcRH3R6S27k8pFuHzDU/de0aNDuvcIlmm3BBn+jidaUBw+jXELpJULag5XdigrErQGo1hSrak+3pHi3r0vCREd/GSJ8nNjpbfV43bejd7CpSR2f3Nt62OsWyz8KIxcEdaelOng5ae6RD1dX3eaiau7UoMvRdzesEyVBms25y4wZTaN4cFtwRJNvPb5vBcFtKpx/tQtsNqQs603ZtyI7GZkMcIFcBZH0J+bmJEu3PsWgqsXs11NHspwosfTQ8PTsS3qiKWxw2T3ERdHio7tpc9tOQ0NqyMw44r1m4w39i9stOyXHEP1XDJpwiHP2s+2pO8a9lW+9WlHY3oqA86y3LanxfXobjpNiI7T6vL7EPG4ale0S8XOz3vShQO+PMTLp3d6Mw0J8bLRkOd3hghTnv5ZoK1qvR2o5Nu1CRhaUC5ToEtXGZJAaJGAeJsHb0kvD6fyqb6Ts2prjpvSz0cLc7DttwWbFdd3A93QhIR4g7fpcODu+O2rMXadY5MdUW2T3vxCTJdb4TX+LFw32C5+ZP2aM7r63tvRIFssF3mq7DjTm0Yiiid2c5CXm6ce9QRultLaq01IkTGHYbqHEUQhuSyNhXeJu6Cxubb27ujcXVU32o2i7am0POstnbipJlgIIsp0mxTBIWcoJfCo/SPaQly01arrd7BMiekrksCN9GQblIkDwX7OyrVpPUUDUdsdmxQeYFmU7FcB8NpIbZbSSgor2ibnP1ZKvMuNHVmecJ/PpB38SNhOYCIj6wfaPh5qdM6Dfhz9QPMJbH4kpHUtENzpGKckfXqX5Sju/OtaSoCqfLQIGE8EWgx+N2d33jxUnNxJcf0bDgvs99cAWe7r5hwPUhebbywvtWiH2dalcdvbkWTaY/em5bfdpKk9GcJ53duESHc39rmo592tlRkVTmnP764WhBfN4+IomaCj9lOnL7Y59+kXM4hNXJ5p5lG5SuuBtbRtRLpEE8uU258Vz4JV7yOzdk/1UAj8ERPuWh8KCqdqZ/2rp5/7si/vm6a9pFoul1csi2qDDltRZJOvo64guB6shQg3CQr5l3ZTy5p12ph/aun0n92xf3wU51Xqa0aabgldguH45IGMz3aIT25wvKnL486DJy0BrMtMNQZFusk95uxSbS0j0vojmRkQvjuT2j08uodtL3rQF3uqye8aTtbzpaai21pxJg7u8tGm492On7K/ZrQIuvtPPyGGFbnsk6YNrxo/D4bjg5baPcvJ0vlqu6a14+/NkXO6k8kZx2TGi2pq3+uTgudR7t3UKCPVn3vLQRNx0NqJ0b0Nu05bWGpV4t02I13xsBbRlG+MXh0kW389H/AfUPp+deGNOWzvruqY1xac743u4AiIuJux4r1dPt3VdHO0LTKXIYEf0lOccbjutLEhk4Ljb3lcReXR9dM2O1bR8qPxgavStcJx8c2tz1gNlhwh/I974UFPc0RqpbX3Fmytsql2nymljS2NiA8XqxJtxOGQ9XV/s1JsaQ1BFv8AeJCacsc30paY7Lr6EIcJxtpxshFCHPMlHq+WrtcNeaXgzYsd2RKNuQkdUkNxiVoO8Lhncvs3f0U4tWrLLPvL1sgNy3jRx0N/d/V7g845+PV71BnC9n14haZ09EtmlLYkgGSS6O8dvebyscMS3FkSHzbuSl8tLaW0RqW3zNIy5lhtEuVCsy22UpmLhNkLiKDu4k5qQgu38qrtc9QT1ut4t9ohd6Sywgf7v78p1wVUGx+Hh/TVVf7Rb7ZR1EkiMzNS1NQjclNRi/FzeL1gONiS5IB54FfbQRcbs4vrWjbeTFsttuv1nukp2MJqLonDfcLit7kTmnDcXp+LdDq7ROolecY07Z4jMFpu3rAXjNh0su8R0S3JuEvNtxjO7qqwWvtIju6Nu97EmLybEp6Pb0hJw1lmLW7qAupv3t2fdHdVy0rciuWkrTcJRMNvSobb5ihYRFJM4oKLp/TWqIvaI7e5cdliM7KlKSOq0+m13yE24KcUfKO4SyI+7WmcRUdwv5PTVD1Tqu92zWEKFwIPdZUuPGix0UlOYB/Su7921vh/BfGkrZryY7JtkqTFY9E3efNhRPNxm1YFzaRF72eG5+T00Gh94PiY92u7wfE+xWc6G1TqS/rLWXJsKTG4gymojcV8HFbUuki4mNw+zcntq92KfFvtig3eMCizMYF4c+zPsoJMF3J1JRXMexKHBD9dcS+FBV+zLlpZMIP93TPZ/wCkOValRc+7+qqt2ZJ/aqi8/wC7pf8AxDlWhVXPmOgla6urqDq6uWgoBWqvrNP7O6V/1ov/AA71WdfDxqsazz6d0rj/ADqv/DvUE+4pp07AoBdPy7RqF1hqS2aUsci+XpZDcCP1PONMk5sH5lRPZTqyXOLeLa1cYQv92liJtq40oFsJMoWF+NA+8RL2LSf/AM3lpZnGwhyhVBa01daNH2wblfe8tw1eBnissk6gkZbU3Y8OfKgmFAyPPX+ekyQycx0fnqI1prCyaPtjdyvpymYrjzTKG2wTm0nF2jux4c6jtQa901YG789cnZosWUWTnEERwhaRzyqJY6hT6vCgsnR//cVHaFxXE2dO7xLxoIUhl+KzJY3ONPAJgW3xQvClwQlNVNURC8B8tA2Uj8/RRVM/P0V0CTGnI4sZ3egGQeHmUfHHxovfYfpBuzrnvLjZPAHDLbtQseby/o0CjrzmxV6Vx4UkjqqqZxz8aeuR1MCFE2r7OVIgwACiGiqqePKgarIIH8r7xUp3xcl8tKIwCdTip0lUM3qnTbtxC2tXZlZjvE4IIBJxuH59hEm0se3bQTTLquJlfD2UZC54XxqBi6v01IiyZbd3jjHiM8aQTiEGxv58KiZH60zUhY7zar3EWTapKPgJKB5RRIC+BCvNFoH6oBZyq1UIeB7SbsqEuPRkb947Vs8OalVQgbT7SbyKHz9FxsfzjtBEl2fWBbdNtsifdDtklw3u6rLw3HeJ3icRtMci3eXdupRNJAp2iQ7fbyZWyb3touKyiOlt2dXq/lUk5Y8arRSLR+AkS9ahuhMEl2fcdiOcPZcHhdcbFgt/LagiP3bd1Qc2PaR7I4JLfIsw2tQsq05GlKkZtCkiRNNlu9YLYlj4dNBd10DaI5QRj3i6tDDuHpGK1xxw0Ska7RRRTl6wv2q6FoO2x3oalcbm4LEuRN9bw8OOyMo4JLt8F3FVc7UfQK6jdjnqS2tzX1iyOK5Kb3Wtlot25j2k474bUq/leHZKLGXTl5ZF1fp14IAiY8fpP0qCDHs8s52I7Ql0uRRWlEIOHUzC4Z8RvaQj5kIR82eQ0efoeJMdSXP1Dc5LiwpEJ1x10FQxf+k93pxgfDG3Htqndni2GVrIPROpLa5GYtb8F1AlJxrxtJNz7ggXqxTyiS9a5KnejrRYLj2VSmbu4U6zQrrNlSmRe3rsZecIQIt27b0/H3aCZd7NrPIhpEfvV0ckBGZZYkK+JONssluba24wSZ5luzu+qpzSOno2mWJjEGbPktypBSlGSYqgOF442iPP6qqlogxLHoDTl1scQIz8q5xn2mwUlEEkEmW+r3eGv+zWqcJn4p9ugzhOzeA9b7jCW+3j8Zuw3fjtuN8VmUnvAQpy+G2lV7O7cBKjF0uLItuyH2GtyEMd58drhjuHmW1S8fiVX9UZTwUA+qiLwc+AD9dBnidnkNLT6P8AT132ehxs/gyRcAT3D7vnpV7s8juXkbk9frkrgzI8prPB6HWxEfNs3Y/6vy9VXwwBwiHO3HspcBbQQLG3HtoEElvJ0Kocvbiu7y6i4UxVE+qlsteAkC5+quFGkLKqPP6qBOO44RKueVCjpkS88Ufe2KqguYX6krmNnMSJV/NQIk+a5HHLbiqrpK1R712WMWqWrqMy4hsuK0agaCpr4KlW94QANuOeapdouhWbsj9JMuRgdYguG2Ug9jed6+YvYlAxc7LbMrElpy+3v8cCOD694BOKrBbm+W3CY8OSJTG0aI1ZG1u/dluOQmT+8Ouq60fEZ2beFwyDIlt6dyObf91R9v1pNlXGxM3koPGW/dxVuTFb3N7mCIXW3WzISX6w+ahga01fOuMRpL5ppEk3idbUThY4Yx0La55+alt8v10Fg/g8sCWifpf0pc/R70fb3DvSZjtEu7pwm78kiztpaV2e22S0465drqr7kiO+7JVwOIvd09SCpt2oI/01Qh1e/eL9ZtVsXCyWua5pKUb5u7TR5W3U5Dz8V2/o1PWztNudwkNvnbo7Ed2dBgralT1zqSGhIzHn5U3fDyCtBO3vQ9hvkt2+HdphLL7s653aWChlgtzZiWF2/WIrtqZv1gjagbs7zlyltOQH+9QnYzo/S7VHd7wFyUumsu0JdoUVnSduMrI9Bem3psMqPq9rznh1Y2qPLGKHsk1VM/A963wZVqg+jLGUm3xZcXnJ5uesEhXqDI42+agvKdmlj7iyyzPusNxpmUy6828KlIGSu57fuFfMXPp24p5p/SkeyXKPOS8T3UbtrNuRqUraCTTa7h5bR6qjtE65cuV5eiXW42JIPoWNcfVOD6txzduQi3eHT/tVJdrOn/wo0dLjsNxnJ8RAkwNyoW15stwfokg7f0qBkPZ9ZFtzVpbu91bVqcE6MQuipRSEiMUbHagoKEZeO7xqb0JpuLpOHJhxZ9wlg/Kck7pDgkoqZZLqQfmrNJN0tt2sydoblnhg3KlW+ACSgVD4QviK7epNpI4RfzY1OHri+s32SBeiCtEXUDFn2IBI8SOiJIe7O1NuV++g1PiOYxxPzbaByS203udcaBPiZYSsy0z2iyrhrSFay7g9AuJTEjOt+zguiI7SItxbveyidXlqP7eL/KdtGp7EMi0R4kazDONZnUr6k6Y+r58tuPN8ypQbEhFy9iUDkllkcuEjeeSGRYrJLx2jzLdqWPbIsm0vQWrhEtrn/tg3EpOEXm8q8kVNtQnaDf8AU120BqF+7S7F3G3XhIqbWy4m5uQ3w3fN0+9uoN4QvqWh5F7P6Kyv8OdRwruduectz7UfUEO3Oy+CQtuMvt7sj1KgqKp4885TwzVq7KNRydT6fmzpjsF56Pc5UTiRPIYtuKiL5l/7qA3aoH9qyf6bF/fN0tqywOX47So3FyGkCUEtNjAucQh8BXPgnNaR7Uz/ALV0/wBNi/vgoNa3uTClWexQ48QnL245GMpSlwmWxaIzyieOUHH56Bl+BMdrVL17jS3mHJUkJMiO5GB9DMR25Ey5h4CpY+FM4vZmkeM2jV6kjLZkSXAfKOPlfLc62Q+UsF5V9366qGgdaSbPoNiJb4UBVt1pmXV0n3i2Oi3IcHhNF/3r9mpyZ2l6vCZOVqx2dyLGnwY7aLIJHnBkgJfHljcOfmz7KCy6Y0N6CvTk23XV8GEtbVtZZcZE0bBvOFUvH3i/XUdE7NFjwI0b8J3i7vbpkDd3YUyMgtxF+UnsWmJauu9zkWNqfAtgvM6qO2Ooy88ibxbIgdb6uocL1CVGsHaBqF+7RFvECysQpc+dBRWXnEVvu6EXFLdy2kLZfk0ATuyhuWrKv6mkKjMeI03+LD0HHLcJj8N3vJ7aldP6BK3a3TVLlyamPjxV3pEFp1ziexwx84p7EVOVUFnWN/ZsGpXIkx1X/wAH/SMVyVLcfZbQnCDDe7bu+y75atGpO0C8aegAiOWWe/Dtwybg20rnQquIO37HTu5r7fdoLbOsMlbzcLjbZXcFukQIrzvC5tmO7huj7N3V4fk1XIHZtNg24IjmrJ0hWDbeiKcVoAaeBzfxCQfOSr5t3jV3u94YtUBuTKiXCQhqiIEOMT5c0+A0GnbxFvKPLHiXSMjXmSbCOOq/du8aCmzuzW2XSPdguzkeXc7kZGc8I21GjIEBFEEL4J71PNN9nml7Zp6Hap9tt10cjMoz3p6KnEIU+vPKr0iND1Cm5aETz4Dwx8F5UGezuz4HnuBGujkexLOjzfR4x0VWnGcbBaLOGw5DyQfmozXZ6y3cG1S5PrbYhy3oUTb/AHO/J3cQt3vY3lt+XPtrQQP7VcR/aoM9tmj7lCnDcXr7365R7WtvhvuMo0jTe7cqkiESmac15J7KlNMWq52SaVsbkZ07ChsMw2+GO5VAfWFu9vs81W/H1BQ/sUCEcyTz5WjO9WMUdMkvJEoVTCc0oKv2Z4/BRML/AI9L/wCIcq04X7P66rHZphNJp/p0v/iHKsu1PhQS1dXV1B1dXKtdmgCqvrJcX7SifG6F/wAO9VoWqrrRF/CHSX+tC/4d6gzTtuZ7Rr0OqdIxbYs2zXK2tMWrgM+EgjTiG88S4EUTPKqz2m2PtBamJa9P22/vPQbJBahTorx8DjNEhO8NBJEbLaPvZ3eWvQVzu1kt0hqNcrrDivvL6tt11BVaSTUWnUunotL3bu+o7wVY46b0P5cfH6qDzt2l2PW9wvGpbjZLdraO93CC5be7STbDvguJxS278Z2/o+NJ6l03rm5aa1ppyLbNTyIcu6wZVt724WeEO0ndrhL8wktehNYX6TaAYbgWdbg+6jhqTj3BYaAB3KpuYXbn2cudVu49p5RrBDvjenJ5QHbcNwedcIQQAJccMfmc+zy++gyPU+mtXPaa1axCsmpn7TKvducs0CXuffbFraT5dSqQt7hpzr22asvEbtTt9vsOrXoV3iw/RbbqFs3pjj8MSXprYnNfRWb4TAxVK1tz2ra9NU8bJLgiQjtx4dQoS58Vqx2G7DdBlDtRt+HIKPJbQ93DcREXGfrEhX9Kg88LbO0CE5q62WUdaMQJVttyQHHfXG3JRA7ztElzt8dyD9rbWm9isXUzWipw6kikzLOY8jPW+qK3hNrgg8RE2n2eWK0vIZznnXZD40GG3lnu9r0BAfW/IrbzsK5xbe66245tYcItwiqbuoRKk7Cmro/dY86PqZF/B6WhLguT3HUowkQl9Ns9tbNPg2uU+w/NiMvPxz3sOE3kmy+KL7KedHxCgxD0DdV0zpIjkaycly5LPp31rw4QWCR3KJ4IR7fLTLT34SW1bXj8NXsxbm1Kdd3vn0l+KdJct23yr+1W+mjTg7FXmlENltG8F4JQZh2KBeWmLmt0aeRARvu5uA+3vyK78tPESgWfHauxfd8FqtOxld1KCQNEXhhm3JNS1RnIuyNudaLiyHHCL+M8BBPmrdOC0nPOdvsrtoY8NuaDzaGkdS+g5EK3P329QW4MZTbukThvN8GQ253Vgi8zeBLp6/KPVWhaOi6mc1FqLUdvBI8K5y2kbG4x3AIhbZESc2+YefzfLWmFjPV4+yuLOOrwoGFu9J93d9Kd0V3+L7pvEdv2s+/VchJv7R7uCcl9FxP3j1W/2H1/tVUIS7O0i7n/AOq4n7x6glisVsVDI7dDNXeb/Fa4gEXzIJZ6q6RY7a+w3H9GW44zfMWCjNqg/kpinxmJpkjLK/LRQPhrgjLC/GgjSsFpItxWi2qre0AVY7e8Nvlx00+cioQ7TXcnw20p3ltxff8A0qAnWg8pbv0qCMiadscYjJqy2xsjEmzVuI2CkC+xcImaGLYbZBEwhW2DGYd+nFqOIcX8vaPVUiryImV8PjRWpHEXaq9XsKgbrBhK9Fd4HKH9AnsZ6cch/JpbhfBfyq7i8/peJ8oUfjh8KAhMOEmFSuCMQKi4pQZILnJVxSGlRMFQJE0e5VxQNAu0kWlHJLaEibvGuF1nnkqBuLRYROnPto4tFvwSjto5uDtw3jJUBuDyRFHp8aAFjpjCYrhYcxhMIlF4wqe1DFKX3oiY3ItAWUicHxXOKq3Z5HCVoS0NGgkix1QkVMovWVWWU4vCXmnhVGt6yP4GgSC3LWW5bTRju23iIWV8ufeoLDMtNjgLCZKFAaV2T+LAsdvbxSHPSmPHppRdP2j1a+hLbkFz/crfNf2ayBvTt2RLPKumnLldWbbeid/FwdZccZKMQ7lZIy4Y79vvbfeqRvEfUsa7PDGsmpnV/CWNOZdjOkbDcImm+IG7d1dW71VBeL2mnodwtVjuFhj/AI+6vdFS3p3fiiJObd2OktoktPkdsNwmQZo2pEkS2j4Tjlu69g+YSIh6f/nrMn7dfV1VZZFwsmoH5DN5muzpTfFNjuzjTgsbdpfKQpy8tF0/Ku7DOnQEr76cZgXRuVE70XGMhHcwJIRLz6h2qvzUGq/g1ZMApWa3jw/JmG2mz8np5UvFsNsj8A27RbRcjoSMkERsOEhfJtFMVkMNrV6xLswrF/YZmRYCxfxF3ZvEiGTuEj4pe7u2qm4fLV101Hun8GFxjXCPP7zwJWOFxeO4u4uEQ7vWj7u0c7hoLXH09aGm3AGyW5Rc3cQUit7Vz9W2nL/DaJkHyBpXS4bQKqda43YT9EVrGYkfVca392tjGreI9YYfpDjbt/eRdHvIiRF0nw93hS9yst0kXW3XKTZb+9aYeoHe4NKrvHbjFG2juHdnaru7bnyiXy0GpzrPbXYCxJdpjSowopoy6whjhOeUTCVCw9K264XtjUkeLHSAkXHc+6/SOFtIXSbIekkH3vHqqoWmLrFblcH56X9iShXDiJGadVtyMSFwBFwT29PTtwm7du+uhty6jfmWVbvG1ftS1QeB3Pd0SRL8Y4+749PUvu7qDSmNPWhqYkpmyW5pwXuOhNxW0JHPmzt8aYmum75qGVYp0CNLn25kHXRkRAMQB7ds2qQ/ZWqX2f8A4SJrWE/It1+ZgS40pJXeuL6t7iiTfEIi2+XdzREH3edF7R7Fdk1xfLnbrZfllvWaKFslQ3T4PexdPO/avs3D5unbuoNEc0vYFe4hWK3cTaIoZxWyJRHypnb5aKVns9rizHDtNriwlXjyTWOIgvt3FyrM7pG1Nbb642Fu1c+X4RxZwuxVcNjupNDxR3buod271dJXLRNyvWitZOOFqeY/3iQsCK666nqEMSAREi9Z5S2/lUGuDY7OduS3JZIK25eruvdx4O7Od23G3NP7RbLdbQeG32yHBR097iR2UDeXxXHjWN6nau8WJK9EWLWAsSdOOx4Mdhx43UlC5lsi59BknvF+TWwaXN5zTdscfbkNPLDaR0JA4cQ9qZzu/wC6ghO1HH4Lp/pkT9+3Urd9P2W9xBj3K2xLgyJbxCQ3uQS+PjUP2rf4KB/rCH/xDdRna45PU9MRYNwvsJuRdmwmHbNw+o2lu4mBLYGdvOgm00NpIYkeGzpy1gxGMnGWu7ooiReZce2mj+kdETL3JYdsVrk3BOFKl+oVCMurYa/sltrNSvmsfRECK8/d2ILUy5RnLgrT/GVRL8WIuGO8h27vskQ9VL3W860jHd2Itwu8iaVvthqqxXdgFu/GyZT3S2bVwmSoNLTQej+WNK2v+6e9c2F+n/lPyvrrndIaKtzZyXdOWtkYaOSQ4cZfVl75CPzL/TWdyH7+cmwRV1Jf2IT96eaV6K1I/uMmF2iRODu5ObUF1dtOje1OzqPug3G8SZLdxJk0dQuAtsGP9KW0du7d7fNvoLfpvSmgZVsj3Oz2G1HElxVFlxtkUQ2HPMH5BfL7KLdNJ9nVvZilddOWViK2HdAV8E4W0slt5/peNZTYpOsrLoe3MaZ9PPSI2ml9IRZbR4jviQCPAEh823ick+UakdRJdLjpVxh683me1KuiBBRIj+2OBNDkniId7iNluXbjx2jQbVDjR24LDUNG0igCcBAXpRvHTj81KNq2antcFdnI9hbsF8Kx6TeNSiqNwJOpkeFu3jZW5DRYmARbXzkDt8du7dny9NMIFxmads19ik/q70iV/LiuHxeA3GKTyLibVIRVPMreS20G5I2mzIgqlu54KuUVJvpHCbsLkqwkdS6vLSAxvSFwZms3GeH4ykpniMj/AHN+MCCluwXTlMF71bZp5557TsJ15HAeciNk4D6+sEtvVu+1QSbCbBwuM0fAY3cs/CkHHMKiUKPCuBVEQqBxyX6qAVTK+2ioQkidaLQ7Q+C0HYH66KSinsJeVGwiKnSVc6SbsIpDyoKv2ZKpaTDAoX43K/4hyrSiLiqr2Y4/BRvKKn43K8P9Icq1pjFBJ0CrXV1ByUNBQ5oA9tVfWa41DpL/AFoX/DvVaaq2skzf9KL7fShf8O9QUrtY0ZqXUl0lOW2Rb2YMmC3HTiOkBoYO8T1m0esfz8uqoVzT101FrvVFtjRYEZmTOtciVMVpxDTgtCpcIlHr6h27s/NW4GIkedvV7aAkJS8UFfdwlBTdbWa9T2mgaG3zrfwXWpkCYuG5O7k2u7BLy+H11TpPZpq78DWNOvXmBdAZtzMeNLkqSHCkCvVIbTbuJUHag9Xu1sK+HP8Aq7qKueGFBmJdnd5J0rd6QZetD95ZvLrrm7jKYCO5vb4c3AEt1WjSVmnQJN5uD/qnrhNJ9G+J5AQRAd314HP6VWhTNCytcJrv2n4LQM3WnBQUNBLAe6VcDLqI2bbSkqJ7Tp0+raFhG05cuaUmAijinjbyoEUBwye3KAZTwVaMcd1RRUzyDxEqUFzpXkJc/hRSfxzFBTHLFAkkcwlASKS08cxu8edIPOuYQuSL9VDuUlQkJVL7qA4JlVyuV+6jKKInPxpJHDEVyuF+6lBXcCKaoqrQJkJY9389D1IOMfqWlOlSx1fnoDEaBBUd91BqmNIpdpN7T2+i4nL/ANo7V1IEx05qmQefaVe/j6Lic/03aClP9od4gOX03o1neZtF2bt/dW33BlyULh9TY/P6zy/VV2f1FYGpMpg7vGbchoRSUcLGwU8y/Xt97b4fXUXpPTMmw6gvd5mnb5ki5ze9tmMdUJnkibVVfFeXjUQxoi5CTYs3CPwYPpB6BlHUVTl7tyO/ZHcXh5umgkne0vR/p+BbYl8hzZEwyBOApkAYDdlV2/WKfnqah36yTLoVqiXICmhu3N+HWnmDPlUx94fd+uoBdJ3iBatJJbZ1tYn2JtWCPglw3QJvYp48d1Nrfou9xdYQL5JvdveWJKkurhp31gPfZ8jZJ0+CdXvUC+stX3DTWs4cW6QGVsUpvruPV+KkRbR4g/yRKWzd7tLWjUd1Od3W5s2CLIdupQYwpIISMEHqIUVOpfs/fT29WGVdNSv+kTtM2wvW84MmM406b57urkXlqtB2c3uzWOy2+NeY8hmz3lycjkrdxHGdhCIbh95BLbn7NBZndYaSYf4cnUUFvzc0JV8nnX8lPjSrWstKmwbzep7ZwwIWzIHVPmo7sdP2Oqsr7PYOom3EilaxLfAnRWleRwPR4Plu4e0hwWS+BL5atqaS1COmdL2y3O2aOtraKNM4aOBxctcMcOCO5Pu97y0Fmv1wmR9N9/sLDF4dkusBH/GPVEjhIO7cO7kKLuqq6e17NceV672u2W21JcZVvcuCzlw24yuB3bh27XPd51aezq1ytO6IgWScsV5+EyrSG1uET2+Xx8KqwaNvy6HvmnHnbS5IuNzO4Ea8TaAm6Lioq7Ps4oLJC1ZaJd0JYt4sp25iK5Ield+FFDYW0sDjwxu5/VTe7a2s8K2FMhS4N52vcEhjzmUwuN3tL5OdNL5pi9TdUel7fFsjEdbHJtytGi4A3VQyLpTwylMZWgrw5ZtO263pZY5W+A5GmcNHG+KRNCAkLgjux09Q8t3zUGgRBORHafa8DbRfOhf7umjd2Iur7VNtCW2ZaNI220zXmllRIwRvUfR9CbdyZqbQUHp+ugjGoZcTc5inggiLhBzTpA2nlVRUo2xN25NtBHyxHgku1PCqvoN5lns4tkqS6DLLURTMzXAgOVyqr7Eq3SxDgnyXwWqPYLdJufZJFtMSUMZyTblaB4296ApKvinLNAnqbWCRtPJdtMy4M7hS4zTzTvFRdjjghn5k82R9wqm7lqvTlunpbpN8jBMV8WeAiES7y8B6UXq+qqW7oK+tw7oCXO0q7cVguKiNOkjZRiEvMS5XO2o+1QNSN9ocl1yxIsORfTebbVHQ7vua4ZShL6Iun693V81BcdXaxi27T95n2WXBmzbeCSHW1dPw37S8v6XV8aXav2g47rl+auFkGS8aQ3pKoPENVTcLRF5vL5aqadld0TTkmyJJtGW7ccCNLy6ZqBOCvNsiwPl8E81Or3obUM92VNffs3fZU6DIdZRHOAgRUyO327iX9mguUHVGkpj8Nli/QnHJaijKC4q5ySin3blEk+vHsp4lzssq7Lb4tzZWainltE6+npL8rG7qqi6w0DqG9Xp25xbjbRY7zDlMtucROGTJbtpC30uIS+8XUNSelNHXS0ardvLs5hG3OPxY8c3eG8ThZEthdIKPtIfNQWOTdrJAubUGdd4rMtzbsA3Orq6R/J3VXZ3aXpmI1fnHbgKJZ5aRDHaW51zkmBTHxXH5qZ6+0dqS/XmU7DultZiPhFUAdRwVbNhzf1cP6VC+15aJctE6juC6ijrcLaxCuMpJzS8Evph4PS59ncx7OvqoLHC1lb/Sr1uZeIY7URJTsspTXkL3uH47fd8KbS9d6PjTLfGPUDfFuDrjAIOU2kA5Xd+fan56iL9ozUd4u0yVOfsDyy7QkFxs0dQN3H4nLb7vu/N71JW/Q2oLVLt0iPd4avwZcl3Eo3HkbB5oR+kLm4Sbc86B4PaQ03Itcl1hiNapc56E/IeltGTZg2RphGiLlgcYXnzVat6as0urLbqajtnDdjFLFe8JzaHzOfdVGh6N1NHu8a4JKspHH1C9dgQ0PCg42obPLyLn40i/oDUUGFD9G3C3K+2zcIstHkcAPxtziETe3n0kPloNVhPtzIzcmM+2/GdbF1p1otwuAvgSUuKKlV/RcSZZ9J2m0znI7j8KI3HIo6FsXamOW7nUwT2PdWgcEP3Z+pa7Yij736qSV5cp4UdHlyiYX9dBV+1JC/BUfb+Pxf8AiG6mLhOtNrBr0pcYsLi8m+M+Le7HjjPjUP2pKX4Kj7Px+L/xAUz7SbJLvUjTRx7fBmN266tzH+8+wBEh6ekua7qCbK82Z4CWLqW1Pq3HWRtSY2vq/j48h+1UAzrZ9L1FhS7fBZYkWV26I8lwAscM0FW92OH7w9W/HOqfZtB3W1P2d6NZLD+LncRdVt7ZxO8llB8nlHprrdpXUtui2Rh6Day9H6YkWQ8TC2q44qYLHD8vTQX2DrC0yLvEsj1zhM3WRBGX3fvLRoOfdyJLu+yqZrrPqy0XIpq7XYLdvLa+/MdZBptPjuE1x+ltqoWPSmpYMuyy4oaf3t2Nq0SleQtjatlu3j09WR6fZtqGTQ+rwtF4hyI1iVJunvRatd76APJcxHZ0h1eHu7aDR7/rKzW9pp5uWlybdeVjdb3mXNpp7CyY4qe9M2pmQzEm3KIzNdFEGOboo4f3JnnWUar0JdJ1lgx7JbrTa2StT8KXwV4Jg+YiOSIQ9YG0erwXpGlW9Kalf1HbbkqR2VjjCRwu9b2XOAnVxGSD6TzbXUVKDTrjcLRbDRLjdrfCIx3okiSLaqnx6lrolwtrzpJGuVvkGwKcUG3xNW0VOWdq8sp8fGqpr/Tsi96x03dwtNtuEa3BKF5JTiAQ8Rram1FH9f3JVFidl9+9EtWxLda7Si6e9FuutP78vcYXRLw6h6dv6VBr4XyyrDWYGorUULOEcKSPC3e1N2aO5dLO3CS5Hdba3CLyye9Bw1+OFzWX3LQV+u19GdIstqSMd5hTFt6OiQAEYNpF5dpEe7/ZShPQ+rhRGWLHa2WBvE6U0Tcna8yy8nTwyxtFeZbk2r49NBqT863tInEvUFtVQVFHHhHO7y+321DaL1PHv0F45LkWHNaektFEWWJmnAdVsyTw6colUnSXZzP9KaXb1Fpyyzo9os629xzjifEPeJbtpJ1fR/m3V2n9GX62yLZNHTVq4zV5uFwk/jbfrGJIOCIbsdXmHd+TQaJa7q68sMHYotHJF0yRZTRcMQ8vlXqz8RqRbu1ocilIbukBxlpPXOtyQUGvyy3cqxa2WWe25Y9OR7ZFW/WO2XSO948AOOKEwJOYTpPd7PtUtF0LrFW7ghWRllJ0W25aauDQGw5HIlLbtDZ73T4j07SoNrYfYmRxkRpDTzRL0m2W5FpQtuE3eNVPQNhuNq0d6JuEgoj6m76yMDQmCE4RCS4Hh8Tnz2jtqUt9mkwpBPOaiu89vH0UlGdv+y2JUEf2ZIv4JtYXH41K/wCIcqyiqY8y1XezLnpNnP8A0qV/xDlWTalBMV1dXJQdXV1dQdVY1iqfhBpXP+dC/wCHeqzZqsax2/hBpXP+dC/4d6gs64RM5oiiKpzSkSc5YwuKTWQqfHFA72j7KKop7KbkSovUKp91EF7KL4pigdFtTCqlBkUPwpAnTIR9v30VXHFLKBmgdKSL7K4kAh8MU0BzB+Gcpnxo4OHyRALnzoF0AM+TNFLhhy2rzojxGI5XKUiruUXIZ5Z8aBXLaLhKOqCKZ5Ypmjopnp8edGJxdtAoQsqu0hXlz50s3sxgVREH4UyV0lPlQErqCS80yuOmgd8lVVohKhLtVcUhkxRfjRkE16kRM0BnEHON3hVOgCidol8wucWuKuP/AGj1W9BVUXKc6qFuEk7R7zgefoyL+8eoK+lwu1200xqFZ6wLfLluHNcBzYbEdDURAOld5bhT8pM/CqpO1PrS3aftXpBy9yHXYs1xxu1RWu+NoJYjG+3t6Q2+bHvVokzR1puFsW3yJExqE3J7221CkFH4Lvvc06iTJEtIxdD2iGy23CeujLiI8LknvpE88LhbiEzLOUz9VBS7pq6+HbLneWbkTi2CNaz4Ubb3aZx9pOEu4d2DEsD8lX5dTWApHdmL1AJ8l2oKvJhF+ukXtGafckRnFjuiDIstqw07hp0Wfo+IPvbfZU5NYaebOOTTagaYXpTwoM+0dL1GWszss2+q+i2pZRu8IQByTxdqOxh95naXVn6qbxL7fS0VaBfnq5cbpqB21uTNv0YcdwN4h5ULa3gfv+qrPZ9F2a0yWZMIpgPR4SwYxK9nu7K+6HLl7P2Uo8PQ9kgWIrZ3q6SI6P8AeQWTK3E09u3cRtUHpXdzoK7DvtzGFmTJ4/ozUPod3y/jIEQiLpf9Ym4fD5SrRwYAciB9VV5NLQWChQefc2pJXDhudfHkePEcL3ufV+qrOZgj+ADqoGvDMlFFFFT2rSiRSUSA0THu0qTituAgiKiSZWhafNBySCuV6aBFqOQAibU35506VjkiEnJaSKY75hAdyLhaU7y4hL0ovKgUZBBTaCJyo+xfilNm5ThNcRIyCqr4VxSzXcpMoKp7KByO/JoiomPbRlFVXxxypp3txHBRW0wVOEJTX4UCUscMlVY7O4z7mgrUQvKGYqIip7KtExMNL4rVX0Chfwf2gEUw3RU8KCkLqi+W3RsgpFwkT534T+iGpTUUd+zibdwtj07tu7b9qrf2dTfScW6MPXC5yJUOeTbse4Rhbeh5ESRpSHpPx3bk+ahh6Jske2TbdvuDkeXK74e+USkD+7dxBX2Lv509tGmbVa3kfiLMFwpRS3y7wX4y8Q7VJ35uX+5PhQMdZ6yDS8xyOVvfkm3Bcmu4MAw0JCOU3eZVJfKNJQNdw39Vx9OSrQUW4PbUdadltobW5ribkTPWHu7hVerliorX2jr7etVM3iDOGOLUNGGPxkm3GXNykrmMEJp5enp8KnWNG20rk1c5Uq4SpouJJVXHk4SP7EBXEHGR+OEoLijLaJhOmu4HwXdTK0trbbaxCB5+SLA7EdknxHS+siXxp9HMiBSWgL3YkLJJhKUVgMc1pMzc3ZF9SXPlxXEbyJ455/DwoBVhtPdyuPhXKx8MJy8MUXiuJ739FArhL4vL4+OKBRIzaD4Kq0HdwVUTA0LZHlVVcp9VFIyJdqKWU+qgWWOipnn+ugVgUWgBwtvmSiqe1FUlVaAxNN8udH4IZRUytNgMiHwVKWYIiLaSFQVntV/wcbT2d+ibf54KX1Ve2LC1FORFlykfVQBI4imC2kXURqIoO1PaVNe1b/Btn/WEP/iG6U1hptnUK25x+fLhnCdJwUYUVE0MdpIomhCqp7vy0Ffi65t9xuNqcjpP7lLsr1xbZSB/dAiY+Ut2RcTy4xz3UVO0axcKY6/brrFBiWMBO8ttBukEO7Zv4mzCLyLq8eVHs3Z2zae4d01Ddh7hCegxyw1vFpwt/js8yFtVF9mKbMdm8Zu1NW875dihNqKttu8I2endu3NkOCyREpEvMi20A6i156PjxXoWGmCihJld/ilvbBx3aONpp1fUmab27Vdwj68vmm7j367vlKBYbTLTW+OyTQkRF4erRS8aPd+yqzTYoQ2bpdWIywQg8Np0MiIERISZHoTmqdPm2jinLvZrFPUpakG+3Ju7LIaf7yAMoXQ3s4Xk+jJPMPtoH7GsrQ49EY7rduJKuL1sbHuvhIbEiIS58vKW37qjovajYXVajMWTUr3enZLcZe4fTkx9M2PV5k2/k0uWgIvpgLi3fLszwroV0Zjtk2jQPGOD9zdhfhuoIOhktw29Gr/c8QpEs2/Vs8ikbuJnp+0W2geL2haeJ23BHSVK7+y0+2jQDuBt1doEoqSEuF821C2+2rqrTZj9aVmP8GdsWFa4bl6lvs28QFrjMMkTfDLcBCWzLZfMqL1fVWgNPOhvPxROVA/aZ25MUXNKKSqmM86ZpKczyQRT4ZoCkqhc0wtA9BCHnyVa5dqllURVpk3MPCoSKqVwPqbuEBUoHZJ7BVUT4UbcmPKvKmyEvFyRc6chlUzyX89AVTXGVHl8KKrhYQk5UptXxxRXEVcZ5UFb7NTVdJtbdv8AdMv9+5Vl3/dVa7MR/tRZwnjIk/v3Ks2xPglBLV1Z7rzUGprHNeeZ9GjC4scYDZoRnNIiEXBIvBrG7ktEk6tuca5FcnXWUtI3n0L3fh9e7H0u/P8AKdO3HhzzQaNXVnmktV3addLMNzWMke9wHJ8dtkNqsoij6slyu7k4PPlz++rff7xDskAZcxHSRx0WWm2g3G4ZLgRRPiq0EpVV1en9sOkv9aH/AMO9TvSuoouo2JMiHFmMtR3yjkshrZuMV2kifHBcqbavT+2DSX+tD/4d6gsXDFV5+FcrTWcL4UJKucYXFJEO4s7lRKA/Caz5lx99crLYouPbRDUhwqKi0KG6Se7QArTaIiqKqv31yiickHw+uhQSIVRXE+PhSPWoltFVz7aAwtMoWUT6qXUG8+PgnsWmqE6KIKoK550Xc6pZ2oiUDshA0wvJMe1aTRuPtzlMrypIiVQ91VRfZSao42SLhFROdA4RhELyoiY+FGJkfaPKk1dcwnWvP6qODh7tqlmg4Y4eKItK8MeSbeWaFFLFGzlMJQJK0K55JQI2iIuEpTGPYua5UwmPbQI7BQqptvbI+0q+IHj6Mi/vHqu21Mc051ULUKt9pV6Xaqqtsi/vHqCbbhHuTybsUUoR7R8m7NVYe0uAiXU5NhvcRi0yFjT5JsobTBIIluLYRHt2ki7tvtq1Rp7T8t1gWZO1tsHOPs9U4hfIWer7VAokT5vNt50k7ETPq/Lt500l3tiNqe22N2LJQ7i24bD2B4fQO4kLnlF20AXtj8LnNNORZQPpE72D2B4TgbtuELO7OeWKB+EUFHJUElolbwCUpJlR4qNrJeBviPCw3z8TXwGmb17iRlmlMakx2YRCLrpsltXd7R5c0+ugMDJ7wcPZySuktm4YKGzxpa1zYtyhDOt5k9Gc8pqJDn9qnCtmiZVOVBHLHPIfZpdmOeC5eanSqgplURPvpncbg3CRpSakGkhwWEVoFPaRfNjyj9qgUSM37wYWhSMPvHhKYaWvcTUNvclxG32kakOxTB8NpI62uCH9dK3q7RLTA79L4nDQxb4bY5dIjLaCIPtIioHJRQTJfGilEBI6j8aj7DqW33qZMgsMz48yEg94ZlsE2Q7s7fHkvgvhS94vkO0zbbEltSlO5PowwTbSEKObc4VfZ4FQPEjt0rj8umcW8wJAsmJPNC+8cdlHmlbJxwFLOBLnnoXqoYl+tMm6uWpm4xnJzfmZTKElAvORRjEu1SwlVzs3aR/s/shKqj+LJVluCfipdSryqt9myqHZ/Yx584yeNBPNRSJnaWRX60oTiB85/k1WLJru03u96gtlq4z0uwErU1v4lt3er59Xy/lU47PtdWvWmmgvdrB6M2TjjStygUTQwLaqJtVfeoLAEQF8TP8AJoe6M9Hm5ebbVauOt4Vu13btGS7dPbuNyYedivqI8AxbTcqbs5/Ptqxd8eQVJTaQfaqKmKBdYwqHmJfvowNCAY3Ei/VSQSDJeaJn4UZXCRN2E+6gX4bf/wC41xNgVVbWmsbbpQLadzjXBxu6ym4bLjDQkLbheUS6umpw5Pd2iNWXCFG9/SOVx/40D4GgGuwnwSqjH1rbpUSySWoV4ZG8uE2xxYJjwyQVL1v8n4e9Vgdkvg3vQRUfaSLQPvDq+NBhEXb8aaBJePOxBLAc8LnFUK5dr+nINyvkB6NeeJYQFy6m3byJIol4ES+0cdXTQaPt+qu2p8KirTeY92tce526U3IiyWxcZNFxvFR3ItSrRFnGeeKADAF8Nyr91DtL5cUZFLPOiISbsoXP4LQVLtUT+1xn/WUL98NWRxpzajlV3tT/AMHGf9ZQv+IGneq9T2rTTEVy6vvozIeGO1wWDd9YfkHpH20EwkcURFUlVM/GgVhtVRFXP1ZpJuQZtCSL4pnGK4jUXlXd1Y8MUC6RhymPBaMkZsV3Inh9dNhedJCLfjb9VGV0zb8/j9VAd2Oirn/dRO6t49b8/R9mm8mczBjo8+/wml5es+ssDTtFcVhFz1r9igBYreR2jkferiiN+CJy9n1UWSrzbrSIXQqZVfjReK4ZoorhCXGKAViqraYJc5+FGGKC8izu+NCKng1Ul5ezNC3xDES5KmfjQcEZoM8l/XXcJtFUw81Iq84BkiKirny4oiyHt6NoaJlfDbQORQl8wj9+KUQUx0rTJh+S4SmbyJj2Yo3Fe2qXE9vwoHq8kTHjSRqWUytBHV1W0M1zRyTcvhQVzs1x+CEfav8AHSf3zlWXFVnswJV0dGwQ/SyP3zlWfenzDQV/UOhW7s/ckS6zGYd2Vrv8ZV3iYt+VG8/R/XjxpYtFxyvHeFmPLb+/ekO4qnT3jbt3bvHHvY+bnVvrqCn2/RAQepi5vITEAoFuXhj+JtkuVUfmXkHNfl+um/alZbxdtLMQLduffSS0bpdG/aGV3ChdO7dj4VeK6gpXZ9aNQQLXCZuUrgJGcd/F22Gx4jReXibeSGi7l6fjT/V5bdQaV5f5SP8A4Z6rNVX1iaBqHSuf85H/AMM9QWUVTHxoFIUTOKJhScXliiKhiioiZ++gU3iqKm1EzREBBJRVFwtJutpjcIktCiHwVJc5oFgUQT40IkKjuVKRbRUayQrlaITeEQcEuaByaCQjhOXwomAQvCk3VJV5AWPqpNhHjMkQVRPitA6XYiqWKACy6WfBU8Fpqu/jKJIqj8UWuVMblQSVProF9u09yFy+FDkNyFlc0i4Kpu27kxRVDcKEKnySgdq4JfVQISIXP4UzJHOHnKpQC26RZRSUsUDtXUzhaFDEvLlKaA2ac1UlWlGkLfzRUSgcKuBqo2p3d2lXzdyxbon9Z2rd7lU6ACF2k35UXCJbYmf2naClnD1HJteu7MxpqcL2oJbpR33yBtkWjZFreS5UuW3ONvtplI03f40m52y32+4dyBm2N8RFH+yARi9eKdXmJNvw31antUXc7IF5tsaE3Belq33mSqgEeMm4eK51c1UhTknzJUXa9f3mfaofd7MPfTtb9zebd3fQtHtHhf8Aabdw5oKxqTTesLixGagW24ssC9PeitZHMdlxsRbjl19OVEvD6PdUtdYmoZoK5ZtPTrGSaYOLHUzBEakK4hcNS3fLlRLw5VIJ2nGsV+826Mj1phrDOZn6bMnb5fd9WhCpfGtDlg80wrnDI1VcCPx5cqDHpGm7g/At9yLT94ntsXpiSUB1W2DAeETZcNsTXp3bSLn19S06cjamaG/j+DN3Vh+9RpKI29/E8IeIQjv9YO8S9V0bt1Ov4RLlFCc3cbKxxocEJBttOqSR5Dh8MYzxfNnb5ftU/n62uNqZvER62W5L3AkRmuF3oxjmj3MV3KKknShL4eygrNrst+ks6VtuoNN6geYiXOb3/a7j8WLiEwJcM+oeoeX2aZS7brOZpC2238HL+kmJbZTLbvF3ED+/1AqPEHavD2+sLd8tadaNUy0tFiuMxLS+zcpfdS9HumYNOERcPaRY3dQ7S+1VtVstwerXO3avTQZ92suyXewqfLlR5rMhqADpJxOE8LokPtRfHNVyPaL8xNiTLfp2/wAO1LfIjzUVXsmwGzbJMuv6Mi28vs7q2Ofbos63HAnRmJcc/M0+G8F/MtCMfZHFhoEABTAongiUGHTLdqZ7T/dottu8fF3uEn1kUiBziFub3C2aFz3dJJ5a0LWMKTN7OoUCbpxbibndW5sOM56xsU27ibPcPU3jcJbvZVwSOaeI0ZG0TxFaDD9Q2282rSepFYuWpXbfuhdwduDnDnKfF2uALnIiHaXt+YqkGYN/S7RHktl6O1R9RhLiR3GyNxiOjCoZKpEuEIyVRH2VrlwhQrpG7vcYMeY0hbkaeaExz9xU4QBTknJPCgw1LNdFOw3O46cv81LbfZ/quvjcFwXOB730flTd7tSGmw1UnaNCuD1lvseL32Y3N4gkYo2X0SEe7aTfvDtHp+atj2qntrsqiYytAhPXMU9vLoX/AHVQ7VNu0LshhTLRCW63EIA93jt4BScVeS7iXbirzcOcVzPLoX/dVH09dgsPY5bbsbXEFi3jgPmXK7UoM30/pDWGiu0+z6li2y63yHPtKx74KNMMm0qluEtu71hbt1Qtj7P9cR9I6ZgOWe4hHh3udIukBCYIyB4iJt0R37T27vLurVO0XWS6X08SJKhengbbkutd1dNlEU9u0iHy7/AVX5amLjrOyQ7mdpWWp3MdwAxwjTiuo1xeGJY2qu366DE9bdn3aE9I0y1Z4d4kLCs8+O7OuCsPfTKvDAtp8i29OfZupzqnSmurxZbJ6H0fcbGrFtKKVodIXoSmi814gnubL3herWrNr+zS4MdyZNaZOSy7KjA0TjwusN/SOCWxPDn00+a1rp55+Ky1cSLvm3gLwj57x3NoXLoIh5oJYX6qDIb7ZNeD2gN3eFpy4okO+wnCNp4TSRDFoRd2kR9I/wDV4+1TKXpTVLN5fuVv0rqdh/8ADZmbGVZfJLb/ABgiO/yr8PurWbPrBm4zISLcLV65ZqljiouxgtvSpCibk99F8tWHT96tV5R1qBJUnWtvEBGyaIMjlPFPeSgwrUukdbytQvPy9I3i6zGtYMzm57cseB6PHyg2JH7PhipfSeiH3L3rG43nT2qGAbuL8ixtd8XYbRNKKALYn5t2OR/ZrU4+qbFLlvx2rurhMo64qcMtvq+R7VxtLb722ldKau07qFzZYrvHnEjIv4FVTLa++PzJ9aZoMG0asxmV2Waduj0pnVNtuEgLxEdkqT2zhuOJxua7h8qiS0vpay9oDOpo1wkaW1BCivQbhGkttOjv4pEpMLxCPq+yu1NvlrTb/fJEPXjURdPW5VlzwhNP4Hv8kSDcT4qP8SHlLPy0yXtDnW15k7xY+6Q3YMyYiIp8eOMfx44kPve6SUDPsFsOqrLMu5aiaLgm2w3GkOMcB53bv3cVtCVFcTKZNPNn6qhLfoiffe1rX66hs2o4Wnb+DLTb7LvBbkg2O1RNRLOC9mK0fR2oJ1xvJ2q72+LClvQWrmykd5XNzTioKAufaJJzqfvd0ttmYaduc0YyOuo00iApGZr4Igj1L4eygwftR03qxu9y42kdJ3cYdtC3pa3Yr2U2NF60W9xjs6eWOe6oXUsK6XntJ7SbdYIF5fuvDtztrSNM2ej5LgoSkXXtH3/j8teiLZdYuobKc/TM1icC7kAnBMQIh9n3fXRdLx7Fc2G9SWu1QmH54bidbYFHcp5hIk83UNBlESxa/Dtji3OU1OuNvSe2r3eRIEZEWcE4y6jmFbz/ABJD5lrfBT7kpAopguSLP30uKJj6NSoKp2pF/a/GT/1nD/fDUT2vo6VssYs265TODe4kl3ucUntjbbiKRLjw9lS3akP9gI3+s4f74ahu13W9y0JarZcI1vZntTbizANHZCs8InF6SXpXKUFOvUG6ydS3uSw/rMRLUUXgFGF5Wxiq2HeNqeXHj+T7tdcZEsIun49xe1aDDWpZbCAKvK87FVs9mV8xp4faq5ac1dOu43W8FHtbGnYDpNpcRuWRf2JhxUFR2igluTO5fLRpd90DKisaiuVztbzVtlerkuursjmQ9PV7pKNBn6R+0fhxmJUm+wYvcj9Hu91deeV3vBcPji2X0nC4f0nT5qmno15WTrG4ietH3om5LXGj7gRxSjCLvD3ci9ZuIfl29NXmDq/TE+LMlwtRW2QzDMQkm3IRUaX7S+zdUTde0zSMCZZ46XqO+V0mlEbNs+kCROoi/J6R/SoM7et11udjvluucbU70OHdLfOio21JzwhIRf4e71pe8u39IRqfmlqJbsSxmNQsPd/t/ops1c4XcunvHG93d9Ju3dXlq/8A4UafS8eiPTsDv/l7txfWbtu7bjHmxzxTKPrPS0ucxDh6jtcmQ+4TLTQyU3G6nuInzUGfxIt8j6Su98W5a0fkekjitRE34bjE/wBLu0h3bdntTq2lV37HvSh2e6RLx37iMXN3uvegNPxYsE3tVzqVOa+bnTX+FXS2L+kaa2+tmd4TuZIs/lEJOYHahFtqR/D3TLYJ6Zv9rtT/AHUZPd3pjfS2Xgec8wX5koLcyyDa445qO3GKXTCJtT2VV7nqbTNr7r6S1JbIveRR1jMoesPm/J+um+vdRTtOaMuN/t0JJqWxspBscThI4CdS7SwXOgtvC9ZvFxMV3CFXN4HzqhWzU12m9mTOr1tUUH3ras8InfMiqIO7Zv2+bHPwpfsy1bO1VoOFquXbo1qYmMq+Ad64uG0zzJdqY8KC6ttC2u3o/ZpRdi9HR+zVU07rSFM0dGv+oXoNkV102lFy4NvN7hJR6XB5L5abP6+JrtSt2jkgMFEnWly4tz+8+wD27duPb45zQXT/APfbtoF8Uqt6M1mzqVySDVucjrH5l+Nx3uXx9U4X+1VkL2UFc7NEQtGxFEU873746sBNnlekKrvZiipouHlPE3vD/tjqyqnPwoJiurq6g6urqBaDqqWs/wDCLSX+tD/4dyrYtVTWf+EWkv8AWh/8O5QWjf7BTC0G5FXqVKBBVHV3c0opMIZKSEo0Ciuht8UoCJFBMJSaBk9qIi8q7hkg4oDE4IinKgR1CXHhXG3lrGE8a4mN3IcUHb0FfFKMLgruVU5UlwF8xY5r7KObaiiiKoifFaArRN712ivOgU0QlQvD4UZtkxcRVVFSgkNLxMiifetAQXhUiRRXFKcQPExVMeHOicAlJC5Y+FDJaBGlyKpz+NABuJsTeiePhmgcIPEd4/ctJvI0AN7xRFzyoznWfggc6Bdg+jciKqrRt3LGPGkmGxAVTeWF8KMIbPfJVWgFOVVK0cMO0XUJEvSsCEi/rdq3FySqZb2iPtI1AHs7jC/3vUEe3p+5RYEOJablwEtMpxyMi7jZkMnu2i+2O3y7v9kajofZmMKA2EC9fjZQpEKW+6xvRwHnEdVQTd0EJZxz9laGcEwQuGvtpRlshVUL4UGdyuzKGUSRbIdz4Nkl9yWZC4aKbixtuNq7uW5BBC+KitTUjRNhVt0ojMiJJJPVvBKc9UXzCO7GfzVZUaVOMv2uVNxacJeNxOjfQUA+zeRdHDcvt+SQ83axt7TjMcgVxRcRwX3iUus8in6y+blIhoy6pPkX1dQshe5E2NIecZAgYcbZFRFkg3Kqh1Kv3rV0EXD58To304NsFHKHQUW2aHnQbZCgPTkdH0u7e7hIRvZvd3bhbbb90c7f2frq7hLRedKGhk1hDpuENfjQKpNawqqJJiiBOA3Vx8K4oigZCpZopRFRUUNqUCqyVVMKlGSQiDyUkpBWHEREUx/NRhYUQJSJVoFm30LzFQcUCPAklEZaVG88qFlpBVVXai0CpIic0XNAKp5sHXYVPbXL8FIk+6gRm4WKfmToWqRp+0N33sdttocd4Qv28cH8q5VRWrtO3d0cx8tUmz3Zmw9jcG9qw5JSFbRd4QLhTwPhQR2q9C3jUKXRY1+iW928wo0W4AUVZCIrBKSEK5TahISbs07/AAY1EusntTlfLdxtnBabW3F6sMYJsev+MPqIvHpEaiH+0m8ttuyWNKQ5cQLhHgI9HuW7im9t5tps6kHdz8KUuGun7PPucrUVnmQHodqbknFCej7aZe4Y4QQ6SUvEvl9lA6b7On10hYbG/eBSRa5hud5hscLisubuI0YqviQrj8ycuVJam0XICVNuMSU8/b3J7F3kwYw4lOPRxEQabLONpbR8fl+uq9rXWRuN2m/Ot3C1Fbb+zHlC1Kd4MlkmCLp6U4g9OPDzDVuj6qu3G0+yVgaFy9xnZDahO4gNoLauihFtTmo+2ghtM6L1GQQLkr8e3pxLs53SW0Rn+OuEQ7tq43IO3pqx9nGlntIMTW3ZLCg+obGI6ucIFEcKQoZLt3Z5inJMJTu1aqWf2eN6obtfmhLKWEjucY3dO/GPd8frqmJ2nzFgPTX9Evx22YEW6uL6Qb5Rn1wi+XqNPl/2qB5B0Ve7feWNQu3qPOeihORwUiu8aQL6KXx2iSbRHkmK7sc0zeI0XT91v74g9b7ItuYijEJg2NyiR8bK9RdIjy6fe9tSbmuhj6wY06drUSfljFF7vAbjcJonENA91E2oOCLfj3ahdPdo1zDT0SfqOxshIuNwfjQ8XAdq7XXN25RHpFBb8cLmgsN50XcrleGDevgOQWbqFzEibXvTWweUds/AW8/1iqMa0FqO5y7ul/1HAlRLqy8xLONbzalG2SEjbauE4Qi2G7dtEfGkbl2lzWxiOWrSUucL9reuRispGjbBk9rg7SHKl7R5dX1U6DXst2yXzNskWiVFisSGVJxs/VSfonC3ch97cK+X66CRsWlrzClO3kblaVvgW5iAwfdnODw2i3ERDuyRLu/N00z7ZoV6lnpxy0C609Hmk4cwGnDRjLRjz4Soabt23l8arUDXWppEWxd0ixLw4/e5FtkunJBjaTQqWMCGMLjzUnqjVEyPAuF0fuFwhFbNVw47ouShVjgkgbkHaP0aoXguaC76DDUkHS9uAbfAgJHhki2xELPG39K8Ql6RVOpRXJdVSNo0pAi6JhacuBOvx2h6yF5WicNS3KqEJCWEIl/XVSZ1dLubmk5Em0ybczfH3eEsaY26LgbCINwqnUhoOdo+WpLQetY+sLhcI8S3ix3VsCUDf3PCqkQqJt7UJD5J8R+1QWbT+mrNY3TctzMlvihtJDmOvbf5wi21N9CdHMqbxfUDsPzr7KUe4jn8Z0fZoKx2ol/YKJj/ADpD/fDVb7cNE3fXtls0GA9bWmIlxanye+cT12z+L6U8C3VP9paqtjiIv+dIf74ahO2uXqW3WWHO0vPejTQeVUaFBUJCCCuK2W7w3I2qZ9mV+NBTT7I9Qla9YaWj3O1w9N3wklRIjKn+IPoYl8qIQEo9SU91H2W6jvcLWjvpDT7V01NGiRkZRHSiMA0IdflyThY+FGjaxu+pe1DTiWC4kmnpUJ5w2WuHmQ4gNuL1F8vE20+sd+uU29aWlM3G7PQJcC4uPNOtNb3FYJdvS37w+HLzcqCHn9kd+lztUm8WmRYvowB7qy663sWJt5i4I5EvlX3Vo7XZVqmLB0vIjaoiPXSzXaZO3zkJ4tjzaNoBObcuEPjuJOqpOy9pM1m23+feRWb6Kgt3FI0RloDBg1JOrrXqTHUK7Sqbb1/GWHPcfsd1YlxeC4kbYBOG099G4ioSgIr7d3hQUyV2a6wk6uYuy3iwk1D1Gl2bbw6zkNu0gJsRxv8A+s57qbvdkWqicTEnTY7tY/hKbnEd3kH8ju4fj9f9FXKT2lWgbVHuiNHulS3ofDWQwmHGfMnEJeGv2cL1VZdR6hg2HT43+5Z4BG0DTQ7d6uOYQQ58vFaDOrl2Xajdtmv7SN4svctVPOvM8VHOI3vQU6un2bS8PNuppqTsr1HcrnGm40wvA0cVi9bxfpl/jR6fCrNdu0S33e3uR7KNxduPAkriEjBHDRjzmpZ4ZcyHbjdu3VBLrC9SdF8RLpPZuiaQG7I4sZrY45jdxd3jnPTtxigh7v2QavuFiiWFbjYeCGmEszjuXd6OCu7cRbcmC7fo8pj660rUWn79P7I3NLxvRa3WTaUgOrxT4DeG9m4V25Xwqtl2i3MtCS71b7HIupQ4rSFK4rXdn3z2i5t59WCLqqzN67Zh6kjaelWt8Lg4jKOR+M1xW1dTpXbu6xT3lBS2/XQG0/p2+w+yCPpdWoJ3Jm2LA3d5wwuWuHv3Y3fXjbVb0VpLX2mtFWHSjcqwDEtAcOW81IdV2WOD2iIq1gUyQqvjyH66vF6uElNT2iwRsCTrRzJDi/ybeE2/pEo/s1W9M3/Vhaz9B3eXH4xQH5L/AOKbG2zF0Ra4BcieHaXV8vL40GfWnsW1HF0/pgXpUCQ5p85vGhxrg7GCQEld25HNnqyTdtxjy1PNdmeoIOo7LLszFi7nb9Mv2htuW869zdyQ+YckCZ2+bnVi01d9W3rR13UpdqG6sXd6D3puMaDwW3EEiFvq3Ft3bR+akrHqi6/g09ermvHbhXvuCpwhA3IxOC2JON/xbibvD/moIfsj7OtW6a1rHv11W0cA7A3a3W48ki4KtubkNoeGIcP7Pu/arZHOWKKnQiAicvZ1UfzJQVnswUPwMg8PPi94/wDalVpXf9VVfss6tEQFx/LfvSqzr4+RKCWrq6uoOoMUNdQB7Kqush3am0mnwuTi/wD+u5VqxhKrGrk/tl0r8fSDn/DuUFnoaBKHNAXFAic6MtciUA4SgWuwvxrqDkriRFoFoPGgHFFxQqldQB+ahrvvoPD20AKgpzrsj4pQqqryWipzXG2gFSxyxRFNEXwodyouMUOBxmgBU5eNU+2FjtD1CXwgwv8Ae9VsUUwvOqfa8/whah5f4jC/3vUC7evtHFEky11PaEYjLtec70O1ovlNfdKpWLc4cmK1cYT4ORnW+IDgrlCH4157YuowJ1+1BJlW6fpeDqpxLnA4GTUCENsj7XDJEIQ97Je8lXWPd5tx1jqFm1a6aCw22C1KYFuOwaKDgOcRNxD5R2itBqcS5sS4wSI5C604m4TBciQ/FFrjlNknDAwJPrHHVWI2/Wl4G36WdivgjDkGIcpuALH8Ye0l4BD6xPZtbJCD5aiXbl3fTzzN1vT0ye3qvY5FucRk/VuSeH8vSpBzoPQgvJuFwx28vCgKWBgJIgYRfESzWMx9XXa5apkQfwsaix7bInd9jNix9CynqQab+lIuRb/9mq/pPUZW1q8+h59pZees8Say6SNjxHnHdpeAqLfSQ9K7+Hu6qD0JMuEeJFOTIcBppsN7hmuEBPez8KGLPYlQm5kVwH2XUEmnGy3AYl4Ei+1KoujLrKvHZreZtwR5ZzfeWz7wjW5cJ8W/Vny94fNWd6T1Zd9OaItopqAJMFvSjUhxO5jm1SRUW29wj5s7i5L8ufCg9BMy/wCV+fbu2Uubm3HT41gbXaDeVtl7ZXUjYzolzCPEDYwbz/EY3CO7bs27y6nfcESpzdNZ6qZbccj68tktLfpxLk8bcNvY++2ZCSDnwAsf7qDcHHVDmrZKPxSuSQjn/wDdWD3PU5QdUahuVvkW5XzS2Kk9ppN0MZbmHyLntIU2j4/pUvqvX9/0/AVqPqS1z5kGFImOqyy3+MIju1vdu5F07kJG+e7q8tBuqGHxoyENZVH1ldHO0hq2NvNuWg5KRgOGjToc2d+0v4wF3e3qHbWp/wBT8mgFFRaOmEpNBxRkoGlx5Qz+4qoVqsy6g7EoNk4/dimWwA4yjuQeefZ91Xy78oZ/cVUJm6lZOwuLcgeVpY9qQkNI/F2Ht6S2+2gb6f7NorUN6LerlNfZSUzJiRWZz5BHNvy7XCXPm6tv2anrtozTd3ucufdI0iRImRu6yB7yaAbScyHGfYXV9/Osyha2vnoy7R42oIrslq5xgZdemM8RxlxrcQi9s4Xm3bVVNvu7qWsF6u7+r9P3K86tuMdJVkXhNOxGA473H2l5RUflLoLyDu8tBctUaRjlZN0By6LcYn4xAkOynHy7wI7Wyc3L1CnwWlbZ2caca09bLW6EoThKrrRNznkVg3E6xAt24QLn0r8KpVi1LrR3TtsvMrVsR2FcbstulSG4bCjBAXXNrufDcu1tOfSO7dTYNbaruD9tjpqlq1oduuD7riw2N0juz21h4d3l4o8/6tBqtr0tZbZpI9JxAltWrgmxsSQRKLZe6BlzqNc7N9LuRTjOhciYcgN28x785zYbLLY+Pu1Rj1/qC4W+FOYkxBeOFajbgtsjsuByD2yVEvHl9Xl29VJWvU2rZ97bhfh7DFmXqKfasLDY9VGYQiF0ft9O3n09VBfZXZ5pj0gE5GZ3F74E5B787sSQIbUcVN2dypyKjNdnulWxJW485p1ZPeWnW5ZocU9xFhlfcHcbi45+cqzx3tG1S/ZrFNjz4jwuQ90vuyMcfeMjh8XgueYVEfK2W4d1aDr7UDtkummzbmhbrfKuXdZrj4io7SZUhLK+Xmg0C03R1ilEnFSdyhOwd/ey38J0t7nP5lLnmm59nmmJnEKWt2MzSNkvSDnSsdcsknPko1RrLq/UN9TTDMbWkOOl0cuMeVJWGzvTgEXDJBLkKqO2rTB1fPl9jRarB+B6QG2G+riphniCqpzxQLwdHaPudu4kA7orCXFyUL/fnkMn+YGSLnwJU6vm+qgvWhbMltuDkQriclx5J4tpKVROUI+rXb4YTApt8OVZ/A1BcrNpzOm7m2/Z1uEaFGFO7ZhI/wCsfdcLmg+s3CO7p6qeXDW2qWreYyLjbYLsS2SJrSso296Rebd4YtbvLu27dyN+8XTQW/TXZ/Zo9ss5TFuKSYbrk1GhlFw233R9cjY/nJVDw6qeLoaC1bCi2253OK+QssA93px15hls920S8f2qqLWqdQX7WQWBjUrNnebnIrsbDBo3HFoS/jPWk5v5F07aYOXvUc7QpybzqWzTIcu6+jO6pb20E9skhE+JnAkoD7ekaDaJ1yhW5gpM+YxEbDCcSS6jY/DxKnkZ5HkQhVHEXmip5SrALRMavIaBiyJsBiK1crnHkQuGy4DvDB0RMhLxyOB6fjuT21beyXXMuY/Jav0yMxEZiMnGMBY7qgq5sEQNrmPuiLZjuoLh2oJmzwuX+VYf74aV1dZIF3lWt+deJduSA+shvgSxZRwtqj1bvMmCX9dJdpa5s8Jf/WsP98NVjt9ForPpnaxbn5n4SwuAMxU2+JZzn3fDP5qCStGgNNQblbJNpmyY5WYJDcRlh5vanHJSc3Jt55LnXR+zKxR48KMt1uyBEZlA0jktEVQk/SY2pu/8KpMHUBae0lqmfGa07G1/bpwJeOK2KpMRTEWyTwMWzEh2/LU3cbzf7PqsFvknTc+eFjnSosgYxM8MUcb4YbiLw+b8mglh7J7E3bp8JLnfHmplsC1O/jKc44rkR8vSSbi5/apa5dnNoni885drsj5pFHk8HnjfRpt27f2vGqRdda6lurdnN+6R7E4zqBlqV3iAO3YUYnB3EJqJDuEvBefTTpzWsyI/d2LdHtJSJWpGYSS40UfAowuC6Qke1T9g80oLW72ZWso5xvTl6Vp511x9p14HAe4u3iZEhUfd+HRnlU3etK2afYGNNG461HjoycfhnhxomvoyFcezFZyxftTXHV1j9NXWDaY71pf7zG4YmimMlG+lwT8xbh8qrioGxPyjv+j5ltl2uDc3GryCypZOvNrw3EFNvEPPu+G73ioNRndnVtlm28d2uiS+E8w7JFwENxp1B3Nqm3Aim3ltTlmmLPZhY48FuGeor1tSzehEy+ymYufL5fH66q1w7V78EODdWGbSw33eC5Kir1qSvPcMlIiVOGOOocZz7asHb283Ftmnbo3bUnSGL5HVgW8IakqF0hkuarj+igdxOzDT0SDc7YN1ugxbpGBl2OrwIBGAigvIm3z9PIvb7acF2aW52Uy/LvV1nK0+zJxJMDXiNFuEhLbubyXNUBRzVTS4LqGV2Z6ifnWuZPdnv5OIxw+F+LOZZUSIl6S8310hpPVMkL3Zrk8sFZN3jXPvSLcHdjSxiXBC2RqIiu3q5dNBql2tbU+5Q7oi7ZERCaL7bDmOIP1eArn2bag9N6Ct1lukeaFwnvvW6G7CtgOkK9xadUSLau3qLpHmWfCs/uGttV3KzxGXpke1Shu1u4oOQC+hed90hdUSbyPSqL1D8Kv/AGlajn6b0I1qKyv2uS8r0VviSxIGXEdcEFXkWU82U8f++gTt/Zy1Fsr1ucv8+TuuXpRozbaHhyN27PSKIo7ue0lp1B0FCjxO7OzXpPebl6SuTjnM5b3T7fcHoHknwqqPdol7CVIsi+h++w7k8w4602RpJBtoXtzTe72bhEsudNLWbWer70emUslvsLHpyyLclSTuNWSyG4OklyK7/Dl4UGj2qO9AjcB6dLmJxTw5I27uot23l7o+FPD8vKiDuwm7H14+NHPyUFb7LVRNB21UznDn7wqsyKSpnNVjsr56Bta4TyufvCqyoq/Z/XQTFdigz9ddmgGuoM12aAaq2rlX8KdJY8O/u/8ADuVaFqsaqVPwp0oP/pz3/DuUFnSuWgGhWgBcV2aBCH4VykPwoBzXcqDeNduGg4loEXFApDXbxzQDla7NDuDFJkQ58aA+fjQ8sZRKJkf5SuQxXki0HL45VMUKKlFIhXxXnRFc91FSgUJKDlRVMfavOgFwc9XhQCvgv2vdqo2Zwk7QNQ9OcQYXL+f/APGrZxOS7UxVSszwj2g6hJEziDCXCf8AtP8AxoI2B2iacm2+/Px7XcSdsal6Sgd0RJLeF823OCHkXMSXyrTi7a5sdssh3I7RctoMC/IjJETisgvtNM7UxnnzqlX3TOo71Y519slmfs+o2HZbYR5Kt4uMJ9SImD2l9rcPylTnXtt1I/N1axAsV3dZl6eZjR1yPBOSJLu2iS/KSfs0GrsMxDbFwGGUTCKnSnKkJhR2bjHhOQHnSkqXrQZ3NtqiZ6y937NY5HtuoY+nJcJ/SVxelO3ht+VL3f3XG8d3B4nVhekm8onvU0sB3WDJ07ZX48pb9b0ujbtv711qyYETHlJRFOodufJQanE0NYIV0jzBSQSxpDr8Vs3E2MuHncor5veLxL21Mz2ottt7j3c23wZFTVlplFJUTnySsJtVo1gzbbhB/B6/wmJdsjYVsB3pJF31xEJGu8tpeK7eIgrWldnQXeBoWXGu0J1ZDbkhWAbaITdb93DZESiv2dy0Fl0tdLdf9OW+7WyOrcKawj7LZtI2SIufEfZ4VJd1jbHvxVnav0nqkwv5XzV540hp/Wlv05KgP6evBXJ+0xwiS214PdxEvXxdu/aLm0S2u+9uqUlacu0i4x99n1CljXUiORorTzouR4fA2vcTaeRAj9n5VBtvdIuNno5nC+73ZKrt0vligSWuPa5KI7Nbt29Lb0bixtTJeLf2h6azCFAviW6BAudm1c/aGCuDfdorv403ud/FXV69xCjaEgr7pJT0bdfUZeipZNQPsjq+LNZ4yka92EB4hbiLw3CVBsaQoOSRIkXLnJfVJ4fCoW8zdK25XxuDURfRrSG6nd893FxcCg8uWVxyTxqkdn0fUkftAkXC4x7h3Z5qTh2U26BtmT4kIl1K090+VURFQak5vpK2S9TsLbFu78y4MyWozqfSRSFtstvzEG0un47aCdt9/wBKInpOMgtvNvHC4aW8klIYjuJvh7d+dvV91EuXaTo23xLdMkXYu73PckJW4j7pOkJbSFRACJCzy6qocNLjbYFwnfgheLm8t77xapUmLvltITQib7w7h3Y6hFPe6aaLEuEPT4swtP6qgq1AmBbnW5JDJOUTu4SeEOQq4Q7+a7aDZ4l0gSpRRmycR9sBdJpxshVBXwXBU9Hqqhac9LSNY2p+eJd7g6fRi6uB9GsgyAtv39JF+eryLm320Cd1T+x735Bf1aqGlbkFo7LLPcThyJYx7UDjjbKCqqCJz8atN0d/EHvyC/q1TLckg+x2JGjMOzXn7Nwmm29oFvIFEfHb81ArZ+0GxXJy2idkuFuauzHGtz0pgEbldO7aKiS4LHPC4q1ZaJMkyPRy546f/Csit2nL/drFoawybdIs5abRmVLflKPW802TYNNoKru6i83LpTwplpzs7uc2xT4F+W6My37Ysaa8pBwXpXF3JJEkLc4eercW3p6aDbWgiC2rHDYQE8U2JhKF5iNtRFjs4xyXhp4VjNx0zdnLBapszTDj92uE8XrwMUt4N8NgmgHhkSIY+X7I7t3sq16GsVxldlLGndXtPhIBhyK8DjnNB3FtwQr8Nu2gttynW+0RuPMRpplhPY2h4QvlEUJaUhnapkRqdGFo2XU3CZMoOf1ii1jrekdStabiSZMAnpjMxmLPZirk5Vvj7hAtu4RJSLa4Q56qXHRcuRfNMsXG33+bae4ygluOvcHzOiUcXBbPp2iJbfHb00GmT7vp5qOj5IyrbMko/TGQ8Op7vShVILwpbSI+00435urnj8y1i4aSulstV6iWnRMpqaeoUmtSobyjvDvIuDtTd1Cje7x/JppEO26k1+bV4hS0iu6gmtRJOzcL64IRbMhPpFshLby92g3tqPCVpD7iwYpyROCK4pne7FBvFgeskhgWY0gNpozhvH3bax6wW7VzMG2g9pu/o5E07LtkmV3ofWSMiTe1CLq6RXa59qrn2O2672uFcY9wjE0xxwVgyaJhTw2Ir6neQhjCeXCF5vbQTlg0rZrLKuD7LCSSuIC3J7w03gxa8qbQEQ/2ameFD7uyx3OP6n6L1I7G/wAn5f0aUMHDc9b4eyhbAgc9b4+7QVhNB6eS7emEGW6Tcwpyg4YkIPl7d2M/m3basjjMNyL3ZyBEJpSyQK0m1fzU4cyrHCBMqtIyh3OJ5OXx+agKLNuTDrlthJjwM2h5FSkSJb04uLdDZT+PThD1knlKi+sxj3N26lWHP5T5/JQVrtMNHLRBx/nSJ++Gp+bbLdcG46z4MOVwxyHHBC2/dmoHtGNobTB5f5UifvxqD7W5V1Bu1Rbc1eFB5JG84YGTaGja7BPh4LKqvT1IPJc55YC3ybNph6YqPWe1uyXuteJHbI1Afe8KJfGtKW3gTb23aI/Lu6OTEAeX8mJL/urKNLLcX9RafvV5tuqFmO6ebjOODxchJF31nEHwHp58/NtqIYcvB6anvuhrk5jrkZ2K08j5pHAXcbS3J1GQ7ic90fLQbdFtOmTZdhsWm2vxeIDjkduO3wkLzCWPLny0u/p6wOrLZds9scZkrl/EYUEl+v41kc633CF+HzFqj6mS5ylWTBdbdd4aJwGiTh+zdkSHany7atPZvd5UzVmohcZ1AkFwIpxPSLDgN54frNil5er3aC6yLFZV7rm1QHEh/wBy+oFeF+T8tQl6j6Itno+Bc7HBRmZK7tFAYHQjp89uUHA52/7NZ7cE1S+7rufZLvqRJMCUXouO5xAZMCaQXNoqnreribdvlIaQkybqrFnRyRd58P8ACSLKb/EH/wAXaFouL1OdRDu58/m20Gi3Z7QLkR683G1WqWjKpbeK5DEj8wtix1D8xY+FP7smk5j6W69RIbzsNkprTUhnPCAeniDy5VjFz1NPGDEtt6W+XFh693Be7OtPob8YeqMu4RJdoltLwpzY7lNiRjJjVd7mQX9KOSEnE6/sSaJkRGJEPSXT5aDST0bp+RNsFxstttcZhh7v3qoo/jAE109OPm2lu+zU7+B+me9nL/B+1d4cIjN3uo7lI/Pz+uscuV71SNllSFk6kecmaShOQFi8U/x4VXibdo9Jbdu7NbZbZhP26O+TijvaFcOCokvL4LzoG7emNPN21+2hYrSkJ/KvMd3RQdJPKqpTPXOlWdVadSyLK7lFF5l3YMdtwFRskVA2kmNvKprj/WlDx0+1+agig0lpVYcaI9ZLW4zGIjab7qKCBF5lT76Xg6X03AksSYVigR32dyR3AZTcAr1KgfLT5ZIfm9lFWUf5/ZQOHFRQHCY6k9tGJOfjTIpPQOfmoHZaJ73soIfsrwmgbUic02H/AFyqz4H41TOymQQ9n9pRV/ii/rlVpR8faVBI99DmqKKpQDOBUXqREqiFeFHyu8vuoi3rCfSKv5qC+lcgDCIuaK5cBXCl4VQvS6n7ypRxuy+1zKUF59JN4+3UHeGhuF5s88ZGz0fIN1R+bc2Q/wDfUGd4ZrgvDNBc0uQ58ylQHcfi5hKpLt8PwYNtEoGr3j6Z0FWguqT190s0KTzXxNEqlLqRlBwKrRRv6H9X56C7+kE9p0HpEEXzotUhbyP8otEG7ju5l/TQXlbi0i54u79KildBXwJE/SqjFdhReRDRFvKZwuFoL2twBfE0X9Kh9IMYxvx+lVCW7j47kGileRTxcFaC9LcQRPMtD6TDCdS1Q1vKY+kGgW9Dj6QaC9rcW8+ZaBbm2i+daoR3nPg4NJFdCVfpRoNAO5B7rld6UHHM6z9b1s5I5RUvSDzJxKC/rdRx9ItQ9ua7nqK63TjtcKaxHDZ7wcPfn/fVX9MD/KJQ+lgHzj+0WaC+Dchx5hX89cNzERVFcFfs7qoRX1vGUNE/PSB34Sc27kT7WaDRe/B8Rpq2cMJRzAjRwln0lIFtEcUPlz5qoa3/AOdyiLf/AJHKDR1uiLzU0WgK58kUVCs6G/ZXBOUb08Pgji0GgLdMcyNKD0qOcio1QEvqEmFdrhviJ4Hmgvw3P4mGfqo3pMFTmS1QFvQKvJRH7loh3zaXnz+eg0BLm0niS0ZLo148RM/HFZ56fTw3BRXNQJnCIi/ctBonpIUX6RFz8aELimfO3+qs59OgvPCD+euLUAonI8/dQaOlwbRVVS8fHFAtxbVcoafnrNyv6Y82Pz1yagREwhj+ug0CdL3wjBF5kKp/RUXpAXYGnbbb5jycSJGRotq9PSNVI7+OfGuO/ht8aC/rLbXmju6jDNBPHC/nrPfwgFfAqKV+H3jX9dBonfE9r6/rru/BjBP7vvWs8/CEM8lVfz0K6gH3uf56DQBntiuUex+elEuzXgpIv56ztb8OMiqJ960Qr/8AWKfnoNJS6Ae/DuKYseiWpZzmoltblkuXXQZbEy/Sqh/hCRePVQfhAA+PTQaUN5DGFPH1UR2758Cx9dZsl6EvAs/XSg3jHv5+qg0T0qHsdSh9L/8AWItZst5RfDd+ugW7l8y/roNIK7j7SSuS8N/H+ms1W8L839NB6YT50/XQaX6XTbjNAl4QU8TrNlv6oeM/qoCvqqvidBbdXlJu0aMzF/i58Z4i3e6Dm4qmVuqp7+38qs59OfOtE9Op86l+VQaKl5zyVxU/PQ+lhTkjo/rrOVveeeST89FW+DnmdBpCXVvxV0fzVy3UfY4v5lrOUvYF/Gf00cb1j3iX89BoRXZN3mzQndkUcbsVnfpoV/jsV3poV/jt1Bcr3Fs15Rpy5xuIcfPCIDUTHPjtVC3exKQnW7Tc+2MWubZ4j9vjnuZiEnqg+4fzn+19VVH0uXtc3/8Ay13pcfa5s/76C/Bc2mkQW8CKckTwwlK+lUXC7k/arPlu4Yypbvz0T00nult/NQaKt19qF/RRkuqEmFL9S1myX1fBSUvuWuS/YXkW3+mg0hLonPC+HxoFuyEOFJE/PWcnf0QUwec0ml9TKouf10GivXEdu1HfGjpcE4ZJlFXaqJz+qs6K/ZwqFiirfufM1oLboR6RZ9JwLZN2jIYb2mgllPFfbU36Yb+dKzn02vxDZ8tG9N/bCgdLPc9irj7qKs55V5Iv6qlSG3rjL4In5VCQQExtkAv6VBEpNfzz8KApbq+1USpPbbsrukt/tUVPRntfbx+VQR6SXUopyXalF9GKn90t/tUmRWxP8Zb/AGqCMSY94UUpLq1IqVrT/GW/10GbYX+NN/tUEWrhp7M0RX384FFSpZVtap/dTH7VFQrUn+Ms/tUEUciSKe2k++Svgq1MqVrVOcpj9qkSO2Z5SGf2qCLKdJzzVaKs+R8xVKEdr8OMyn6VJEdrRf7oZ/XQR5XCQvjuWkynSF8EWpInrWKf3Qz+uiE/afbIa/XQRvfX8e/+qilNkexD/VUjxLSqcn2/10UnLX/LtftUEaU6VnwP9VAk6Xn3/wBVSRO2v+Xa/XReLa8/TtfroI45kj276SWW99upQ3bWv8e1+uicS1fy7X66CM75Jz79csuR7d9SXGtf8u1+1QE7av5dr9qgjFlSPh/RQd5fXxT+ipHj2tPF5r9dAr9q/lmv10EaUl/2f7qIsiSvs/oqTWRak/jmv10HeLWvg+1+ugiyfk5zkqFJMgeeTX81SCvWtP8AGA/aoFetqphJDf7VBH98kfAqIs2Wnhv/AFVJ8S2e19v9quR+1IuO8N/tUEWkyWvgji0ZJsxPFCSpFXbWng+3+1XI7bMfTNftUDDvsok5Fn81AsqX4qhfmqQU7d4I83+uhRy3+11r9qgjClSV5bToqSZOcLvSpXjW3+Wa/aruJbvHisr+lQRayZC+G5fzUXvMtPdL9VS3GtqfxrSfpUUn7b/LtftUEUsmX8P6KKr8r/8AdKlVkW3+Xa/XRe8Wv2vtfroIvjS/Z/uruPN+NSneLX/0hn9ddxrZ/wBIa/aoIpX5KLyQ/wAyUPGleOSqUSTbETk+2n6VF7xbM8nm1/SoI3vEpfYq0PeJOPKv50qS7zbcfStIv5VAku2565DSp+VQMQlSPh/RRikv48P6Ked6tnsea/XQFJtv8s1+ugY96kJ7P6KHvcj4f0U8SVbP5Zr9dD3q2fyzX66Bn3yV8Fru9yfrp73u2e15v9dFKXa0/j2/10DTvcn4F+qu72/8p/qpz322fyzf66HvlrXxeb/aoGXeHvlX9dCj7/wX9dOlmWz+Va/aoUm2z+Va/aoGavyPgv66Kr0n6/10/WZa/wCWa/apMp1qT+Oa/aoGqyH/AAwVBxXfbn9VPO+2rxR9v9VD3+1/y7X6qBlxHk8M0PHkJ7Cp76Rtf8s1+qu7/ay/j2/1UDNXn/lovFf+Wnvf7X/LN0Pf7V/LN0DFH5Hy1yvyPlp96QtX8s3XekLT/LN0DDiyF+NBvkJ8akBuNr/lmv1Vy3C2Z+maoI9XpH11wuSF8c1IekbXj6ZqircbYn8c1QMUJ/665XZCeGaeek7Wv8c1QpdLUni81QMuK+vxruI/9dPVutq/lmq70rak/jmqBpvkfart8j4nTr0pav5Vv9dD6UtP8q3+ug9SJpyx/wCa4v8ANjQ/g7Y/81xf5sal8JXUER+D1k/zXF/mxo6afsv+aov80NSldQRfoCzf5sjfzaUC2Cy/5sjfzY1K/mrqCJXTtkX/ACZH/mxoq6ZsS/5Mj/zaVMZrqCFXS1g/zVG/m0oq6U0+v+So382lTldQQK6S08v+So382lFXR+nl/wAlRv5tKsFdyoK7+Bunf81R/wBga78DdO/5rj/zY1Yfz0POgrq6M08v+TGP5saKui9P/wCbY/8ANjVkrsUFZXRWnV/ycx/NjRV0Np1f8nsfzY1aOVdyoKv+Amnf83sfzaUC6F07/m5j+bGrTig5UFV/ATT/AP0CP/NDRD0Dp4v8QY/mhq3ZoFoKcnZ7p3/oMf8AmxopdnWnF/xFj+bGrllK7KUFLXs208v+Ixv5ug/g009/0GN/N1dqDNBR/wCDTT3/AEGL/N0C9menl/xGL/N1e+VFzQUT+DHT3/Qo383RV7L9PL/iUb+bq/Zrs/XQZ/8AwW6eX/E4/wDN0Bdlenv+hxv5utCzQKv10Gd/wVaf/wChxv2KMnZVp/H9xxv2K0JcUCUGefwU2DP9xxv2KFeymwf9DjfsVoRLiuBc0GeL2UadX/E437FAvZNpxf8AEo37FaLyrqDOf4JtOJ/iMb9ig/gp02n+T437FaPXUGdp2U6c/wA3Rv2K5eynTn+bo37FaJmuzQZyvZRpz/N0b9iuTso04v8Ak6N+xWjUNBnH8FGnf82xv5tK7+CnT3+bY382laPmuzQZx/BVp7/Nsb+brv4K9Pf5tjfzdaPXUGcp2Xaf/wA2Rv2KH+C7T/8AmuN+xWi1y/fQZ1/Bfp7/ADXG/Yrv4L9Pf5rjfsVoma6gzv8AgvsX+bI/7CUKdmNjT/Jkb9hK0NK6gz3+DSyJ/kyN+wNd/BtZf81xv5sa0FKNQZ5/BnZf82x/5sKBOzOzZ/vbG/mxrQsp8ErvzUGeL2aWj2W6N+wlAvZnaf8AN0X9hK0TPOjUGd/wbWhf8nRv5saFOzWz/wCbo382NaEq4+FF3rmgoCdm9nRf73Rv5saP/BzZ/wDN0b+bGr8i5T2V36qCg/wb2f8A6BG/m0rv4OLP/m+N/NpV+zXKv3UFAXs3tH/QI382NB/BvaP+gRv5sa0DP3V2fuoM/wD4N7V/0CP/ADaUC9m9q/6BH/m0rQcpQZSgzxezi1/5vj/zaV38G9r/AOgR/wCbStEyNdlKDOV7N7V/m+P/ADVFXs1tS/5PY/m0rR8p8K7lQZt/Bpav83x/5tK7+DS1/wCb2P5sa0rlXZSgzZOzS2f9Ca/mxo38Glr/AOgtfzY1o6LQ0HV1dXZoOrq6uzQB7a7KZVMplK6q1a1VNeX5VPp7rF8V5J9JQWVKKWc0hx28IveW8LyTqTnR1JUVE4qZXmiZoFs127nTJZbCP8FZzXEVcbNw7s0tuHO3cmfHGeqgcL4URaZrcICPqys9hHU6VBXR3Z+6jzZMaK2hy5TcYF8CcMRRf10Dj3Uo+eaUwflRWkRXZ7DaF9GpuCOfupL0ramiUHLxDBQ86FIDKUEju50KFTB+fbWAF1y5xwBxegieBEL7qX3DlE46Zc5omfGgcLmg6qYPzYMeSMd+4MtOEO4RN9BJfzLTpGgVM7i/XQKKWPbQZ9uaT4CLzVT/AF0PDbTkqn+ugORLjxoMnt5rRCAVxzKm8lCBxEyeP91AuK8vGitkhLlCRU+pab8JeGRbvD2fGqRpu72XTmmZk6+zggRfSUpEcc3KIGTy0Gh7k97xrt/xqsjqaxybz6EC6trPcbCQ2wglxeF833U7flRme7My5YNuTHNjIGXU6WN+A/RRaCbV366Krv11FSnGmEInjBhsffMulfz0pn1gDzVMZJUoJJTL4pRFMvjUNarrab1AfkWo+9Mg6TBqokJCYrhUwqUR+6W1i4xLW9nv80HDbb+yPiX9KUE7xfrruL9dQrFyt8tHO6Swc7u+UZ/Ynlc+H9NIxbzbJt1m2hiQvfoLYuOtcMkwBeBdSdXgvloLDxd3truLtXxqHt9wgyZUiFHfJyVGxxxVPLuyqf8AfTlEHiKSjhE8aB8boqipuoBdDpDfUfJmRGOb/qk6QD7ZH5UoJcqBEiOSpLiMMthuN1xdrYp9a0Enx9vt5V3eGyTmuKrF51LY7bpk753tXLaK4J6K2Ukfv6fZS8S5w5b70Fg1V2GgC6Kt7cbhQh/oVKCbKYCYBHBJfjuo4yRVcEY/rqK3JlQAERPjTmNt2YUEL66BeTcIkVonpL4MsimSM1wgpSqSW1RFRzKL4VU+1QkHQd2wOPxf/wCYaeRb/A9PegFe/sl3RJfD4ZB6rIjuEvDxKgsPeB8OJQFIHw30ykZ4CkO3NEA15KqJ4UD5ZQoHmSuWWiCnNM0yNzIoqCnjRgcTd1AlA874Pz0HfB+eoubdLSxbjnO3GOyw2ew3XSUW0LOMbl+ulIMpqbGCTFfF9k0yLjfMV/PQSSyh/laKsof5WmKu4XCn71dxc/xnvUD3vYl79B3sR95aQjmRZ5+FJXWeFtguTpSud3aTJK00pkX6KcyoHqTB+3+zSiTA+3+zTPiGjfE/isbseY6jLBfIN+tC3i3FISKe7PEZUXAJolQkVPykoJzvQjy667vIjz66h7XfrLc4ozIU8XoxPIwDqAW1xxfdHlzqUIhHJZTkmcUCveAo3ePmFz9moax3i3XtX3rW/wAUWfVuZAk2O+8K594flqUzlOqgRkXaJGmx4bxqL8ndwRx5to5Wl++1V9Tf4V6aX7ckP/0KPp/UVuvF1udoYYuAy7UohJ4kdRBCUdw7S9u5OdBZhloq+BUU5h7lRGjXP1UkoEicgXFAiknNU8fCgP3jhoqIyfP6qOM3KYVs0xSW0s5KiGJkqKnIvZz8aBcZh+6B0BzD94DpjFltvynoKOCrzO3ipu8M80pdVVUzlcfXQKpLP+QOjJLP+QOm/EUV25TK1Ba41Jb9H6bk6gurE12FFTe+sZriEAfHGaCyhKP+SoxSj/kv6apw6xsw2W2XaS1dIzVyb3sNLBcddRPtC0hY8R/XQvawtLGuoWkn4txG4ToTsqM4LXq3GwTqBCzlC5eXFBbe9mP8Rn6t3hQLLMv4nP17vCqxD1TALT0e/PQLxEiyHCa4b8E0fbISJMGAoqp4VPQpDEuI3JZV1AdTIC43sL86F4UDkJUhR6gHPwpRJLyjyaRfz0guwMGqjz8MkmKMpIqpzwv1UB0kvr4tolNrjcygQpEySJcGO2bhkPPCD45pVdxeCrUB2gZ/AS+4/wCgPf1FoLIxNJwRJFTBJlKX7wXxSoe38RYrOTX6Mf8AdTxE/wCsWglqFK6uoOoMUNdQFWqqyIOa1v4PCJsrAibhXwUcvZzVswlVAihJrPUCymVeYS2ReK2ob0JNz3u+2gyPs4kwUiaXXU1qtiWF0327U9uH+7BMvpV+seQ/k1YNX6gJnWUbXzRP+ibPLS1yHEfb4CxnOl49u7zI7t/M3Vmt1x7LrpGiQYseyyIbimcRtYOGnDHzcPcOFLp9nPlRvSvZkWkVl93tX4PLJxj0cvCN7y+XZzL2ZoKPcrGt/wC0DtBtFpiWPiTI0MhmOku+MRNFkwEU6l97zJzpe53WZbNSW3WYy5FwtNldbs0qcjzfAdjqIi86XV5uLtX9GtB09I0I7fZcKzQoLd1jNYfEIStuNAfxXblEWm9yf7PLM25YJVvtgg2Pe344Qd7baJ/GGiDhMfMtBTxh6Vl9rOujuDNl7sVlgOcRxW+SEj2VT4Zx5v8Axpl2WrOm3yzJrrLmNONJb+97eG4XGLiF1fxnD4P14q6+kezNLk0yzAtLtwdgjOY4dq3msfHS4io35acT9WaFuelGL1MeiXa1vu7Wz7qUpFPdt27cFhc8qDNriWLLD7sza3orWtlbsne1HZ3b7JfyfE3eHy01vcuzF2V61i3i32uPqyI6iXf6PMgtwkLof9Wo7dvy1o1w1LYXdTx7PMtlsO2sqjbUl1lTFuR/ICmzaheHveyrYdmsT7pPO2O2OPL4uFFBSX8+KDN9d3LTt2C22MIQOlAv9sZAOAnCNCMS9V8w481MNf3pxq/Dru1or1v0rNSK4bUpvh8El2yh2Z83UP8AN1rjdqtgSG5QwoQutpgDRoUVE+CULdstIRzbC3QBacLcbaMjhS+OPjQYtrSU1dJGrJ1quWnb1ayVvv1vuOW30NGw2lGeH4jtUeXmrdISoUNgtqjlsVwXinKmSWm1I6DqWqBub+jJI4bg+6njb8ZcopIKj4otAv8AnoUVESklcHG7PKiK6KruRVxQK/mSkXwFxMLyX6qKb455Lj81CroeKH/RQFMC2CmfGsd1ujn8DupIzBr3l64SgZFG1PJd5+CVrwvAojlV5+Ss/iajZ0rpi7XmRFlvtR7nKJ5tjbxEFXsbsEQ/GggI91lWBdRWS5XV9+XcYqzbdfIsJ3J7k+hLaKoJIXlH5So1unXy2BoyW/qy7z1uMkVntqxkB9QW4duzcPXt8feKr/b9UrO1AlobtV13tChSH12cBolT6Mlz5vqSpxZMfbvR5rai4VcphKDBJz+przoy/wAeS/cZqbY0lHorjvuyPWCTJBubLh9RIOU6asNyuN9GUC2iReEQe5ehWsH+OATvryd6fl+ONqba1jvTCcuM2m7yplMr91NJ92Ziwjf2lK4ZJhtpwEPzY8M0GQxbhcAYkbJ0+PZnb/c3Z7kRl0H8khEx7u7hqW7mn2aiJ1xvMq5Qh1RcpFrmpBgGbyNuh3NHD/GNxNgu0nG9qedNtbrdrsxFiPFG2SJItcUI3eQEz/NVYtZaW1FbW9SOW8d86K1JfZ45deB6eI0JYcJPrSgo0u4XtLdPt0O8XBO6Xp4GXZIv7HYwtdIk82OUTdu2rhedRcy4XwdTwbiEW+jH9DQEuyso731fWubhbIRwS+sFS+xW32XUVsusFyZGdII7a7d77atc/wBLFE1LewtWnJd4jx1lhFaV9RF0RQxRMqqLzoM0u951IMu/panbu7CW4Qjad4LuQhkI94Jstu7zY3Y51aNL+lvwAnPvz5kx3Eju0huO5xdvVw9ou9ZqPh1earPCvkKdCZkcdsUcaB1QVwdze4fAv104cuEVhg3npEdppvzErqYH8r4UGFHbL7cdONLckv8AIZh3aA7xIrsrmH8Z6tz1okniSc0+WrDAtUq6Xy+PvXLV0OCxHadhRFR0MqTRC4Pl9Z1belPeGtBlarsse4LCduArK7t3jhtuibiju9g/1ajYvaBbn9Rs2t2O7AYfgnKakT14G7a6IbUQvYu7Kc+dBlOoouqZ2hxizoupEIdNMdzaiMu4cl7vxgXRH3vL5v0a0HSUx6JftQJIC/S4rsmMcTiRniHm0Ilsz4IDhdXy1elukFuYMJ2WyMgvBlXMOL9ye2hZucGQ+5Fiy2nXW/O22e4w/KT2UB+7N4XCgi/FKM22Cqgq4qfWlDxm0yiImPuoBfbQvaifdQV/tRBS0JdvqjlWc9ro3v8ACuDKtsae8jVncSWsVHeNs47ZELJCOOIoiVaP2lSW10DekRF/uU+qu1RqBuwadlXUmhlFHYJ7u6yRZV/Aopbd3txQUK7yb5J1Ano5dQInEt/olrhO7Di/4zx8+95t2evy7aiLbFuz9ytiz71rVG3Z1zbkonF/ucSImPd6ee3avmKtigX2DICIvGaaektC62wbiI5gkRU5fcqUw1jrKHYrM7c0NuYTagixm5I70EnBEi/R3UGYRZGtbiNpGfIvEAktsfgOd1d/usXCRziCPvbdv0nTtIqdoN5a1E7MWRqV4g1MLQNuNvE13Am+rpx4Z3dXu1qEy9QxbYKEoTUekowqtvB0/Mvjzx8PH6qVW5W/12ZLCLF+ky6PQH2vloMct9tuNp00dk9GamJVvZrKcXiOMbOO8QeXmQ7du7h/MPVSlkjXm4x9IW28pq23uo/Pj3B1lHWE2dXA3EPl93ata5Fv1l/znB+k4CI28J9Xy+PjTo7hHHzyWWUc+j4q7S3fKPxoMiJL9bru1bkY1ZMVnUwvpI9Y613BW/eP3hz7vu1LdnC338LJHfY9yVh2OeHJDbzRAXE6RMSUm1PHvB7o+WryF8tQtq89cYbbBKSA6UoRElHzJTxiSy/GF9lxHQJNwGHMSH45oMi1OV5/DjUdvshakeuLT0B+3o0653VhS+m389qJtHq3fo0ebY71I09q+XFk607+xNf9GNcV3CgSjjhj7w7hL8ndWiRZemhkzbtCO3I65tCVMR0fH3RIs1Is3WG5GWSxKaeaDdvcbLIpt83P6qDNmo2qX9euyCW8MNLMYcgfirvDWNsHiNOdWxvq37tyb/DbUHo+3altk6U/ctOX55H4s30e7EaIEhmTrhbXGyLaROCQkJe75a178KbD3D0h6Zgd0RcG73gcCXy/lUErU1hiPcGTcYoOcDvO1Xh+h/lPHy/XQZI3pG6zrMyV3slwmMQr3GlYZV1g3GeHtc2sEeRJOndhfmIalWLXrGXqqVPc9IwX1kq5bURrex3ZWtqNOOb8DhU6kxnNX616phPncnlfiJbouzEkJomPUO7n8n6XmpaVqzTUVtt2VfIDEd8OIy4b4oDqe1RoMzi2O8fgrFlN2PUqXSHItzsto5XKQbbv4yTY7vWZHdu+bpq7dlw3Fpi+tz7Vc7c25d3n4gTFzlgsbdvUW3wXp9n56sFt1JYri8/Htlxiy5EZBJ0GHhc2iXgvTUgrin7tBXtS7fwn01y/jpH7kqza826+qx2klFsl8B25vxjt7rKEBEQti2qiQqipzT+mtG1K6X4T6a6f46R+5KojWHaHB03rPTunJcR4hvJkCyUXAMF4N5/KJFT6sUFPcst1t9zlyLTZtXr3S6W5yDl4/J095LaRdQr1bs0wtcC7TtU3H8GWbwzcYmpJv9kHXi7q3G4X0W0i+Yh5Y+1WjXTX1na1TL0bHfZK9twVloDjioO7HJosc0VU51C9lXaBpa76Tt08ktdin3UXJpQUcHfyMhI/L1eXxoKomnNWLo2eyrGpyuTsOM2rTfqU72J7idbLfuJdu7nyHG3pp52gab1A2Xd9L2a9KwlvV2E6ryvbJJO8RRXcacEvtc/lq5ah7StORbBLn2S+WG5T47QutxXLoDSEKltXcvPFLxO0KyP6yTSKuqlx7o1KdDzJ1J9Hn7uugp07TeoPSern7TpyVDnXgWpLcrIhy4Q8Vrdu6XCIST/5qbyNJ3eVc7dv09eGLGt/R1uM0/6xiGUbhuC51+VXerH6VWr+EhX7PeJnd7c09Ajk41xLyzwnEztFVVPBM+2pe361sJhbWJ93gRZ05tkhYR7d1O+QUXHPd7q+36qCqWbTl+t/aYzIjW+StoiPK20ktfo2RY2iTb27Jf8AZOJ9rdTHtut/aRex1Bpy3W5Z1multaj29tnamyRn1jrzir0iny+9WpXi8W2zw+9XecxCaItgK6WNy03TVFi7zGihdYrj8kEcaEDzvEvIqffQZHrrR+sI16hu2Wyv3Vh3STlnd4Mvgo1KFB4bq7iT5fFKNaNMapHUug7jN03LdZtGmn7ZciN5t0leJMKiYPq3KiLy+NapbdY6dubis228wZrqAZbWXxXy+ZP0fe+FRll15bpEWRIuQswEZdFtPWb8mXl8vx9350oMrt+jNeRdE6Rs0nTFwdlQpkwZaHOB1GmzUlZLYR7C82N5eXbRIWgtVS07PR1LpW5TPREWXGvLgzWy44kJC0JFxOsd1bO/q6ytwWLi7dooQHlImn8cl2+b8nb9qpwTyioCIoeO7FB5yLs/7S3tAadtzkOexPtkaUz3d8mpjBoTvQJormfLt9YJbhr0PYWDYtMOPJw3Ibjti4gdQiqCmURfhThs3MfRr+uhy5nyf00Cir//AJCNQmvlT8CL+ie23P8A7sqleK5/0bf+ltqE1yquaQviEm3Nuf8A3ZUExZd3cWevPQP9WnSqtMrEK9ya5Z6B/q0+5/LQS9dXV1B1BQrRVoOc8tVaK8EbXd9kOLgG7bFNcJ8Cdqzur0VW4RInaLdeXJbZF/eP0Gf9jOmluWmdPT7nNuKLaJr77Nuei8Hguk45tIiJNxdJf00ppJUY7PfwJkw5zN7anmCtLEdxjvXE4qOeXZjnuzWvgqIPJEShLGM4TPxoMnZ1HCs3aJrWc5Du7oLGiI1w7c+5xjbF3cI7U5+YaHRsl2x3nUj+prdKH0263PiA1Gce3AbSCrC4HkqFuTBeOa1byt5wua4FVUyuaDJQfG0dqUVQtUiFHY0v3bhNQ3HAYcVziI0Lgpt3bahLbY7hbmbFcNMRnlj3N+Gt/tnC2HGdbMfxrYXUPlwXx6S9lbkrq4Vai0tcNnUD1/RF767HGNu/6tF3Y/aWgyaVCuC3x6VZHr7BkvXcnHrBLZ49ukbXep0SIfU9I78oXm92tX03w9s/ac8l74ee9gqY8Po8/wAX8Pz1JqaZDknV9qjcRv8AToBEQ2Y20CIKeFGI20TCLTVXtrmMUDtEFB8KIjKJyQUTPtpNH9hbTX89KA4JluQ/zUHOAiJsRExQIgp04zXFhV8FrgHHzJ99AC7UXAin56A0RfcSjIiKvjmjEPTyUs0DRE5tp5/t/NWWapttxvXZ5qmzWWL36dLnS47eHRDlvQt24i6a1Q1FFTnVAi3YbOxNdBlXZEi+OsRg90nCLlu+pOa/moKtEtV+ba1BZdFhJK03BhxonXZQ8S33NA2uoW4txCXTuJPKXlpZdIagjwWH2tPySb71GfmWt6Qwgui20TZ8MQ9X5iEufjtq6+nrFDu6WVh9I0hZWx5rBc3yHdtIvLuVOeFWou7dpOlu6vDF1DbFnMkafjQvcNvaYiW7aPTjcP8As0Fd/Ai7lcWSW3ymYQNQygI1Lbzb0ZPcTTrhCpfzfjzSkLjoF97T+o1Y0qHpeXcnXYHr2/oCdbLpLdtHy+FXSVrGPG1EFkJGCRXAYdfWSfQZDuFvbtxuUfKmedKQ9b6VmXD0dFuuZSOOsbVaNER5vmTecebHOgqq6e1EuupF/S2KjCvGXBdeYNNpM8L1bn0rZKXLHNv3qhtNaK1hZNM3izjpuHOmTbS0KS5UtsHGjFMFFIm+ezpyK/a6qvcTXNsGwR5sq4x3gkE8aOQGnTHa2e0i27dw46d2fepST2k6Pt8963zLuAS2jBuQnDNQZIk6UI9u1N3u/N9VBTE0bqru91BbarDMydGmtI1MY4ze1raXq8cEl3D5fKu6rZbrDeG+yB/TpstrdFt7rDbAcNpvcSlt3bOkfN1ben5acN6304VvScM19xpScBACI8biK39J6vbuHb73LlViiv8AfUR9nio042Jt/bEqDJYWjdUM6Jv+nJtpt7zsyI2Ua4uvBxTfFB9S5tHyio9J06n6V1HNS9yCsTUVblcok1vu9ya4gcNvaWcjw1PPsLpKtYME4Kh10gAclHBUGZ2TR2oLdc7bKWyWOcRWwoUpSVsOF68nB5berIFt6eSH9mmULs+1A1brM1J0/ZJvdLNKtrsd6YO0TcNSFR5eVM/lVrKiQEPQ54e2hbEiQej2+2gyZzQmsWp0FUS1O+jXIDiSkl7O993aEXEc3CpbvNt9mKsWgdI3+0aofuM5ODDebdDhd5bkbVJzcPCLYLgj5iISIury1eVDb5d50G1S828KB6KIi4yClXbwFcKnP7qjdj+9DQDx8aVZJ3iZJFxQQ/aMCloK/bERPxNyqd2laSut4kTji22Fdxl2I7bFSS8Lfc3iwXF6vj0+HPpq3dozhroK/Y5fiblJ3rV+n9Pgy1dpLrarH457GSPY0KiKuFhOQ8/Ggz65aL1k/c4k5i2wmUjv2yTxe9t73OAgi60RYUs+bbtwOKdvdmr0jTuq2SsltYu13uLr8Rx14Vwwatlwtwp0j6vwqfu2vAcLUtttkV9qZaLekpp16I4rJFwyc5r5cbR+am181489oKTcrIaelrfGYdfORFc4CqoipNoflz1ezwoI2Roy8ekUu0aywo/Fu8KZ3BHmwSMkdNrhCQpjc548vlHdQfwe31WJ7MiMs15Y09hqS5MHY53ky27m8bvl8VXbt6ashayQdZNWJ1qMsM3kjlIy6mXuFxNier4e7Hs305tGt7W6pRnJivPOypTcdGYLqL6hNxNFu/jEH9r3aCiyOzy7jEmdx03ZGXlt9sYi4lJ0PR3UI1zjpyPvfVWga9sk28221PwLfHdnwLizNAHHOGC7M52ntLHjTWT2kaUYhRZRPTnW5kPvrHCgullpPMRdPTt9vwpO49oVldsM2bbpkhp2I2y6ROwXCw25u2HsTmQLtLqT4UFftWhNRNN2sZNjsZNxtSP3J1Fl52MuAXIejzbi/wBmp/SFhv1t7PZNimtW1uZmb3YOKTzGxwyJsSURHCDu27fqqXk6ysMa7Jan5TiSOOMbejJcLjGO4W92POo+yoiP2q6UktgUdLs5xBcJlPRr3reEWHUTp5oPtoKix2e6odsd8hd2tK+l7Qzb1adl/Rm0qr7obdu0unHl21olxsBHoiVardboMCTJYVO656N6h1biEc/pU011fnWezW66k05OVn8QWWxI4e4TDGU6S+qmLPaFaVsoK0/LanbYqbJsY/F/pbcLHVwyL3qCDXQ+rGYjO1IryLOV50ZUr8aaEmuHuGQIdX6t+zp3U4j9mdxOwabhyJMZifbAWHLdb3Od8hEvUHUOd3SKj8lP3+0lWO5NraH5bzl2K1SQis7uC6I7ve256efsqQLWttiSbw5LkyMQZTMdYndOAbROCJCO4i2lndndyoIa+aAvc+bfZEc4MIJk2DKgg04Sbkje4709Al9W7H10RnQ9zbn2SWsSz4iSJsx1l6U68W98NvmIer5i8PN4UpM7QBjanjyuLNWzzbV3lmB3ZO8q/wAUWxER8S83hVktGofSGsZdqw8zwoLUju0mNs+kJerfnn4Yx7u2gruhtFXWx3yyOvx7MLNvsZ26T3Jxz1hk4hCScvDl73xrSeEgJ5q4DQfNhK5xN6dK0FX1TlNR6Ux499e/4d2s51d2T6k1ZZNRO3K4sNXiVMCVbnWrg53VhG/oeI3t8wdX7RVomqc+ndL48e+uf8OdZvdtdastl91ZbGb8r0u2vxWrNF9HjskOvju4TjngPPlnIUE9F0drdjWq6nekafVybZ2odwDDirxAUl9WW3ylkfHy1V+zTsr19oiXHOLdrBOZciOxZzUpx9RRFcImyY6fV+bqT21p561tjE4YEsXleBxiLIcbHc0zIdHcjKl8cqn7SVEh2s6dceFkLLqYjdOQ01/Y/wCkcjlh0R6vMlBSo3ZDcY3YrI0Rw9MemXkOMl14buVYJ3i8127t2fZ5anx7O72/rObdkvluYhXGws2q4A0hcdtW0JPUkXLnnzfZqavPaJp2LDgz9k4oMqO1JWRwV2NtOHtFea9ZfZDctPY+rLdM1bI07CZeedjETb7xKAg2Qju6kzuQl9hY2rQZHcOzy5aQ0FIt52JL5OO0PWKLKtnHfNwCQibUxJdrI59iZ6iqYt3ZNez1BY76twj2p+GzC7xw3XFUxZaESacZ+jPq3bV5bav+odaxbLd37Y5bbg461DSamwR9a3uEcBz6jyuNv1U3LXEJdShp5yBPjzHiVltXRFN73C4uwR3bl6eWcYzyzQPtfWKdepdnuduegLItb5krExslaeE2yBUJR5oXVVcjaClM6lWZ/Yh+E+5Hk8P1rPdnmRER4bYljb09OfL9dN9N9oa2zSVqkXsZE26TCkpn1YEfBdIfKSoJFt28k66We15cw/Cohsc5hixuph5WmnvFsSL1Ymi+9uoOh6E1FFj2poZVhXuEi4vKSMkiud74nLw5beJz+bHspK1dm96gQ247FxjMKEuM6rSuPmCg2JbuG4XWznd5U8u37VW+63d+zWILrcY776Ajaud1a99dvzeUer2+FV249oBSWbI5abPJn97uTsN4W32stm2JKoiu7B+XxRaCOf7M7kthYt7t3gLwJEk2nmHXmHm0fc4ioJCXUooipg9wry+NalCRW2WWldNSAUQyVOS/XVEXVYxEu5SYt2fJm7BD4DvCZGPuaE/pN2Nnvbl+bbTu3doFqnx7U7EhT3PScGTLYTaPPgeYPN5v6ProLuGfalGwPtWs/e7ToyR4z8bT11lNvWn0uqt8NOHHRerdkkwafLT2d2gWduajbUSRIiNjG7xK2ogR+8fQ70wpKpZHy+G4aC59f2Kgdc/4I31fjbZH7sqZdnuobnqO2SJdwtjlvFuY8y2hugW7huEHu/k+2n2uUxpK9D8bdI/dlQP7Am62Ry+Mdv8AqU+4ZfNTDThf2JiJ/wCjN/1Bp/vH40EzXV1dQAlENKUSuVKBPb01XYQoPaDc1X22yL+8fqyZ6aq7rRlri6Ky5w3CtDGwlTKCXEe5qntoLIPlSjF4pXn3RXa9q28HaVJLHJkTL2VuftbDLgOtsgW0nxNXMfa2lWrB2g6YPUYWEZb/AHo5hQQcWMaMlIEdxNI5jCmieygtddVEmdolhmW66naLl6yLHfMZDkJ02EVvkRZHxEV81V62a+vb2sdKxUl26ba7vp1y4vOxYrnWbaJ1N7l3bVz5dm6g1VWyHnXcMirLLX2iSptr0dKS9WlwrzdnI0h5u3v8KQgqQ8Jrd9GfSPn+UquGnNcWHUNzO32gpT5iLhI9wCRgthbSwfh40FhNg0UvJ1UBtmiD4cqzuNqjUq9u8zRfpCH6HatY3P8AuP1vUW3h7t/587akJmswt/acVmn3ZmHAZsxzHY78M0PpL6ZHfJw8csebdQXZWiX1fzc91FVsl5fHlurL9cdq0Fzs61BeNJ3EmblbLcNyYSRE+kYVcC4gl4tl81TTnaTYLRAjre35IO9yiyZTjMYlZZR9doqpfWtBclAy9gF0+NLMgYe0C6fCs+PtCg23VOqQvN24dttEaO6kfuRAbPELbu4nlcQlUdu2rXp3UMS/tOOwQkoDb3BMnW9nPbnl8U5pzSgmgX4pzrlVfzUVeJ7FSjChL7UoCqOUoMAlHVFTxopKi+ygSxhUUvCqGloS7R5Hc1xIh6gclNbvKpAS9K/lIpD+lV8PzDnxzWfSdRLpWx328rbpM8Gbw+hMsKm5dzginJfHxoEb5oC7XLUnpn0+wit3JmZHB2HnhcMdvA6SEVFfmxn66WlaJuz+kdQWL0hBF67zHZPeO6LlviFuIVTf1frSjQO0t126pBnaWnwhG4pb5DyvNGLLxBub8pdSF8U8KAu0W3pHWetrn8F2NKkQHctfjgRvpdvy/Ec+agZ3Hs/vU2/hcH75GTbOYmtYiEWzhJt4XmxtXqXPjSoaDuoOIaX2BkL6V45QVyu4UTh+P1+b+ilo3aSz6OlSp9lnRHgjR5MVhSEzfCQ5wm/KvQe/pXPh9dRWp9UXO6yLfZLYMi3yFvfcbtwpQcRv1BODw3PrHaufs7aAqdlUly0w7bMukF9GDfVt9YZg60TrvEU2zFxCEkRF+IrjqqTn6BuTr91d9Oxk9ITYcrBQuYd327B83NV2h+paaxdbyrBpBuV3C73oxlSYzrkuU0jqG27wxRVEURSMvARGo3WustS2pzUT8eO8rtvgR5DcN3hcNtHyQd3EHmSiSF00Ehc+zSTdRl+krrAc71cXp6J3YhUFcERyKo5kVTb4oqfdVm0xGvUOdIhy3XH7ZFjsMQ3n+bzpCPWRL7fEfz5qDuGorjBuMsLlbrqw/FsxSu7NPA+30ubekRHO/wC18KZRO0h2XboEm12JZxXKetsYOPcANvi8NHMkSjuAcoXIh3cvLQaWn6P5qMn6X5qzfTfaG/cVZ71pe4we8RZLrCK4LhGccsON4H/ZXxKk43aEN20pcNQxABtbW8ynDCZxRf3KOWzHAkh4LykPmoNMTrXmu5UoFUl5baOKhwgFCVFIUXwrsoPLKrQJAiImNyJSibdvxrhQFWgIUUuSpQFVOfNeVAQ8uWa40z4cq4c4x40Fa16i/gHqD/QXv6tVrXWg5GtBEXLq41FctyxzaKOjiCSp9Ki7hw5n2ruq069T+0S//wCgu/1ahbvqKHYr21312aLTdnkzTcB3cy4LSBne2nNC6k24L40DSVoi6G7PKPqPgpcLWEGSnd87yFomuJ5vlLw+cR58qjbf2aTIVgnaej37g22e2AKysDoacQR3OtrxP4zbkk+ahn9p9yk2dl+z6ZXviy7f5nfVqxJL3XFDze6Q+7u3VOfh405qUrGtoV1G5bcGQ9FcN7hPG1vzgQ+jTIpuXHj4UEPf+z+5uXNy/hdCny48pu4xWu6toam2O3gCRF0gXV+15qXs2jbm7HSebhWe6DdJVxa9WL+xH02qJdW1V2007LdaXGbp2Xb2YqT0tbUgpTsu4Ej6kDrnDaTcO4ukfNmlh7WLmUFJf4EPMtLa27qq+kWlzFJcEvl86fL/ALVAaH2ZyWIMWKWpHi7vapNt4nccG4Lx7txLv5kmBT69tLv9mcl6PcmF1C42s+zx7aSrCFdqNKeCHn5uoqN+F0iZrN6Jbe/vxW5nc0aRRRtXuDu3EuzcLfUKbt3m92ma9o5WfSECcVpkuqcWTJdKVO4znqT2kCKI7iL7RCI/aoJNOz1WtROXVi5NbJLwSpIOxBdPvAgI723CyTY9ArtT4eNNrT2fP25LYjeqn1S3xpjAfiwpnvBZz9WP6fqq1aq1Elm0RM1KzF733eD3vg79u7lnZnC4Wqz/AAiXRmdIZm6PRhmI/Dbku98zgJG3hqKbeoh3cx+rpWgm4+jxLs0XRDtwdNjuPcu87BR3Zs2+PzYqIkdnKTITwP3WY/OMYrSS+GKcNIznEa6fAlz5vmpwGuHndThZAtiIr8uTEZc43vshuyXLamfhnKe1EqFsGv701pyzJcI8eRdbsT6NI0rh/RbiIi2hn7KYoJFOzd1BfdXU9wWa7dkugvo22nCe2bFwm3ybfdo0js+N1biPpyQ8FxktPyW5MZp4XFBvhiJIQ9QkPii5pldO0bUUUHCi6QDaxZguklqXM4T4bjQVa27F9auC2+zlR7prK+vWy7QZUaLZJ8d+K224zPQiEZHNCQlDcpjlcigluzyoEJ3Y5b5UWJF9KyGQhwyjRybbFDY3O8XeBe4Ql5dvl+urTB0rIhanW/PXqVcZLkFuGQusCIlsVSE8JjqySr+eqXZNZ6jkrpcYzkbgPS58W4LcFc3ud33buoUTp97mFMdUXrDJXN6C8kiz6wFvDT7r3E6B+jH5VEh9VQbATTjpIvBx007bA9m3w6az2Rre8N6bst04Fn41xbfkq008690NDuwIim5S9hL4J71Il2lPq9aDS2MRYs+PFe45qe0OP7u8Q2io+7xNu6gsWp/796X/ANOc/wCHcqFm9m0Se5qY5V6uCrqBWye4YtjwSa+iUOnltwPm8cVM6lVFvWlufJZzn/DuVW39e3SBcLmj1hiLa4F6YtaONSnCknxsKJ8LbjHWK7fyvhQSydn1vGckh+6TnmSfjy5IOqC94kMfRuEu3ljA8kx5abQNCDb5EV1m/wBywxImv+sbb5FI8/s+1VW1VrKVqHQtzhyrcxHYu1jnXGA6y8RON92Lbg/gXlLl8dtPNWagvUC36kS3Mxmp8S0W9xuW687zB0lH6PyiSdXUlBISOyW3vRGYsvUl1VpuB3JBwyiKKLkSwo8i+ZRxv9tSreioY6jjXybNkTZccycZJ9ttTRVHaicRE3K3/wBXu21C33Wt3Yvsi1xrO3dXoDEdyesUnMZccUdrRe7t2kpZ/Jpt+E062W67OR7MDrzV6ejO7Cfkom1oS4ot/S/LyTw81BedRactd3utqustvdJtrimwqHtznGRL4pyQvyhGoR3s9t66hW9NXe6tupcPSLQ8QF2OqO0k3bdyio8sKq49mKrkzXepSafm2632CZCiWeLcncyncvi8SgTQ8ulekuov2akG9X6jZdSFcLdZkeav7Fpd4Sucm3wEhId3vDu20Dt/s3tT1kYsrl2ujsFsXQNt1WnN4unuLzAu0kyW0hwo58VpxcOz+0yVvTY3S7MRru0jUiOD47Ew2LW5MjyLYOM1IaJu8++wZr8piI0US4yIY93c3ISNHtytUlxfSmmLCr7pS7rde8TfRrksmAlmgnuEnMFtRodv7NBe7vpiJeLGNpkTZ6CwjBo62o71Notw7uW0h6fDGyoNNA2wICIFwuvHSec5hzvODB8hIS93pFd35vdrLo10ul3tDCSEfuUG26TGa5IduHdTcPe4LjiEO7Lg8PaKr0+971aBMMpOtdAz4su5NtTosl0mCfLhl6gV5t5xu6vH6qB1aNFvzAOdfZSw5b9wGa33V3fwCFgWdu5xPWeXd4U8a7PbQMGBEjXS9thb+8pFfSSPFEX/AKRvO3yf7X2qeaefkFqe/wBpXKw4rjT7WfcMx3EP+zu/PVnigghg/wA9BTovZrZWLeEELpfEYC2FaxDvI5SOXs8vj9dLjoGyDwkWRceG33ZHG+KOyT3f6FXU29SjhOaY8qVctrSeFduRPCggbBpm22abNlQZEs+9G4SsuO7mmeIfELYPu5LBUOtuWlrvxer+x7/7oqmaiNaJ/arePb/Y+R+7KgV04pehoi/+itf1RqT3L8tRumcehIapnnFZ/qjUvuX4pQTFdXV1By0CLQ1y0AF4VVHRkOa0uAR1QHCtTKIaplB9Y77PbVrPwqp3CWkDVN2nYz3exC7t+O03F/7qCiwexUAsMPTz2pH3rZGu63fCRdrpObt23fu5Ju+qnL/ZLJd1K3fZOq5Lkli9HdIxHG3mG4dnCzu5og8k5VLStZTNN6UttwfjHcHp0NZzpvO8MATCEopyUvewI48E6lzRrn2iSo8h1Iun3JEZmztXg3lkCOGCzuHH8om0un248aCFtPY23brjd7hHvIMSrnCfhuvMRuGTqO+Lro7thuD7pbUx8Ke2bsqW2T9NzWtRKR2C0Ha2E7rycAveLq8atOqpSydOR5Nvuvcu8G0rZJtQ30Lnwm93gZpyT76otrmXy5WI2ZF/nJKj3SWHotp1oJxgO3axxN2CINwkqp4oSUEYz2b6ktU/R+mIoo/YrFd1u63d0xQzVeIRMcNPrIeqrXoHsvgaX1TI1I1OEpb7RtuEwyrCSNxbt7woW0z+valViNqS83Sxo8eo5HEtel/SaORejvEne4PrOnq28PaSeHUVX636906cGMUmaTUgmQV1nur3QSjzTy0EfctBXN/tBla0g6oKBMftw2/YkFtwUaQ9+er259tRAdksZy6ty7rqCTcAWyvWeQ24wKK606RERZ9hbiz7aQSRfC1tAixtTSH491amfjXFE40gx+jFpsSXhkz73hu20jJYvFrs9/lWW/ajuqMS2YBd6l8Y+kh7yTG739pbR+0NA7/giZHQ87Sg3km2pkMYKSggNC8LOfAiwu8uXitNb92Ks3kiCZrCcTJW6NB2cAfVcDwJv5d/vJzzS1q1Pc2rPqKQh3BWLDdmEid7+ncZcFvc05830pbc8/LWtrhCxigzKd2XJLvd8ur2oZDh3iIxEeZOG2rSAyaEHL9aF8c+yrB2aaJt2hbRJt9tX1ciSUkmwHY02RY5AHgKcqt+PursL8EoEPWrzTFCiuezGaX5fChUUVPCgbrxV5YRaDDw88CtL8k5YrloGBA7xU51SGbDG1HCv1rmLKSO5dXFPu57C6SEk5+zmiVfiH1mc1XNG/T3v/W73+4aCMkdn9nfknJduF7VVuDdyJe9+D4DhC8Of3UZ3s9sBtSG8yuG6y8y2CSCUWBeLL2xPd3f0VdttdtRKCkt9nmnuE43I71K3xG4pK/IIsttluD9JD6s0dNCWdH2XUSZxWphTu8d5Leb+3bxD+PLp/Jq5rgvq+z8KKvT9X2vhQUcuzWwEICrl12hKcmCiT3OTx+YvH61/XR10FpxG5kXgzXo863tQZAOSXDE2R8v7PPn9qrmKInguaFMqvKgpJ6Dsh7jVy4kRR1ikXfTyTanxF3dXM93Pd/RXDoyy8ePIIp6yY8nvYSEkkjivcPh7iX29HKri9naSKSJTdhA3DksfV89BVmuz/TYBHH+yX4sDwMr3sulHvpf10u3oq1tJw23JJtOuNuSkedJwpHC+iQlVfKNWoSDFcBDmgRQXkHK86BBJV8ypThPHCIaDRVyHghLQEUXRXCGi/moqo6hczT9VLCSEOVUv1UBLhPb+qgTLiEnnT9VFQDDnvSlUVMUICq+KYoKtr5SXQ195/4m9/VpF3TNpu78W5XBp11wIiMA1xS4XDcEVdEhztXdj81PtbqK6Gvvqv8AE3v6pf8AhVL7QdXXTTjccba+yy61aXJqtOIPrOGA7eol8v2U50FlTQthSzLaMSSjLw1HfKcIm+GW5vhluwO1flpWDoqyQpJzYTDzR4FFaGS4LZ4HaKkO7aRY9qVn8m+3aXftSymtSlH4+nY0q1xGojZ+Zpwl4Ze3aQ+akrVe4/etJyDvVunl6Jf3OKit8NxtgXB8pdWN3VyoLsz2d6YjIyrbMpDaZdjtmktxCRtwtzqZ3c9xdWa6ZonR0SE1CkLwmHICWkBduLg72PFGkyfNf6aoS6m1BcrS16RvR2vgXaBxXUZZ2cFzd1cQVwQ7hz7C+ai6nnwlO/BHkxC4NxtMhmXwV/jHRIjIc+zzeyg0V/RTUd4p9gc7hcd4HxHFN1lSHam4mtyIpbUxu8frprB7MNOjbYzFxYWY+1GcjmaOuNg6DhKZAYiXUG9c4Vaho+srxGuDMeRe4ZWobw/bTn8EfxgO78Rt3d4CqH0/Ku2rV2aX0tUaAg3OW+3KecRxJDgtbBXaRJzH2csUD52y2R/T7un5IC9AFngGwjqqiCnuqW7dUc1pHSF2R18G++I8raO8KaSgRNfR+UvEazNFbZ7OdXQ9LrDwGpfXsjnhhFVxrilgP4vbu3fZzV27MZ0WPPvkcgtTKHeEYjTIbatNXBzgiXSO8k3jt29PT00E5E0LpqNcm7g3AVJAPE+C8UvVuL5lDn07ve8c/VQhoTTTTHCC2i22r/Gy0SoQku7khbtwr1LyH41Ha/v0qyaltzTl2GBbpdunG4ZNCu18BHhYVfFeosB735qp7Gtb/PgWt+NqwGUc0stydTubfOS2o8ury7urclBoUjQumnFdefhNrvjDEPJkgkyPuEmeaVG3bTHZ6opcbgVvYB5wMSnLjsRw2vo9rhF5h6vCp2DOi3bR8a6XXu3c5UJHpCHt4PUPPOfrrN9Klp6J2Cw7sUWJdisjL5pFJBMG3lUh28P9KgujWkNFXK1CUSBCfgo+UhpWS3gjnlIhIS97HVTg9BaZN4pHolniuSu+GWS5vfynj404023arNAtemUdaYeOLu4bbWzdt5muPAeZf01QdZ6tuia+k6eDVRWoBWF3YkNsE2OF67KmK7nPlxQXJzs70gAtizYoytsGagO406nfpee7nu94aWY0NpaITZNafjMGyAoCruxtDy9Oee33Uqn6U1bdo+spg3u4SStDTckzXA9ANl0m43sR1stv3iu6tTbebeZB5o0MDTci/VQVbVzapddL4/zp/wDRcpna9CQGNVXLUc5W5k2XNGW0vD2oyQtiGPFc+GfZ41IawJPSul/9a/8A0XKsTX0S/l0FcPRGl3W5bJ2eMQzmiZkpsVEJoi3kGfdHfz2jRk0TpsXZBpaYxpIijDeRzcXEZHygvPmiVZeXhvL9dENUFM81TdjklBXk0Vpwe6bbJFRY30GBXoHdnb9pM9fOk/wI0t61PQ8f1jxSFLC7uMo435+NWcdqexK4lT2YoK1+B2lnuJxLDBybIsGqN4Qmw8glz8qUK6T028zLaOzRSZm4KRyX1pD5CL7Q1Y3OnyhxCL3hLFAip8U6aCHtdktNjbcC026LCF0t7osN7EMviqUkum7POjORpkFp9k3ieVs0yIkS9e34bvbU49sLybN1czsHz7N1BDyNK2CQ1EYftMNxmIGxltWkwCfKn2eScqNK0vYptzauc62MPzWPoHyTrb+5fZU1uCu3BQR8G2RYfGKOh8SQ6brpmW5SL404QFRcL+enAKnxTPsoT4X5veoENg8PbuJMfBa5GRXqQiXHxWhy2iKqEKfetc2bagqKQr9y0HcP5ST9dROrENLBdNvgsJ7l/wCzKpnite4S/rqH1RvctFx2eZYT3L9AqA+mUX0JB5ZzFY/qDUplflqI0sRehIHV/irP7samMrQTNdXV1B1cvjXVy+NAU6rDoslrmQj6IrK2gUc3eXHEczmrOdVqUjX4ZSuN9F6HHiZ8mOIfmoIg9KaVetsWRJmiUaKy7EjupN4YcBzzRyJF6x5J40xb7O7dO1EMx1xt+wBZ27bHiNvOZUAc3YMt2DD2YrF/RsnSeiEvWno4X/R1/dNq629cODbpO8hF9v5R8u4au+se0+fpXVcu1W+fa1g225W+I5DRhG9oPp6zJKWc887hHaPvUGy3ezwLrCbhzWUJhskcbUVUSbMfKQkngqVBw9I6WejKkFNycV5xZkaYSuq6fJzLqFuyWOr7qoDfaJdn+2NywNaxtaWaPJVqSvBBcuH9FHa9pGI9Th+UarejdfnbNC2/ut2s8FyVqqbDcWNDbAZG0iLcO5eG2q8lyv5qDa3tD6ZchxIQ21GIkVju7bLDptgrW5C4ZIi9Q5TOFylWNGjEURtcIiYTlXnyL2oarvFj0K+OorRbpd1usm3XFFYBdqBu2ubVLkXSn2eqk3u1rUadnVtnlqK3jfHbjKtrDbQN7ZroubW3F3cm2xHmX6NBtNu0fY7fdG7nFi7JLPE4OTLYzxSy7sHO0d31eFEkaRsLtqmWpYAJBmySlyG8rknyJCVxCzlC3Ii5zWM637WbnZ4Bu2fVEa6SIlnYlmnc0AJbnF2uudXmDaJYFvw8anrn2iaiXtQiWph5tyxPyIQNuwEbexxQAlBxsuvae7pdTklBokqyacs9oZB51mBbo0pJRK64iI4/u3IbhL5l3885qZtdwgXMVcgXGLMbTxVh4Tx+ZKyvthA2+13s/mXhC/BZl6SkgnecYJSt+pJ3PSnPO1S8Cxj21WL7rObbrd2jX/TMK22eZbSYFJ7Jq+zcCztEkHag+Xcm4floPQ5Cu7z0KguOR1hWotW64srGl2X9RxJ1vv77rvpRpoGQjDwhVtpXCyI7nN3MvZ01D6y7T9Y2lm0wZGoLPa7jKsBSAcQ2xZflo9w0yTuOhR6uXVQej9vVzOhxz81eftY6u1nYSuDMe9EqW6ysSbWpbX/TMkyTeKLt9YPiKIHV7akLXqDWt+7SrvYW9VhZmYMSHN4CwAdXJJuej7vs5x83hQbft+3Xbft1i/YnrLVeodXSIt/dN1nuhPtuRUByIfrNqL5RcZPH8WVbMq/ZoEHAICTB5qmx7zbLBD1DdLtIcjQ49xdcdeFsiEB2hzXHh41di2qobkrLdVk69oHtAhNMPPS5LktmO3HbIzMlYFBHalBcIGsdNS+MgXUG1jsDIdSQBMKjReDnrEHI/XUyzKiy4IzY0kH45DuBxpd4knxTHjWME1eu/S5sdu+z/wC1YmSnSoZMvR3wTc2yz0ju3l5uXu+ancSRqVL/AGF4UnpHRiB3pngvsf8AbkJCmwvrFzC9PTQajp67W+/Wtu5Wx8no5kYIpNkBZElFekkRfFKkHGvtViOiEvltukzvNtv4x1Sc5bViNOhwz47hbXhLp3OCQ8Ml6aZjdNRx9HX5D/CWOC2NmS3Kd4u/vIr6z1jn8Z5d3gPy0G98FRHbxOdF4fJU3Kip7axp8tTnDmM2wr+zalmRe6LPjPmarsLj7tvrhZ3bepPe+zVknXLUNt7KmU9GXZ++PxhZ4TTTso2yJdqul721B58+fsoLNpu+2bUseTIsc5JrUWQ5DdIU8HW/MNTHCc+3+jWA6Rs140PqfVFkSy3CRp+92wZTMu3xXQCPLEMbd3juXpX76q0a3doiWdll5e0Piu6YNZPrHd/pQTLgD923H2aD0O1qe0vaxf0g2slLzHi97Nk2SESa3bcgXgvOp1W1ZbyIGIDXnrUNi1PcdQt6jkW7U3eXdHNxUei+pf8ASO7cIlt5+b9GpG36b1rcde2+Nqq56tYYTT8bvMmA6XA9ICW4kUvL5fH3SoN04SKPEFwk3ezNIXN9i3wJE583FZjNE67sbUyURHcu0UypeFYparZr9NQMuSGLyt29PvHPlZLuS2zBcMWurb8u1Mbs0w0/pzU7JapuEiyatiSH7e/GtDPejxHAfo3SLf1PuFz5eRBoNli6ntU6bZ4zSTd14iLLhr3ZwRRtBFfWfIXV4FU6TIInmP8Aarz1ap97PUWjLaFxnpfGdPTWbpG7z69JLbCbeIOccTJdKr81W7sHtWqrW/cG9SMSnAVhkGpb7ZsE6o78oTRESKaZTLg4EuWPCg0yFMZmI/3ckJGD4ZmvlMk86CXvYp0rOEyPEL89ZVNgXdNP2uyLapswo10Pvyx1zgC4hIRN7h4ornnzTqTPu1WQg3RHNLW2+2e/TJ62ac0/Fal4MzbNNjvSfV5ulaDWtc/4F3z/AFe9/VpjIvVgtxWaLdYbsmRNbRImyGT/AF7NxAJbeldo0IR7mx2QOsXp1XLq1Zy72a+JubOa1Vu0iNJuC6RFpm/DHjq45Ik2pjJsCTBAmF9uVJP1UFytFx09L4JW2G8y8sruPOGQcMhHcTXl9WP9FTbNot4KGLdHwPIB4A9KfZSs0Yl3FR02sax39hiHcBjOvd1IFkxhY2k6+2JeG7b4/LUfa7JffRDd0QtT5S7L6QiyXXd7lv45EItDu+Xh+HVt3DQbA5b4ogbPo9jguc1DgD1L9aUwlSNOwbi1HnLHaly9nDacHqP3ayR47ol3sce7tX51ua1c9lvivO8c2hJOBxB3eZN36O4d1Hnjrsm4Cv2u7PXSHGgb3W+sDIXfxjbzRBLb0lnO/wB2g2WPAhoyLLcVgGh8oI2m1PzU4SOAAWxBEV9iJhKIjmW0Lao5+CbaOLgLgc0BG4kUBJEbFEXxwPjRgjMgCbGhREXKYTwowkhpyXwovFRF8y4oANlpxcGAl+UmaL3SL48EP2UpZZA7NqY++gQw25zlaBNY7exE2Io/DHKuSMzjCNCP1ImK4XSRFLK4+Fcj+9Olef10B+CKr5E+/FV+Xomwy58mbJYfM5JgbzPeXOA6QYwpN7tq+FWFpcphS50XiN/b6aDkjNKqogDvxhSx7KNwBRMIiUUTQ1wKqKfFaWypBgcIie1aCp6wb/stplf/AFp/9FyouZ2gRINwv0Nyx3pxbCgu3BwGAUG2iEiFwerco7UIvZ4VMayX8e00v/rX/wCi5Wdak0jfbnqDWlyYs9w9dGirb/xsQYmkzu3NOChdQluxzoNShzolxkbmG3UTuoSQkKGGi3eXC+0qVkXO3Qn7ezIdBp2cZBH6k6ywpf1UrLr7ZtXXQ7wcKwlbCn2iMPDKW0uXm3d5t+bkRDy3Ywn103c0VI77ZrmulXJ7MS4OutxZ5sgrAEzs6RHkg8QRXH6VBtBiHLy8+XmogiwucmHLx60rIZmm9Qx76ykbThvxmtUpcldSY2qcA2tpoIkWfN5kpjA0HJZk23v+j3Hm/SFwcnKkhvrjuoXCEurqTy9Pu0G2OAwCIrhtgqeCE5jNFJYiCpK7H5JleofJ833V5yvEe4R4tqst/trroRLILcppHoxvN+uL6HeadRCO3llaukbR9wPUTADAbYhHcTknLJR/uAo/DGKTfm+Xp8vTuoNGYvUCdGgyreD01iWvJyMIkLSJnqPq5D0/01JuFHbDiOELYZxlwttZDpXSl/szWiI6aThxzsc0lddafb3utqyTZO/aypD0+bpqy9rFiul8dt/cYISGGmpHGcVwE4e5tRTKOZHHNcltUhwmMZXIXtViJyV4EXdtxuGgImBUGVebRwvLkh3F+asEk2adIvseyvWSLMvX4GdycVy4DuaeE9ou7ve+bPnqVuHZ9PefvL62UJrzsi18GT3sQNzg7eOX2c7S+/dQbHxbf3dH+Kxwc44m4eFn8qm6XS2rfXrQkqOsxtoXOHxR3KBF0/1ayeboXUSvqrME0tLN5kyW7W0+xk2XmtomIknCEhLcuF+an8LRN7st6GdAtNumKdlZgd4kyfWsK3v8y7dy7kIU3j8tBp6SreXFVDYVG/pMOjtAvtfCjCTD6ZYVHWvcVtRIaxy1aH1Uzbbg1IsrbPfbZDj8KNcGg2PMu7iIdqY8vlVc529VaL2c2q5WXTZQrko8VZbrydLaFg1z1cPoz91BYNmE5Jio/UAKtnnf6I5/VqVTGOdML4iraZicsLFc/q0DXSI5sFvz4d0Z/djUxtb+C1E6QXOnLaqKnOGz+7GpfBfFKCYrq6uoOrlrs0GaDi8tVwhFzXDguYUStQoSL8OKtWMvLVVuLZv6tkstZE3LKQiv18RaCStLlskRTK3ts8BXF3KDW1DL2l9dOnIcV0tzkRlwl8VJpFXFZNqJb4/pLTkCHFu+WoDkd1WUL1D4ti2IkLagu7d5SyiVD3Ury/c4oPs6t9LO6PTDTTpgbcwT2ibgiWBTPt8vzUGv309PWOMt0uMaKynEFoVSOhGbhLtERREVVJV5YSodNUaPG3NyRbZKOTjoNsBAInkdb+lHg7dyKPt5Uve3bsxpu3d4t3pKWhR0m8NMq387zaYLJAvUNUm3xLrb7YYSLBdjhPz5zgz4yf2RAS28MiER8x9QqvLkI0F4kam0WzHYluPRXmpLCSkfbj7xFpVxxCVE6Rz7VqcGFbjASSHEUF5j6lMc/b4Vj8Kw6jh6XdCZYyCTddLR7WMeKGRYfEnFRC+CbXEUl9iivKtHhQdUx2Y7C3a1Ew20IYKASkuEx5uJj+igne7Q080RhURMIvCTknwowRmALjDGb4meRo2mcVi4tX8NTuSZFo1BGgOt3FucrucdSKTCq5u6h+VRRNvSNOewtbvI9D3QGbuxBOwtjcHJ0knEmyspscbype7u3F9aD7tBocvV2mxuq2aXJEnVkjDdQmSVsXTHcIESptyqeyix9WaWkSihg+Aj6zhuuN7GXOH59hLyPH1Zqo6rh3q66lhJHtT2Yt7adbc/xV2KPmdd/wCuTqEfb0jVaLQ98uT7MBhLva4MELmDbMtGzZYV4SFtG3BHc4hbs5XyD00GoRdVWCZDcebCRw2WweUXIqh6kvB0ULxD66T1DojTeoprs+4Rnjefi90cUHlQDZ+VR8KqUKPdyuci+yLdJYZjadC092Xnx392SURTzD5UFfrWtA0lGftmmLZAlOcV+NGBp085yaImf99A8ttvhW22w7bBjAzFhti1HbROTYCO1ET83KnaNingI/qoFc6/yqIrnrPyaAxZEsbRTPwSh5qKKi0gjyq/nbnCUq0ZHnljFARwV4gVR4V1YsUXUtzfjPP8O9knCjt7zMiEBHH5y/Rq8uF60PvqhiF7kt6mGxjG4yXvwdTCOBtb4gflKO4c0D9nWUR/Td7ud0ju21LO64xMBzrwQiJdKj5vMP66Qka4H0ZbnoNselypkH0isXdsMIybdxdSJkk3D0/X41XXNBXY9MXKNHlrBI5T8mBam1bfZBSa27TJwV97cX1bqGw6T1VbLLZZBBCfuzFkO0ymVkIACiqm10TFOoU2+GEXnQaFZ50a6W2NcYROPxpTIPNuGOUISTKLVRvOrLNMlnZ7xaCS0SJD0Q3H1yLhNAjhZb8eHhE6v6KkLBolbZaIVtY1TqBtqLFbYQGnmxbwKYXGQqId0rqaVqqDPkpb17nJf4lwLzyYxbhbjk0I/aHJL8tAtbu0IHbeKNadmMi/be/2YAMFWYym1MIufVr1t8l+b6qe23W1xNme/eNOyLY1AeaafIpbb3SQ5IvVr7vLKVDaF0NLt2pol7uVvhQHocByEw1BlOvh6wlIlHd9G30jtH7RU+CyXprs8m6ekCw/drkcht11ryN8Yy9b1fBv+rQXOTJtsNoTnT4sYHOYK+4I7vuzTT8IbCqxP7M23En6D8ZH1234c+dV3tHsb2otLx7DAgQpjrUqO6pSj2CCNmJ8i2lhS27PZ5qgLj2cSXdTuy2IzLlvmxmWxjNye7BB4bpOLgWxXfv3buSpgvjmgmrRr+Lc77cRZSExZYMg4pXR2aI+uHbkdn17uXPnirAl701C5P6ht3FXavrJLYke7y/mKqbH0bqBueNy4duWRHv7txYjq+Wx1txom8EW3Iqmc8kLNF0loOXaLxbTucW0TmItvcjKq8yRwn1e6RIfKPSI+2guJ6v0q3vQ9R2pOGG80SY2uB3Y+akrrqyBa7nbYKNq+M/Ctuo62IJuLkvNdy/o1Q7F2b3qEltR+LYPxVLmji8QvWFLLKe57vgVBD7M7uKw+/OQJmbZFgPjx3Wwb4CltNEFE4md3hy6k8aDU2rdbQmvXBuFFbmPDtOQ2wIuGnwIvMtOekcdKr91CCLhB3eCYoEIhFeugMiZ5qOKbOWq3u3Fu4uQo5S2x2g+rY8QU+ovGnCEqJzWjp5UoIXWbalpK8Ju/wAUe/3LSlhaX0ZC5/4s3/VpLV3+Ct55/wCJu/1VobG4iWuH1f4s1/VoJEWEQlwvNaMDA7FQs5++kycQ0TLiiq0ZUQXRRDQlX4rQIHZbe7cmri9Ciuymelp4mkU2w+UV9lOFYXPq1WuJw2ioSdJxKAxM4wiIv7VGbYQMrhef1UVt4tq5QeVJk+aKnJP2qBcAAV5LXG1uyiKmKRYcJXuWCSlHHcFtTktAkLQ8+a5pUGwEcKWM0RHSRVyiJSZmvs5rQKo0qJjNCjGQUAIdy+3FNVltsngzQTX2LSiSBVxPWZT4JQLo0KFhcF7aKbIouRDHtoWHcl1AqeyllxnNA3baUyyaqOKcF5Mckoi8vMq4X20O9VTAoi4+NBVtaJ+Naa4f+eB/cGlU/Umu77Zb1qW25sCJZ4zEmM2447x5vEVfViPzdOOW7zJVy1pjvWmtn+eB/dnVYv8AoKfc7vqmf6QhZvURpiMSs5OC41lW3NyqmcKucInsoLIGprSDcIbg/wBzmSWmXFjup1tcXkIkngJbuWCpmXaFohH1jrqSJxeIbe1RPkYeYfL4p8vmqIlaJu83vKzb7HcK6nDcuyjD27zjlnLPUu3d9fh9dKNaOvEW4RJvpCzLwry/df7kcVV4yEOzx9m7xoJx/WOl2IseW5dm1YkR+9NutpvHhZxxCVPKP1rinZXyzpdAtSz0WaZ8NARslHeo70HdjGdvOs7/AIMb6/ptbE9qO3o0ER6Fjuh8uIfF4g88l5tu0umpyJoi4BqiJfX7jASS06DrjsaMTRuIIY4ZZcUVwiZQiTcPtoJq56gt8XV0LTciOqvvxXJHGWMaoGCFERF2+3NEb1rpNiNMuDl3Z7vF6nXybc27d23d4dQ7uW4emh1FYpty1BEucS4tRQajORZAEypk824QqvDLPJcDjP11WI/ZhIZ03Kszc21jxIRQWn1gmritKufWLxOpfqHan1UE2WvLLIlPuRbiy/HZhyXnGlZdR/1e3dwh27SHq/2hpzE1zp5zT9uusuQ9F7+zxQZcjuZEUFFIsbd2Ez4+WjXPSMyfeoU87lGFlm3SITjKRfNxkFCIVz0+Xw51CB2d3pIUVstVIUpi3OWviJE9WUYkAeQ7vpMN5358xJy+ISs/WOlIk4obl2YSagj08I1whgRtlnb5VEc59maCNq6ALkIX7xauC7ZXLk6bSO7HBHb6xsi9zq++hsmipdpeuvdbmzwZdsj26OJR1UmQZBRRSLd1L1L8Kr0PR97OQzZleegs2iwvWhq6K23h3iK3tcbb3H7BJC3UFv0LqY9Qtyhkx48STHIdzAOGRoBDuAi3AOMpVnweM7VxVP0Ro1zTdzuU/wBIxpI3JpkXWQi7EEmx2oSFuVSRR+NPfwL0p3jvn4Pxe9cTfv3n5vm8aCybufKg2qS86IiLnpoUJUXnQH5e1aY3lM22Snxjuf1adIvwprdEVYL/AP2Dn9VaBhopFXTNrUR8YLX7sanE3Y8EqE0OKrpa0Lnl3Bn92NTaCGPFaCXoMV2aFFoAzXZocUGKAF8KrconF1yCtJnFpNcZ8fWjVkXwqszeMGuRFrG5bQ5hF8M8UaCj6d7X2rxbb8x+DrkPUFnRx1bbJf295jgWCfaPb1B4+z2VYbTd4UjWEtyfabRDehW0CkXHvzZGG7zMkPmQR+K9NVC/dlN31NoKA1OWFadT25x1YcuM+TgqDjpETZltEtpISpyzRtUdnGoLvrfU9y7vanoV4sbdpRtyW4i5bJCyu0end1fdgaDSS1NpsY6y/T1s7sDnCNxZY7RL5fv+qll1Lp6NbWbjIvlubiSEy08sgdh/krnnWUwuzPWke0QmQuMSW5GvwTds9zjSW2Ba27RlcPdv+3jy9NRj/Y9qUdI2u2FJjrMtsue41Ogz3Izqd4Pd8qoQ9RCQrQbDqrVNm09o+TquZLBy2R4/H4ja7uIPs2/HNV+DqfU0lywypWkm0t12HKk1LU3IaK2Tgq4O32qg+XOKNe9BLqPscHQ1znpxygBGOYwHDTePvIPy5Hy1AjonWE+/6Tm3aVAjxrEKDJaiS309IbQ2huHkI4XnjqoLwmqtHXYO5pqCzyUdbNSa702SEA+fKZ8E9tJ22/6SDTjsq2Xi0M2mDhHDYcRGmc+zHsrOLf2QSXdE6r0/eBtTE++zJcqPcIjW84/GPds6h8vu/aqI1voG927s/lmFsYfukp23tOmy6/J5R3Ol4lXyiI+xEXb9dBq7OtdIvNSHmtQ2/gRlHjPoWGxUvAd3gqr8vjTh/WOk2I8N57UtrBqYpd2JZA+t2+OPurI9KaT1He7ajj1qG0TbNqlL1xHpDhx7se3qIkIUUfNgeXu1JH2SXoktMlX7Q+6zqR7UEtl3dwNzn8S10+X61oNF/DTSqlFMdRW9QmqJsEjw7XdxbRyv2l5DVi4Gfo/bWV3zsukTNfMXyzOxrHHEoyokVxwN4N9RNuMY4R+9tLlt3Vq6OGh7eH0fNmgBW1RERV5pQ8JFXdlUopKp9SgqF99HBxfLtzQdwBQ9yLha7hj1IqZL2LXK8iZRUytEV888hTHxoOJOY1mmo7pcbBZ9X3S3PNi7HvLa9Yb0UCBpMY+OCrTD91aoTtkb1Rb9Y2V2ScUX7wBI6CZXpbaLGPuGglQ1pYkjOOEs0Xm30jHG7ofG4iplE249qc6aSu0LS7FqjXVHJ78OQ3vFxmE4aD1bNi8uR7+W2kJ+hHpZuzntQl6QfmNSJBpHwy8DYbRbJtC8Pb4+POo9js0nx4NohxNWOtM2tZDjCejwX1rp7hc83iGSx99BNJr7TPpc7W4c9iQ1MbhPb4Lgi086nqhJcbU3eym0PX0YSuA3NU9TLOKy1Eiu8feI8Qukk+Xqz4UhN7O58j0gp6gLM25RJyqkbO3u6JtHzc92wcr9Vd/B/IG4PXVrU6t3L0kc6O/3MV4O5rh8PHtHag/qoJIu0LTYyozYuSyZf4Kd4WOQtgT30IkpInMqWiart14vC2y3rL3pxcv939V0Fg8L8c9FQF47OCuV2W4SNSznnldiyQRyK0ZNmzt8pF5RPbkhT5qd6W0O3ZtaStTLPWRJfbMEXgiBFuLdlxRxvx7OSYoFb12haW05c51quI3JkoasFJMYbhNtI4W1slIU8qn00WZr61rD3Q1fZnekPRotT4robJJDuEXNvl3CWUX7VBqLQDt3uN7kre5MYLk1GaVsIja7RZLcOFJF3f0USR2fPE5Pk+mz73KuLNxbdKICcJ5oRAcJ7w7RxgvjQJpry3saZK8TY8kzZKQMrukVza0rC+tyi5xt/pqM1Dqp9q03uXZLo/HdtzcKTwpdv9j5e8RebP5sbakWuzrgWooZaluBtekTuPDNlogN4i3YIdvUKFzRPjXXPs2Wc3dxe1DPL0pEZiP8ZhkkJW8KheXzFks/fQSTeubSUMZRQ7r3dyeMBmR3bc08ZLtQxUVXoVeWaldOXyFfob0qG3Ja7vJcjOtyGlbMTBcEmPvqsx+zlr0U/bfS01tl24N3KMDbQAEN0SUsNp7BymcVI6b0e7ZOJwtQ3F7iznJj+8W14pGOFEunwzzoLWmcdSZou1FRVxjFciEibkLNcOVRc0AC4qphFxigySjlVzXbeS8q4M42iOaCF1emdL3Uf/RHf6hVRtZX6VphnRKpclgwJZ93lokQX3HPUE4O33tykO39Kr5qhM6euqf+hu/1Fqulpd3UTWmJ53F2K5Z0altADYqinw0Hnn6lWgZWjU6w9ONasvt9W42q4vCkBiJbxzGFwtrfFIeoi3dJfap03r23LIuFxnLcIMKHAZd7pOt/AcDc6Te/cpe0kx+amX8GysrcGYWo5zEKfcguLkbgtKAOiQnkU28skOV+NSl40N6RvFwuZX2aLs6MzGcRWmlRAbLdjyc85LOc9K0CE3Xjbl70/CiWK7yBuBvo4otgqijY/wDaYxkhXPy0pD1tbIkR2RNeluyDnvx2mFh8J9dnmBQIsLtTlnPOkIXZrb4bUNYN4lW9+LKffE4TYtDteERNsQ5iA9PuonjR/wCDxlDSQt7mFMC4SJzL7jLJ8MnvOO0gVCT76AR1mzdNSwhtMlZVrlstOYBkScy4JEPveUvmxyXlUzpG4pctLR7kr70xxeIq744tOmgESbdmfs4qNf0BBk3eNOlzn30jI0rG8A3NG2irkTxuES94R6V51K6c08mnrCNoanzHWU37HD2703kS+xPiVBD23tM05Lti3N2PdbfEKC5NYOXF28UGlw5t2qvUNLFru3OtONJCnJcUfCO1A2hx3Sc5tkHVtwooSqWenaXjUfH7M4fc4dufvFylRYsCRCRtzh7HW3VyWcB5vL5flpw52e27jHOK4zguqSGXm7iigjzfCFRbHG3ZhNxZTbzzQRmmNdx4um2PTz1wnT3pc/hI5wgfRmM6QkReCch2j9dJa113HftaP6UfuAqL0LdKjNNGwgSSHaDu7q5gXs8OmpFns3t7EWJw71dFmQ5Mh6PLdMHD2PlucbJCFRIVLn4Upe+z+zXNZSDc7nFYld3OSDLwIjr0fbw3C6eZLsH8rHsoFZGr2XrhPtq2a7NOR4L8hH9jBYbEtontU1TrJC2ovjt+umX4bQoLMJtbRebsq2obs5JbbbDcx7zhcx5/Y/ZqSHRMVZ1wk+nbqSXIjckDxQ6yJrh+O3yiPlHyjSSdn8HgK16XvK8O1eiA9Y30MF+bx+1QK3XXVqtU+PGcjzCjSSYEXxRB38bmCiJLkx59WPL9dXdRQkRUXFZ452Z2k8qt2vi7uCpZkCuSYxwV8vu7U5eC48KvsIkME2mjuOWUXNAqiCvtWuXCJyWhXK+xEouTTwRFoK1q1tEf0+uf8qh+7crPdZXy92zVerI0C537bDtjM6C3FitPNtulxPpen6PpH826r/rNSR3T3+tW/wDc5UfdNDQ517udyW9XuO/c2Rjy22JAihNDnAou3l5l/XQMpmuolpi2164CrwSojLpyo7o8I1dNBThD4uYVeePKn31XNS3KXbhv0t3UdxaZtmpobaG5J6AjOA2TgF/1fUVWS59m2nJIEywtxgsLHjxkaiyNgiDP0W1MLjZ/te9mlpXZ/apRTCeu16Mpk9me+qyB6nWsbF8vs2j+qga3zWNwHTMC9RInopLg6qMOSTacDhoJFuUs4Hdt6fbSS9pjIRoIs2Kfd+92X0u28nDZ9SP0qkJL0l1eHtpwz2bWNluI2zcb4IxJbr0YVl5RlHN3EEOnpEs/m93FKsdnFijtshHn3sAYt7luaDveRGOfmDGKAV1/bSmNrEhPOW1EiI/M5ILKyUHgDjG5fMm75c+2nOi9bsam1JcLRHhq2kPdleKKuDgsYcb8W1+paQa7PtPt93HfcTaabZA2jkZF/g/QkaY5qPx+pPhT/TulbbZruVyjvz5LvAVlrvT6OcJsi3EickLzfNQMJk25XMb8VvuqwEh3BILWUEs7dpObfmcLcQin5NQNnud2ummLtIf1PPtTVluEnierbSa20LfS2/kSTOSz+Ttq3XTTMCY/I7wBFGlPsyiaHltfbTk8K+wlwnL6qQ/ArT56cudjfalyGLsSuXB1yQSuvkuOpS/RGgq13PWke02fjX6+KEO3ncLq7FWNxnEIh6SE09g7vBKt0G7l+E8KO0+suFdLYkyO4vs27f6yGJUa86WtV2ld4kA82ZxO4u8B02+LHRc8Mtvu8sVJ2u0sR7g5MRPCOMVpv+LZbH3RoJYMbefL6q4U5+xEpFDXfzd5/DFGEl3880ChAq5xQYRFxt9ntpTwTxoVRVT81AUW/bTa6Kndn0x/FF/Vp0I4yu6mdy5sPp/1Zf1aCN0Iv9qVq/0Bn+oNTWP/AN91QehP8ErV/oDP9Qan8f8A77aCWrq6uoOoF8aGuWgCq1cHEb1409nKDaHVVPjh0KslVeeiOa/ZYUeRWh1F/nQoI6FrFGdOW+73FqU76SRZDDMdvfw29ucEv2R/2qCX2laajuNA21dZPFt3pITYhkQrH941X6vbRJ+g++2u0W47zIbYtW9tgBaEhcZIdqAaF0qoj0oX9FQLmgLut2t9sZustmzRrEdtdmeq4riE4Hq9v5KY3UF6vU6c5psZ+npEbc8gOC64m9EZXmpig+ZdvNE9tVGz6i1FcNNFcklQWYjE+U3Lnd2M3FabT1ZCx7pEvin56tFy0xGf07Bs0SQ9DC38FYptrzEmvJu+ZE+FREbQyx0CbDv0tu8JJfkuy9o+sN4UE1IE6fKI7fl+ugrUzWGrVsthnjJhWth2D3y6Pei3ZoAhH7pCQ8PpEl6s/wBFaeF3tINirl3gplExiQPOqh/BzBatTdsg3K5x2Fgrb5aIaGj7O5SJerympEXUnxqxhprTwNtAljthcNBRFOE2q8v0aCMj65s7t4K193uCSFR9WfU/TIz59o53/dkU3e7mg0lrmz6mcjtQ49xirKi96i97jq2j7e5BIh+5SHxx5kqJidnjUC7Hd2brcJMhl2U8wJ8PcfHHqbMtu4k+Ui8uKL2ZaJm2OFZZV8nPvXaFAKK01xBNphCLcuwhEd27A+b5aA2q7vqW16lhxxkRe6yrhGjNMI0SobJfSE454Nn5tqZ51C2ztDmN6ktTFzksoFylzYzsDg7DtyMbib3F72RHqz83TVrnaLjTLq485PmLFkTW58iJvTY68GMLu8wp0jyH4V0fRkFLksqdJk3MA7xwGpZbxb4/0n5XLp552jy50DDTep7xfZupzZaGGzb+CtvROfEAmuIpOflfD2J9qrhpy5hebDAuoN7W5ccH0RF8NyVV7T2dWyzXO93GzyChv3VgWVQWQQGETlkERExy5VabYxHttvjwYjStsMNC02GeQoi4TFA+JFXCInL76FADzbcKlJMmQqoqokKe2nCKqj4JigKjYqu9UREoCaBQXaSoi12FRFxQ5XCc6BJ1C6edZrfOIOl+0J1h2SzJYeefZNh8miAhigqKip91aY6idPOqC9Cs8/8ACuDfZDTFufuAtvq5J4KEishkd2U8aCtaZvdyhXu3HMK7tNO6e74EKZKFz0gYACm42RGSAgoWVyo53J4+ydt3aPIfjXlRtDKP2luO88ve14KMuCRKW9Ux07STCJ1eyn8nSGh7VDFqew1iU16NFZ8s3MNl08JojLpz9mli7N9KKzIYOC4SyeGj26a9lxGiy3nr57aCLDXWo3XbIwekWhk3SLJkIyVy2pHRrbhHejluQx+7PtqOm9oJfi99VZvox6w+le6ZHGRUU4RdG7O4h6t9W0NEadbksSm4rwvsI6gOd5cUkR36Tnu9tJx9BaVjtMNt2ltQYjFDEDecMe7l4t4IvCgiJ+t77boS9/sMeG+bxiyXfEcbcAWlc3ogiri8uWNvj1eWmMjtLZR2xkNpeixrnHjvrJckG2A8X3R2gQKSfAtuasR6D0yfAArYqoz9E53t3f1DtIN27JDtER2+FDH0LpWOrQsWvhCyLbYAEhzZsbLc2CjuwqCvPwoC6wvEiBLtdkhM99m3hX0TvT3DBtttNxluEc7seFU3SOq9R2vRulYrFoj3ByaCoveriXGVeIW7q2l0tgOSJfiNaPf9P2i/oyl2gK6kU97eFLeBeXpIedRbPZ3o1kGmmrKAsMxyigPHcyLZFuJrO7y7vZQQMvW/ox+4Mrb3TnO6gS2x0724+3lWBc3DtTIjj3U9tBJ7R5TLEBuZZe4m9t4nfldAd6v8Pbu29PTzHibN24as7mjNMEMgUtDaJJeGQ8XFc3K8HkcFd3SqfVQHonTRSGVK1KTvDEebri9IluwXPq5lnqoKkeudWP3FW42mrOouXR60suekHPpmtxcUuj6Pp+/NJ3PtWmsaWhXtmyxhVba7OlR+Lk8trgh8PL9vwq4hovTDTgONWhsTCSUtV4zn0pcic83jTZdBaNWOy0unIyt8Mm9mSIeERbiEufNM8+qgjC124Gt4+niitjHkOADL7iOIjm5vd0uIOzOenaXP21ft6eB76r1s0vpqDJR6FaWmnU28Jxd3IhHAltz449+pzn9gP0qA5Ki+GUWuRfYXOk92U5+NdyFMrnNBG6gX+1+6J/6K7/VrPtTHeXU0wxaLc1e+BAVx+0lPKK48G1v1oEnJSD5V8d3Kr3qAl9DXRE/6K7/VqvjZLJcLRAuV6YYRYdvD8adeJvu4bRIvWD5aCsWXXztss9vs1vt10m3NQmOOxrgpd5a4LvU0RDu3FkhES8tWONrS+SLtMjfg7GjxIbLT70mTN4aowYEWcbVTiIopu9366Wu9t0THS0Qp7FqZy4Xo8RX6Uy6iEVHqLPvfGnVzs2l7Mxcb3NYt8CLLbFuY44qi0bW3aIqPlx7lBWXe06YzZb7OZskSRItluj3JGxkmDTrbylgVIg5bcJ1eC05n6ruhXiNbLlZ4yusXiG06TE0wRAeTIkOPNt9oryL4JTi79nFguOnJsOzxI1ufnw0hnLQCdyxu3bE3FzGpVnQ+lgiBBWyxiAXke25IF4o+BePu+7QQDnaNce7nNYssfgPN3A4HEeJFxDLr4/y7ur8mlGO0WczGnuzrZbY8tu2xZzG2dlo0kLs4eVHkQl8PGrIWj9NuOzHTs8YjmgTcldvnEvFPq3e98fqqNu+mNAw+7W+4221x37iqQWW3c+vAeoWh/wC6gjF7RbuliecSztvTod17i5wo7hp0tC5xeD9L72Pbjxp/r+4NXzsLud2ThOFItSy/VuEgoe3PSXSvjTyRpfR1tivO3G2WWExxd/eUVQXf5RLd83VtzUv/AGCdhSrGXo3uUZOBIYVwUBkSHcIl+bbQZ9d9WXIl9DXK3wJCMv2txVivOhkJD20cl47kUfySpGw3mTbJ10jSIMCRapmrX7bwtxd4aNxN2R9m36qvjOltNvw+7xrPbDhk8Lyig5EiHy+Hy+78KANMafbvHfGrJASWXM3lb6iL3i8fMnxoM90XefRlj0hx4AyGmbbcXeKr5cf1Kr0iO7BZHp5+Wh1LrvUa6fkR4q2hia7GgXJt5rdsRmQ6LZAvV5vr95N1aO1pDTrDkV1qw25k4ikkZUbVOFu82KNH0pYWIUqEFmt6xpY7X2ljptcT66Ch3bVE4tZKMBXZyWnurUrustwGHuJ5i2keEEfrzu27aQ7M77Lj6suOlre5b4UL0pcia7w2S95UXuQMki+571aImmbC4/HdcsUDixREIx92ROCI+CDQNaS021IbkJYLXxWnyfbLuw9LheY0+BL8aCraQ19dbtedMRJq2xPTEWabrcfdls4zijlMr5SrR1Tox5vyaiYemtPR7h3+NYLUzKF1XUfCMiOIZeZc/GplU5/D7qCsaxXBWNS/zs1/VKpxrzOff01Aa6Xe3Y1H/OzP/wA1KMalsruonNOhNVbsyO92KjDmRH5t23bj89BYXFQR5oHjSabF8qJnNFUSJeacqITaovSi+NA5Tbt50CqGKQ2mqc0LxpMQNSwqH40DjIqKKi5zSe0c0lH4WXWfpXW9ufsb/JSuwvbmgWIANNvwpMhBOr4UXhL/ABnE2flVTLn2haOtlxW1y7o56RGV3RGRgvuZdxu4aEI7SXGaC78P5N9dlEJKidPXmFqG2BebZKWRDkLholbIF6ekulfDmi1JbF2ivtoHHJzyY/JoFARX2pVdnaos0HVlu0vJWaFyuQkcUe7FwzQUyS7/AC8vvqwiBIuMkn5VAp0r4V3UPhUXqC+QLCww/dEkttvymogq2wTiCbhbRUtvlHPvLQW27xbldLja4vEGZbDEJQkBICbhRR2kvjyoJTI/LTW5/wByvfkF/VrrtLZtlueuD4vusMgpmjDSuHhPgKc1qI0zqS06v0yN7shSjgSQPguPxyaU0TKZRC9lB3Z0iHo2y5Mv73M/7qsHOq52bmpaNsuFT+9zP+5asm+glq6urqDqBfGhrqAB8arjy47R4if+p3v3zdWNaq8vl2lwUwvO0Pfvm6CzCQqPsoOWPCkkFeEnStKAK/XQCgiQ5UcUGwfBEGg2r4IpUAIqH4ZoFEREHFJEqZxzo6hzzzoqgqrySgBMCniK0KmhdKon5qAmlznCUkjZbl5YoFuga7px7KQNs88lWhRs18VoDiok4vso/in1U2UHMquMUswhiC5TOaDlRtV5jzo6ZRMJXJn5a5fr5UAEnTRfBKU5baIfloETUsjzrJ+0R5pnRXaT3wGiDjFtTHt7u3t/PWrEoZDnVYsLIvai1Mhoij6Tbyip/wBSFBnF31C5fNH3RbreG1mw7xE229Rb/E/xlshwQ/SCo891H1HqVi3a2ekvv25ZzOpI0ZriMrxe5ONNlu/NuLrq5XqRbb3En2ZBuUd+2zIrTq90XeG4hISHb7q/H2VbmGkdTe4DePYSii5oMW1Bq3UFzs+qYy3o44tW2Q4y7AFh4PVvCPy72y28tqj8xiVXm8Xo2OyW7Xm0Xs5smJEfcbnkyKKZtiheXwIempzVlyiactwXB6C6/HJ4GXSYbQuHvJBRVT4blRPz06vNrYu1olWqWRDHktkw4jWAJB9uFHy0GUt9oFxjsTELUAT4ZDb1aujccfVvPqXFa3eUcCIrlfLu6q6HrXUVzhWBB1HFgvTL1JgSfUNmXDEXCad8qc+Tf2V3VozdyiW3Uds0e7Dm7pMZxyNINEMHOHt3CRfHy+7VgGI34iKc/YqJyoE7c3IZgMNSpPeZANoLj23bxCTzFj2UfiB/+403lSwg8DDTj/Gc4acIC6PtF8E6fPR+E6S5TO1V8MUCiuInStER1M7ULFJm2Aqqk6KfeSUQhRHEHiAhL4Iq86BZ5/lsFEKgF7p2ku2kzaUeZPAP58UQxbxneJY9qFQOUez8tG3Z9g03BRJxW9wIaeKbkpleb1DtpMhLeeVXVw33eM47+vHhQPy27uY7V++j+zxpqciMhoKvsqXw3JmnCE2QogqKrjPJaCMvPKz3Bf8AqXP6tUHVL8O52OxaSNW3ZF5aDvUc3FDdGFrco+VfP0p+1V+vf95bj/2Dn9WmGkWwLTloMnhUkgM4VU5+FBldi1C0umdN6enyS7/ZdTNQ5CbfO23uFpzdt6h2kPP5qGXqy/XPTGpEubzTYejZ7cmAo9bB5IWBEdnSO3lzVd24a2/hNZRUIsp7aBWh5rjd8c0GM23W14HSMsVvDjF3YOKjURwfUtxiQdu14Q9o+ZV37Sptdda39bNHkMz7ixNS3SJINogn3gxPp2kget6fYKJuDqrbxbb24LGKMADlFH2eH1UGQ3zVl3aul3uMLUUvgQ0tzsWI1D6HOKXrRLp3EmP2aaalvMuZqqAdznXDdE1eyrURGPUNw0EuG7u2/wBOfe21tqipe9iuVtUXmuKDGVvGpT0TO1Ieq7tIeZuZRmoawxxwe9DtIh2ZLo3dXy081bcpRPalt0yQ/JhleYTbSgyOwAcaFwhItq7R+vCqnTWtrzFQVVwqYWouyaftOno5NWxjuzRLxVy4Skq+HmLr8OVBAdjVxef0cLT7KtORpDzCgrHDxhwscto+zHVirgrgCYuFzwVHQRwOFVEWim2KCqDz50B1fUuY5Sjg7lcKvOgbb3Jz5UKsYJFGgW58srQKqKvOiqqcs+NG5e0aAyEq5yq/movsXmtcmF8OVJm4QZRQUvuoK9rhMRbN/reP/wDNVJvj8iP2gavKMN2YX8GWm4jzTLv0zZPFtEtvm6hq7ax9ZFs3+t4/9aq1fe0sYGvpmj2tNyXZsaF37juz2WWTa3beREvmzyxQUyXJ1Wxbpj8W76xektWeHLjCTJLvlmaI8OPBejHR5fGpF6531zVd4j2e46kfnsXeI3FZICWK3FNkFdFxV6c+bmfUPLbVl0l2knftXRNOPaelwHpFqO45ddFdmx3hq2vh1Zp/pm72FFvF5j29LSjjoOS5Up9r1heUTIhNf6aDPBka0/A+7Pyblf2bl6O9a01Fd3ty+J0kJeHl3JhvpJKeay/CS2caPYpOrZ7vo9ZUN13in+MkSEojtx1Jt8rnTgvCtF1Nqu32u0yZkCXEuUmO0LiQgmsgrolyHmRbU++hjagJ3Uz1qKIIR2YCS3JfeW9oF7QId2Ux83hQZ2a32NdNYSLVG1P3m5HEksOrxf7m4TfF2iXSLnS6gp5kpR/09crtboyydXR7I9epLbTrfF39wKN/G+0fW+Ul6q1W1T7ddGSetlziTWxXBHGeFwUX70Wk1vUBBmd2uEJ56M169rvIgQflfCgz/SX4Sx+0ZI7z9zmWxrjt8STxh8u0WyLd6s06ekh2l1dVNO2SBLO/6JkWmzTpDVv1GFxnrEj7kEEFUIyx4r4Vonp+3NJCGZcoEOXKASFopYbk3csD83VURYNWP3LIPQGGHQu7tucDvYJhW/BwVLap5+A/roM3j23tA/hRu/DkTrewt0alWjusV04jkb+MaLqQByRFxMpu+Wk9MRu0yPqC0Ivpf0z36d6ddlul3FyN1cAW/d+Xbjq+atrYudtJ6S03cYiuRub6cYfU/lc+VQFn1vbZVwvYTJtrj2+2GyITgnI429xRyifUv1UGOaat2tlvWi7jcLJqZbvDbuLd2lz9xstyXEUWzHqxw845p07adWy29qCwInDXUzEv0FKav7q9ZOTiVeEUYSLBKibvDA4rfLe/brnH75bZsaVFc/j2XEIfr5jThA3+BH+1QecUt3aNb9MCr0e7rMa1BCdWXCdfHfDb/ukjZcX1f2vdKllk3283fXrOkrhcHoa3WB3F1niyY3CJhXCDbndsMiHdw196vRJR0IVReaKmFRfbTS12i32xju9uhxYTWd3DjtI2O744Sgp+iUv8LsoWNe7S+tzNiSKR21J0upS27eIu7q3eUi6aL2EwrnauyS1We82uVbZ8Jhxp1l8NviREmPq6qv8AsDOcrkaJNVVRPyVoIPs1Tboqx4/zcz/Vqy/mqs9mikWirJy/ye0n9FWbC/Ggl66urqDq6uoFoOXwqsy8fwlW9cr/AHpf/et1Zi8tVmTn+Ea3LlP70yP3jdBY2yThpzoVcT2JRRRVD2VwiuPMlBwuLtVVoWyzzoNiIPJaEQwPjQHLw5LRNyInMqFPLRSDI+NAUnEVKBXBQfGu4a4oCbXFAVHQQue6hddFAyiVytEoZylArSqOMotAIOb28rmgR5PZmjIG1NqElcjYoioqpQJq6qGi7lxQuPt70Rc0RWty+ahVjmi5RaDuKJJu2l+ejiSkOURPzURYxbduV/PRgFGhwpJ+agSdxkOpfNWb6oj3iXbdbxbHnvp3FnG09hKHDa3iK+xVDcn560l5V6OpPNVQt77Ma/6okyHBaaCY2RES4RE4Af8AjQZ47Zbrm+LA0nqBhp662+TBb4w/Qt7Rdz19PlLktTFlsd/larnu3pm5DmbKVHRUUYfhOJhtsnN2ekdvSiZQhq9pqfTrMdHXrtFRtdwcz94fMP6PvUtIvNihvNNPT4jbklBVvB53buQ/te7QZlP03ffwGuTB26RMujSsW+BwnuIRx2XRIXi3FzU/e97posW36ij2v0Y/pKU6aXjiSpW4fxscEQv8Hf1ebaTWcJVzjdoWnnrPIuNudbeViX3bHE2cQxLb07vyS5VIR9UWJ+LFOTPisuzm1fjhxEMjEPNjb8vvUGe6btGpdmmGdRWa4ZhQ7lHnPOq3sbBxF4XUJeXaNV7SVl1LcdCtyNOx7jBE9Pq0847cF/si7xhIdpbl/ixcHPL6TFaLrTXFotun2JtvkWuerxMmDKufTsuFt3J+107vHbU2N203HuCadiyIMeft4aRGk5Z82zp6d2OrHjQZqgozqaBGJXISlfosiDauMqvR43CIXSJBL6NSEumj2Wx6hhXaxxXdOT+6W47i3Il95HDrTxErQCHEyQ9XNCzjFXTRupbbOt0WXeAhQ7kbkqO2KjzNGXCQtpLz93NTjd2trtgc1C1MbdtgMk8kgFyKonwoMZZ0HO9Cw2ntPS0eSxPx5P44PXMz6giLf1EnVtX3akbnYdY3AbfOGyykmM+jHOLxm97nBL147iLpLzdKeb3iq26t1PcbNaAnjY46gsR2a73mVsTcnlYBfeeUf0emkJOv1j3+NaGI0eO4qRVWDLdIJrgv/wAgPlLh+9+SVA77WbXd7xbrfGtcWUai+RmbKtHsXhkKIQOEKOIu749Pm9lQsPRNwSbaFehWzuMuLG/CBrd/HRupvh7vm8C/JqSs+vCveo0t1tG0vR+9yYqfjX41lvcJP8P3m947fj71WnTt1au9v7xs4Rg86y63nKA62uCoM4tti1CuqQnuabPgd4nJITvbfWDieqLqLLg/UuNu7pGmUfQ8y36N06UfTzi6hjzoj1yLvze9ptkiIl3btpeb2KvhWyZRT8K5QRT8KDBNDx7fersIyrK66+9FuCQ3csmmXCIuK/tLiCXuiqglXTs5tWoIWoosifYiiR27ExAccWSBlxQLzbU9he7WjC22JZCOLSn51RsR3UqifBaCNu6f2Ln/APYu/wBVaZaN/wAFrP8A6Az/AFRqQuqf2In/APYuf1VqO0Xz0xaP9AZ/qjQSikpKq5Py0bCIiLhfLSjbIphMn+ehVOaiieFAntQvFUrt6tBlFRUpZEFF24Hd7aAhHwRBVPbQE7wRtopKn1UqKkQZJedFUAVEQRHFGXKJt5UBBdxla5DIhUs/qorao2Wwhz99KKoonUmE+qgEXCUea/roANUcyP8ARQjtx0/0124UJExzoB4xIGFWg4qqnSVK4Xwwi1yoCe6iLQGbyoplMrSiiuPGkwVc48K5FRC6lXFAZcKnJVrhylBvHHhQKuV5ZGgq+uUJI1s4ZY/srG/rVnuo+z66aj7ZH79ebbCesTsAITTqS/XNvNucQXxHH2fLWg63QEiW3ilj+ysb95TW4600xbrvLtUqTICVGVvvK91c4bCO/RmR427C+NBXtZ6U1dP7RX9RWm3Wp2C7pmRbEWTKx65zqHc2KeHu+aoHQfZlqGPKuMbVkC2PWu66fYtsltqWrnCcb3cxHYKY6un5dtadH1VYnbuNoGS8kknXGBUmSRs3Gx3GIl7cJUbK1/YlbVY6TFFInfQfOG5wuD5UPd8CLl00FCf7LNRn2JXXTM4bTdb9KZC3synF2C1FaXLO4sebbz/KKomLY5+sta6gbjWc2GF0uxZ3VlNuxQ4yPpvEXMZLpRSEk+qtTtmt7ezanJ1zB1lG5vcTbZYdcMHV27UIdiEmd4+z21JM6wsLiQyQpTffJpW8BOMSGMgfECT2ffQQHY/pS7aOs9ybuc0ZPeZe5pDcF19GtqCIm6gDxD5ebb5arlr0HrBi7Oyno1q6olwg8JZZbHO8uKQOiOzp8vUi716q0+0Xi3Xa1OXSAbzkdtxxpUJpRc3tkQkm1fgoqlVlnXdmvBWsbNInx2ZUtrLrtvd2SALd6oSLG0twl+TtoK9G0fqVQ00Um2WEvQsFpvm8Sq5Jb5C4a7OoWx3EI/MVOmtM6mGU2+sG1ZDUT145TS+icAhx9H5k3Zx9VTFp7QbVKgPzZ1uu0Blq5+j8uR/E1d4Yr4+0vMlLXrWkVuBIcsbSOymZhwHWJUdwER0R3F/s+95aCnwuyy6JZJNskSGEfWE9FanpLdPig46LuCb29O/b1c1p7L0pq8j1C/Ei2Fh+7lE4acYiWMjQ7DIS2J6zHlLCfdUja9ZyXLzZJTcrvtouOn3pxMxYvgbBB9Hu6veLkvy1M/h7pxQ7ygvtR1tQ3bjuN7B4Bfa+bq8tA70dbnrNYWrW9FiRQj9DTMXdsRv3epR6j5ruX41NMr8F6PlqPt18h3C1v3BhmU22xu3q6Iqi7RzkdhEJD9aZqsT9QX57S0W9wZMCPEdiuS3HO6kRjkcths5Z+BLmgv7TgqCF+ulOlTz+qsbvnaLeLZa0fmOwba/HsDF2RlQ4rdwI1VCFs+S8hH3c+ZS+qrp6WvCdo9ptpHC9FXG1uygbRkuKJAjeOvdj3/h7ProLh7fc6abzfN+iVRumblImPXKFLPiv2+V3cndm3iDsFwFx+So1IzF6s/UVBBdmmV0TZMLj8Rb/AN1WdM/VVY7NXQc0TZOGSY7kFWfIe1KCWrq6uoOoFWhoFoALyrVbmLjtDtf+q5X7xmrJ8arc/Cdotq/1ZK/eM0E+05gB5UKkSquKOIiopQ7EoEkMkzmlBLPJErlQU5ZrkTnnNB2E8c0mW7nzpQlHGFrsD7KBEciokKe77a5xwtvNEpQhH7qKSDjnhaBJXHM5RMJSeDRUcTCrupclbROY5oUAU5imE8aBuIqzyRd2froFfXHNMUoDbYqu5c0fDeeQov30BBVNucV2770o3j7ESgJVVcClAGce1Vrsr7a5C54wifGu8Uyap9VAR7HTz9tZ3cre/fT1laY/D3OzWgxI3cNU4YF5k6k/Rq/PIvTz96q5YP8ACXUH+mtfuW6Cny+z3UhMsQ27y2Uf8a4iSJLxuti8Ain4zt4jm3aXSuN276qVY0De2itJHcY7bsGNFjcaM46G/gly3N+RwSH4+Vd3VWocXCY8aIh4LNBm0nR2r24hQIt0s4wgu5T2A2OIbrZOEaiRpzAk3Y3CvPHhSMTs4uLGnYFnW8x2ZMK4vSWpTTLq+peIuIBbl9qGQ/slWnkTapzRKMCt45LmgzHVmgLzLevCWe5W9iLde6K8kllVJoo+3Aht90kFfhj66TlaJ1K9qsb36Ss6Ezc/SLS4dRdnC4ZNEIrj3vpear01qBmCfBVoGiQlXqSgybR1jvM6wWudGkxWJVtu08kCU2RNmLhONljBezcmPz1Y9MaVnQezN3Rl1ntST4JxxkMNkCbVVVRdq+9zq8tACNqDaAgp8EoBRMrjn99Bnt903qW7W0G+/wARlDt6wZEeS3xWt/skNonvflUxkdnKvuDBkXKPPZ/FfxuU0Ry45sCI4aL3d23P6ReNacooS4VERE+qikI4znn99BmcHQJWm7sKnA7nCukm7RG2mvxhTe3dBO+G3c4X+zVp0nanbXZ/W/3TIkOSn/l4jhZ2/o1Y9iYRM0KIqqiItA1RFyuNyUVUcwnUXjUgCIu721y7U5KlA0FFIFQty0oqYRMbvClkEc8low+YUxmgiLupHb5yIP8AEF/VqO0SJLpGzY/6Az/VqZuiD3GdyVPUH/VqI0Fw10pZlU1T8QZ/q0Eqg7g5gSUmgbD5CVPd4kuzavKi+rxzReVAhsNOaCq4oqiRJlUxTzijt6VVaBDBSTKYoGxCQoijuzXNoqu5yuVpwjmTUQXNGFFTnhN1A2ebQ0555D7aRbYVHF3JlFT2U83CmfatARihbUoGxCi+VcY+NHVDVU2trhPalKOq0qYTn91FbzlURwkx7q0BhEsqS0cSx4pREcXOCHn7VXwrlcRRXaqL91Asq4VFTFGROS7qaMEaqvFJsk9mxMLToeY8+f1UBsIo+VErsYH2UCoip1cqDkPKgq+uUxbLfn/O8b95VUuujr1etcajJ+TMgWO4x4UZxUZA+8g1uIhEt2W/FEztq3a+wlrt/wDraL+9GppSwvj7aCgr2fS4+o2b63fFfmxJb8hgHYjfPiJt4RH8qJhB+X66rekdC6oYtD9pnPlbmnoew5YRwF5lziKSNgQuFxAXq3Z2+ZK2fePia+ahQkFNvsoM7Z7PHGRcSNqB9ni3OPdXgYt7TQo+yIjtQVTpFdo/qpz+A8nhOAl/ktSVvS3lh7uraq25t2qKInNR2/7qvqmCChIaY+NGQ2/HelBV9H6dd09YXrV6SfncV96SL0hoUICdUlLy+PUtR0bQ8tmw2K3ennVbtExJLR93a3Oqm5dijjw6i9tXf9Ld9dd+nu+qgoL/AGfq5HuMT0/OSJIm9+jNbR/F3uOL27OOvqHHP2Likf4NnnEd4mprnIceuJ3MxfZYIFcJrhkhht249o7vLWiKTSrjKL9eaEHGxVcqn66Cgae7Ogs7tpRu/XJ2PbYr8MWnGmE3svKKkiqI+PQPOmcfsw4TjRLq66qjds9HNCrLGG2d+4U8PHp/PWko40oUonDUKCs6W0tbtN22XEjEOJrxvPo0yLTW4hEV2tjyHkKVHu6GQ4sYI13mQ3Icd2JFebweY7mMiQr07ulOdXNxQ2JtKhEh3JuOgov8HcBYUW2R7hcGrS1EagvQVcQm3mgLdgt3UhF4EorhR6akp2m3n9ZwtQpeprZQmuC1DTYrYAqDuRVxu6tqZ+GfbVmQhzQoQUEXpy1+jGZauvK7KmyClPueUSLkg4T5BFEGpR33aPw0/bpJ1eYpQV/szVF0dZ9oIn4on++rSifUlVbs0VB0faERV/uX/vWrSi8vb+qglq6urqDq6urqDlqr3NF/hEtC/wDq2X/XZq0L4VW7j/8AzBs6/wDq6X/WZoJ1vKAnOuVSz7aO2ibaN+agS2+KrQovhjNK45ckoOfwoEjVeXKibl54pfxTnRdiIvKgQdJVFUVFzmklRcKiEWaf4RB5pSRIi88UDdkl2qLgcvjSm9crjOMUdETb1UCom3lQACpnC4WgPI527K5EUfKmM1yZxledARcrzVaLjqTzUc0VU+FJkpeGVWg4tmOarn20RcqvLwo2FTmX56Kqp4KWKAj3Lbu5Zqs2YFPU2oVHmqSmf3I1Y5bIuso14DWcapjtybVruM8KqBMAqc8bSFjcJfmUUoNDBhwfEVXP1UZtCFTQkwq15VsPFe0z2NpcLZDGFKmjxZaXIjOYBAW4XB/R+Y6vcjXq6Tm9oU+LZWSmM3qHFTDxqBk82gi64JF6vA+xMbqDb1TK48KDguqvQhInxSskvnabrK2sW0RslqV6Xe27SgPqQo404O4Huki4fvbhKlbj2iattUqZapcG0RZ9ssTl3fXe4rMrBqIts9XThBVCXq6l8KDVuG4g4JvFFEee1cIv31jOou1jUzBS3bdb7OLMXTbF/wCFP4vGQSJNzRbS83T404h6mckdpj9wbhW9qe9o7v0d9TNeF7+wg3bTHPvcloNibBwV3Iu4fspSiFtLCqWPurztD7Z9fvwGpaxNKCkjTh3xscu9PDXBNF19W748sfBasd57VL7F1NaU9Fx2bVMiwuJLaDvDQOu+YXVRctci6ekt1BsSpn6vz0YUX41Wr+/xtY6ftkktsB5HXzVPecDbsH/aVf0aqlu7QLpM1C9A7zaX2JDM3uqcLwVgunq3bnN3vck5+Wg08UVD6kpdARfAh3L7M86zbs11teb9JtLd0WDJS6WVLmvcmiHuhIQiQFuIs7tybV5eUqjNVOQE1hCnxJZr/bLGjyyRfxsD27RaY/6nqHd+lQa5sRFxnn8K4DAkyJCWOjku6sNvGqL0Wrb+80zd2LmWnJKQYrrRfi+0y2n+Uu3x+O2rBpGWlr1JIbsEGRc4C2OE483DUV/GSU8l1KI5IcbvzUGpl5qEvCoyzXR+4b+PZp9tx5e9K2iF920lqRoGVyVVgTEXH0B/1ahtCNIWjrKvL+97X9Wpq484ktMfxB/1VqG0CSpo2yJjl3Br+rQTgMl45TK/XRu7qgYXGV+um7j2CRURKMT5eOKBXgKibkJMUHAUsrmicUiBU9iUVtwvd8KBZtrYuULnXIiiaqXOicVULxShF1FdRFVFzQE4CZVRVfHmtcrSIu4ioHHD4xNgQiil7aSeMhFSUty7sYGgOgJ4ovP2UbhmRLuREVU8aSV0wRFTq+KLQk8Rrncnh7KBUNoColjK+2iE2iEmxcotJo5vzu2qo13EJEztVM/CgXFtRNFVcpSyphef5qQAzXxRP104aw6mVwmKDhQU8aMqCtCqAq8koNg555oKp2i8rXb9vsu0P98NPn71Yokl2PLvVrivJ4tvPgLifmIqZ6+TFpiKvgl2h/vhrM9ck+Xa9f0s4Wp2T+Cio6ElnjG+guESinP6Tb8c0G0o0BoJb0IfEVReS0c2jHx8V8KxOBq2RaNNxoukLgR2u0WJhy3d7ETO6Pqe1Wt3xHw5e8tOX9YalPUsxpdaRI7S6iS0qysNj1TJNCW/d7yiXSPs+ag2ZW1MERtB++kwYUXMdO6sad7QbqOm7fjUArchWeDjjbIBxu7FhvqLcI+6XDEdxe7TqP2hXyZc7O6zMB1iQxAOS3EEOJl36Tc26m4g+02XTjy0GsK60y8DTzzbbjx+pDegk4X2fmo6tudHzjVR17dDgal0mwE5iK1MmuNPq60BZyyecEXMVzt8Pz+ys8susNWTWISu65ZTvkO4PKncWctnHP1Ip0+8Pm3eb3c0G4GKCmSIRL44oARtFzxWzL4VjF71vejfYkhqwoCSdNBcYkNuCB8eZv28Pw34JenbS1put1ldoshyUlvtM9HlB1peHxu7936XR6MkW73s7dvTQa9IJiO0HeJDbHGPhNbz27iLyJ99GjPsPNOJGkNvK0fCd2lnaQ+ZPvrHrff7+mltPahuGqznPXCdEZciLDa2NdZC4vhkSxtL7NLHqa6sOuQSvD7RJfpzCOiy01xAba3AJOCO0V3EnsUi8tBsHj0Hs+Wim0u9ML4VizWuNTvxtOS3Jh73ILD0yPHRGnTf4u13ocb2H5fLuEhrbxwnUueaZoEwbJFXnnNFWORtrvPbmlkVRBSD4+2iq8Sr1IlAANIKNiuT28kylHcFBNMCmMVzbiuKnUuE5eFcaoJD4rzoK32bIn4IWnCF/c6/1iq0IR4Tz1W+zjlpG1YX+IL+uVWXC/Gglq6urqDq6urqDlqu3H/D6zf6BK/rM1YFqvXD/D2y/wCgSv6zNBYBz4eyhWuH4UOKDkXnihzSQKvGIF8PZR+eMUHcq5a7bXElACCvtrlTCVyrlOdAnNMUBVRFzzoqAqJndmjryRc0QcYyirQAS88JXbVRMotGcTw5UXmlARUz40RVQfZSi5VOVEVOfNaAikmV27cUXAqi+XNHVE54Sk/DNAR/ntqpM2+Lcr/qKHOix5MY3GN7b47hX1aeyra57Kp05Z43DUxWpttyf+L8AHFwKrw08aAU0nojaheiLD3a1u+Pd2+HG97/ANmXlrpUXs+h2925vxrE3b7ov4w/0K1K+XK/xtU7stkCxaNZxbpayZiN3F9z1vruKpIPu7erqHxSmtscjhpHQU0HZMN+LBOK4L1ucfZDcwu4XB5KJdPT+zQaSxpHSci3sNtWK1ORAycYUjiotkvvDTy52G13RWyudshTlaTDXeGBNW/uzVT0TZL6z2PwtPvTZkG790VGpDfmjkRETf7PSmKg3Lzfx0y1eLgV/hnMlMsuRuIXqAaHa4pbRUhEiEuadXl+agvN10/pGRdE7/arU9dLiySesZEzfRvzJ9Yp00STprRtvjOT59js7Dat93NzgNh6sunh7vh7MVQ9G6kvJXDSLVxeu/Gdemxp7fdHdhoJeoIun8nqpbt/j3WRbRVLas6AzLjORWmXXd/GF8SIiEUXcKCP9agtsu09nkWcFqlwrCzKPDQi7Gb973EXHLPw/NTiLA0CN3GFHhWRy4Q+kWhjN8Rvb7E5ez5fd8aourp8CVeTt/ou7i3LlQps9YsR94Jbw7eG025ja2KdO4vs04scW4elrBZpDb4zrbf5864uqhbOA5xtrnF8OfEH/wDdKDTlj266R2X0QXGgLitOouVFfiK+ymjmmrC40RwbfbWnZYqXeW4ze9CIepwS+NQ+nI0qboi8Dxntkl+X3E23CA+Gqlw9vw+I1TdNybpbLNpgmk1MzCSK7Cue7in+McJMLt27hwe5BLy0Fx08zprQzDWn2ZK94hwFeeXunXIZb5biJserG4asFsbslz7tqOFEhunJbF1mWkdOITZJlOrG7wrLbO/eZX4Mv3WNd1mrpmYzOddiO9DpEGBLp8y7S/Zplo5dVxdLyrd3a/sXTuUPhOtNO8DgZbF8WxLyyEES/wBnbQbWFthJcFnLDjE+qY43CHiftUeHAiQxUIcViMBdRo02I7j+aq92c+keHd+9d99H98L0V3ndxuBtHO7dz8d23dVpyPzUHKns8a5FrlVVHI5oEXPgiotA2mp+LSconMS/3VC9n2PwMsgrn+4Gv6tTM5E7vKVAx0F/Vqv9n75fgRZcLhe4t+z7NBZlbDeqcJEohRhI84VKSR1xVTPKjtukpIu9aBYY4Ivl5UCgzxNvJKauPyEwKOL+quQnFNNwqufbQOzZBV5bcV3BAl8UpqZqO3mWVXwrnzcEgUBPHtoHhNiqYXxpuUYlXBZ25pMnD2+JZpY0NYyFuPNAVY7COZUVSuVtkeXJOdAKGraFzLnSRgaoqkOedAsLDY9QdKlR0BsPP1Zpom/KZAuVHRHuabFVKBZWxEs8sUAi2hrjCZ+ukdp4VVBVX76JsM0RVbUVT66B6hCiIilQoYoPJaakh4TalA2juE3JQQPaH/eGMuU/vnE/fDU6yy0jhvKw3vxtzsTKpUD2h/3gjdC/3yifvhqpahj39e0UJ8OLcJDDUmMmxxDFtRFOomzEsIPzCqdS0GnFGYw2ox2vV88I0nKoe2zrRPv9ysqQnWplv4ZvcRpEA0c3bSBfe8q1k8W36+VJ6wbdd4ciZY5TXrneQS9+5EJwi6i27hFzag+WhZtt/jP6jkQtJX9Ycxm2bG+L15bIuL727o3Z256uqg1W9XS22mfaokqG8Y3KSsdl1phCAD2qXUvs5CS/mpORqHTYspPGSJM8XhI6kVzk58vl8SrO7NE1O2NrYudivPDhakOaAJyEYatGLeB39PUXl9lNJdk1bJ0+kCPbLrHRm5Tybad9d0EXqRId6L+SSH00G2NgD6p6tCXxTKZo6sshyJkP2UrF5Nt1kOrI9wWyyvUz4vGcad38SNwtrgiRF5d38Vj3d26lLBY9Q226Q7jGslzV/wBKTVk8WX/iziOcAfOvTuJvl7nVQaDbG9NTtUPXaE5JduQR+A5lDAEa3eXaQ48asDwMmvEMGyLwQiRF6fvrFolj1f3CSr1tu7CS7OMZxvitb0ki9uIuol4nSXmXzbfZV37NLdebdYZES5RwjmUl0mCQeGpoqJglbQi4f3CuKCSvN0t4XddJT7XLfSfb3ncs49eI7RcEdpZ3esGnGm7ZbbbZ2Bt7BQY7nreE+q8dDLqJXd3PdWUW7SWp2LhEKZpuU6+lmuEa5S+9j+NSXCQgdHr8pbU5/kjUrJ0Xdrgzp83LeY96tgWm/pKLwAdpcUerqLIkP6X1UGlLerO3eksvHM56IiIHdntuP+02bf8AaqXE2yBUEkVU8cLWOuWHVI62anRLKbMBi8gacJ5v1kbhcPzEW7zfxXkTb7aluzCx6gtWopMi4QzajORETMkW+KjnEItu5tcOJgvOQiVBpw4UVTxoqsiXgKpRgT24RKNnlyoExHhrjkuaI8vWOOXOllTqFVpF/qJMcsUFe7OE/tRtac+TBfvSqzZ+parPZ2SppW3J8GzT/wDUKrPjPsWglq6urqDq6urqDqrtx5a1sv8Aosr/AOnVgVar13ymtbL/AKLK/wDp0FgDwo310iCknNaFVLOfZQC8uzrSlEVFRPrpF3JMmntSk2TJY458RoHWa5edIgq4rkNc0B08fChzzxSYuEpqiitAZIJ8kXNAqeEGkx9uKQNwscyxRAccQl6kVKBypF7aKRGvspBTcUlxQG45sSgUUiTlmgJR8VWkk3IXNaTVwufKgXVeXKkyVVXwWk3CLkqZo6Eq482aBF5ejrqqnLCFd9SSlace4KMObAPaqojX18vjVneXo6qpsgJDl31W1HY4zxMMI035N5E0XvL5aALH2iW6etsaes90h+loazIpOgCq4CCqqKKhJgtqj+unsPW0KZqZqzpEfBt2CUsJMgUaQtpoCDtLnuwQ1nuj9C3+1lpkksbUFbfAKNdFK4i+FwBWvomx91N3PdypO26I1A3brK3N05DmrAssu3uR3JY5QnHUJtRJeW0UH8rqoNnKW2mWkIVexlG8puWoLTOpQvluhSgtckFkvvsGCm2vCJpSFVXJeXKe7VEtOhdUW+7tSLhIKcLfc3WpPexDhGy0IkBbk4pDu3eBde7qpzpnTOp40zTUiRbmESHcbg686ksTPgvk5t2/N5vL9mgvczUYxdU22yrAePvzDzrbrZjgeFjchD44505naitEO3yLhLnRQiRkXjOcVF2L8v31VdU2i9y9X2a426Gy6xDiymnScfQObgiicsc/CqIz2ean7hcoj9rhgk+yNxATvuQZkNqS5UcJ0ru6VyS/MtBsY6kgLchgMFIdyHE7w3gmUT6z8tSCTIRZIZcVeH9KqPB0flfCspuel9RTp4TPwctcfiWeXA4TUxtEy4go2Ph1eX/aqEsWlp1xt90tVut1thcCw+hZeS6FmtLuEiHHUnUO06DdWJUd0jbYcbIm1wSIacqS9IQObDs+GnrNn90D5/l++qHoS136Hqu93e6WWDCj3CHFFOFL3nvaAhLcOE827xpV7R5ta2kXUWYno10UlG06HV31B2C5+TsL9oaC03zUMW12S7TY5MTXbbHJ9yO3JETwnMvu8tPLfdoUoIhLKYbdlsA+ywrnrFEhz4VjsbR+sI7bh+jbWqPWKVbVbW4Ds3uLuHA7PJzLxydSo6N1BJHmUJhZY21xXuN6yCUTbuFvl1btvT+UW6gvczVYMauttiZbiSBmI9xHAljvZJsd2CH60+unti1HEvJSEjR5DPALYfGwvP8ARUqzCPo2/wAeZCVI1i3Q0uH4268WZPed20nB2+7u6udS/Zvpm/2G7yJ89mJwXrXGi8NuTv2OtEvMfVimCz0/Lig0pSRCypLRhdRUwSqiU3TaiYJVzXdBe1aAkp0VakImfIv+6oXs6MfwKshIiY7kH+6paSGGZKIvNW6r3Z0DyaIsqJ7YQ0FrNGiVF8KM2IDhBNKbihonUC0KgaZ2pQOEISXO1M0O4tyZRMJSKi4uC2oiKtHJlzKcv6aBTaK9Sjzo2MpjNGEEUcp7KE0VF8EoORBEeeM0Bru5FySje6iIKKq+2iKiquFRVxQEUMDtHPjQiijyUaVQUVM8+VFLOc0BFwueVF8q4xSi5VM4RKEdu34rQAgp7KKQoSqqjRk5plE513UvilAGwU8EoDxt8KV+GVrsDtoKjr/+8TXw9IRP3w04kaksUV+SzMuUJhyJsV7e8KK1u8u74Z9lI9oH+Dqf6yifvm6Z3vSjszWEC+RnxZThcO4tKn92gPUx+ot35ioJZdQWl2YVth3KLJuW1VRhxzKJy9q+z7VQ2m9a2udpW13K7PRLTInCSK1x1UVIS28lWq1H0RqWPq2Jen7lZxZi3N+Y0vrfWA+BDs2+AkPx57qQjdl97KBBZKfbydhDtakRnHQ8x8Td8rg/9UvTQWf+EbTxR7isFwH/AEZN7nIy+I9XLq3FtTzFtqfb1FYjuPot2REauLv+LpzLft3EO7w3YqkXzQGo5Vs1Pbo1xtvcru+slFdac3iq8Ldu28ujh9P5X1U6h6FuzGsU1A7OhtKctX3mmCcbF0Vb2YVsvV7/AG8TzUGhiqH9F1/dTK93Bu2WiVONEImWyNAz5lTkKfnLlURJ0tBnSnn5vpNHnfDh3J4A/ZRRCm+q7DKuAWm3sPR2YEZ8TlC8rhuuiPNEQ0LwzlclnwoO0rrC3XHSEW/XsmbS4473SQwbn0MndsVr791Py1ZppAkEVyil3aSMV5AUlMXEHdt27c52c8YqmSuz67IGootvmwY0C7SGJUVjgkfAfbIC3EpF1CXDTKcqTe7ONSTpdxW6XK0PrOuvpDhtNusm0vCFvaLgubk8uc0FiZ17px+/v2pm5t+phtzHHVEtiNFkvHHyjup7H1lpKU4w1H1FCfOQYtsoBKvEIh3IifHp51B2/RN6gOuExeo6o/a2LfJV1ncbhNcTq3Z5CXE5r5uX10LWirnF0rpm0sTbcxMscpl4HEjkUd5AQkXcCFu8pJ71BNPa40gy0w67fYwtyuIkVdpetJr6UU5eI/00rD1tpaS1Ifav0FxuNF729sUiQWfnXp5j+TVXtOgb3bnbU4t8gTO5XCbO/uEh3943dPm5bd5UazaFvcVqDE9J2pEiWaRbF/FjH6Yt3E27vq/30Fkja90a/FR5m+RndjnLhiRe7xf0hxzzQ3HXmkbfL7tNvcZhxAbcPcvSAu/RmpeCAXxzUS5oqWkCz91uMNm42yC7C3jEJWTacFBL1W/GeQ+9Uf8AwaPN2iXbWLswrUm0RLX6+LxOhglLK9SZ3Z5pQWWdri0+gyudqeanYk90EMkJG947EHapZxz8tSVgujd5tMO4t8PZIDd6s94ovwzyzVTlaEvLs2ZNG+wx71chnuMpDXhntZVvhkvE3Y5Cv5qndCafe0xppu1PTkmqyRuNmjahhCUi8OfzUAdnop+DEHGeXET/APUKrQgrjxqrdnqr+DcRFXwJ394VWZHU+uglq6goaDq6urqDqr92/wANLH/o8r/6dT9V+7/4aWL/ALGUn+yNBPDtNM4oy4pAQNB8a7KqvPNArvFKSYcQicTHtopAeUVBWkmwISJSFcKvsoHhIhDySioieHKiihImEH+mu2lnKt/00Bi2IuETn8aDA55rzWiONZTCJj681wNqi5Vc0AmgiSAqeNIMttsuGa5pZxtSMVQPz5oCE0IkQRxQFBwdqr8aBXAJOaZruGeM8sVyARBtwiLmgKqoqZRM4pBXdyqO2lzYNOaLypAmiROS8/jQF4ibVQkoiOZTHglCTa45c1oiie3G2gB73V21Srjdgs9z1XdHOYR2IxpyyqrtJMVdnU5DzqkXG0t3i56rtTq7QkMRgRfai7SXNASVerxb9V2i3XB+3paZkOS+9kCQwdaUS2oWfDav++k9M6wzGkfhFcI6yWSBxGmobjXDZePaxu8dxF9VPr1pT8Iwsj10f2vW6Zxjbb8rybVFR+4qi7voWfMvjlwYvZssOXBucTQxkPcTTe0QJSLyj4p9rnQSCaySPd78tykMLbobsaMz6kt/eSHcTXT5vMP7VHHXeme794ORLabQ3A64xIXR5z2+OwfeXHKqpfdF3zazGjXGdJZeuB3N11pod7Z+Zsdu5N3m82eXDGncXQEyRp9pCmhY579ufhTG48fiBhxzcRDuLpIvBfNQTqa7s3pqJbhbddakQSnnL2EjbDKeUlXHtpxG1Ta7xCklZH1emRmReJp1lwORc083zIJbahZ3Z27MbmtnfH225drCASCwI+XPP8nn5f6aeQNMXqBLu8lL8kiRcwQV4kYRBlBHaONvUu1PKP30D+ZqVv8ABKJqGMzvWYDSRgP5nVQRz+1VbvOprpYtRswI8S1BHflsA21gkcl8QvXO787W9vwXzbask3TTaaSi6div7FhA0sZw/maVCHOPyairvouTcidOTfHu5zJUaTKjY572du0WiIvVj0/D5qBgnaQ0uszsZOMsyGZDwSYTobXAaANwuCecHuyPJPDPjSmhdcyNUXJlwZNpCLLg97ai+sR9vK9OCLpcHHmUfKfTTsdBgbrTbtwV62s3A5oR3Yw7t5Z3Jv8ANt6ipK0dnMGK9BWdJS5MW2GcG3sPMjsZZIkX85dIJu+z4UFhv94ZtNsOUYo87nYyw2SKbhr4CiVVYOtrpcLdakjDGjTpllcurqE0ptgg4QW0XKeJLjP1fXU1P0Hp6W0QFZ4DTipht1tlBMC27d3L8qom0dmjFntECJbbtJaciRziE9wQVXWj27xIfLu6R2r9VBGD2kncDRy3vW+1oMaHIXv6OOCqyOe0iHk2KDy3L71aDZbo6/erlaZKobkRG3G3EDblo84H9FUJPzVX3ez+18A4EZ92NbJEdiNLjAA5eBnk0m7HLp6S+bx5VPQLQ3Guky8G4pypaCzhPKDLeeGKffuUv0qCYJMeKqNCK/Ak/PRA5+4X3rR1Xb47S+qgK44m15P+r9lQfZ25/aXZE/8AQhqZNUy593sqC7PVH8DbMn/ogpQWU3xDCEtGCQCJlF3U1ICNVVE5JRjAlyIDlcjQPOMGN2ST81cD6L8VpqbO1EQ0VV+qlG20XllUoHQv4TwWucfDh7lQl/NSItEmUQspRVA9ijtXNAsrzapn1mKUbcE0wGfz0gDY4xg/rpVodq8lxQKDkV6qNlV8F5UXOV5qi1y7fahYoBVOnwTNcipjwwVBux4cq4sclQkVVoDphearSbi5LIqWaB3oHdtVfuWk2XOrKIqUCyIuK5EL6qLnlRc86Ctdoa/2tp/rCN++Cm1+1ta7PLu0aVDuJlaYgTnlBoV3MllNw9X1F+qnHaF/g2n+sIv74KZ6v0VC1JLkOvz7iwU2EkGT3NwQ4zAkpD7C9ql5aBvcu0S2wrxPhFaLsoW5WElSlZHgso99GS9XP7uRUn2x3e52fQ53Gz3GTBfCSx1xwEyICcESHaolnKKvwpW4dm9vmjc0fvN2VLnwO85NvnwfLjp5VKaw0pE1PYktEyfPYb4rbquRzECUgJCHmg/MiL+agpbOq7sw3qWRMl3U7JHciMxHzYZSVHeX6UDBduU6mvFfAumrBK7RLM3fysrCHIMJPclc3Cn4xs3bNuc/VnGM8s0F47NbLcn7k+dxu7Tt0BoZmx8UBzh7dp7duN/SPV9VPomi7dGu53Bu4XTD7vHlMcUeG+9t271Tb/8A20ERprtFen2PTky4WSWw5fXSaZw42W0thKiebnlB2+zxz9VcXaYyqWtIWm7tJO5d7QRRGxRoo+7ehdXLwpwz2Z2SPZmYDNzvYJFlJJhOd7ycZRUsC3y5D1F+uuhdn9jgpbhjzr4vcVkONKczdkn/ADqvTzoGrHahBdgSJy2G6tsBbPSjO9G0J2OhbT5bukx+VfH40q52kiCCK6buqOuNuS2xVA6obYiRPeP2sbfN+ujtdm9gGO2ws69qI20rX/dn+LkW7b5f6adz9DWiaMcXn5wuMRnIiSG5G102V8zZLjmJbUoIWZ2nw2pEru9gu0qJF7urkhsAXIyPoVEd25d33U6na0eO0PSI8B+3TI1wKC+kjhqjLgjuTcuduCTH7VOpHZ3p+QUkuPdo/HGPvbYmEDaDH+hRB9m2jF2fWLjrKCTdkld8KaLyzCUkeMOGZfnDlQSOjL+uo9JW6+Nq453hrcq7BBM+C8qmSf8AbsqK05p626fsDdotqyu7gpKAG+rmzcWduSqWJjw66AG303HltBWnAmpiPKkVZHBYypZpZsSFtMrzoDJ40m9hDFUyi86UVN2FTlRHRyQ4PnQV/QSAlgj7UVPWv+3/AK5anyQM+39qoHQQ4sbKKiL66R++KrEoJnwSgl66urqDq5a6uoC4qAvCf24ae/Jlf1Rqw1X7wn9uGn/yZX9QaCaRxM4oVJETKYoqAuV5VwtLzytAZHAIea1xGCDypIwJAUk2+FAoqYBkU8KA5vCIpnn9y0IPCqZVFpNWcImUriaUkwnKgUV0S+6uAkXKpjFFbaMRXeXjRFZ2p0kVAqrm3HNKIriIpLlFohByRcrmklZ9YSbSVVoHSGK5RUWuIkFE6VoEbVee9EoxJkfGgKrg4RPGiEiYVaFQH89dswmV8KAigvilEJB2rlMrSq450mqJQNZIqopharEXlrS/Y/k439UqtTwjt8aq4bGNX315xwAbGPEIyMsIiYc9tBO8T1Ph/tUXcihkeS/GkAkwZm5uHNiuqPmQHxc/q044Sq3tXwoGpEoiiIRZ/ooqkuUTK/8AdThW0TlhaKTWV24WgR3nnG7n8PZTnfj5F+6m5MimVUsIlBEdhy4gyIUpqU2XlNgkMV+5UoFsCtBkaHgqKbtyCnxzTeFKizm+NClsSmVLAuMnuRdvtoHJKKDRdyYoFTNcSIg0Bk2pQoaIvV4U2lTIsKMr0uYxEaHzOvGIin5y5USBOg3FtJNtmsTGvBXGjEhz948qB+LiF40PSXjSe1PGgVaBT5uafqo/spFCXn40nIdZixzkSHUbbbQiMi8BSgUPyu+s934fVWQ6ztNxu/ZNYo9jusu13chIYj7Ekmslw3FQFx45JBrSrRfrHfgkO2a7xLg22Ciaxz3YLHhUBpuwWq76T0939lXe4ir8f1hdDufN0r40GSRtS3zV+sezW7OTLrBhTnCiS4rbzjIOvNN5dUhHzdf9WtCgdqXprVEfTL9ljozcSmtMvMyyNW+7J1biFMcx+C9PvVZZegNKSZMOY7aWyfgGTkIuK4PAIy3GqIJJ4rzphatCdnBK1Is9uhqrTp7HYzy9Bl9KA7S6ftUFB7AO0C8zLXb9KR+7TpiRpcqS7cZbnG6H3EFA5es93cu7pqZg9s19/AJ/W8vRYR7QJky2aT8kbyP8EU27M7FL2/0VcIvZnoSH3U4+nYrT8HiJFLiueo4nnx1e2pO3aJ0tb7BIsMGzRmrTJUlfh7iNslLxVEIqDJO1zW9ynQLhaH46QL5Yb1bMOw3nQbcSSQqKbv6CFakda9o9xlWS/RrnZxGZYb5BjSgiXB1lHAcIVbJpwUz7eoVrRh0boiRFetyWyC8ykriSmkXeu/b6onNxbt23wzTaZpbs4kKuknrdbHZK/wBkkguOrxHP+tJd2S6vbQVG562fsXaFrlxmzPTJcOHC9U3LdNH+ISiO1n3SHq3Y8aunZ3rEtV6WlXYkaFWZDjHCjMOb+n5gcTehfZqLsnZhb4k2fLvMlb4/c+C053lvh4Bki4fSPvJu8fs1crTZYFmjd3t8fgeZzl1dXzEXvLQN7ffmpEju4Rrm0fzyIDrYfrUag73qzUEW/T4sWz25+DCity3HSlObyYLdkRDb9J0+FXPYqpzXP2aZNWO0M3Ry7N2xgZ7wcNyTjJGHwoKFN7Sb/CsxSVstufkpbYlzaZB4kRW3yUUbIl94ciu5OVOB1tqSNeljTLTaRisXxi1m+24aKSvihCYp8ByiLnx9lWf8E9L91kRfQEFWX9quBs6cB5PzJ8PbR/wS00qOJ6Ci+seGQfSvU6Pgf5VBRoGtpsOJGtsG1slcJt2uTag2TsgPULzIUzuTcuOn3edFPV91d1XZpEqK5a2XxYCSKuG7HA3EwqOEBbQMee3cO0s+yr4mjdLJFSIlggcBXuOY7Oau+0s55FRm9M2BuY3MCzQQkN7dpA1jyeTln2e7QVTTOvLncLxp+DPjWwGrq7OYMWVLe2UYiRCHcXNC21ouEx41BtaR0u1PS4tadtYzkdJ7vHd03oa+YkX41NqK48aCrdof+Cx/6bF/fN1YQ+kPHzDVe7Qv8Fi/02L++bp8OpbAt8fsbdxArjHb4rkbCo5w/nx8tBKE78eukied/i+imdnu9vvEFZdolR50Zzcm8UJB3D5qdPtNtMo/IURab85kuESgPxjUhHGU20oLhZUUTFJ7EUhIVwm2jigjks5oBkLwlFPL9qukOYQV8/2qaOXKAUmJESS1xZSK5HFUzvEfNhaJdbhAtUNuVcJbUVp15thsnFwhOOltEfvJeVA9bcNXRT5kzQGpbk+taaOXa1t3yPZXnsT321eZb2l1CPjz8tPHkBevA7x96gSWQSAPzr7tdxPJ5KaSLnboLqtzXFSQbDj4gjRGvDb8xcvvSnNqkwLrbItxgHxospkXWnNqpuRaAyuuJhcj1JRjN3mgbeSpRiZ2qirjaiUsICiKiYytAKInypQr+0VdgfgtQa6rsveblFemrGdtxgD/AHoOEKmabhwpebcny0Eyv7JUBp1h+V81R+n71CvYzHbY44fdpJR394KODHGfH76PHvVpnSHIsO5RJL7X0oNOoRB99BGaDUksbeP5eSn/AOudWJUcXny/XVb0EWLCGf8ApMn/AIhyrKJZTzL+zQTFdXV1B1dXV1B1V++f4W6e++R+7qwLVdv2F1Zp5F8F7wi/zdBlXaZry4WftNtNyhypq2Gz3BIF1bRlxGHOMPU4Tnl9WStpj8qrHq7tQfsN41NASzsPjZLMF2BxZe3vDZFjbjb0r99WA9F6FZsdys0m2RfRTzvHmMuOlw1LzbjyVMbto3szlxYkm6W6zyGAj90jOyH+SteO1CUuqgiZPaLqE9VtaetekmJz7tqauYn3/aKg4e0h8i8/bUTYNaytQ62l8G336XZVuT9peTjYZjqKbd5DsTaOenG7d71Xy1aR0VCnRbvEtjDMhhgY8eQJl0tp4CK58Kdjo3TKXh67Ja2+9vHxHD54IsY3KPhn68Z+ugxXs+1BIjaL0Ck926zSf1Q/FFz0i4iou9zbxPHiBgS5L9VTkbX8jT0fVspLPPmPNahWM4LbzsxA9WhE4235hb+ylXeR2baH7iFvi2mBEdjE5IhKAdUZ4/41Ez4otR+lNE6Xatk47jeImo5Ts0p0q4cUQ2PbcbuhfV8vtUDy366bk9mv4YJFFQNgnAaYIj4hblEERFHfkix07cpiqN2W6vvVob1np67SZVwucEDvFtS4A40rzRjuIefVgXMjWlP2LRtzscO0uQ7dJt6Fvhtiu4cj1bk2+9SV20/ouFemr/cINvauwNcJuU4vrVBOnb93UP7VBVNPdrcy4yrYhWuCqz9MuXwG2pPWijn1XPl7PNTK09qOqbrBm3qLZIS22DZVuSmSu7XnlElWPuTyqO35SqXvOkezC2DJgAzZLJPfim1x+GinGAx6vN0/orQdnPZBatIyu9jPWQTkJYhNMibTLwfMY7l3FQMrV2uTZxLmzQXlPSo30GGpPWhqW3grnl+lUBeO1O+XXTLz1mWPaJbN2t8J4JTbrLzfGIVISAvL+V7R3VentK9mOn2O9O2bT9viqvdFdQEUS4hfRqv2qn3tEaQftj9td0/AciyDFx1om8iZD5VX449nwoKAuqrg12i6gZjkMgoNh9JtO+kXe6u4TaQ8HwTy+ZKa6c7Yb7NbYG7WS2Zm6aK+Q240gs9JbeGRFy51o72l9Gx5ZynrTa2pDrHdyNwBRSa/k/Dy/VUfcrF2fWnglNsVpiI7+INKkTkW7+LRUTwLd4UEb2Wa5lav9IMy4yQ34Cti5HcjOMPNkQ56gLOR+BIvPnV84nrvD3PmpC0WCz2gSS2W2PDE1yaNDt3LQ3afAtiNvz5TcYC3IJF4LtRTX/ZEqA7vJPmqmz+AV81OcrZwCt8fch+Xwc8aujqo8xkfBU3pVVY2/hne2jRNncoqrnw9+gx3s3lBCgaGlyUiIg2ySVv7gyuZEnCiTDpe95silWGZr+/ppp+ZHuMN5/0QzceL3QdkZ4j2lHIc/L8erpKrlcdbaVtq2ht1uSfpV/gwCYt6uA6f2VSpa/TLZaEZ77EcxcJAsYbi797peXiYT/aKgoDmr75CuxhIvdvmMxrvFhKndQEn2pIiRFu3ctuen7uqm7HaFdPTxJ6RilDk9/RveI7GCY+j6U9Z+Vu83u1qRCwKKqxG8omccEM8qitKXnT+o7W7dLMzhtZBtvcWPwy4gYEsp+ZKCH7ML/cL8FwS8/TNI37AINhD7pt9K/7JDVE0rKkNWULQFxidylyri3Ji90H8TaAnHBdL3tu7anPpLdWuSZ9ttt0tsByO4j10cMGuDGIg3COV3kKbU/SpxcihW6I9MkogMNBucJA8EoMisOrJ0RrToR0BYzkeIctuMjfmcX1m5tzqIf8As16PeGu0HqV6Jf5UDv52+A5OubzLTQtmEwxeLcPxHAkK7fbWqHPtzdrO6AyjzAMo8JMt8UlHGelBXnS4iweFRtttVRFxw0zQZDG1/f3rfeEZvDbrqWL0lFeVlvk8K9QcMfd27eS5IaX/AA31GTL3dry3PbUYa96QW4vW4hE4wLhDwhJNo+P5JVp97tUG7WmXbHxVtqQ0TThNdJbV8cLUaEyBb7ha9LOxZCjKbLhOYTYvDHmJF82Ps0EFeroUvsSny724pG7ankfN9oRXftIU6R6fH5aregdZxrN2T6btlibCfflsxAxEbBd29poiy58nl2/nrXlRpVwWzHyrQIDaqqiAqqfBPCgw22657Q3tHy7pFlxp5lbGCVtWtz0KSriC9kEQcIIl0gW4umj6o1xrCJpzWDlnvZyo1tkREtFx7q2qySc28Zvbt9Zt5+WtkkvpEjq8kd9zLo5SM2jud3Tu+77dOx4ZNZQUH70SgxBnXOrGGNYwGNQhPOLIhLAlSWBZFwXPpwQhHAj7udvTWg9lV7n3fRDtzvCTGnuM8jiSUE9gCvuq3tE0+1t6qtgEynJwQyvxRKVQ2w6ANsF+GU/3UGWf/wAMp7dCzmSbUHQuss/WIQltUyUSwvzU/n3Sda9H6S9G3Vi3uy5zcZxXW0ISbIj3Lz8MclrRXMc+fsqvaLRtdI21TEXMCuMpnHUtBStS6tu9lvqW53UTckYb8NqVxIYs8TifSO7eal0l4pgRqN0xqt6JrW4W927nb7e7eLgTK7GzSY9uEuGXTlvp/brYlUFXdsTd7VxR0RrcmGxx4rySgxSfqPUNx0tOSReHGFYegOE5GRkw2d49YXl3D04LY4G4dtSt/wBa3dl29T7bqNzuFugwpDTXc2/xgydUXN3T5VEfZ81apLdjRoch8WBeVsFPhtiiqWEzSOn7tbr7ZId4jBsjzWBdaR1E3bVzjP6qDOLpq+72+5XxbZOJ9o7zCB2VwBDu8Z1rcRbtvVtLp3LnG6ojUeodSsXGz3NHFfns2u4osuKP8Rx2fWjuDDjmwS6fKRDW1MTbc/IfisuMm40Iq6KY5KXgi06bdwORzt8PqoMtk6tu6aht6268Sp1vRIuciPGPiF5uGQes/MqEny1plkucO5x3ZcSWslreQb1Qg2EhYUf2qM9O4T8VpI0p1ZB7RNoUUWunOTX3a62rHjMkzHbZbbQlXCH4LuyX9NBI7cfWlDn2KPKkO8t4yjjePqVKJ3lD5C4JKniiLzoHBImeS4rhEiHwVfrVab7urkqUcXEHkXP7loFVRULKKv3V3Nea8qIh5PanKjoiZVFoO5KvjQqOeS5xQEm1ET20b2eNBV+0FP7Vnv8ASo/74P8AwqvdpDNytl8teq7FHdemCJWuSw2nNxl7yl/7NzaX5O+rH2gp/as8vwlR/wB6NSQyz9IpHVo+lnirJyOxOry/HP6NBmJnqy2aoCxxpj8NuIcUIQiBK3KaT+6Cxt27j+JEmPrquSn9X3qy32PJkXh4eBxctOHvwLw7hJkhTaW32ISiQjW8pNiG3xEltECr5xfHb+euOXGBrjFKBsHOneT4qK/ctBjGqtTSluxQ0vV+gQkZio1Jd4ocIScLiE6Qiu4nE8ucYpYvwuknIt4yb+TzxXBu4esIAYZFC7sTbnzF6vmnUu4t1aTc7Tpd+e5ImNQXZLu3jIshE4xD5UMd3V+zUo3IiyI/QQutJy9U50p+qgyjQj9xjP6Mjx01KUJILjVwbltObN/Db27iIenBbk/RqQ7R2XNWTl0s2hNMxoDj7jj8V3Yr68mibJEwRN+b9JK0ZLjbsJi4MOJ1InrR69vmoGJ0GSuIk2HIXxw24i9Px8KDKbXeb1PlaTvE63XhmdGt00ZwNRCyDyNCiKO4cdW3pzUK3P1T6EvrDU3VTJO2VqRDPhyCd73leJ1Enj4bhHaPy1ub1zt0cuHKnxI7vT0OPCi8/D20CyoqT+CsqOjjieTi9RjQZiR3Ky6hgoxcNSz7ZNtMw5iykdeDiEIk2nl6f4zaNQGkZOo7Jpq2x434WPCWl3+K1wncNyUX1Yt7hw2e3d+zWzRblaX3SZj3SLINOeGHhLpT2+NAl8tPdHJSXW393a6Tf7yPCQvhuoKN2YSL/IuVxZuKXNImI7kPvPG4X0eHME51ePuFQhb9Tx9bT46emHbRuW5xpCTS+XHdfHw3es2eXnVra1PYzvLdnW5xCmOsccAbeEkUVLCc8+2ndvu9vnq4MKfFlE0W11GHUPYvwXFBjsOVr7uU/uEa/Icyz+r4rR7+9ifV1OchPh+XAoO7y1zsO9EmqZFsh6sVXXbc7BdJHOM4I7RPzcyHzclrcFdFEz7fvpMnxcXA52+/10GRw7bfQ1NOkW2Nf48t7UYSURNyRVgbBFzcPlz0knPqztp7oM9Thq+O/LiXtiFKiGkhXxItr/E3DvJS278e0REa1Bt4dnJVoxbVboILQX96B+qZK/fOVZsn9mq1oD+85fVNmf8AEOVZMl9mgmK6urqDq6urloAqt6iz+FGmsePGkfuSqxrVc1D/AIUaZ/7aR+5KgqKyIDOmmhve5X1vb6K44mQjyRcc4Zu809Xs2+P2apsGLbZem4DN1cYZjtu3R1h+RFbeiPGLqYca3+US90U8MLWysP2x9y5kCDsZPbKdVPVmQj4KvtwnmpiurdNFaYdxjvrMizEIoiR2FcV0R8xCKe6g+2gzDWeo7v6K0lOu1hlQoCPQJDTTDjYAr3FHdkVXcIoPlHwTd1VpZ3rVyOqoaOF1ndkXFurYlt/JxS8/VunIzbTjr6Ox3Y/fOKA7waaX+MP5UqWZlx5kp+IBKLzCCpjjxQvAk+Ir8aDFoV7np2g35dSWO5OvTbAveo7cps+EAk4XDZEV+X9L3qTfEBmXTurbcuA07aXZUmMioz3YXepoh57iQeZL8tbsrSKieRUT2Y50pw0zlNqBjmOPGgySG6+5bL9NgCosydTtHaUxgTT1SGQfZLa5/TWizIUOe4y7PiA8raFsRwfBCxy/oGpQ47BuNuk02pteRdvMaTNoUHA8s0GLv3ctOaS1lb7jCZnXdy5S5BwpYmvf2S+j2KPj0bU+rbTuNcdUytS+j4+oSjizYWZ7VubZHD72CXhCRDnCjt3c89Va6bY8NNxYT4KnOh2Cqou5Fx9VB59OfPLs+uyEEMleYhuuRAZUTbm8YSIS2gm3p9nMukqmZGrbwmn3UG8u+lvSZNyWXDVkG8IRILUgQURDy7VUOrylW0i2quqWR2r7K5GsKvNVFaDDNXXy7Jb3JFzSUjjum25MDi29t91Jgr1bdoFzXpXFH1ZebtNkEsyfcWW1ulrcixWohqy5Gy2bjpdPz7ty+5txW5A0iJjmtGAUFc5oMSumo9SR73qMrNebxPcajSG4EV1nk48PUbu3b0ttj0j85Va9CjLuwSVuk1q7wENFj5acJW1JvDgkRIOf2endtrQtqEuE5L91cm1UoI8iVGkRNqInJOVVK6RpUy9aqiRHOE69amQA/gRC4Kf76uzgpw/Ev1VUuM1G1penpDqA13KKu9fBE3H40GW6hhXaVA7Mit9muMtyxy2juINtfRcNvhl9/OpXtCl6uv8ANgLb9M36BHh3uMqcPoORG/jjcHd5fLy+zWmJfrMUKVJjTI0tIqZcRl8FVP6aYWzVVpnRm58hVhd5c7vHbkuN9bvyphS/VQZnarJrhe0OVcbit2RGrxxYrrTfqHIW3bwyIi2iO32Y3bqr1lsesI+mrfbXNN3dCXUE2TJVPJwXNxNEQiScQeofb0FW5LdrHwge9LwNjh7BXvA8yT2eNDM1DZIKvjKukZoo7ZOuCpplBEdyrj7kzQYtZLdrdkuznv1tv/Htzz7d5dR3+JyQtZ6uoeoacaLteqLVdLrN1BHnyIBQ5CCktv8AGd6ucmiESVHi+UkStZsuptN3y2xZrV2iirrfHazIRNm0dxfs+9Qy7tBhWN6+8dH4jbHGRxvr3j9n8qgo8fTt0hdhbVid4792C1cNG47hAYP7ciKFkfL00wG16pkamSc+zeGC2QjhutNjhtRT1zTpEfT1bt3JciVXZnVlq9Ot2OU8DF0OJ3ruyEqqn2fyqJadb2eY265LdC2gD4s5kSGCyReXykXjQUA9N6mXT8hQt14YvqKK3R3vY8CY3x9znC6uolD7unpp5BjOW3UmmO8x7iuZcxxrjNthwwJoekR3eXzcq0ENT6fdl90bu8Yn95N8NSwW4B3GmPqTnUed1tM6bZ5zbrUuI4rrUKQEjcKO7S/7hLqoK5r6xXmdf4b9uafcZbba9u5kz4m4uYqJNL9rqEqaWnSd7nXCUxqA7oKuJKblONqgsymzUuGW/duyPTtTaO2r7O1LYbc+/Hn3WNGdjs8Z4TL6Nv8AlF+x9dA5q/TTcrurl8gI+qD6vidWD8i+HlX40Gf/AINX8dNNPS7Wbl771FbRI8n+JjEnrOa+8IkX59tS3a80DoaW4rBOkl4a3RkcUVeEm13Cq52l+TV/RxF5oqffSb7ceRt48dt7ZzHcArtoMglaT1S9Ykg+hjz3eesXDwmsPiH6lotxYHA+/wA9vlqdsukpc3VoXO72ScygwIqcQ5Q4703ncRYXx/rVpgD08qBBXNAkecrn5VrNZ9pfn6R0uxGZmTOHc2zc7tuDY1xC4m7mPKtLPzL9y1VNMXi12rSVv7/PZi8QjbDiKgbi4hdKUFIO1ap4DcFLZdBtMadOTgbBdPhl9CQirnUg9XvdO5KfLZNS97YRfSD0wnYHdJ7rw4jsNiPeQc2l5l6vZ17qu/4RwJN0t0WDNt8lqYDhiYSh3bR+A+3HvfL9dR2ptZwodlCdaHbddNkxht4EdVFFDcRtVTHPwLPw5eNBTNE251y4jNssC4cOLeLmkqUr29uRHVHBBocl/Kben3dtJTdO6ukaQtVpGxyUlxLTwGnEdb6JAuZ+bDf/AGvX8K0mJqbQ0WE6TF0tMdhZBD50D1vvD9/TTGb2iWCHa7jd1udsk2+KDRNlFkq44fE8u4dqbfs+NBW52l7+M/U7tpsjcaVeo0ZxuXx0RRUWkR1olz5iLI/XmkpOlb1JNhpLRKS2Hf48gInFQXGIwsbXd6bvKTmV2+3NXX8NLcl0gW9gGXo8xMty1lC3jcRDzbLn7v56Whavs5QUnXS5QG2jkPMtm26Root++q7eRfN8v10FMsWndQMP2ZF0/KZYt11m59e30RnALhD5vDqHl7tRq6L1Aul59vWzk+Lxw+FlW2ZW5t3cQcQT2udO71vIl3VtKK2QIorlFTKfXVJTV17KHqNj0bbPS1nlAzHY4h7XUcEVbJefLdu/NhfhQVz8Cbjbr6twt2lXGSa1A3IjbJDfRA4W1wEHdyRSUuVOtGaa1PD1lDu0i1lEa3TAmbJALjiFubLO7e6nT73lz5atrGs4TCTVvtwtUZYktISuMuGuDIB9UWR5FuL/AHU6LV+nkghOC5tORjeJgVBtxTJwfMCDtyqpQTaN8vyy81K8Dlu3c6a2q4wblAZnRJTT0Z9sXGnGy3ISLTjjN53buVAACQuDucUiSnS4JPGmxuiOVDqL20qjzSAJ7FVV8aBRtVxzWjoqbFXxpND3hkUREowp0+ZKCua/TfpOXtXHrmV//UGqfrrTl+uWpL0VjY7oNxsaQu9I8OFe4u7mPj5enNWvtBHdpOZtVU6m1/8A1Bqr6w1jdbLriNbAuFjt0CXbXZXeJ7RrsNshTZ5h8d1BXbrpCe1AjyJWnj4DF0YuUyM6+x0NtNELu1ttMdXT0p59tJxdIahucWDKYgK5auPPcbgty203x5PUyQ7kwO0dybfc3dNXGFrG3StIwJGrI/c5M6MauRhRzpaElFXC9ohjau5fmpw92haNtMp6DMuqtPxiEHRSO4QNofkyQiqc/doKLf8As3nz3LmqabiOuu2yFHiyXJg797JqThbsZ3bfe97bV27O7NcrPeNRp6GjwbbKmi9FZZdQhT1YifJPDmO6pSNr7TEkYZt3BRSZJKI0hsOIXFEdxNkm3pXb8ae27UthuFgevsKabkBoHSI1aIF9Xu3clwvurQZ2xo/UMDUENI9ktawYl/m3LirLHmy8JeUcdPUXUNDofRF3s8/Tkhqy2yEkVZyXF2M8PNH3Nzfs6sJ+qrBqPWLtl0OF54AyJ0gEkNRf5NtVHzfcJDu+unl/1FcYGrNO2ePFirAupug87kuMG1onOSeHu0Fd19oqdfNVTpjdmhzWHLA7b2XXXhQkeIsouMf00mOg7+LiPPJCVHJECQ7J4y8SN3ZBFxoeXUJbS/nCqSiayl97Yk4Y9ES7sdnZVrdx+IO7aZewh3CSYq1aUvaXKC/xExIjSHGH8eVSEl6k+/x/PQYzpDR8/UlsVYEeHYmGZd1/G464fd4xOAIE3jpHqEv0UqcPs/vxNkfdmIfKGyrMafs2cEXB7w2u3G4t2Nqp5fNWsI8iuKqEij7FRKFXcOb87w95aDNbJpLUNql26QjNqlujbUgvuuiKGzgyISQURN3JduEUfjS3ZzpG/wBj1GxcZseA2ydnWC621J5iQubhIUwIIC/L5hrRGzAl3f1adtutkmMJ+lQR6gq7cJz20pwS24x7KccRrKKieyhR4cqmPCgRYZVEyvxpdU6QH7VCDwbsYozorkce1aCt6CcX0GqfC4zf+Jcqy7KrWgceinU+Fymf8Q5VozQS9dXV1B1dXV1AHxquaiT+2nTXP/GH/wByVWPHjVd1Hy1Rpr/Sn/3BUFVctF1PSsyxtusIbd0fclNONEfeWXHCcFBUSHx3D+yQ1XdEWnUlpg6WuE+xvK7bokyCcWMnU1vJCbXaRc/Ljd9qrrqbVF7stlvF3LTYpHtzDr6K5J28VAJU+XllE3fnpC3a2VrUY2i8xoUQXLYl0SUzJ3tNt5FFRxVRNvj0/H6qClQNJapsVgmW8oayzumn/Rnq1yrEhVcXq+DfrPP9Xhzq8WO3HH1cDrbyo3b7Ozb3XOr17wrn9LCD/tVPlqrToxBmLfLejBu8EXFfTbv+X76a6g1LHi6GmassixLs2wwT4ED2AdEfHBCi/CgnBQh5b9u6iOKY89+/bVRDWTtuk2kNQwYcBm7x3HY8kZKkIGLfEUDyPT056vq8KmYWpbUFugSbhcbew5NZF0Bbf3iSL8hYTcn14SglAEwPNcZGrlMA1Vp1w1Bu8RCJJXc1Tf8A4x/JflUrZ7/aLwToW64xpKtdaoB+7831p9dA5Merr8tAZKidHlqPcv8Ap9l2RHO6xxcivtsPjuVdhueUS+taSmaltptzY9qnw37lHZMwaNxVFVHx8vjtXkWM7fbQTLIGQqnwrkMhLPwqs2LWtrlafs8u6yGoc24Q2X1aHcoorvh/TyTNMU17ZZFtdmwQbe4U4ofrX+79W7b5lT3l9lBckM+Ju6+floVE9+3r5+aqfp7XLEmdcbNeH4kKfFuDkVsG0cwaCIkPV83V4fVUumprXNYaG1Tost+Uw6cNtUL1yt+bq++gkmuJz/JrsErKKNJWM7m6w8tyjMMLxfVi2e7p2p4/nzUkjaCG1KBFzeTA7qpl9FpdQ6kR0ctrZmcIib+eH6vLiLsxVQekBD1lf5LguEDVrjOKLY5JcE74J7aDOtO6Ovty0dbJkX0XBf8AQbUJprBoJcxIlcEh6STbgfHmW6pRvRF7SBe2jkMJNlTwu1vdRwn+7yRFsR4hEPV9H7PmqyWzXthmxyk8S4x2hhjObFyEu6SwvTuAfMvVQlrqyoy66iytzczuRscMUcR3h8THm2Y2887qCu3XQkuQbbjCR32ktbtultOOOsb1cd3EacPzZLduSgXQ9yW/SH0fFiE6Biiq465xNzXD3cEh6T+0i+7Uo3rFYF9nT55TlsIWULkLXdfXNrvIS6fHwGpJ/Wluiv3FtxZiOwkj7m+H9Nxvo+H8SJaCpNaU1WzD0842lncmWlpyLt9ajfDVgW9yljzbhzincbSd4Xs4a0vOeiK83F4W+Nu4W4T3CvP8kabWbWlz70/HkyZCIupgtrSO28d/U0JbHNpbR6iLnzqbga5s0q6BbkYu0Vxya/AF1+JtaKQ0KkTe7d47RKgY3fTd7uV0S4g/GiNSrQVvltuc3213EqG3t5L41G2Hs/P0LKiXZmOEtyE1EGUy48ZJwy3NmnF8MEiLtH4earRZ9W2q6XbuDISmHuCTwJIbUVNsS2ku3OR6vm20aZq+2Mal9AILrstETftUV2Z8CUc7tn2tv5qCtz9K3hYdiOJNivXG2zylOOvorYyHDbVHC6dyphS6eXsomnNMXq32qxW65JHeS2zH5TrsTcHEPeXDERL/ALT/AGacu9pWnm4cuWjM91tiJ31tGmxI32EPaRim7lj4FjopeRq2O5PgxQ76yh3AGEc4TZtPoTe7ZnPT+VQM9Z6Pvt2muyrS7CXvVqftrqSd3QLpbtyY83l8tRt17Pr5Jg3MOLbG1uFrjW3+MyHDx1fkc/LVs1FqeJZZcCEsO5TZFyQ0jDDASUlEdxISqSY6aiJHabZIcOFOSPMWC6xxnH+GIqwO7b1ZXmol5hHcVBbWI7zbINvN5dUUTPu7kSivsvZ/Z9+oeNq0JWppFjbtN1dNgkR1/gijTQqKKBqW7kJYqwKpdPT4/XQLNIqCqbua0ogqAZUiVaTbJFbHeQ7l+Wlh9qKSr99A33ZdUS+FZbfwkloTTfdQQpCX1pxE4JH0C6W4i2+79daooeuUh+FZpIu86z6PsdwZuvdGku6MSEwO02leLcK7vLQCzoS6k+065JgM7pE5+Z1GvDKSO31fT1bfHnnK8+VMi7OLyunCtvHtHfFbjx1lJKfy4yy7u976NfqTy7i6qth6ygpDhurbLpx5gOPMscIdxMAOSd83lpjcO0WwxCcJId2ksNRo8wnWIymHAeXaDidW4lzyxQNR0VfmrHDtLjlpdiW26BOiK6jinwW8kjRF75clyXtpa66MuNxmX0o7tujx7lCYYjIglubJkyId3swu72U9/hDt+zY8xNak987j3JxGxPicPf4524x17t1Il2k2Ym2nYdtu0oDhlPUm2R6Y4FtcLzeYfl/ZWgZXLRNxO7StSXGRGu3eUYclNIjvqjYIiEWmxXDn/tPeHdTJrRlxvcEX9qQHXbhPktC8jjLzfGd6SEm16ekck0vIqsULWkiTqK7MDY5wwIduZlJLb2nv4gEXMd2efTtGo2B2hmxarrcL0BTvRzzKSEgNCnD4vkLzqJUF7tzNwacMZktp9sGm22tre0uQpuJccua58PhUTdtKtzNbw9TBJVtWYvAfjoORfVPIRfk5P9qmI67j+lodretciHNkuICRpbzTb2Fc2bhHcu8feyOeVSmo9Vehblb4K2iZNeuZmxH7ttEdwju2llfgNBWL7pW9CNxlrOt6o7dY10wjLvMGNvqi5+3hjz93dSNs0ze78wF1C4Ro4XG4FdUiSWS3ILjQjsIhXO5NueS7VqUufalZ4dljT34EtyI60Trjhk2HD2ucM28KXNxF91P11KNayAtWO2QLDdyNk2+JL9VsbFwNwl4+Xlj5qB5obTsjTelYFjlS2ZJQmlZbeFlQyPsyhF4/XUysYWgJE8SLdVKO5S7/ANpc/TK3SfAg223tSU7p0OOG4Rberb5UEf8AapsGp5Wmptvi6huMi48KLcJByU4Wx0GS3Yc9ouIJD4dPmoNAINqFRgDdsqiyu0hYscG51kkQ5cl4RiNSX2gbeRWuJuRzmiKKdBfark7SJD8mCzbdNXGZ36CMxhScAMAhoju7djbt3L9/1UF/aAhWlupUrNk7UW/RbtwWyPoB2925w04w/jLDZ7TL7BZUV2r83jT1O0Z5Y89JdhfYfiMMPoyklpVJp7yqReVMdW74UEvr1P7UZy5xhWv3g1H33Scm6azi6gK4MDFbt70NyL3dCMhdwhkhZzuXaPsphP1Czqjs8u0hiMrHClJEcTibh4rTg7tpe1KvAfSqJcsIlBmbXZ1dWrUDDmre8vhbXLQrzkPP4qS9CIm76Ufm9vy07f7MpSpcAj3plluWcAwzE3ECRdu3q3c92PzfXWhkqqh5wn3eyioZZBNy8v6aCiu6FuBFIebv8RuSV69LMF3DItlw9mxR3dSY+6pPSWjDtGlXrDPuJXBt45Cm5wEaVReVVVOS+zcvOrSKKint9q0qhLtPci+FBnWo+zMr9pUbS9LjxbgLAxhmNgRorAqu3pUkTdyqQuGjZ7tx09NZvDUVLSiE233LfxCVtQLqVzf4LVwFRAcISktcrh454oKlF0K1HuLL6XDNuauLtzbg8PySFEurf8vMl2bfeqT0rp920W1/jSEedlSXZcj5eK4Xu/UPSP5qmVM1XlRFzkdyc0oCBG2FuVxM/UlGRgl+OKFSPhcnEVM+OKWA04S+sVMfVQJcBBXktCgCKqimKKv1VwvKQc9yp8cUQz2oi7c0BuAYIIgfSi0BA4SqmPb404jJ0iW7cKpRxwmVzQJIwSGjimq5Twoz64Xw5pSvNcJmkH1FU8FVc0Fa0CQ+i3sKSf2Tmfviq0EXPzlVZ0DhLa+mf8pzP3xVaVVc+KUEvXV1dQdXV1dQdVc1J/hNpn/S3v3B1YvZ+eq7qX/CXTP+mvJ//ruUBdfWeXqDSN0s0N2O25PiuR972do7kXnyqKe0qSaEOzw49ogznWm2nSaj5ac27eS8vs+Pu07Z1GrduuNxcUeGk12HBYXCK440RAvV9ohVfqRPbUE5qbUbvYmeqI8i2t3ZqO466iN72siqptTn91A1XQF/4EtjiWk25F6jXXY8884vqtmAUl5l5E5/0VctXWaRc9HXGx25YrDsyMbAq4Ko2O7kq4H781Wu0u7aktFnduNvlowxGicUcRuOrjy+IudOG2se9yq5NX60o22j11tyO7UU07wPJcc6Cqno+7TJFoevD8Iks0cxhNxkPreJvh73FX2Y9ifGoWL2Z3PucEJD0CQo2xq2SWnHHtmxtSUTTaQ7vN4LU0Wq7lN16tstnAW1+jpLjLiupmQ+2TY9PygiljPt6vhUHJ1fqbTzN7m3FVnxoFsB5/kGI01V28JFb+kH3i9o/noLYWlTb1RNvDMwW25DOUiq1kQlbeHxs+31aCOPqzmojQWjr3Yr2NwnTITv9jxguo2jnVtLIuJnpH8gR2jSLeoprduvsx+5SZD9lNl1yI/CKO4IqPPcir1CXUo4Xlj21pDRcRsDTykKKn56CuO6axrNu/NSiCO4wgTIy80eMPoi+rbkv6PhVZi6Iv7F4buPpSIrjKTGw9USbxfXOdu7YGOXJB54rTNuKBVRKDLGezi6oFhIrqw05bIbEbjsI627hpd3hvwYl8p+Wnk7RF4ctVxtDV4jBFlXDvbSOxyJRQnxeJC6ufUmK0Ua4qChpomeVykOP3dg4Dt6buytJHLiIQoPRu3c05fCk7Hom92y9WuWl7iOwbW7NJttI+HDSQWeos43D8fbV92l+lQbV/PQCiYTmuKBcr4cqHCJ5uddhF8q5+qgI6RCON9U+Yqlq2/st+sc9FsIgFyTmrtW14hIPLVVfa4+tbuBLvF21MdI8iTm7QVi0dnzx6Xht3m6ze/NWwbcidP4smRIhEh82SEfH2U/Ps6jux5jS3gngmSRlPsnDZVkiQNm3Zt27dqJ0/VVB7M37g3H0i5JlPwQcCW7KlOzCf8ASQNGQ8Hh+6SdK5X5ati9odzjWQpnoWNmXZzutvb4xcmW1FCadLHSW0h8OVBJJ2eQ2QJjv8sojtt9GKzvTobyXUK53buaU1Ds4aeekvTL9cpUt0IyCSi2O0o65bcTaPJRSiP631E1IcauNktyR4kmFHlutS3PCSQoJN8vMJF1ZpxF1w+mpVtvo+NwHXJTbTjSl/EBu+k8nP5fZQcnZw0LxvJfribjl0buzhOC2uZICifL5Oken6qCZoJGiYI77N9Vd3LqOGW/pXBUSTw8Opf1090Jq1/UcibGmRUhvRgbMmtrrbg792NwODzTl5x6S9nhVV0jfDt+ubppSO22LR3aQaOyzc5ojYErbKeBEqZVE5YzigmNN6GZsl2iz2bvOeViOcdQdQF3gRbupcblLd7yLupe6aCgT736QmSnndjoutNE22qtqn8me3cm724Lqqvnry9SXJLcdi3ortqmzbe76zanBLb1F/GZ+KeFGDWl6t9pjR1W3TpzdlK5S3cu+QRHkP8A1i7s/wD+VBM2LRcWxtnCSU9It5ArIxnG2kEW193IpuX89NWdEwW4FpskKdMZZs7qyY7nSRGSbvMSp9qq+xqArRN1lerfAzl21ucJ5SDHHaHdt+UurdV405eX7tOvkaQ0yno+aUZDbc3bk2iXP6+qgiNaabuV3vNglQJjkVmG+4Tz7Dgo43ubIUIUUSz4r8Kbv9mtkJpIzMuc3EKJ3VwFIFMx8d2/bkSUuaqmM1X9CahmWS0xGJCwTtbt0uEdpOKXEb4bjznURctuB2/ZqSha7uchq5I4xb43dLexPZfcQkZAHN25CHduXG3ltQd2fZQXGzadYttxlXMbg+87OQEkI5t24bHaPglTOwV8yZrNomrtXyTskJI1oblXMnkcNwiHu+wN4oSbvMYqKqn2qaFq6Rx7Vqd5pzgvWKTcEipLcROIwqIQ7fKoru8fs0Gqpt90aN1e4HP9dUCZrG9x48Rl5dP96lJubSOpGRtcHiKezPx5bt3l6vs02PtInORLRPSEw1FnRIzrjnDJ0WeKW0hJUXIJ8pbSoNHP6Yvuqjs2FjUWkYUV6S40zHuJSVTYhb9jqqgluHmnKrsq5cVU9o1n7d5ft1gtMKEwy7LudyeiAsnkynUakRY8eSF00D0NB25ITDMa63Bo43FbjPNk3uaYc8zSLt8E934fXXL2b2ppt6PEu11ixXYUeIrYOh0iwW5vau3ljJftVTtOajuNi0irEFu3q/3u5OK2qk/9C4XS2I9W32bvdqwt6i1Jcr3FjW2z29+FLtcee87Ked5A4u0munzF5tv5NBMu9n9tdcdl+k5qyimd+bfyC8F3hcPpHbtUdvsVFo8nREOQ8bx3a6cV23FbzVHQ5tkWSXkPmrP9KaquUbQVuthMQH2ZdomuRvWu5TgqW7iEPuqPtTylVhga2uXeghW2zC6zFat/eUXd5Xh91wi5bU+Od1BOS9DWuQBlIn3ZW3IAW94G5ChxRAVECLaPiIqX30VezuyqxNbcud12zG2UeJXhRFVn6PHTtH89QLGr9ZvXJptGNP7XLnNtzSZf8zG4uKQ7vbt24/2qlLneT1F2OTLq7CZZKZZHTcBF3BlGi/8AmoLBddJ2y4zglSn5LhAjPqjUSFSaXIn4dJ/WO2mWt9PXW93uwy4JIyxb5hPOuNyeE8m5sh6eRZ8feqku6rnt2Ru2TGbXK/sbAlcfJiCCTnD2Z3eZPES/oqaPUUq03m/QmEtKTHLxGji8vE3OITW76PdgjQR+KD71BMn2ZacKKYOP3RltIaRH0CUiC+0pEeSXHmyRLu+upbT9giQ7vKujVwnyDltti4jrokhcNMCvl+umWhr+/qnRbU6cDHrhfB1tEQgXapCn+6s+0jqi52fs7hN25mDwbfZXLi6r65WRtcIeE3tLp/p8w0GrXXTkGdcwu5yZlvuIMd3WVFc4RG3ndtXGRUd1MX9BaekPQnHu9m3EYeZBtHukxe+l4nLmRe2s8laquxWrWpXK52qWoPKrVvlRcKgKwyW3pPy9X6612ITpRULlzBF5eXwoIFNDWYY8dsJl5R+IYnFlrNJX2cDt2iXsHZ04xTyJpe2MXhu78a4OTG4vdQVySRAobtxbhXOcFzqTaNwufEwi8uVOBb+9aCpp2c6cVl2KrT/DdYdhbO8l6hgi3E238qEVOJvZ7pyY4bshLgRk3HHKTHE6o65ZLx8R/pqzK2SDtpRvcgbaCl3XT1v0/o+9jb0kokx5JT3GfVzLhGO4kz4ZwlWuTJjMObX5LIFy5G4gr/TUTr9z+1C5fUKf1krPu0Jo5Ha9prusC2PTEs05SanLyc2oG0ennu+FBsO5lcKG1N3h1eajKgKnPFYpou7RIVp0itvkw57QxZbpI80PGbfRribG+rp+XFEl6w1VeNGtzjmxIrUkYLwvsqwSto4+IOAaIRbRRFTqXavSXhQbY2IovJc5pTlisg1Vra62Z28Nx73CUYtmam2912IPrDJ1W3B8eoen2eG6g1Rq/UkW4XhYN+siRbc9B4YG0nWMhBEsru9m7cNBreR3YREoxCCe7mskDV2oycGEl8tLj4ahctLklyMHW1w8i5t3cjH/AGqdu6q1FFuw2+XNivOs3Rm2uR0jCBPgrO5ZXzJ1fo7RoNOFUVMomFoSEOeVTKViNp1nrGfAgv8A4U2tpLhEmv47iHqSjl0+Je973+zS1z7Rp+yFcY9zjtr3S3SZMcxDYqvOes3KvNeW76Py46qDaUVPin7NJcZjj8HjNcXz8P3iH5sVnNj1PdpWvHYBPk/byckttd1Rg2/V7dol/GtknV45Ffdoutr89adXTWgmQIrqabffa3tAroGJeXcvmT6qDTBJFHoxQCOV6krC29YaqYsR3H8K4LyN2CPdeH3VrPFJepn8j/aqXuGsdQtX65txtRtP8GTBWBakZa3yAfQeKG7bkve5+771BryEKZRExik3Zcdpxltx5sDeLa2JkKE5+TjxrEoV8uS3K7XLbbrVNxP7yi8NZMdW/oCFvbn3erPSu7pqXttwuwyNGyrlqWHPS8OLnhw29kY+B1cMvHz/ANbbQauxIbeDe0406OCVFbcRU51znimKw6Rq+/QNLx+7XBpqYjE90MRGme8OtvELfu7S/wCyRNxearC1rO7TNYQGwlAtvkHGQm4wjvRTDce5vbuId3NHBLl8FoLfoNF9HyU5f3zmfviqz4SqxoTPcZX+s5n74qs/56CYrq6uoOrq6uoCrVb1P/hFpj/T3f8Ah3KslVzU/wDhFpj/AE93/h3KAqaVhlHnxHeG/FkySlstvMifd3i5kQ5z4qqr+dfjUTB7M7bD0Q9pKPcprUOQRcV0EBHSBee3dtq8hR1oKfdtDQ7mybcq63PMiEsGaYECLJa58l6enxXybanGLDZmWG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q7tP2vn/1NurBDFVXwT8tLTYnNSRfy0FO7prTxpn0Bav8AY2/+FI+5nT2xUXTlqX/wbf8Adq64ic8Uts0JMZxQUiaV00PP7l7V/sbf92j+5jS6phdM2f8A2Nv+7V2pqic9tNE439GgpHNK6XRMppe0L/4Nv+7SR0vplf8A8M2gf/BN/wB2r9CEh5cqLKJ8FoKJNL6bJc/cxaf9jb/u0pNLabXl9zFp/wBkb/u1flsQFVMUhCRRRUxQUaaY07n/ABbtH+zhWY0Vpqwuu3rjWW3rsvEhEzHH6vyroiGGUTPV8KyWkc8S85LObxI/3aCf9zWlc7fudtSl/oAzS00rppc40zbOX/Vgrjzuk3r7q3X9ptEa1NuOToqpMceUXYRcJC3tinVmrl/VF0sLN7ctzlpWQOpIsCU88rvrOI02O8urpXq+zpoOilpTS5LldPWlF+Hcm6QWltMn0/c7af8AYmq57H1bcrhquyQbj6HfeZvMq3JKaIgRTFgiB1sd3h7pJzp7S3aLfXUs7959A8C49+ROFuRWu7buoi3eUtv8Wg2v3JaUXkWlrN/sgUD0howR3OaYsop8VjNpWT7Le0G66m1HItF1ZhKiWxm4tONN7ekyUdo5XqT63TVb28agluxNTabFm1AxEsa3JxZ6kiu7lURAPokm3x/FoN/9x2kfZpSzY/1IKJdHaRTn9ylm/wBiD/hXLb5quQxfrUkdx3gxVt0Z1pmW4CKbyD+ETcgivV4YXdWnb1VrCRqiZpbbaEnQ5DquqrLvD7ls3Nu53eZSwP56DT/cbpBSTGlbT/sY08uj9IoP+LVq/wBiGuc6Z1hqI7Xpi36eg6fh9/tcuUSvE+agbRr0j1eUse2qvWnaHIkw7bfmXHWCatsa4OxYkt3mrh7VFzaWBH6K86DrIaS0nnCaVtv+yjTiaW0oif4tW5P/AAo1gLjrW6We5aiONHtOG7pbI7rqq71syUx9LaJD+hUiZ2g6jVrgRDsr7/3S+g05l7w7hd83mSg233JaUNf8Wrb/ALOlGukdKin+LNt/2dKw1p7QNWjMhJcYFnViV32MnCdL8NF3ZPcXult/i1fdmOrrlqVy5R7nGSM/FFk1aVg2yHei+G4iQg5clT50FqujtJKvPSdq/wBnpK6J0avm0nbP9nGtMnh40F+yg57ftO6ftGodNS7Tp6HCc7+QcZlpULbwXOmt+0S455rNa0/wzpj/ALSX+xcrSsqntSgXn5FQpWQ+H89CguaFChQChQoUAWiSjoUBKlBKOhigSXmpuZ+5XfxF/qp3203JX1Dv4i/1UGa0DHZf0VaReYB1O5ByMUJM5X41enDgn1OxYzi4xkmhVf6qwrlkLUPZHGhxVVp84rbsY0Uul0V3Cn2ez+NWd1Bp++naLOhWWcUi5G/KuAtO72orxt4bEg3D5fj5RLqoOjanK02OyyLs9aRkMxx3OAwwhGg+1USrCOzCdiMKMVsWQVHWh4aIgF4oqJ7F51xfUNm1ZP0wDNwst4usr7nEjMto9+DnipcQnOr2pt2r11JuMbVMm+RJ7FlvEfuc23ZTPLu2BFzb1dP1mse7uoOwu2y2vuq+/BiE4SYJwmR3F8s4qktZ6ZnX252dmyMtS7XsFzixRRFQx3Io/Ks920Wu9T41sGz9/wDUi8pcFnitqSim3eiEJIvJcEOcc/jWXn2rUx68O7yNOXOVbt8LvMMFL15Cyok4J56hbJfIXmoOvH6N0/aH5DMJpppkVccCIwKKuPbtHGaYs3om8QAvtvZRxq6MiZEQY3hjllK5q1bNTNXs3Utl446v3Dv8lV9XIjEBcAGx3eb8H0+zaVVjlo1JF0xDbjWW/o47pFbd3VlfwcwVFRUurp+2g7NNtsB6F3eVBjPxwRFFsmUVEx8ExVJp2dpzViLMj2k9tudKMCyYexAIeSiGfhUV+fqiJomyOwYCvTsRxnNSGy3tN7fWLtTxKsI5ZNQpY4PfbNcEtj91uMmbFiKSP5cQiYMhEvpez6w0HaZJoDalw+Qpny81rOaYe07dopahtFvYaSblHH1j8N0yEsFu/KNc80pY9RyrzZfuqTUHEZtLfeHWpTvB7wLu5N20sEW3pL6VV2hLbqW2lLS5WS/yBeiyvR3C9Skc+K4Qi51bdyiQ7Sx0+Wg63px7Tctl77njhG2KoT6R29vUvx+PhTUu32KAcPNvZZXvP3t3eP5HFTzYFMJ9pVznQlwuWl3rrcbxar6NqKDGNPUl+G3kLnS4W7d1D8N3ujWy7RwnG/px+3M3MyC5Nq8kXyo0vm4ie1PCg2GSXlt/LScc8e341geyqwlHmXS73Ar+j6TpDEduc45sSOpbg2iS9X43zroWOWPd+NAnq2phKz+ux+8bbu5/tpF/tK0SIqB41n9ckow7byz+2sX9egto/rGzUVQer40AZNMYBVXPjmlNKHDyXLn7KNXmyLcJGgpQGLRKXNP56TwjUuQ4+eadB0CbzgkX50kiMVBEUVFfnQIRo0LGacaAkVcpSicFBQs5X5UlHw+K0DfDMkJRwnOg2B8886eR0VBdq0jiIvtoG0awC5FEWkcM0HnTiPIq4TOUpAukZKhHhEoAIqK5UESliZc0RKbN8PAlUsU2ry7l2ltSgIiLJeKc+SU2QOoJdOVJfjT6PCuOSUhx1VXKKi86BCC4qY2YVPnSgRULJ4SiV3Zzz40lHlNeYoqUD6qi80rJQkRO0S9Jy/wfF/WcrWio+xPZWSjIn7IV6VU5+j4v6zlBfyZMWO8xHdktg/ILYwBFjiF5sJUnC/KuK9qE1y7TbhPtbsdwtJ7H2N5kBjJ3bnNo46tyer/KtWzOpZ2pNeNNWbVUiFaHLWxcCj91TdxM9TPNN3l8w0HSLhMg2+E7Nmz4rMdlMuuE4mAT4rSnZMdtpHzksNtFt2OuntEkXy15+g3lJEPUgNIGLjp6Y4m5odxvC55dqD0lt/etylWhnarnxmlbTUAToLJW7El1hvYhk5tea8vujz+kFB2xG3F8OHTfFbSW3GV+OjziKQBxOpUTxXGKx3aZf3bVb7SzCuZRlnS9puIgj07SLzr0h/S3eWsXa9evTnbHJkX+Ky9KsE1JTndxzHebNOry5+kuPbtoO2qBqheTxonA2czNsPtLFcLjdpFyDTffZGqzUH7qyjnQzx4kYhLaKF+C3lt3EK+TdtpufcpU6HZZOqNSRrpBuDM53eiMug082PqERRHkWPd+luoO8puUcpsVKNlSyvMK4ZF15eEt9idjXgHhS2RjdbjC3vQyPaXqyH1nwwHUla3snnmt51FbLjfJFwlldH1SOrSYYaRR2luRPeTbQdE2mnV0nmiUDRNvSOa5FJ1hfImoJr46ojuQomoWrYMThh6xk9uUUvHp3Fj8X58rTRus7xP1VbYUiY28Ux2eM23YRPR6MFhss+bq+t5s0HTGBcFMLzpBI8pomwcbqfUwVMbSRc0otu1aBhS5r00SqqqiInhSmyHamUzjxo94c+laBYIqYVaymiBbGRet6c/TMj/drV5EhTGayujRUn7zgc4vEjP9GgRKuOi9OS5k5I8WK8DgsSZEaNlVdLqQSIU6irJ6yndmN4sDE/0zEtUR+5Ar0hIar3x5nq4TiKPVV1ZG3rZp29uFb+93i2zZspqOCetMyIlZIfxkIRqku9vOJaNKpNg6jR9IDrzr9uFdzc09pIJbRVdxEpZ93lQa6UzoiNYbdcZNqsjMRvYsFxyMKKO9UQNqY5KqrUmNaNIuSO7s2C2q9CP8F3cQ4KF/xrlGurdr+Zoyyv3WC1dJccozhR/WK8zKF4ScJwW0UfKPIvZz+NdGg95ndpZ3BpMMt2cGZWxCwrxHuEef0U3fpUF5adM6etD4P2ux26E4G5BNlhEJBLxTNKvWnLFe3WnLzaIVxVkSFvvLKHtQvGrHbj3s0e7Hu5oM85ovSTr3Fe0vZzPhi1nuqJ0D5U/JVu5bIBK4fcYyOOM8Ay2eZv6P4tSqVglDaQ5oM6Gi9JM7OBpu1t8NCFr1CLtQvMP5aaPQ2jyZRr7l7Ogg1wWkSMmQH2InzrUbaG2gxmntA262W64xLoZXr0mrfee+NhtIW0w2O0eWUqezozSDSYb01a2/XC/0MInrB8HPx0+NaFfnRfi0FAuitKL46bt/v8P1C+cvN+lVhZrRaLKybFotceCLnmFocKv5asc49qpRKqr8VoC3Y5dNEpJmldK+xEpJKvsX+agzWtlT0tppCXP7ZF/YuVpWlXYmE9lZnWyKl40xhEVPSRf2LlaVrl+agd3H9D+lQo9y/T/o0KC4oUKFAKFChQChQoUAoUKFAEpmV+Ad/EX+qnvbTMv9zPfiF/VQZLTd2tdj7PrJNuk5uKyrLLaOOLgckvSlSi1ZantQRrTEuEBx03nGHgcf2OAYjnaI46l+WUqvsFnjX3sogWaZzZlQBBV+iviJfkXC/kqJJ0PcOHppPSDLrlsddemuGPOSZtkCknw838yfCg0K6x00DUp871CBmIKk+auYQBQtu78XPLPhQY1hpp+A9cGbzDciMOC064J+Uy8qYx7awI9lUtNMv2NX7fvW2nbIspEdcNWSXPrNy4Ty+A+1am3nQN3uEm7K56GRmasJOEiPJs4CexU5iv0VHy4oN6F9tDllK9NXBg7cAqZSELoRE8VzVdadZ6eubcp2HeIbjMUOI64LqqKB9KoNs05dI/Zu/phJouSnI7zCOSNxJ158xeJY3ePvVmZvZrdXyaUbhbmOHaIsJUbbJNzjDgmh+HgqpQdHg3WBcISzoUoH4w7suCvJMeNUly1tp9qz98g321vK6w49HRx/hA6I9Pn91N3vU/o2ySLYt0lXF1o5dzlLJdbZ3cJtNqDtHP4tZh/s+lx7Pqi3Qpkc/SYOM21t1vohNOruMeX/AEhEVBZa811H0/aAcjP2t24KTJlFefVCVoyRFUceK8+Xxq9DU9gcUWwvUBTKT3URR9Ob3+a/G+Vc6v2gNRzfSPo9+zl6VSDxllI7ls423pD6pbfyVLueiNTfdA7Jgv2VIbl9avCg5xOJkWxEm+n7PNQX2sNaxLVpy6TbQ/brjMgtI85H4/73u2kvKrpL/aBms2924xm5joovA35JMjuxXMXuzLUqWe6xI06AwdxjuMExxHTjbyPdxBEh9X+KnSVS7lojV07UAXD0lZ2tk6LMbBOJheAG0miQeRIvV61er3aC6n6xUZNv4ke2yrZKvRQCcCRv4e0SIXPDx6eofdq/i6s05Kb4se9QibUDdFVcxvbDzmnxRPjWAvegdTXK3lFek25GfugO5ucKU6Bo0QkPCEhHzdVTH9Ia0cgWN56fp9yZbosiAeeIgOMuAIiW1B847fL5VoOmQnmZsVuXFfbfjOohNOAWUIfjT5Lks1nNB2qfY9I2myT32XnoTAs8SNu2cuW7nWgFcjQLXkOKzmuU+87Zlf8AnSL/AGlaFfDxqh1wjaRLXv8A/SsX+0oLaKgKySF8aUMZMJg+nPwoApA0aKJL1UkXHduNxJlaCQiAKbFUST7KZ4CEO7AfJKCEQjjdkvnQElXC5oAjRIOELCUk23EXpVFxThHsyWF20049lFVMpQKRtV+ArSRb5+emuJl0eZc0pZKQJlBzzoFbNhKtIFkskqKnOlK9y8iqtIcdTwRVRaBPdlTOSoiaTCDuo0eTCiuVpKuqqIiBj50AxsH40CQ9o4VERaQhkgIhIJEg81ouIpGibUxj40CXAIsDjNLQFwnLGKX76DyLHwWlIuFxigTt9nhWXZFA7QLyvj+18X9ZytWYovUvKsoyO7Xt6Ecr+18X9ZygkWW/xbnfLrZlinHcthNgZPEmHd45TalTLJc7PdSd9HO8RWFw6qxja2r8OsUrj+sbddk7V0lPWYprD8pg4kBzhj33htbXHRLd4t7t20vNVlK01fpCd2e01cXWF1ME5cPCn3rwhFz3vKpbuVB1iRIjMSYzAxDd7wRChtNIQBhFXca+74eam7icK3wXpcoASOwm93hhvUR95cJ41y622TUUB6yoFluLDVvv81xMvD6uG6BC173UO4h5fVqttmktYM2KSy+xee+Ox1bncNWAB8uKJcUdxeu6d3jjp6aDr1qukC4dychsyHmJiETbpMKgCI+0l9mfd+NW/do+Fw23uLl4Vxa0WPWEdy1Opb5DDzKXBO8tFwel1PUE63vXbz91N22oI6U1MWi57KwNQHNdOG081ltn1zZiTr7ZCfV07vW+900HYL/pS13oYveFdYdiPcZhyM5wzEtqjn8yrUiw2K22qMMWOKC0hk6u8skbhFuI1VfFVrkzWm7vbdQBcbfp28sq1qVHIyq95IBNesHaR+XduLFX/bIIFedJ95jS5m+7GBRI7mwnmuGqkPmHPlTlzoOkd1aFUVG2vlyTlRgwyhq6HDaP24xmuJ2bSd1fuNhZ1HbrykDhzAc4Us/VgTu6M04Ql5kT20u0xdTpqxmallvLEdJM1JKZH1gEhcAuIRdQ9I+zpoO0dxZXK8FleeVXhp40oIbYnuBptCX2oCZrgBac1Otjnsnbry+jxwEa4aqy90ulx0LaeC6f31Nm7dVrC05Ot1/YkwLLqJWmr+fD9d0BbCa2kO0j8N1B2SFIamMG6yj4IDpNKjrRAuRLavJfdqUIY+dYvsnC4QNPSotyt8+E4lwkGwMlfFgnFJvHUXsX5VrgXd++qNA4McRTO1Uz40DZwnmWmkNcqO4uaZpYuKSoir4UC0FB5ZWsnolSF698153mRn+jWvTBIi5rI6Lwsm88lwV5kIv9Gghua5uTWpUgno95IJyHmRuHe28kLWdx8PxxyqNau0pJcUJL9imNhKt53C2g0vGOW0PsFB8C5jy+dW9wsdwPtAcuiOsO20bYseMyqLuF0iyal8sCNYbTnZrfIDpXRhbVZLpEtj0K3jFJ18FdcMSJ3a5+DHaO0Wk+kVBu9G6pcvs2fAl2x23zYSNG4CuI4Ki4O4OpPe+kPsq4uV0gWtpJFwlRoTCrhXXnEAUX2ZWsPpawX+2Tbrc249qhnMRhG4Dco+CG38K6Rbfwij7uPdGq3tzfnRZun5MWK2Qtm9xH3ELYG4NuxSEXMbs/D2UHTLRdrfdbeky3zmJzGFFHY57wyns3VN3IKeFYfsxWSunrXHWxpaLS1AFW2nHSN8HBPb9FNwknVnxqxmaZGXcHX/um1Oxxl/BM3Da2P2DtoGNc6uuGlptqT0QEuBcJzcI5JSkHu7h+GUQfL86aXWU/7ppdqSzscGNJaiJJ9It+vUh3LtEvooXUlTtd6cDUWlJmnze4ZSQy04v726PU25/FNBWsrctG3wNL2CMHc5lyiXFq5XGS45t3uCWTxy96g0Ol9c2+5pKZupRbVcGpr8MGDkiqPE37RXl41Ptup7Y5bWpV1lQ7a64pqjRzQLIiWM5Etq1zjTuitWWnXU3VKx7TLblzHnEjvSyUWG3MdTfR0ucufjnPsqPpns81BEHTPerdZH/Qrk7O57xF/dtx0ezdQdcm3qzw2WX5V3t8Zp9MtG9IEEc/F+NIj3+ySGweYvVsdZLbscGQKiql5c154vVr1BZGodkulqhyWo9kOHMbbkEneQJ4nBBtVAkUlwidOC51t73o6+XAbjIsVjtUeNckt0lGpTvB7sUYhImtop5vrUHY0LFLEkX4VF4rhtoRIiL7cHuoxPCqK0ElfspKoieNJFV+JUrcq0GV1xzuul1HKftkX9g5WmbXApy9lZnXJZu+mUVcftkX9g5WoAhwKKnsoFbvqpQpWQ+jQoLehQoUAoUKFAKFChQChQoUBLTUz9yu/iF/VTq01M/crv4hf1UGFgagi6Z7LrVd5gkUZuKw2WPAcrjcq+6nxWs9P1ncn9SWO/Wa3SJ0aVaphvW9qe3sThODg93lzjP6VarTdqjXbs5sceU7IaBtpl5FZcUC3DzTmlNu6L0qw/FdKdLhOcN6M0nfdm/jFk0x7VWgZXtIhbe9RrbKet7caJIlyNwpwBkL0JjPUSe3FV9n1bNs1qvD8xX7ls1A/CYOQ8IC22nNMmXPan2VdNdmumgjMRUK4cBlplkmklEgvAyWW0cT3sUxN0HpzvkTfcLgzJG4Ozo5LMw4rxjg9v5KCC72rWju9mkNsGnpWKrzQPOi0ud23YilyU8+zKVHd1ndHLTqOTcbbIgsW67JBalRXWjPZvbHyl+N/Sq0b7L9PNQWoDci6rBbHYkVyWpt7OJxNuF8Or2+Pzpd07P7BJ9I8eVcY7FycRx4Am7EQ02kZD8N3DHd+LQU1t1TLtvaPfdNqsq7unKbcixuM2hx2eEJOF1Y6MlVq12gQF1W7YnYjzZiknYW4VI+CO4l2Zzgk8q+2o8rR2kXru9cvugmJPdktyOK3cU4nFbHaO3+Ly2+2ltdmlhbkcZu5XVD4zz4ffPMFeHDiDy8F+FBYaC1exq1qS7GjcNtlR2kjonnPsXHlJPai+HzqPM11CY1eGnXrfMB1ySsRt3LYoZ8Pf5c7tvLzVMsGn7Npp554ZzqSpQNMceY4KObU8o56d361VTmgLUt4W+FdLsx9/8ApLKyuht7btIuofLt5c6CsHtC9GaUj3Z+2Xafx5DyJ+C37xd4YteOCLdyHH0atGe0CE5qV2xLAkBKYE1kCpDva2tcTOzOSH3dw5TPtphezuwnDgsMXS+qER56VFdalcgN7zEPT9Ytq+zdTkjQOnD3FLn3M2hE1HjzE9UhNcM1Q8bkTb89vyoKXTHaKqRrvIvuX0ZWNwIsWKO9eOe1sek16t3LC4xRat7RHYTsUWwK1k0jpy4kpkeJwxd2bh6kzn3cZ3Vah2ZWA4jjaS7o6jsVmPuSQvSLJbmTTCLghX3qlu6LhDIj3ErndFni0bTko3U3OCRbtpFt8u74eFBXjq0Vub8ffd46+mosbm21s9a0JCA+3hl8fFKdLtT09majLcl0YoSCRWjAie7v+F5Z6fe83m20ULRj10WRcL3K4Mx24szk9HverbJhoRHqJOr3lqePZ/aAjXCG1PujMSaryqyDooLfG/C7en3sr+eggB2qQEUyk6dvkZtsIzzxG22nCZf5A4XXy58tvm+VaLXKpwLR9FbpGX+lVZK7N7ZIjSY53a7cORHYYJOMPlZ8nu1Y61FGIdobRd+LpFTK/jUF8ztVslFendRoIKuUXnmhG/AFyROfhUdtSFdxJ71BKwIiuUzSEFCHCKiJTSGfUtATLmmE5pQOK0ogoquc+VaTwkxtVE8OdIR1VRPHknKm1dcyuFT50CybDHJKUggSbCVcUwJnlU3DzSiQlEkXeiqnsoFmwPgCqmVoK0govUqrSAcNERVXxpPFJVVdycloFgDaLlc5ouA2pqolzSiIy8fGmyeRFVeGucUDnDRUJPNmj2JnyrTaOGieKJT4GqhzRaAkEMom1VodOfJilJhC55pW9ETllVoEc15YxWYiiv3fXv8A1CL+s5WpTnz9tZiMS/d7e8p/kEX9ZygiLe7J6ZnyrnIg5tToR2V4h8Rs3B6hIdvSv0cVP+7TSyW9qf6ciLEdT1bqGu1UQtpLn6KFyzWev2jNRSJWpH4VzgRRvSx1A1ac4rItjgsL8ST3/drKax0/qWJNtsZmLHNkbW7H4UCI+DDrRO9LG5vn4CPjQdRgaz01OmNwmLm0sh7arI88HuHcIpnwLb7tQrFr3R90j3J5u5CjUCSUdzioQdW7HTy95fZWZe0RqOfdY17fet8bE6LNaipxTWPwxESaIR5F73rfNUmXofVJjJixL9CCI5dCuAsk0SEu4sqKnjKL9ZPzUGrLVOk0SIS3eLidv7v5usR836NBnV2lXO6o3fYDjszrY6/wo+7+l/SrIxezS6Fpdm0uXRhiXFursyPNYQt/DNV4jfNfeEiH81S7roG4PzZzNukRGbfcO5K+ryErzXdSHaLfs6to/i0Gj0Xq6z6qZnu2x3f3SS7GNCH6JY3f/wAU25ftF3S9MxDutnlXBh0uGKmhOtmPmEfolULR9kutj9JMvTYTttkzH347bTZbwJ1zJcT8Xy1iLHpm+3+9XsRGPBt7epVuLZORi4xkjaCO3PSQ596g6VF1hpWQ1Jcbv8FW4ocR81PpEfpZ9qfOoN117pZi3O3OBdLfc242ziI3MDo3eXmVc+d0FqOyWuZc7i9Gf2WCVbuDFRw+IZ9Qm2PgPV7Ep22aB1FedEOHxbPHnS7DFtzScFxsGwBdxcUfHd7uKDooa10i2aR598tkObjrjnJTc2u3dgvhy51Y2+72WfJ7rEu0V+QrAvo0B5Lhl4H9i/GsxatGzfTd5ud2C0l6ShtRm1aRVcbUEId3UnzWoGhNIass+pIEq6u2Z2HGtCW3EZTQ12luFzn+rQdEUcEqF1J8UpTYtqipn89N4JOSLiiRsiTC+NBIQAUi5pijERXCJUdGz3EnNKda3DhFHPKgWobeSc6yeiULj3pERE/biR/u1rtyYrI6MVCdvaIq59MSP92gobBqubbR1Kd4fuVz7rfjgQuFw94CTaEgqXSKIOS6ipaazgXl6yrbJU+A1d2JbrX3qPi0m0urd0khfaB0Urs6iOSpBpe7i2sq4+klFCbUeLt2+XbzTG3zfRpm29mzNvO2FG1FdcWtJaRkPhqorI/CIXTzoIegO0nvWlUkXaPOucmBbu8XCbFACAlRDLb5uTm0U6f56mtdq1hNl11bPfwabYZluK5F2bY7nld8fL/P8qhWbspt1oinGt1/vDQOQDgvphtEkNlu6y6eououqpgdnlvlwpcJ7UVwQH7c1bnEVWQNGm/L7vnoLKZ2gaaj3xbQ4JE6j4xEdRB/dJBxBa8c7tvveHVVdp3tBGVo+PfbhYriy7IlG22Pq8HtIvbnanIfMW3qqbE0FbYt6O4R5klAffblSWVQMPPAIpv3bcihbUyiKiLVeHZlbkZYjtaguiNRZKvsR0cBWW87unh4wvm8SyvLxoNZbtT2u6aQDVcVXu4KyT27Z1oIr1cqzLvaBEuGmzuVlZeSQDzLQI82Jg/xOoepsseX2qqYq3sej2bHo8tJwrtLWIQOgDjhjxWRc3eVUT3d1Z39ia37Nq3aSw6kpmQjrUZgAcJsSEeIwKbHPMXUv1aCvmdoixZumL0Vy41pmNzEmRGmh9Y835eHu57t3LGeutRI15aYjz8edbb0xJZtxXMme6dSMiWC9vmT6NZ+5dj1skQIdvdvM5yNFWQrQONNLjjeJeXzJ7F9lTrh2bNzoUZuRq26lIat7lselYb4j0Y/ESXb4/OglXvtM0xbJBDJh3VwWoTVwdcCJuBuO55T8akjr+wdyekPhOim1MCKrEljhGpOBubXqVB6vtqoPsxbdjzeJq25ODMtjNpMtrOEaaLcK+XzIieNPS+z9ybLnynNRPPDPNknxcjNOA5sDYKEJCoqhDyxjl86DWR73ay0t90KhKZjcEnlbNv1qinyz5qo3O0rSwWyZPeZuDTcJ5tl9OAp8JXNvDItq+Vc0+3o+M1oD7j406VFYWOTPHZLa4iqW7Ir7PsqrY7K2u5XBj7oJad/OMcjbHZERNheWxBHp8B/NQbey3Bm6wQlNMymEIyAm5DJNuColtXktT8hmkNKqNiDjyuY8Vx40abaDMa3VVvGmOX/ADmX9i5WmZ8iLWZ1um28aYRF/wCcy/sXK0rKZBKB7C/GhQ2p8aFBb0KFCgFChQoBQoUKAUKFCgJaal/uV38Qv6qdWmpn7ld/EL+qg5y+Rj2caXYFVSLJkQ2JKp7GiXq/J5U/LWZ15fXJupUh3K6Qoka3amgxWYRtohmnIuNu83vfi8q6VoliPK7PLQzLbRxl2E2JAvt5VcuwILjiOHEjumgogqbaEuE8Oa0HJdPa/ukvWrMR66xVhSzuANrwhFG+AvTgc8RfrZ82OmqqTddRXu36I1HdL7ZGUmXcEjuNRtgxSRp8SJSI+e7p6a65Gk6Uduj1tZbtq3AfwzKMDuRfnyorNI0zemHo1ujw3o8VzY4ysVBRs08UUVFMLQcsk9peqGojAtONO93OSjsltpsifFp7hi9w1IfVkP0N3VXXL5Z7fqGAwzc2VcbFeIiIuOagor/MS05Nttr2A7It0Z/gdbXqRVQxzTb8PCm9N3mJqKyR7xA4vdpA7gRwNpflSg5gyxo5vtO1fFnMWxGWLREQu8K344c8PreWqPROorvZ7FbZd+ftxS4+mZkkDngYvAAPLs3beaioqPSg7lrr91jaehONSp9ohk6/IFsHEhIZq4XgpLj+ep0i02t5zvci3wnXNuxScYFS2/Rzjw+VBxO4aplX/T2oYF7ksce3lbpLD3qgzxTEi6RIvAvy9XOtNH1ndblqC4W9I8LuDU9+3ONO8P3W92/qLcWS9mMba2Fti6LurBs2uJZ5TUbaDoNxmyEPgnh8qsXbVamiKYUCGJi2oK5wU3bPhQcN0jqa/F2c3O2x7ozA7np5X4kV2KPHkci3Oj1dQ9OPilaG2Xdt+Tpy3XK52S68eyzeNK7rhW9oARB5iH3ur8WukW622d9iLNhW2ErTjao2axhDoL8mU+ypH3PWb1SJZ4Pq+Tf3uPQPyoOM9m2unIGhZYSblChNWeyNHEiymuboknS7uEuoN3TtrYaPmrroLradRqw96JlILSiotmvEY94RJcfhCStbdrXpS2xkky7Jb0aXYxkYIkuCJBQcIOduVSmpMnT+nrtboPcGob12LgMLGhogqQpu2kSfloIUR9qz6yet6PtM20ba0bm7kiHxNg/lJOX8WtgjYEmfD4VTXbTttuMWVFeA0bmOAcrBc3EDGBVfhyq56dqInJETCUB7U+2szrtN0e0iocvS0X9atKmE5DzrPa+TdEtIofP0tF/WoLdgdyFy8Cp7aip4JTTG7gkiIudy0hN6hlM5zzoHjRtB54zSNoIiKic6aVOaqolnNKQCMk3ZHlQOkmUHmnOmnQEUVVH7aJ0XMIW9U+ilJUXSFVUl8OaUBiAEG4Rxy8aSg+zpRfjikCJoKIilRgJ7iU0LGOVAktwqqoCKiLROIhc0FEonNyCezKoi0ghPllF50C1URTPjighCSckplRIRVdq+NHtcJV28uVA+jaexBo8LhMLioyoSLnrpyPlR6vj7aB4kVVTqWjQFz5qUnJM8qLK5zQKQUxzSstDRF1/fOeE7hF/WcrUKSknLlWYhEh69vg4yvcIv6zlBoiVdvSXjSeKSD1Jn2U8TYqHhjHKkpGTb5vDnQATbwnUvOlmaCnLnSEYwlKMFJEVCTlQELy4wqLQR3lnHhRC0XNVNOdBGlUdqOJQGhIpKo7dtGrnTSRZwmN3KhwQFFFTLNAvfgUJEVU+dFv28+lCXwpYNDweRLQSOJKikSbvZQIU0VcqicqSRKqZRMU6TKCeVUfnQ4YqnjigZRVwi+1aeVR5eOUpJM561JUHw5UasAmEIyoBvDcqoqrSkMSwiJTYNqirywlLFtE50CsBt+dZLRIbX70qL/wA8SP8AdrVkqYrJaJRVdvXP/niR/u0GY0o/YrJr7tHvMl6JEajOxyI1MegeFksfjFSGu0mZI1fFtMdqAdtkXQ4KLtJDEka4m/i7vNu8w4/LWkHTOirpKuRDYrXKe7zsmK5DQvW/Wz5qaSz6Lc1g7bEtFuS7o2Msx7nyP3eIK4/VoMnp7tH1IMeHcLzHs8iDL9IYZiq5x/vQSLduIvbt8Ky8m7yZGoLpqK4hYnnZmje+oy0TuxBI93Cc2lnO3lmu1xdJabjOg7GsUBpxkyJpQYFOEpeZE5U0midLITq/c1acuNkDn3mnWK+YS+rQYSV2g3KNe7fbYsCNGhKEJhHFjOvBl5PKTiF6svLtRU6vpVk9FXG4WaEF1ZcgyL1dpVwV1xQdM9jDhFjg79pdQj1bk2jXXptn0Zb50VyRAsUOTj1COKgF9EcfSqDbLPoG7MttQbfZJZRlU1BttCBky5fkXpoM7D17qm6/c96Bt1jVbxavSBpJkEitHkcj806vlS7P2h316Qy5coFmSG5fnrQvBJ1DThoXrerljp8K2kbR+nYUhp5iw2+K60nq3GwQSDd5hGljovSgtC2GnoACD3eB2t4w9/nPtoOf2jtSvEh+4NlAtzyBbHrhE4W4ALYfDEOIRYcFfpcq1vZvqaTqaDcjnxBivxJSsmysU2XB6ULrbL28/ZUyPoDRzKr/AMm7bg0JP3MPgvilW9ps9ttMc49thtRmzJSJATxWg432ZX0luM7RjMWAxa+8XF3ZMYLMgeMXqmF3YLHvfjUjSOtLjp7s6tcS3QI/7X2Vy6urLUl4gC8Q7Gtvvf8A9NdLb7PdJG62p6ZgiIPE+JYXoM/OafBSqZ9xGlkYYippuB3aOak01s5BnxxQYCR2i3dyVMgx4LMMnW31t78thza6SM8QetC27vNub6SHFR7D2gaih2jTtnVqLdr3LtazHSaB00w2LZbC6vwhcTxrprelNPt3F64t2qOkt4iN11RyqkviSfOoaaJ0usMIS2KATLbpPA2jWEQl8y+P81BmY+u9VyLzLYYstojxIUBifKdfkkJttuZ3Bnyqo483gvyqZ2Z63uOpb1LttyjMsmEFmcJtAojhxS5JnzeXze38laJdMWZl6VKas8bvEljgPlt87fhtX6tJsekNP2WWku12SJFkbOHxQHq2fR+ygj63T9t9MKhIv7Zl/YuVp2FwGVrLazwF40wi/wDpMv7FytUwm8MJQO8QPitCi4R/FKFBb0KFCgFChQoBQoUKAUKFCgL40zN/cT34hf1U98aamfuN78Qv6qDl14g3Sb2JW2DahuLs7u8bhlCPY4CZHcuc/R3VVsWW7QL65MhQtTOtt6hZ7sPENRbhECI7hCXO3O6tDP1DP0n2JNaht8WLJdg25t0gkGoio4RF5p9tO2nXfBvjtqvBWpEbgBMObBkEbAIR7UbXPgX0fpfKgy1oh6og3i1x3rLqFwIl1n98dF1VAoxIXAwpFg/d/FqvhR9RxdK3rbprUqPzTjZbR0vVsi75R57nC29R4827bXVZWttKxYEefJvkZmM+ZNgZljJD5h+35VCtnaFYZpyXW5MdLfH4eZYviYrxPwfSnV1fZQV/Y03fGrPeIV7iT2Fbnvdy7yGFKMSIoY6ix4r0+zPzrB6dsWsrXYI8LTsG8266NwZwS1kOFwTUl3R+Hz2bur3fLXXPux0z3SNM9MRljyt/AdQuk0AtpL9iLyzU0b5aDufowLg0U3ds4SLzzt3f1UHIoVt1PGg29QXUz5JdoTpNK06CNtD+H8xqpCvvZ5fRqqiS5N01NKnbr+9ISVc+4Jl3ZcDHdwxEt3CHhbemuz3Cbe2r63Ej2viQT4aLK4qpjdnd049mE9vvVQWe62X9kqfYYtlYgvDFVxifwxxIc3evEPs3DuoOeWWLrUYl4jjDvsZmbFhq06jLh+uEvXbty7vo7sbN3VtroWj2LwnZpIjz2ZneVSSg7HHN+MrtId3rE+qlSNK64gz0OFdpESJdhmyIgR23OTyNOY4iVbwtT6emxpcmJeobrUMN0gxcTAD9L8X50HKp33RSXdMi9bdXCbMFlLg6zxd7jrZ/guktu416jJfdGryTp/VzV4vLERbmrMYXJ9rkHNLrdcb2jHLnzECQi/jJVtZ+0Np1dQuG3Eej2x5luO5HlJ98cQc+Dm3aSfDnV2Gt9Nt22NNn3mBDV5njcI5A70H7KDmsH7p2dO94Z+6Yn1mW7LPdXQPeLv3x5i3EKj5vcpFwjX8tbQZLts1BIltajfcJ1WyWK3GICRghHyj5h/pbq6fcNY2ULTNmW66WuWcXaiocwW20IvKhGvIc+zNG3qm2rcJbUmdbmWYxssfu0d3Fc9wh9n1fpUGU7L2dRs3sFuS3PYtrX0p33ds79xf3vPs27vL07cV0zCZ245VnLhf3XQQ9NxGr1tdcaf2PbOC4A7ti8l55rSAZq2iKOCVOfyoAgonhWa1/jg2f/tmL+tWkVSTktZftByjNmVP/AEzF/WoNAy2mw93hmgHCTpE1SiBDUCRMeNELa4TKJn5UD6Kie2mXHRHxWjVtSTFNHHNAREVaBSOiR4UqWhIJY3JTQsGBZRBonAUyRV6fsoHDMUReaUjiCqZyi02rRc8LupKMuKOMIlA7uDKIKDn20SmO9GyP89NiyQPZXFE62pvoqkiolAslBSxuGhubRNqlj7KZ4C8RC5UsmnEPltRFoHUINydfJflSCIcdOPGkI2ap58qnyokZJV2qiUDpL1YVUSjHGeS5pCRlLPL+elMBwxVFyip8qBa554rJxB/5e39UXn3KH/W5WvVFFFrK25P+X2oFX+BQ/wD5lBoVJRYQkXxpQuEiIO4VzTwtoTaIgpRoymOYjQNq+77UFPspCurnKGuc1I4SKqYx+WgbAlywlAyTpY3Z50gXjJPFKki3gdqClEjGCyuEoGEXC7kPFGhrnO4V50+raL7BolbFV5CKUCgTI7twpR5P2KipRIJ4VEVKJBIVoB8+eaC7h5rzzRrlKMW0XqJM/loEclTwocs4RFpRIWejGKCi54pyoCzzo1LKcqJUVF8UoxUk9mUoEbTVM5RayeiUw7elXl+3Ej/drXKmcrnFZLRior15RcL+3Ej/AHaDm93nalW16iYYe1MbwX9e4rh5BFlWl6yIeaNCW4uXwpoLlcmJ6XFhNSTJETSjzTcpyKXeTfF3d7w4yY862U3W93i32JbvuVZLvs12PHDvuHlZb80gg2dLfzytaSBfbasN64XJ+BAZ70bPESU04Dm0uktw+99X2UHJ41z1cundRcN+8JwlhSoLjaP/AEx4oCTnUXvdNI1Hfr2jN7khc9TW+CupIXcXVbdbNyM4gi6Le73d27prscrUFgiOcGVebawaoKghyBTcheT89QbwWkdSWnj3KVaZsGE9xEdR7eEcx+l9ag5Uw/ffSdjlSEu0iGl+f4Pe2Sfc7hwi4ZObh+n5c9Xlqrh3jVcSBeJAN3YQeBniuxGXQ9aTvUTjZDkS2+Ym9/T5a627qYR1fY7TGaiTLZdmHnGZ7EjdjhDkujHh881dt6h0+/3pY15trgRUzILjinD+2g4kF71eVkGKdx1Oyv3S+rdaad/cBbfeIeofmvlq2tN81O01B49x1AUO3akfjSXUZcVx2ATRcMi6cudWOqutRr7ZZLMh6Pdre+zGT1xsvoSN/jfCs9qHX0C3JDW1Owrwjs5iHJ7vMHisC+WBc2pQNdkt1vEzSAelHJzkxqS+B9+bIX9nELh7s/U21smHXM/jhu/FqhTVIvSGfveEnEuRQw/bJnrH/OJ/+35qtmrrazkvxWLnb3nmA3ugDw7gH4lQWCl7FpKjmosG4W+6sq5b7hHmcPpUmXkc2FUveqeC0A60L2YozzhE25Sk+NLFERMItAR+Ceyhu58/ClKJL4qmKQqc+acqDLa4D9utLr/6zL+xcrTMISeC1m9cKvpnS/P/AJzL+wcrStr9agcyf+coUeQ+FCgt6FChQChQoUAoUKFAKFChQFTMz9xvfiF/VTy0zL/cjv4i/wBVBgJmn5OquxVjTsd9lgp9ubadccBTRBwnsTx8KsLxpebK0mFvtTttt0sTZJ1QjbWnOGvUPLmO76XmGqHUz8uH/wD2/uToU+VBlRrULrT0c9poqL8ahaRuq3G93KdKuupYpWeM3izPO4OSGzcMghLzbs/zdVBLt2grtEbYYbm2p5lu/neCByMaeb97TqX86/mp68aK1DJu2pn7bNtsJu6txm4ziMubo/D3CW36JEJF1D4VDsfaIcawX+4XAH7oVoVhxwYqCnQ4vLaXvEnvJ7KlBqO4prwZ8iPdY0crHIectRPb03tuDtIR8EJRKgjSey+a8cQyk2pWRgO216CiOgwkcj3Dt2ruIvpZ81WNn0FOgazG+NzmGmgfU14aOIrocPYIk3+D3f8ASJ1Vd6F1jH1PKnQ0iFFkwgaN0VcExw4O4epKgafen/spasjybvKegw48VxiM4acNviCSlj81Bs5aSSjOpFVsXlbXhq55UL2Zrmh9nt4ZXTlwgT7cF+tso35sl3jEEkT3cQUHd07t381Tl7QYUCRdFkDNNVurcCO0443sUibRU2EngKp1dVRrZrEp2prXKYSeEF20zXXoq9fWw4I5H6Reb7aCFpzs71LZL5OurF1tm64HKSYCo4YILhZb4aL5VFVL8aoEHsq1B3CdHl3SCCybazCcVriEiG05xBPaXLmvPl4Vp+y3Vcq/3C5xJ03vT8dtl5NrbYCIObtqdJF1clz+SnLl2iDH1MNki2WRLMp/cFNHhDDiBvUtq89iJ7aDNyuznU0u4zLic+0i8/co88G2uKDacJvYoESdXUvVlPCnj7N7k1LZWANnZYatUyLwl4rnrJJbiISLntH+fdUybr5q+2y/WiEE20XBm1Oz2XW3wV0QHlz27uGefYVNh2mLaLdGZm2a8TDj2WLcZchvh7Vbc6d2N3ju92ghyOzrUr1sucNH7A0kqxMWrA8TpVr988vjzpMazXrVI6jmpES1d5ctxtLcGSDinF5l0+O3dy3VoJeu0O0XE48CZbbjCmNRDak8MtvE2kLhde3bhfpdNWujtRemdFnfzTvagjwuo2g9ZNkSEI88e7QDs/sl4sp3k7rIhO+kp5TgGNv2t7hRFTq/FStV5KwEftNgPwAlt2a4KB2UruKZb5tCW0g83jVlpLWTGoZTsFbRMtr3dmpjbcjb1tH5S5L8vCg1RKnsrN6+TDFnVf8A0zF/WrRIuV5pWc7QS9RZk/8AXMX9agvGjRWzLdzz8KNt4tnglJa6hLn7aMGUTmpLQDjinsWkE6qiioKr+WnCaRfDFEjWEzyWgAm2KknNKQTmERUVKNWi5rlKbJpVROdAZSNq8lSideTZlef2UFj5XmlAwRQxigYN5ciWfGlcZcoioP5KJxrKcqAMr4+FARvZJcJ4JS2HkMOfj86QTKkuUJKNlpRVRUhWgkKqJ4LiljjxppERFXPOlCqYXColA7uVF5JQXKoq02JKuPBaNVX7KBWFVOdZWCu3X2oM/wAChf8AzK1SKu3xrJQertA1Cn/U4f8A8yg1ja5BEpzljnTQKqCmKUnV40BoWV8UpW6koLeFROVGmfD2UBb1Vfbj5UvemKTtReSrijQBRMZVaBJH8Vo96F4UaimceFEQLt8UoCRD8fZSkUvp4oAOEwi0BFVVeS5oAvT1LgqSqZ50tR+nhUpKKIr8qBKog0Ez4bvz0oiReeyiREKgLGCx40rnjlSdqpRYwvjQJJFXKVktFCqu3lEXn6Ykf7ta9SXGESsnorajt5znPpiR/u0GT+5fXH3TXa6ce0LOlvA21LWUX3vCEvwTY7fMXVu+tVWXZ/qU2mXSSOSNXSfNWK3KJkHQkfW29JJ9lbNO0e3OXh6CVmurbTdw9GLJJoUDvG3KB5vb8arI/aPZLXpiBIkyJUp98pS4cEGzBth1UdUgQlRNudv0i+VBlbp2aXWRCmQ2I1qVh3TqWtvivF6td+7zEOce7/FqVcez+/zzuTkZIEBh6TBfZZadLBLHTaQly5bvj9UasoWvO69oEi2s9/u0C5xoblqiNcLenFEiIurHT0j+LWhXtAiDerlbSsF7/a0yCW4EcCBvAb08pe1KDCuWG6WPVelIYR4+XiubiI4669wzeDq6tv5fZuqHaOzrW8cJRIloV6Rp1y0q13otgbl3CYjswKdXhW4TtF0mcW63KRDJmRbeDHcT1WfX/g/WZwIr73Pp29VNwu0B6Vq2wwLbZZvdrkzJcJ7LS/gyEfpeX3s0GG1bo+/2rT0wvR1qRn0NFtqtxHS5uNu7t+0Q8Pz09p+z3u8WVwbdaWBnjf4tyelvScMzEb28m+hPDaKeXZW00Zrlm/amK2G9B7u6rzkBWmS3uC2W0t3Nf6kzXQDETQ0IkJPkuKDh1wtV2j6rhWORbGO8v6qG+NLFaI2243Vu3Ft2ivT/AEqEbs81fx25b0eyJujz4zvri4WJBbhIREekfpc93VXdcNcPaCJn47qIG2xHnsx8aDB9lmlbzpmDPSY6KtyOHwmyfF9wdo7Vy4gjuH4Zyqc62XrP82tShcZHly+2hxA+klBGRSTeiKSc6ICQiPcZZRKmZbTwJM0BIFVdu1VoIxqWQ4aEvKpIIuwdy4WlCoe0edJXA+K0GV12uLxpfn/zmX9g5WlZXI+NZnXO1bxpfn/zmX9g5WqawgckoF7vmv5qFDc78qFBb0KFCgFChQoBQoUKAUKFCgJfBaYmfuN//Rl/VT9MzP3E/wD6Mv1aDGwbTb752bQLVdyc7nJgMi7h3hdOPLlPyUd97OtM3p8ZFwS4OujBW37hmuApML4gu1UzVJqm4Faux20zCegoqdwTbLbE2zy4CeC/Dzfxaifd3qEtSXHgxIax4Up6N3FZDfFcAA3C6Ib+IpKXPy4QfjQXgaF0q96Rto3GeTr7DITUS4rxNjf4Pd8MUxddIxdQ61HjOrMtQ2N2DKVJZZRTIenpL3xTJcvdGsBI1G6/db5evTNlmTS0b3hz1Ip7+4mSHPV9H409L1LcbNq+/wB5ssq2jtgWhxYHB65m8dvDAvd83soOr6a0haLBPfuEGROdkvsNx33H5SucRG0wGfmiLioN17PrRcLrdrg5c76w5dgFqYLE8mxMBRUQEx4Jgl5J8ayD2q7xAC5M21+yx5Jav9HOeqVd6OgPrSHd4p/u0UztBvQ2hYqXS3ekmbpNiOG2ymHAjDu3IJFhPEd3V+LQbP8AY704gSRzcMPvMyEVZReqcaHaBB8MJS52gLHOJClybq8vcn4Rbphdbb34TPxVfjTNt1ZKmdkLer8QO9HbO843+o4mPj9HNYsu0nUxMw4PdkamPyTBXXGm0ENrAuCGd+wtxL5kLwoN9pfRFn09dHLnCfnuyHIrcU+O9vFW2/ImMeyss1oC8M65lXxbmLATZ6uvLxlPewobeHw1HAl9bNVV27Q9VM8R0pVihE1Ymbt3UutXTyQm0JCXUhbelU+klQLrqC7ss67O5XS1uK2oq1apUXfvBWGyIfN5erFBuYXZhp6KxwWp962pAK3J99/5Oq5UPL/S83zo5HZlYX23hO43n1sBu3F99/vDZZEPCs7qTXl+tV0v3dblaO4WhIBozwsm4D+EJN27lt+NPTteXKFeX4T86z+r1LHtyJw9pHGdbEt3m8ybvGg0E/s7s8yRIkuT7vx35jE3d3nyutDtAk5exOVXGlNLW/TdsftsB2WcZ543dr7yntU+ZYz8SUl/LVV2mXi82l/TrFklQWDuVySG4slvfgSbMtydSeG35+NY+y691ABR5N6n2R6JJt9xPazuBWnopbUIupcIX0fZ8VoNAfZlp+DkyuV3ZQoh20F76mAYcLdwx3JV3YtG26y3RLoxPuEmR3FuD98OiQcMPLy2+auOu3g5WiNVwZyq+sQbfKHivdfrF90SNdvl6fAurqrTDr7Ug6dCXGdgvzXLi9GcgNxh48JGwItpARpxC8pdPu+Wg68hCpKCPNKSeI56k/JWa18vqbJz/wCeY361c4e1NJhyr1q2GtvW4lpOFNcPhkIPFxT3bm/MNXTupCvl9ftq9zeat18tgtLG821wd5Z+yg6Sz5TweeqnhLkuUplkW+vCKnVTi4HNArcip5sUnI48VWm1Tn40MkK0CiLlyQ6LcqpnJJS8oic1LnSVRFTpoAhLjCqq02ZbfBFpxGyXmhYotib8LzoGk5JyoOKXLFOK3jwotm5PHwoGOoCz8aUhfBEz9tOCGV5pSiaBV5IlAzlMdK0oVHxxz+ynRZH4IlBW0xhFxQJQ0VMKv81HgtvJKGxRTxoKSpyVM0CgQvbyrIxNw9oGoFQv8khf/MrWKKF4kqVlIjX/AC81BtLP3pC/+ZQaoC8OeExSxJERFRcLTRiqNKi4ylIBDwqljlQSN6qmMJmlCWV8PCmcKjnUvOlCRopog0D6oi4Whhd3JaZU3Nich/PRgaqRJgc4+NA4W8kTlRiiImFXnUZXFRxE4hJ9i06ZECiW3cnxWgdQvd2Yx7aHWi53cqik8eSwmKULh7c5TNA8fNc8hWixuXmuVphXN6LlESlAZJySgeTcqY20OpeWEpoHFVcZVVpwlx9tAWC9q0Pzfmok+dKQvgi0BEXwwlZLR6ojt5Vf/TMj/drVHlV5pWT0enXduSLm8yP92gzFo0Oa3a83G+T3E417W5RYqTENhNoiIukOPMm38WpMXsytAJCKPdLm27FV5WpeQUl45bnGtpDt255/FK4frCQdu1r2j7bXx9NtXKAl0Vp/rjxiX1nAH3erzLWx7UtU2W0Mx4umzhvQLfYRurLcaW6C7SdHbu2kiCh/FcruoOg3TsztM65OXJLpdmJf3vw3mnAQ2eB+D2lt3J4lnnzz8qsF0TFdjajYc1Hczavqp3kuKG8F27ektvLp5VjT19rOd2hLpTT0ewbCtDFyadlOuquCUUUF2+b3udc+cuAWfSutpDQwn4reu22lacfMA2bkxghLpRKDrrHZpAZ74BXi6C7K7srhtqyiFwPwSY2bVH4j4FSo3ZlY4y24mp01h+E5IMu7uCyLovkJObgEdoopCHk21RsdqVwc7Tw00/bgYgO3IozUnhE4D6CG7peEsCefdVKidtLFrldq/ZkjvCBJNwdCV143tCmREvjzoNxo7RFu0xNRy23CV3YOL3aG7t4TO4txdWN5fxirYNclBV+j11x3tl1Za/TGmY8JyBOGHqWNCdw876h1wdwkJNlgsD7q0du7Wr1edW3CGxpxBscW+LaZLmcOB7vFIiL6X73jyUHYHBU3eMAiSfFFzTSNOCpkRIir4Iq9K/ZXnvs11jJ0voKPEt7kEn5WoLmxl8iePY3uL1bY+by/FNo1bw9fenl7K9QyIMdVurshFFp51OAaCW7PVtIS2+2g7eAeoQ1z+X/yo1BEXoBD6NvNa5b2W9p901Rqxyw3O1jawGK7KbYNhwSMRcQRJo/K8H1qvEbXUd01ZbLhJfYQeFBj8LzgyooZEPzLy5+rQbV9txshAxRFL4LmnAYdA0NURRT51yTS1wiae0zcbtp5bmrd3nnHhcVXpYRGm0IOMXmLzCRfmqHZp4Xjs609cZVzmXH72dZ7ipOMHMmkvSYubk27fj5eqg7bjdzGhndyKsPpnVLVm03bLfNG83WazFEJE2HBckMv4820xTqrZx3RkRY8lsTFsx3ILg7TH8nsoM5rbal30vhV/wAJF/8ADuVqGc7ay+thT0zpf/tI/wD4dytMBYHkq0D+/wCZ0KLPzoUFvQoUWaA6FChQChQoUAoLQoLQEtMzv3FI/wBGX6tOr4pTM/8AcUn/AEZfq0FBpOPHlaOs7UmMzIDuTS7XAQk8PnVmvogLw0BjGG4OtEoLsTeoDjPP4JlPz1hrnCnzeymyM29uXxtsdV4IC70pz6gUx3j9XdVHYNNT2NQ6bu1z0ob5DDfiuONLhWFJ8SFXNxZFOHu6eePLQdZS0WrmSQIa5zn1A8/5qopV2sUPUD1t9DvFIgQ+/CrcND6d23o2881zuxWjV0I7NAjWa8MvRIFygvS3Xh4G8jUo5ebqT57aqB0rewW6LC0rf2ZDmmwjq6r2OJPA+aiW/wAPez4FQdtYbtD0043olhDQEcU1iJt5+zOPN8qfWy2XG5bZBwB70XgD0l9Lw8a49flm3C53pLPHuE5p2Hbkeaae/BrxC4pEIr1eXqFPNTI2fWX3Nej5EC4skzdpKxfvfeysYg9SBNie4R+GF6CoOs6pulo01p85MyI4sFXBaMY8feicQsZUfhkqXcYGl7bYzG5Qba1bkVCMDjire744xWR17HvsjscCAxapb12VuL6htFeMCFwSJV+ONtZ6LEvzWnxhyLDeZEpblmdJXdskBgtrvDznb7OFlMUG9i6csE7U6asQRli5GCPHFWmyZBBLchDyyJZVasL9GsjDLs+baGH1LY2+aQkdMx3chXllUziqPs6i3CV2bhaL+zcY8v18d7vCbHfMW0hXP0cbSzWKkWHVcLRcuTJYvLt6gONQISQ5Lik+2D+7vBDn3h/VoNTrS0aeg6msMiXAZjRXpPdibZijwXzcwIi7hMfHGfnWwkWCxPyVkybRb33lFB4jkYCJETOOePnXJNRxL9L1ULs2xX+cX3SRZUd1vdwGoAoPTtzt3IW7d71KaY1Pb7rbY6W3U73c71cOK6m8w7s7u4PURdQ+X7KDpuq51jtsFifeYgyGm5DbbZ9143CIiQRX6vNU51Ja0/ZQRFCy20MZ27IraYz+SuMJbtTfcbd48m3XCejzlvda+9XQPeLwk4JNkSpuQRyRJ0lVyC6g/ZCG4+jdQ9yW5vNupwj/AHMQbRLdu27c7doom4fjQbGOWkXpsO1N2BhkriDuxVt2xDVouYr0/lq6e0zp93Dbtitnxz3Nv/hXGL1H1bcbBYY42y/99hFc1dWS07lQI/VjxPESUekS9lWOoG7uMKQVnsWq2mZ+nVYix8uKTMwS8S58jx7/AL1B1pbFZFdV30VEVxW+ApcAdyt/R+ys7qmy222MWdbbbIEAFu8UFVhgW1Uc+HTWospEdphEYONkrAbhdHBouPbVNr/yWZP/AFxF/WoLtgcIWOSZ9tPKIkq5VPCmANBbJV+lQKQIouGlX2UDiiOeSJ4UlW1U/ZTZSUTG4Mc6LvzYrjYWaB020Vee4lSk4FP3skpIyA4ioglij4+BXoVaA1EvZmjFFzlUouOpN7sUfETanTnNACEkXOEouGWcqqJRq4IEqKJZoA6hoqrlMUCVRUoIKKnPNL3ISeNDIp5iWgSiYXlmnBTKcxo+SeK0FcFCxQJUfYocqG0UXpzSt+VXB0hS58lSgNG92d3KsrCFB19qBE5/ekL/AOZWqXqXxxWWt/T2gag6v8kh/wDzKDSp+DxiiFRXwSicRFRMZpoUzjpJEoH1VtEyodX20W5N3hUZUVXOWVp3aniqLmgU7n2DSSbyi7ekqPmmFTdzpTgkpKqgXhQEXDAkRF5/ZSwLenMVJEohQk58k+2iBDQ8+bPwWgcMGiHOcU2QCiZReX20WMqQki0MdCigqP5KBRNjzTYuKUKCCYQc0lhCVF5qtLwSFzWgLd8BRKGC5qQbkoFzXmlKUlxgaAlL4pRb19iUa/WVaTlv5UANSXwxWW0Yir6Vzt53mT/WlaktuOa4rJaKDPpPaSL+3Mn9agqytfZut9fta2qxrKluF3kFhrhx3zEJFjBL72KVZrT2cXuZJi2616cm+jU7q9w4gnwELq4Xl/GrH2i13v7v2ZaJO3em5LjtldZLuTYbSHvDbn0lHaXm94umrayPXh/U2t0scN6BMmqz3VyS04wx0t7SLdt6sLuoNNFtWg4dxWfAh2huVBcGGslphFJktvS3u9nIhpyTovRrTINy9OWVWX5AkWYbaIZkm0SX4Eq1zzSPfLdpTXNtmWVYTTr7vdS9aveH3GxETHcI7ur3q0fadAkvaZsXE9JTO4z4rkxITrgmoinUXT1FzoNDbLFpMNRyBt9qgN3CGiK8oR1RW+ImRTOfHbTGoIehndUW2DfrHAlXOSBBCckw+LuEeohEvZXObxcNab9T+gxvzEd963uNq6juW2Nv3xwy+l9LHVVdqb7rkhWAoL9wnvsSp6xpTsR8FbZJjp6uo93uiq0HU7/pPQ1osz0+TpW0NRIhd7XhwEVQNPfwg+NTYWntJ3ZxrUUazxXDlti4EtI6bnBIeXL7KpY1xKT2SSXWI12bJ63GitT+K5KBwmvKW7mS7q5nYblqOPoq+W6X908G+M2cPR6xUf4GOGIi0I7elxFHqoOxhoDRoNg19y1oUAkd5EVjJhHPpUpvQGkm0j7NOWxpIxk4ygRkThkXmUfhXM787qC0RWkK66rmNSrSb8NxeITvpIhHDaoKdI/REunxqNPvWpWJl5uUq46oSdbvR3Cito6cXeW3vOB29Q+ag6pZLTpS03V5uzNWiLNNNmxjAmifRx7tWceLHkXJbqyicV5sUVxv98H2fjVyGOmprprK4nIefYkq9Kb4TTLvrIZB6na5twPurnOd3TVM1cb9C0bp232dnUcc40RQlBK44b3sD0tuCJKKp7EIMLlfhQd4Ysduj2xbUxGbagqJIrAJgerzfnqvk9n2iJMKPDkaXtr0eNu4LRtrtb3efCZ5Zq7tDzz1viPPtqCutIuFLKjyx1LUxzwoGIEKNb4bUKCy3GiMALbLLSYFsPopT64Wm0o87f8A/WgzGuM+mtL80/wkX/w7lahvklZTW5ft3pfmn+Ei/wDh3K1QIqp40Ct/1aFDh/WoUFqQ86WKcqOhQChRKuFo6AUKFCgFChQoCxTM79xSP9GX6tP1Hn/uOR/oy/VoMezdm7P2c2R9HYqErUZsFkOEDe4lFPMIl86sE1ppr0u5aCujbc0CcRWzAhReGO41zjbyTmtU0qxztQ9l1rtdvfjMOHHiuIT6Eo9Bifs/Fqq1DpHUqTL7eO8wJyuxHkbjDELKATRJwW8rt6j6iLxWgs9Q9pFpj2qVKsdwhz5MVtt42DFwUVoyQd2dvLxynx+VP3jtGtNqOd38QaaiTGoaq27xCVxxeWQRMjy5+2sXpzS2pLhYLpp+UCNpMjRRW4utOJhGlyLXDIvdx5k+Nam86GutwdvklbhCacnvwJLK8JS2HFNCRC+ki4x8vnQRdS62hWGBdZFit9pHuSsnJXeIKouOCO5RHmniXMvhWsb1fpxYBTVvEZI4uoyp7l/CYztx5s45+FY+99n1/vZ3g5l6hbp8OKzvSMvSTLm/dt/mxTkvQ+opVwkXRy621J0qY2882DbgNK2DPDQUVOpCz1bvyY9tBsn9V6bYZjvu3mKLUkd7J78o4OcZRft5VJvd+s9kbZdu1yjwm3zQGyePahF8ErmS9lV7S2W2KN2ho7CilHCUyrzZiiub87dyoaezavKtB2wR5z2n7MxbmUelDdopDujq4PSuerHgPKg0DusNON29u4u3qAkRxSQHOLnO3x5Y933vo+2m7nrLS1tlpFm6itjD5Ni4DZyEQiEvKX4q/GsRM7PtSym3XUuFu40x2a5OFUcBEV4RAeGQ89ooPNPeo5HZ9qJ6GccnbKu7TSWLKtnnchfhPxPq0G7a1Xpxy3P3Bu8wzixneC+6J5ED+j9tV1w7QtLw37S0V1jl6VcIIxoS7S28iyvyXlWYnaC1K5LuBx5lnZGScIlRBc5qwm1eeOki+mPUOKFq0FqO1RrWUW42tZcO6ypi5Q1AkkIqF481VM/xqDeR9S2GS4y1Hu8MzfdJlpOKiKZj4iP1qucj7K5kGhNQDe477M2z90Zv7l3ybTnGLcCio/BPGul5H3aAywvgmabXHtRUpe4valEqqvglAQqiouEUazOu29wWXJY/biN+tWlTeSLySszrxDFuyZXP7cRv1qC6Ad7JIor40nu6q2qKi5VaIXCAFVDRedGMwkHmg5z8aAKwSly9lNOMGpY2kpfGnWpe/criCnOkLPIUNF5KnlWgJqOaNKG0/wA1KbYNcJtIUptJ5Z8/s+FL7w4oJjaVA5wl4ZDzWkIw7swlJGSW0ulExTwSlNpSBRRUT4UDasSRRUQlXnmko2eB3iuc5WlDLUh+e3NNd+cVcbUoHxA+e1OVKIDRUXYi8qablGqc+WacCSW/Kl8qAibdVwVITxii2Gq8hJUTxzUrjDyyVDehLtRU50EdllQQzzhV8EpWFx4U6pA3uHlmkbxLHUlAPBfNyrK28kXX2okX+Cw8f+8rWEGKyNuXGvtRJjn3WHj/AN5QaXK7colFxSRckJIvyolN0S6RFQ+NEpGiKeFIvhQGuwj3J4/OnWiFdyqnOmEc6OeM5xR7jQl5j4+NA428iku5PD4UtHMkqoWeVR2kVUNd3gtLbUkTKENA9vElyS4otweGeVR3HHiVc7UHdjwpHEXmiUEvePtX7KLi5XpwqZ51FRXiToUVwtG0J7CMixheeEoJCb8r8KCuEmeeMe2km64kcDQFzu+PsoOrg8exUoCR4/NlCT7KCOLtzlPGmHHTR3YiZVeXhTqIjgk2nThfGgc3ApJgy508hdK7eeKa2HyVTTlTqKOFyq86BKplMKmayeihQEuaqq87rJ5fxq1iqiFyWsro5XRS4bEFP21k+P41BlLn2mvW+RqBZGn2RZsUxuPJ+/PXGLgIQmAberx8M10Bu6WYnBty3CGMtWkc7urg70HxziuWXXQWopV81DewbszU+Vco822SFIiIOEgCoFy8CQV+zd7cVKPRV+W6K9JkwMvXhq9Oy+rfvFraUcfq/P6FBtnNUaMcIkPUtpIWFVXTWU3tFPjnPOmb7qq22m5Q4KNS33J6JwyjOM4wX4yj/Rrn9p7PbvFG2o9AsDvdEuHPz9Uny+z2VEunZ3q6RZGLfxrRhm0xoyOcUhwTB7ufLeqF7v0aDpeu7+/pq1RLg1DaltOzGozom9wyBHC270RU6kRVpy46tsEW1FP9IRbgDb/AJIb7buC/jFVR2j2S76o0fHtkJ9lt/vUd531nC2CBiZbSx49NZT7ldYxrTZrdwbSnouY4QPtObHjaUSESUsfhE3cyxzx4JQdQS4RytC3gE4acLvHrHBH+lnFRw1DZQhRTulzt9tkughmyc5vI7vbndz+2szo+wX219mH3LPNxXp7cZ9hva6Stlv3bVLp6fN8/CsjctAankjD71YrA+cbST1o3nIzvcXZ1j6vw6f56DrXpmyKL0j0zAVhlzY473kfN9Eiz40r0rZlirJS729Y3lR5ZIq2i/R3f/wAVw7WmmbvYtE6g7xbLWyxLtlrjtMs9fEeZNOshx9bzVby9C6lmTA1E36KgyjuwSQtcWZsbJlGtm7i45Oe3y0HWXblYWVRXb9bWlXaqb3xTIl4L40qXfbDGjzHHL1b8Q2yce2yB9WKe0vhXM7PoR6DerA49Z7XJgRIT0TY7J7xscNxDzkk9mMfl6ai2vQWrlmBInxLRgoE2C4jbvR64twOi3j+sqDqNq1Pp+4WaHdGrtESPLwjak6PMl93x8anHcrOLyxFu8JJKHt2LIES3fDburlCaJ1WtohIdusivs2Z61d1R3DbeUROPnHn6S549lTbf2eTUlXaRJslqumbTGjRJUkus3m2iHily3Dnd5vPQdNtk6DcRU4NwizBHz8B0T2/mqVt21iOyzTd108k/0kiBx+HsbN8HnB2jhesBHIcundkvHNbbduoMxrkc3rSyp/6SL+wcrUNqiilZbXORvOl0/wDWRf8Aw7ladpcDQPf/AF5qFN9P16FBdUKFCgFChQoBQoUKAUKFCgFR5/7ikf6Mv1akVHn/ALikf6Mv1aCo0Ly0fZv9Tb/qq9xVFoPlo+zZ/gbf9VX9AlOdHtSkivOjVVoAqJRKNBEWjVcUBJQXn7KGc+FDwoE0aUFTNDGKAj5/OiHCeyleykJ4+NAtMKuaDnh4ZpPt8KMlynwoCXKePL7aLK+znQXd73Okqpp5ExQL3clyijWU7QcbLLhVT9uI361aglXHPnWX16a8OyYTd+3Mb9agumwTYqZFUVeVGUMF2oSJ481ptV2Nqp5Qc8qaGSvBIdxZXwoHDZQE2gOedHwSMerYi1HbfIWxypKiLTSvmTwmBKuV8KCWsVPlQCMTadKpUaPIMkVV3pn507x3QbRFQ8qvKgcBgkyioK5o0iHlOaIn20lHHUbXJEn20lXH0LKPIqY9tBISOCe74UlYwmvSO1FWmgcd3cyqQjicPmuKBvuqplEJPGjcjqqblLHOmRcTJ4NVXxSkPPu5TzeWgmoyu3CqhZ9tKBhBNCUvCoKOGraqCn486eB01XaRKKqnLNA+baZUkwuaJG0yi4Smcu7Fye5Ep5lV2Z8aB5duPGslbExr/USqqZ7rDx/7ytWuVXPsrJQAUtfahXH+Swsf+8oNO62JohKvLNMkAphc88U8vMdueXsqM0qqqoXjjlQL4ZIz0+1crmlNqOcYzRCREmE8KSZqCqiLigdXaiqOFwvwpsSQS27ExTe81TKKS/ZQI027dqkuM0Cnm0XYQkqovPGaWIIgqaDyzleVMKqkbiISoQD4Yp+OioIb1VdyeGaBsg2muCXcXNExTqGqdApyxks02+W2UhYXKDyoYMiz8aAEamvSSbUGgiuKuMIqUhxRbQgIlHPjy8KMiREQRJSVEzuSgVtTicTOF8MUps1H5qtMISqpmiEu3nQE3Eb3byXcuVTHhQT213ii4RM0pVJEVOWKjxFNQTKYxUjC450CSEUTOVrK6PXK3BUTKelZP61awsLy5JWW0Wi7Lkq+y7SfD8agy2odYT4+kHtSsK6kV259zbabj8U2GhcJonBb98sjv2VCsGtLrqBq2W+3XBhZEhmbKWesT3GCEW9zZeUl3DuH3a0MvRqqKixPeiDGuJT4Rt7dzLpZ3dK8iHqL9KmV0PBBsJTFznRbohPGcwCRHHeNt4iEO3b1bU+zFBn01/c7lpp6/W5WIXouxBdZjTidDpkpITW73R9WXP61bex3lZV6OEWFbmQG7jH+mDRJgm/4v+9VNN7ObPIjNRoT0yHCWIFvlNNuIoSoqc1bLd/G5j8Sq6hWdGdQSLqadZR24sZATaLTQ+7ig0KMNgqLy3URMtmW9UytROtD6hMk3Y8aWgOqopsMcquKCWLQcvYlIOK2qrlcivzqIQyMoJAa4RcUScRUFDE0XbQTu7tj1IqLyxzpoo6IvNUXNMNqe7Yp+9RvOEjiKpbk8OVBJ4IKW5CwuMYoEANJklRKggpljJKiZ8KcdbROrq5/GglCjK+/404KAI8iqDgmhFTb5ZoESmoqqqKbqCZxG87fb8acVE28ySq/qRC/Gom0NUVVVc5oKXW5Il50ui8/2yL/AOHcrUtJ05SsprIU9MaXVef7Yl/8M5WrbVcYoHMl9P8AmoUMp8P56FBb0KFCgFChQoBQoUKAUWKOhQBPCo0/9xSv9EX6tSajTv3BK/0Rfq0FVob/ABRs3+ot/q1e5ylUWh/8ULP/AKi1+rV4icqAUMUFoeygOhSaCrQDKUKTjC0rNAPGgifOhRL40CuaUS5XxoZ5eNFn50BYT20XJPZQXxo8p8KAJhKHSvjSSz7aJVTFAaktZrXvlsn/AGzF/WrS7krM69Xpsf8A2xH/AFqC6wBAaLyT7aTwI6Ci5TP41NyMFGJVD3qjI2pieExigl7ARfNlPhupKssZVVTb/GqNwdrart50CRSUkUM4GgexHAVFHOVHwWnMKJrjFRTNCyohtSnsmgJhUwqUDwgztTBDyX2rS1FlEVUwq1B4aIOdhLz9lFgeYoSitBKQWkXcrpKi/OlK3HLwM81GUVEdvDT89G2SomcIlA53ZEPnk/y0tYzeesjH7KTxxUuWPz0rjKK9Kgv20DorgUFCXl8qNEDdu5LTQPmarlEWmyNeaJlKCYQtEir4ZppUEeQlUdHCFMKuaSrgeKlzoJ6LySslAXPaBqRMcu7Q/H/vK0QOqp4Rc8qzFvNU17qREX/Jof8A8yg1DqgKCWef2030komhLt3ZXC0zJJrKKSIvTz50EBoMKB4FR5pmgfRcDhC5UF5+OKjCaoKoqflpZGJhyTGE8aB7IiOVNM+ynW1ThKRIhLjxqAmDbXA5RFqSKL3VVRURKAIaoq5VMUFIUNE5p9lMAOTVtfHFO7XAReWcUDqOLzHcq02QCqoqqiL86ZQzcVcqorS0BcbiHfzoHDaNVRS6sLR7V3eGKdQ8D4UscKmaCMbXJfGlNCguoSgWMU8q/RpwVXHVQMvISluEeWKbwecii+FSiVF+VK5bfhQNjtUearmsrotQ4c5Mp/haV7PrVqiRMcirK6KFFbnf9rSvb9ag0KutZ5u/V6aWYtEnnFapJM6FH1FFszz7ST5oOPMMe8Qp4/11Ym04CeURxQSMo239Klg60qdadVZW4arsES2O3B2e2+ywYtuLHHi8IyLaO/Hl51oUZc2IWMqqZTFA8isj1AOM0tHGR6TPGahRgwaqvgnjUW3SIlzgjPt8jjxj3bD2qikoltXCL86C14jGzehYH40kHAVcbkRKoLdeItwus60xpDizYO1XgJpUHaWcEi+1OS1ZA04qbXBwtBYKTft2UhWWD8dtRu6veOB/FpqVNjszo0EyFJEnPBFU8cYz/WlBYqICKIiItGJofSIIOPbTbgluRUSkKJ7s7SRKBzKLlFXwWh6pc9CElMoJKhbUXOaWjRbM4XdnwoFC0yC+Wlq2Cp4UoVE0z7aBoWOVBk9bCiXvS31bgf8A8O5WqbLAVl9a871pjl/zgf8A8O5Woawopy8aA96fT/o0KXtX/Mp+ehQW9ChQoBQoUKAUKYmSo8Ngn5TzbLQ+YzLCJ+Woki92liGE1y5wwjGW0XVeTaq/DPhQWVCoEi5W+NIYjyJ0dp2R+BA3ERXPsT21NoFVFuH+DpX+hP8AVqSntqNcP8Gyv9Cf6tBV6E56Osy/9Ra/Vq+9lUOhP8TbN/qLP6tXtAKJaOixQBfCiShQoD2p8aKiX7aGKA1oJRdS+FFg6A1pCpzpWF9tBUzQGiJjxolotq/Gj8KAePjRIPOhgqCqo+NAlenwCsvr0B22b/tiJ+tWpTl4lWZ14o7bL/2xH/3qC63NAPX8aCPNKXSlV12u1rtxNpcrjEh8Y9rSOuom9flSIt3tcye/Bg3KHJlMfhWQdFTb/GT2UFkTgLTZbFolb8ufNUeaoQ2iffdBtlsDM3DXCClA4hNCvTTokyXnqtgTYcwWyiy48gZQcRpWnEJDD4j9KpzrXrfl71A8aNtovuoq+CUlTaVVQU5onitMyFJRTanJF8VozbXdy6lVPZQPI40i80zRG4yi+A1HJpcchcVaYNk1XJASfDK0E5SBefTSVfBV29FQYkiJLU0izY0jhrtc4TiFsL2ouPCl3F6LCjJIly2I7O7bxXTEQ/PQSldbZNRVMZowRtfpLmozkcXBEhU19uaTw31JNpEiJQTDEUXmlIFptV3KtMoh7uveVLAV4mNpIlA5tEVrIwCENeakFVVMx4f/AMytkQCg5WsnCEV11qNMJnu0P/5lBoDaQ8Kgoq+FLKNjpQkH5YozLY3u50Yu5TIlz+dAfARRVC5cqHd02qnsxTZPEh8+a0OKW74UDyNAjO1ExzpKMbRXKqqfCkI4vLaqrSifPdt2Z5UARkkVFQ0Us0pveq4JFzQb4rqIqogr8qcJMCopuUqBsWc+PLNOi36tRQkzii2kophedEm5EVcZoEo1tRMkRLmpCYRMKi0zux5ixSlIiHpWgcUfalK5qqIqU11e1VGlNp7VJaAFj2UsE6c5z8qRsXOEo03DySgSgqntSsto8EFmeW1OV2lLyX61aolVE/8A4rK6NXDM/Of8Kyv1qDm+skv8+e5rqFCmi7arkCQoTlvcGQ6yPSQj9VxCJfzVZ/fU2/6muayNXC02wEm3RGuKG9zhFxAHcO0urby+kNdCjXy0y5qQ413gPyEyPAGUKu5Hx6aHpa1PLJaaucPiRPw/r09V+P8ARoOHNJqB7St9t/c766M2FCVv70d/dIu+v6j97y/QH6NaEH79GcdnwE1OthZvMU209bx+Dj1/q/wpN7ttbW4albC+WSJA7pcIdyklGWUxIzw3EbU8bcc/Cplj1RDuM64xXmHbf3H90uyHG9i/aqEu38tBS9mFwnSdO3Zm6s3hnh3CWrSzG3Be4Wdze38lc+j3HVr9osYvP6ljxkbmtuSXIj/G7zxfvciEeZDw/L7tdhY1FpmUYx4+pLU85lEAAkipFn5U8t1sSNI+V9tqRyUkbdWQO0lHze32UHGLvJ1JH1okl+Pfn4KxrY3dlgRXWX5BiLm7h7eXIiEiGraZfdSr2isSY8bUyQGrzw3cxXdiQiY27tojt2Z2/Et1dUj3CzTZiR4t4hvmgcXa28Klw/p4z5aUzcbVLa4sa9QXgQxbyMkV6l938b5UHIIv3SraSuaXzV3+Fu7S2nOL6u38fzNjt3btu3mnVtKn7dc9RldLLGdud1aCVIujTLTjuxw4wpuYJwfNu+sXV5a3HaBqidpmVZmY9pGcF1mjEE1dRvhkoqW4sD4YElz8qgaMO23O7T9SzNOQLQhrwmrsswd08fLu6vd6fN7dtBirdfdRo1FjPLq1HvuWfaku91dx38VThbeXn83V5ajOzNUwrVJebvmsXpLdnhSwbVp7rnb04g+H0fd8tdbuGp7PCdgtcd2WkouE24wouCiou3Gd1Ktmp7POuVyZh3ZlxLW5w5GZA9HT1e361BzfUGptQwrzdEaTUrprdYMuHsjuEHcyEeN7PDzdNdlCY4QtrwU5pmmYSxp8UZcSSL7J+U2y3Iv5aX3UujmtA4L5i7t2YqQJq4W3OKjpHMz3IdOo2YLlOdBndYr+3Wm1VPCeaf8A+O5Wkj+RErN6zz6a0yPxnmv/APjuVpGM7EXFA7tT6IUKRtL6RUKC6oUKFAKFChQYntdF47DAGPKcgujcWXBnCG9Im3K8Qh95Pdx9asRptZcSZa7hewbetzIXFpX2WtgSTcISF1B93cKmOPZmu2KmaG2g4AzFvNu0vOt94YeWfP07CYtoeJ7hJzoT4EKkBL9iV2y1TossJEZuRxH4Si1JTC8j2IX/AJ1ZKI5yqIv2pQUBJFTCYVKDjmitWS7tqLjztVmyxAGUcyNgA7xsPI8MNu7YLfm96urOutSbM5IYc3tOsEYEntRRyi1WWfSFjtckH4Ud0SZQhjobxGkdC8UbyvTmrm5pi2SkTlhk/wBVaCr0Rz0dZ8fwJn9WryqLQfPRtmX/AKiz+rV5mgC+FBKNfCiGgGaJF50eKCJQEq0WaPGKFAMUKFFmgLd8qLcXwo8/BKLcXwoDXnyWiTly8aJUz4rihhR50ARPjR7d3gVJ3bvFKJVH2KtABFRzzzWZ12pbbKuP+dmP96tMKigrzrN64Jdlmwn/ADqx/vUGS7ZJLYRNOI27Eanenoxtq+ORb83UQ/RrKxNaHY7RcLO5KhRtStXYW50xkB+/EcL8P1dI7h+PIK7OQKYbDbBftGmxjNKuFZY2r45BOdByOLrvUd1tlgYj6hjQpkm6yYEhxxlt3ACLnDc93r6R+qWakpq3UDF3S3Xq4MSczXYEqLwRBBjts7u9LjqTcX8Xq211aTGAUyMVpVTnhETP8WqzTsy3X+Al1YYJpDM2SCS0guIQEoki/lGg5Fo7Urtrt+mmG58NhB0tJdT1De9t4VTZ1EPt+j9Wn17SL9FsneJWo4c997TgXXPAbAY72/aQbR83SXt+jXZyix05LGaTCY5tpWVWNYtWS7xpp+3yAWBwkkLwkZ37upsmyTzD00GQt+r7yTca9rq1p+1reWIyi4LHq4xB1G4o/gy3VrOz/Uzl709cJC3RuUrNwkMJIBBD1Qr6stv2Vcad0pAs4TAjCrxytveCkohke3kPyq1COwCKIsNintRMJQcTtWtdZS49t42srXidDnPqfcW/U93LoRPxk827+LULU+synJbLy8/bHnYsCBJVtEXapuues9vUn4vl29Vd4O3QTRAGHGRE9nDH81Mu22AAq4MBjIJ/mh/RoONWPV70XtQvsBJ8O3WiZeN3etrZpIPgN7Wvq56uqot/1tdr1pzUMS5vtvMJb3XGeEjBsnteER2kPUPT7rg5rq2lZdj1MwU2Bay4QumwrkiKg9YltLx+itW0q22mNFeffjRWWPO76pPd94qDmF07RpsHWLUGPc4vo1qbEiON7QHpdTqIiXmq/MemrTRetrzddaPwJDzTsJxZHduGgEB7HMD1IW8eXukNaoT06d6SI8FvbuDjYq21wB4hD7q+HhVqNpZjqr0eCwLheJttiJLQPFKJM+C0BeI8ZBKbJjA8xXNHswYImUoJRKmOaZrJW9P+W+oix/k8P/5lasftrJW/b93Gosmv7nh/1OUGiJxVTaobkT3aYN1FXc2GxU92qC4a50pAmSYku+RWnGf3QhIXqft5VdRpdtmvI3CltuOKDb+zfuLhr4F+KVBKbcQkTKYVPFEoAbSqZYXd86dBBElQUwtMkDhOEDgIir4knwoDR1tfN40abV83hUeHJjTAcciSWJLbbpNETR7sEKbVRaASIayVjlNji9uX1O7rx+LQWLOz/wDpp3d8sfOoUKXEnREmQZLUmOW/Y42uULam2pSCuEXzfKgd3Z6aSqe7Q8OaliqB7V+kwCa45qOAIQFxKXevqfxuXKg0PL8ejKoVunQZ8VuVDmsvsupubJs0XcPxqWdAarnmlHnKfCk4wvOlKnKgLK+OaNd6pjFHsTwobMc91AXXhBWsroxFGPOJOf7bSv161hpnmi1ktDFmNPFf/S0r9egxLujL+txOX3GzgRalW68VuRzRnbt2+HmqKfZ9fFt8KD94D3WFJhtuo8X37x3RLc7tHcO3b8+upUfWVztWuNQ2y9SVmRl4iWfDQoXHb27ml+l+EFaf0Fqy4N6Dh3zUhSbpNmS328NNNADSNkSePJBTA+1aCPC0jqWG/ANHo8hIt0OXxJErLyCTXD84oO/Hj4JWeveiL7ZNHShfTvsiNDCI3KSU6fEAnhPdw9vR8S8a10jVyuXiFebc9OlWqXp5+5JDVAQjVsh2/rF7anta8SPoy03m6afuLTsxniONi2CJtQdxlv3bNvwHduWgx9gs9yvDQzothgjcIV+C4uuvOYZmJwtpcMtibfNjyU7G0JfikWwLhbLE8lvv712dTjF4O7tqDuTx3F/Rrr1nkw7vaI9yh9Ud5oXQ5Y5EmUrlfaLq652i+3QH7hPsbDTY+j5wW/vUJenq7yQoRN9X4vTQQrVoa/QGLWxGslizFW58Ze9llzvO7aPSm7aP+701f6J0tfbHCk8eJAmZkxiaanyRe4SNpgjFzYilj3UXq+tVhG1jb4F2l+krnuZiW5iS60kQfWq6W0TacEvWbi5babe1osq+Q7PEiv2hJsh+GnfIhb97abi2lux5fL4jQR+1yw3DVi6fiRYEaXGh3MJsoHZfB3iIkPDTp57t381ZmRpLWX3KXTRjFttT9jdmZtSu3D1kZniiRNeHl8236O7bV5ovVNwetFgS5S33p0qLLc9Xbw2SOESiO0hLpIfo+/UuzdotliaStMi4ekJRORuO5LCAjfquLwtxii+bd7o5WgqdV9nk168qtrt0I7XJt4xnIjMvuwx3OJxFd5J1biLq24Lpo7hozUzI6iixLbaHmLhPbm8Zxetz8HuDw6SThkuV311oGmDATbUBTGUzSuAz76ge6g5rohNWaWM4Ei3MzAud9cf6JZGTDLo5Ii5Y6VGujLJczjYP20/3ZnxTlRLHaoGTfdRRTA04zIcdcVskHFOE20W3klFw2xJVFEzQZzV/O+6Zz/D3P/h3K0zJ+oFET3UrL6zIvTmmlBP8vc/+HcrTRi9QO5PYlArJUKXlKFBbUKFCgFChQoBQoUKAUKLNDNAVMXH/AAbK/wBCX6tP0xcP8Gyv9CX6tBUaGXGirKq9Kdxa6fh0pU63Xe13InBt9xizFbXBow6J7ftx4Vip2r00j2f6XfS1PXJJZRopYdFtGUIepwlXltGuV6Mvl001ZtXai09GjpGvGs+7t3BY68JuKRYJ4U9qD+jQei59zgQSaCZMjxzfLYyLriDxC+CZqcnhXmPtI1HeL9p2PGuL8R87brqNGt92Rkdkhsclv6eksF0FjlV8vald2NPTWpmoYTs6Nqj0S3MbioPHZxnpHdwxL6xdNB3+k5rzwx2o6tnaQsb8e9Wti5SNTLaZHEZQtzKlyc27vHH0emlj2ma4HS0gmptvn3GLqGRbHHI6NNOvR2h3cQAcLh7qD0IRCoqWURE8VWqpb/YEbN303btjaZcLvTeA+3nWAvN2S+f/ANvsm53m6Pw0nWwuNLbjqJgqrtzw8/pVyqUzdmYOoQ1NC0vNT7lpXdLtZeQmPR0uj7FXlj8tB6kjvMvsi8y6JtkO4SHmip8aWqoiZVeVeb+zbtLvUTRFxBp9tJVi09Het1ndjDxJI8AfXcRC6hzz2+andT9oOqndF6qgrd4T6xdOx7h6RiR/VgTqIhteP6JeNB6LymM5pK+FcB1P2m6islrtQWWdGu0QbcByZjEYHFA9yIikG7PD9m4d3VXeYJKcdsy8SBFX81A6hezGfnREqpyFc/KjL4pTZKKc1XC0ChJU8aBmHsSmt6eCrQ6PHNACcTb4Vm9aOoqWhFT/AJ1Y/wB6tC5lF+WazesyFVtKY/50Z/3qCj17Cnu3ew3WHb37g3ClOJJYZc2kTZtEnLqH27fjXOZenr9KsthYn6VvKOxRNZStPDvVBcIm2BLf07uncX0Rrp2t9RztPNW4obME2ps9qI8cl7h8NTzzT4+FVlh1otyRQfahRnVu528F73uB4RHPFbLb1fi8k8fjQYyzMzJXaBdUsluuKPw9RhxJKzPUR2eEJPNbd3t+GPepM+zane09CgBZrgioVz5oonsNwtzG4dyfS/C+7XQ7ZddGhKm9xutpF5vdIncNE5iJbSIi+336dXUWm+5jM+6GAEd11WwdM1EVc+h+NQc51Azq523H3ey3idMuOm2Iy4eH1cxpeoi6un7fbRT7bql3XR3otOXCbakOCj8XIobm0FEi3Cf72ReHv1uZ2ttMQCte28R3wuj5MtONqqjkRyS5/wDKls6hA0bXvFqFHbl3MPv8eY/S8PP/ANHQZOazfY+oVSPZNQcBrUoTuI0vR3Imtpe99L2VW26zTVkxFnWbVHCelXFZ2Hj/AHOW7gD5/L5dtdSavdldekMtXiKTkbcryb/KI+ZfnipNqudrurROW25RZjYY4nB91fnQctjxtYSYVgcehXQJMWFHYdCUyS7zQ+frEX1Z7du8uoVHPhjn1+HeCfZe3W+YyrRm3wj27z2+8PyKoH3Q2N1GkbvFvd4m4mfWp1iPnVPxaVar9Y7o4QW68QZrgihqEd8TLZ8aDn2krzqa0aUct8bSN5Wa7dZbicRsQEGjdJd27PwrMw7Lqy6WO8RJFkvXd51k2cN9S/dguqW1SVzmu33ukSrqMXWMP7sbnpqe/boSROF3d1yR1PcQV6dpe3lVwl2taT/RyXSJ31B3cDipxP0aDnWy5+kbf6PsN+g29LNJZdD1ueJgeDu6ukvNVRZWr1Iss6325b+rjmnNktzvXW3cm18hFu6Trfah1za7d3RIM+3TO8zWo7vDmj6gXSxxPz1Nhvaat9veuKXeGzGnSTfdlpIExePy+P8AF/o0GasF/k2e53q9XC1X9be5CiIHFbJfWeVzCEvLqVK6gJCSIqeGKpJNz0+yiR51ytioqA4nEdHnu8pc6kxr3a3lZFi5xHeJuJv14lv2+O340FnhMcuVZKCq/dtqJERM8CH/AFOVqd6eKrWVtqj93GolxlOBE/VcoOa6rlI12qXi4pfn4cBpqH3pnuROd9FvicRrcI/W9lO3XUVxYC+sWy4XCALdhiybe2jO/u7uV9V5erp28q7KXAzwCRvd44XGahw5TcpgnnIrkREcJtAkKm4se8n1V9lByq9XrU9miqh6kuM7danJUF1GR++Ju4cRy2j5fq/WqM9qfU7OqrpbzvlxentTrf3a1o0PAQHUEnxItvlHq9/p212QijphCJpPhlUqhtTOm4eqrisZZJXOXt7351AzEfNuXp8Po0HN11Zqn0QxFG692h+lp8d2cg7D2iX3tuIW/b9nXtpbN7uv3b22VPfbV5EjxnXWmeCbe4PWGIuD1ApdW5C6fo112TIiwYnGnSGWh4ohjl5yLaI/nqxJoNqOGjeMciVEoMLoG+SpXZwUyVLUSHj7n0aEDyJFtLbj4bfdrG27WOrI1jt7zF8kXa6T7BIlKxIjdLckFTbtTA4Lbu6S82K7agtoiIhNIheHNOdU1vvUG43+7WZWZEWTa0bUydwgGjmdqivtTlQUfZ3f7nNeu7Lsxbrb4yR1YmOpgyMm9zg+HVgq5reLpIS+6r1ExNjzLTb7uzIlW5WC+/Q4YiRCXvbS8o/SGu+i2IpgVBEz7MeNV1ysDVyu9suLriikBwnRbROREo7edByW+6sh+mdQXfTV2itmtgSREkdzRDae3ry8ufLt5LT9x1teba1cov3VnOVobe41KRgf38vW9W3Aj818m6u0DHbXOBZx7cIlUuqbxEsMWNKdgHJjvyQjkTLaFw9xbRIvq59tBymRrvUj9icVm8j3xq4yWMISNGbQj0FvVvYS+95R3V2LS0p6fYYMp7icV5ht0+MG0t2PeSp77LRIm9AFE9vKn2m22QRRLduTPj7KBe5c+NKVOVIyCpncOE+dObdyUCCFEHxrJaMT73nY/wDS0r9etftRErH6J5x5/wAPS0r9egp3NC2p64OTp13lynguK3BhXDD73d27cjyqJbezi3w7XAhsXu6uhEkPSAJxwCRSe3cT3fbu5fDHtrB3qOw1qvV7M60tfcwN7j+lZAkvGFpW0yif9GviX2jWz1HrUNO3kLZambQVnipCbRtpSVVR4tvm3Yb6dpCnPdQWVt0BAgLAbbulxOPBhOwWWz4a5Zc8wqu3n7PzVEf7OoKx7fHK+3UkigbHrXALe0QiO3bt2iSCONyIi03cdZalhnqOeNus78CxPE1++8dzIiTf4u0i6qgXa9SbrfLdBuJW8Ztp1JCDvbSlw3OK0Re9/P8AxaDV6Xsdzsk5lgbm+/aIkAYzTTij7pfhelOnp6fnTZ6LFyXdpDWpbtDC8/utgEaVtzp29O4enpHzVn4+rdRRojMeywbNx5mppNsdyrmzp3FxfN9XwonO0m8pBgr3C2pPedntOqrbjzbhxi2iDbY8/WfH2UFndezi1z5ExEuNwZZkW9mAjTZDhtpktzRCW3dlCTNTpOiJUuZaZ07Vt1dk24jPiKDSbyNrhEvk6cj8MVnZetdWWiPNG52+wNS2LAl2RPWiglnm0XVz+1K0mvLnt7J5d5SGy5tt4yHGDdIQMSQSIRIeugz0nQcywQLZIsUuRdn7Sj7TUV3hs7wdL1ikWP0ajw+ypmVY4MO4Xu4CrVtCJKFrhmCcyd3N7k6eovZ59tSL3r/UdoudxjRbfZX4NvGD+FdcEzCSm0R3eHSXtpyRr3VLLaRO5WQbg3qILM5zMWS3CJC4nve95aDZ2u3yoZuE/dpU9HEFBB5sR4SD08sD7cZqzZJcKi1xu969vN6mhb4UeaN0hrM4q2t13hyeC6I7R28+fz8tadzUusp1yusGHarWsSHHYkEch0wPhOsEW3p94dtB0RCRd/V5S6OmpKKHhXIbZqgosCyXBbfAaZTSyzYqu3B3oUVb9URF0kPUPPxqZ+yHd/R08ls4LOiSYrWW2HeaPNcTcLO7cWPhQdU3B9aj3D9as/oq+LfNLw7sfARx/dxBaztAkJUVOrq9ntq84n/0NBndXY9PaaFf4a5/YOVomk6URKzOrUT07ps85+/XP7FytK1zFF8KBWCoUeCoUFxQoUKAUKFCgFEtHQWgKglDFHigSa4qNcv8GS/9Cf6q1KJM1Guf+DJf+hP9VaDFO6ltGleyu3Xq/wAd5y3MQmlfJuPxdiY8yp8Kc05riw3q7pYAs90hk7D7y23MgcNtxrp8PZ7ycqzXaTa7tfP/AO3Y7JZLe9cJc63MNA23jwyJZXP4tZxqxX+Lpy6WO36Zv7/eoLz6y5e3jtSuC222DR7t23cO6g67qO52yx26O5MtzhsFIbYaBiLxcEa4RcInJPnU16Lb0FQOHFFtC3KitonV8a4HM7Pb7buzGwSLQxq5dSuyYDtxRZ57muAvrOW72p+lVBfZsS4dsMtvUDl5ds33Rg2klAN4T6RHuxbSwLe4vhQenmocJSX7yjbUT/NJSJNqtDwbCt8MxJckJMiqKv5q4lpPTWuI2rJb1/lX93gTZTho036iZDJNrTQub/YO3Aom7dVX2f2TW9mvGkJLts1QryuzlvKOyiMOCW7gD1FtoPRLzDRRuGjIKCe7jl+aqiYNljPrGWJBYGSJm6nBHBoPUThfV+stch7KmNbwO0GySbjZr/Btz8aU1Pbd604quqTZOERdXT7yCldI1I3cG9VXR5mMEtJdjOPCbcT1ZOCqqTa/jZoFRbxo3qfjtW9lWWRcV3ufBVWPpD09Tf2Uli+aOHTa3WIEJLNPXhhwYvTKJOnajaJkvKXu1mOze1XPT1xekE1fJ8ELajSpcGfXRzQvwTHtJvzf0aj6Wg3OPp7Rk2RZbk0NmnSe+sHHXioBo4qGI+8mVFOXxoOgW5vTd3t0CfEt9uejC2hxDRoUQRVOW3lyo7nqi0wLp6PmzuE6mxOTZbGyLyiReA5+dZrQll1dbNOo2y9bY4yJL8pGZEct7QuOEQj0l8MVm9TWC9ytUzrkff1nceFwosVovR1wRvb1PbvKQru9qeUfGg27faVo9y7+iQuZLL4zjWO7ubMt539W3HLaX5qZt3aFpC9G8FrujzpR2+M7vhuhtD48xoMwe8a/ejnaRSyQ7f8AeqoOGXH3yLjf0R/pUiJxVb1RdLhEcjtgaw4rZp52Gm9o8P8AGIioNew6h9SnyVMpTi8xXatZu2wb7C0LZ4cR6GlyBhsJDk7cYIm3n4e9VjZPugTi+mnrU7/m+6AY/bnJUFgSGmFRVrP6zwvodPb6TZ/3q0SmBImEVKodYCBHZk5p+2bX9RUFDr6w3W/tWxm3JbCGHcG5rgTt2HNmenl8c1QR9BXpmSUlqRbWP25C6LDb4nAbQR27W/mXiXhWs1Jf5Vpv9jt8a3OTPSEhwC2bena2S+2oLOvre56RJLNexagOONPn3ccI6O3Keb27h/PQZ1NGatG3XclesPHubZgrvCIxDr9W2Il5QEd38ct1M2/QF7Bt1tX7c/xL1GuWHXHDT1YiOzcXm8vjWjc19bZVtJY0a4DIWf6NZaa4RubxDcW0t23bt6s1mtIazub0Wx+kZGI8vvquypUXr+9iLduISTaW0foUExNFaiSaklh2zMvR729OaTDnDw82Q7Pxk3ZqrnWi6Rbp6JkRUfOZqVm+I8yyXAbD3hIvAS6f6Vah3XcaQtqQYl3gpLlxm0deigqOA4JEI+PTu+PmGnLRrWGnDjye/SXpd1fhtIkUW+EbQ7uGXV9EfN71Bko2g9S+kGpb8i0vIUabG8Xdnri3buGPIfsT9KtZ2d6dm6aizRmyhdSSYoLfGV4g2igrlwhEiz884q9tl9tV10uupGEeah9ZLvHBCje7dy/i1nV1vbrmVqSGshht64hGVxG23wdUh3bNwl05+NBSQdI6ni3W3OsDaCh2ybNkhxHC3upIEhx4Y5bql6J0ReLNN01IcS0IxaoUiO9wnC3uq4SLny49lXdp13aJsrujVvugmcl2E2TkbAlIBVVWxXPNOVVTXaA9J0dGnFBSFLmSXW2I8hv8PtIvLhfdQeqgZ1fom73q9aheQbZ3S9sx4yOObuNF4ZeYeXOoo6I1MOrI94+8CZYuRS88Ug4oE1w/KI+f6S891aCJ2iWVwrUDsS4TVuKArbsVn1BmQ+7uXd07S3fRq1sOsbBeb4ttiS88QHCimo/h+GuHURPq/wA9Bi2NATmdMRIiW+zeko139IOZ3ED4cYj4ZFjd71Nzuz/Ub5FJQre2UuZNlSG23TFWOOIiICW3qHpyqYTPyrrqMc8pR8P8YeftoOV6a0RcId2sci7wLPLYhWZYHvGRuoSELm1U+X89CwaPv8C/2de723udrmzJHE4hbjB/PlHHLbu8ldUdaynT40pI+W8l40DGP/rdWYt4/wDLW/8A+gif1OVsMbE+gdZaAP8Ay11Dy/eIn+9/xoMBd9M6qf7QW7p6KLgRrqL+9qSHr4vDx4qu7+L0jVWelNQyNKMwH9KSlJLjJV1VmN724zju4Rb6sblTan1equsLqvTIPuMO3JQdalDDcHZ4PF4DSYurtKzLn6KjXFs5nHJjhqJInET97zjz/Kg4zIUXtepEvNmdGAzPi/glbeVsxYEeB1Hnh7i6sCtXbGmtUQLnDSNpuT+110uDnempbWzgvgXC29WfeH8St3qy7RrDqu2d5bhejn2X1kPq165lWh3bt30acu+rrZE7kUdtp1mW3xEN17g8Id23cSEnl+ZZoOXx9E6qLTxsSbMU9Gn4jrTToNg85w3dzjW4SwXSXm5bq6NqyDcp+jIkKNBfZf4jH3tGUHVYEfk50mg/Qq6+6jSbFw9GP31pLg0+DLjHVjil5RL2dVZnUOupTVuvj9tjQEetooba8Uj7wCrtIh2/o/jUGLu2k9ZP2MYDFmNXmYOyM608PQ7xSL3i9SW3b4Z+jUy+2LVU7Xbl8+5uVNhIkJCgu8NOIoNELhbt3mHd4eUq6gerNOR0cblXRtt1h0GXxx+DcPyIXwzWhZVFTKLQcWudi1QxeZfcrFOkj90MW5tud5EEbZ2jvHx8eS8q6NaLoV6gzWzhy4wMOuMkbu3a5tTzBj2VpFUFQk3ClIMI5AgHtxQee9OWvUE/TEWbpy1zkdGDNbkuLN2jcdxkLYiufd83u7aflWTWLFju1sa07cczZMCRFXY2vC4ZDxfV7/q583VXdI7MRn1MRluMnubA2j+YalEDHTlRNaDhTVm1E1peHbh0ncUNq6Od5ebIfXjsLa/wyP3/AIL5Kk2/TerV0lp03oUn01HI7bNbdc/ydxSHidK89nSQ12oFZEsLwh+ynkBs03cRFX5JQcW1fpW829+9QrJp66TYjzEJYSx5PQBNF6zdleS4/SrszDi8AHC+91MRJQ+jypXJF8aUJN550CVUiyqktZXQ6isScK8/21lf2latSXw5Vk9EoiMzVUsftpK/tKB89M6cVXmlsEL79/dAcFNr343xqKWidKoqr9zVv/BgH7nTyj5a57Iv2pWHr8+r15eHgP8AD4bbgugXEER6FTZ5fKQ+77tBq+6oWBMjLIvHcvSsXLrbTvHbgEPrCbIhyQ8T+MNB0DS6abu3fXbFAiOsuOFHnZj7N7o9JCQlUOZG7P8Avv3NyY0JJEP7+4brWwPo8XeXL6PtrnFquN0h22TGgpf0V6/zVN11l31gY9VuIR3c/dx5tvVUobhIuRW1bwE9Z6aTfaku90dD753JgPLjd00G7S3dnCqwgsWPKu8RlMpzeLp4o/SLpqvvvZbZ7lJivQGosBqPxV7ujG5kic27nNu5FRenxrBMz70k3Sj4xJCuMQIfqu5ky82ZH67hls2ln3kXZVlYdS6gkarFXpF/YhvDObk8Vp31aivqOnbtb+rjzUHRWdC6dOz2623C1RrmMFngicsFMzH4Fzq1lWKzv2b0OdtY9HIIt902+pQE93bXItK6k1Jbbfbn59x1NOdm2F9yfmKW9qS2q8LhjtFBLzcveq97H79eZGoLjBur06VFct7EyK5KRwtx8+N1EI/V5eX6NBtB0TpV3irNsVvdQ9m/AL17fLu/Fqt1V2b2S6qx3dqLCZGa1OkYYUu9EPlzz/p1j5+pb/H11cCGRcHoDSSsNxULe1ta6fUkO1wd3lVF81U1o1fqdLVeI3pm4vI9AhuRJLrLp4eI9r3Vs6fd3Y8vu0HTJNs0U3Pg6dfjQxlKpu2+MjSpkP3zav61WY6asbcqdJatrYPTh4b5J4m39Fa4pdtRalfi6flMhJfu0d25bnt5Z4HC6Sbc2fjIOR8atdWa2uqW2G9p+fqB5EtaSI/FZ6ze3893R1Eg7tyLsGg30Ps7toSZKTCCTbliuRIkHgijTDJkhKPz8PHl41LHSmi0VIo223G/gEwhLxFIfKWN2dw7vNWDvmpLsV3v9whaluKNxXILkCIrPQ6Lu3ijt27iHq/iULddHi7UYs1qLJJFvL0J5woC7lZ4BcMukOkd3lLPVQdat8KPb4TUGJGBiO35RBKkcNc+3y1z/thv15g9zYt8ybFdOM+4HdmvO6O3aO4ULK/V96oWnrner7qm2R/uknRGvQ0eXJj92xmTu629xJy5Z3DQbDVap6Y0yOOfeXf7FytM0pbU6qzOrCX7oNMpj/KXf7Eq0jK8uaUDuS+lQotw/BaFBc0KFCgFChQoBQoUKAUKFCgFRLsuLZL/ANCf6tS6iXXnbZf+hP8AVoMlb7uto0BYpCdzZ4rMZj79cJoepUHbuFC5/Rqy+67TRXE7Wd5j97bRwjb3qmOEuXOrw6fbVBd9PztTdltntUB+Iy6gw5G+RuIPVkJ7eX4tQ7joO8XC5XY5l0g8O5tOMoTTJcRhlR/Bh7E6l3EXmKgu01raZkyHEtM+BLdkyu74V9R/e9+U5dRbcFj4VmYl9tsayFqO46XtJXxLk9GxFRoCc4ZEORIuflHdU/7mdVu+iTen6fR2DKbkOK1EcDiI21w0/jdX8X2VBDRGpAt0SJ6btyq1PlyHU4bgbwe3bepOe4d32LQWg69Vi+Rm7j3CPaZFq78klHSNW13COzcPIvN7taB/UdgamRoZXVpJEpBVkFz1bvL9mfniubO9lOoShWNoL9b2pFjgpGhOgySYcRxDRwk9vhjH89XGotEajvNzO4P3u0g8Xc3MI0ewTZLcSYxzEy57lzj4LQaZvVMAGpsmZOgMsxJXdkdbfRxd2PKSKPI/q/z1dW2bHuUBm4QpTUiK6m9t1tcoo/GufXPQl4nncm5D9r4Mq69/Dhm606nqdm1HR6kL61bzSFpdtGmIFskSe8ux20EnPjQWC7sKKb8UoURFTxpQkqEXWuKUqig7t1A04GTVURaSgmKKuVRKeR9v6SUautEPMkoIximzKqtAGyxyLl80qULjaogjhaSqop7eVBFUFx45ppQczyGpyYVPLRICqvjQQE4ip5cVSavHL1lQ0JP2za/VKtMY49lUWsBzIsef/Sbf6pUFdqbTka/jBWXcpUJ6E6RtOx3eGaoQqJDn5oqpVW3oeGlkulscudzNq6PJJJdw5acyJZBMeHSPIt3hVd24w2pL+k17ms1wr22zwOLw94kJZwXsHkmKiWyBfNPajtTMtmPwLlPlO2+Isx0/R3qPLu/fBXb4e7u6aCxTs2taBxY1zvCPd/76276r1b3C4ZbenHMfZSYnZpbIYxWCvt2kMxBkq2y8rZbxf5OIZbcl41FLWmtU05BvSWay4mTGojLXGc958myL8XyqNPWnW2oSvrES822ztR3rhJtpnHkrlTYbU9/V7uB/noCmaGeassRpi+3iY7bFactzUiQ35mh6GyXh+X63mpFt0K+Voacuch623Jbq7cwchuCXAJzI7dxJz5VT6b1pNB+5vK3MnPuWwbjFaV4uAm53btb3Y3fVVPNW30he/un09cDmsojzTjjJtow40Xh7Uc6kXqoHLFpGJatFO6Xi3OacdwHUF51wVdDfuUtq7fnVPG7N7ZERg27lIYfCW1NRxmMy1udbHA5ER2r9b6XyrN6D1lcbJo+2t3GPAkMvWh+REd72SqnBXyukXx3f+VXDevro5aLtJGFb2ptsmAwaOCYoYuN7h2h5uISkI7aCyt+gmozsMyvlwNIl0fuQphtNzju5CQunmnUX56jF2aQkYa4V2no9Gkm/BJxBdCPu3ZHYSKJD1e91cvnSJOtdUMPsQfQll7z6Idukj75LaCgWCb5D5udQpGvJNvuD1xVh2Q0tqhyYrSS9jf3y7wxEh29O0veoLX7gRW7MXBdSXVEZijGwiNIm3duLb09PE97H4tWGkNFRNOyuNFmunHb4nAiK02it8Qsl17cqH0c1Ral13eLEj3pPT0IZUNl+Q8Ed5ZHFbbJBHaA9TakntLwqze1wjerbdZRtqMMTTYVZTql18Xq6SFMbvKO1cKtBsxbP3XVSj2ljJuEtSyQR6kwiURGCeKiqUAZEdiL7acTFNIba55eFGJpjci+FArb9Wspbv8ddR/6ON+qtapD+tWWtnPWuo/xI36q0Ga1Foe6zrtMl269Q47Uy4RZ5A/C4p72cdO5SHpLb/wD9ox0XfUV1fStrz6fG75SMWfLt4fmqYusPRf3SyChT5S22WgOi662gMhw924F+jhPBeeSpN07TAt9oizXtMy2nnYAz3Y777bTjYEW0Rwq8zXx20DXaVomVq2VbCSQyw3Fbf+lxd5DgSRUX3dorVZqDQOrNQR22LhqO3vIVvSM596ufhUPdxBEV9vTuz5fdrQB2iI3qiJY5dkfYckPhFQuKC7Xia4mMZ8vu5+PsqPZ9e3J7SMi9XKxKyvpF6KziU1sXa6Q9Re6KbfFaDPN6dvl41dqSLIQYtsckwTcIojiLIVhoUXgn9HcPtqFqvRdysWjdQyxuLC97YRtxqKju1wiMS3cMlwJfJMbq2zfaRbnYdum+i5RsXCNJdjuZFObG7c14+K7S2/S+VOJr2MUxth+zTW46OR48p1di8CQ+O5tvGerxHKpnG4fjQUGotC6gvazpEC+W2CFzGGUlHYpqQuMLuwOC8pY/JXRoYvA2Jvc1JET6u6uf6b7QuK1d5zj790Zty4ZZbRpDDr27XOe4T+lvxyq2XtOjHb40qLZZctX7p6L2MONltf8AjndjZ9ag1zmea4SkkLpgKgArWZe7RIIWWPN9FSt5vvsPtkbYIybP4RFNSRPxfj8qbLtIs5zbUwwy8fpGMzIZ3uNtqqOFhMCRdW33sUGqwon0pQwpFzqs1jqVnTiW4nrbOn9+lhFZCNt/Cl5c5L7apZPaZEZCC0xp+7SZUxZDYQ2EbJxH2fwjeN3jQbIAEh2qiKSfKnGWlQsqWE+FZFjtCtS6nGyy4UuK86rjYkaIhKbY7iXZuyg7fe9vwquDtcsp2Obd27bPkR4zrTeYxNOqfFLYPlPpJC5EK4UfnQdCcFM0AAc1h7b2jw5lwagnY7vEc76UB5x9sRabf27kbUs9W4feTp+dXmirv6XsSzuPMfxOdb++GxEg2uEO3p+j8aC9IUT2VktGZViao7f8Kyv7StafNPGsjodPvWcuM/trK/tKCmTW85bVf3vQjKTLPL7qURZPNwiVNiiW3yluHHL21p4s6GrZDMn22PJZTMprvQrwPxlrOT9KrK7TA1HHkYhE0nfY/wBN1hC4Rfxdy/opWUjdnd7j2+U09HYnOrAmx2n3ZnRI4x7h3AqdO3PvbvL00HQ7neoDUGZMZn2582C2IHfB2qfughfSX7KZ0pqODe7Ba7m863b3Li0hssPvihKS+wefOso/oyW3G047brJaVkRYTjUyJn1bhqAti7ux1Em3+lVFD7MtQJBt7M1uC9EC2sW5xpq48NWTaMi3iu1dwru93aVB1sZ9tWcEL0xbykmpIjPGyeR8Ux8aNqZFeuTlvauMIpLfnY4nrE/JXM3NAX+NNnS2LZBB53U0a6NOrNyastiIkmdviWCXHs3e3HOOxo7WLOrguUqNa0ZbkXD8FL6TCSG0do7d3w3bloOq296BPVzudwjylbXB8B4T2r88eFZi36wR9+4sz7dJiuQbl3AeCKO7y2iqL7vxqu7J9OXbTDkspyKDRx2WGW1ki/hW9+dpIiKjfUm0S5pzqmu+m9Tzyu7KWSEnfNQxrnFVyWPkb4e72dJer/pUHSpNwtbC8J+8QGX/AGg44IL+LtzTovwMJi7xccLifhE/S/FriOkzS6doBhc7C29uuc0WVXbujq4nmebIc7enpz9KrKFojWUNi3tP6ctfAgWGRac98H74znau3Hh8qDrKSbcqJi9W1evYmHU8xe741I48ZF/wgynB9X+ETfu+j9tcWDs5u/oZ2GxpK2sPJphmG273tv8AdIru3+H8/mq41Ro7VT1zuL1us1rfS4yLdNVXJghwjjIPFHw8xbfGg6bJscWdfLbfXnXEdgcXu6Y8d/SvV/uVb5VF81RAfPhjuBA5c0pXHH2huoH0LC4Uk/LR4VSzlNtNcbl1NYVPbmi76iJtRnIr7c0FBrDaWodN5Ff3U9/YlWlb3cNFrL6ldV/UWm8JjEp7+xKtQzu2JQHuL4UKc3JQoLahQoUAoUKFAKFChQChQoUASod3/wAFTP8AV3P1VqYlRLv/AIKmf6Bz9VaDGrqJdK9mdmuKW92dlqKzw2zEVy4goi8/mtNfshMsBwLhbVjXNLgUFI3GFR3I3v3b/DGKnM2C3ak7PrPbLgsoWkYiu5jvK2W4MEPNPmlE72f2I5MmQrk/vD0zvqPrJJXWnduzcC+708qCq/ZPtpxEmMwZBxmIjUycfh3dpx0mxXHt8pL7OlKNrtBRy+v297TU5qI1dRtSzuIChxTT1a7c7tq5Hn7M1ayNDWCWok6ktzaAMSMSC++hEtwi79LqLNVVk0W1J1JdrtcZgyEO697YZiTC4bZC2IirjfhxEoKzT+sZFi0LbJ9yR+7vvuzvWOuCHJh0vMRe9tHA1Pj68lT9TMkza8WL0GN47zxR8he8Q+PLbU13s+06EOIw7JuTLcPvAgqzFTIvc3EJfgVOxdB6caW3ttOTzGFEGILZyyUHI4lkQNPeEc8qCul9pkKNaZE5yxyidbjR5jcYDFXTjvFtFzHs5+yl3HWSSmxYej3K2So15jwJCN8M+pzaTe76pbvd6hqW52dafct8iE67cCF9plji8f1oMsluabEschRedLn6Bs0yW/JdnXYXH5jM4lCTt9c15C8PZQQXe0mEM+8xm4aveimXnnRB0eLta82Q8Uz7vjn5Uyvaa03uOTpi+x22u7OPEYtojbMhdrThdX0vd8yfCpkrs8sbhSTcm3V0pDTzKkTwqYi9+Ewu3d/woTOz60ymX2XLte+FJZjMup3ketGCy2nloJbmtYjOrWtPyIbzZPSu6A7uFdzmzf4Zzj51q+CCh4Vi07OLOl5S6LdL2roz/SDYLL6Re27VXGPanKt01uUPBKBJsJsQRWgDKIaEpeFP+HsouXyWgJUotqUpaSqKtAk0xWe1emZVh/7Vb/VOtCqfGs7rPPerBtX/AJ1b/UOgTfrLp24Ew7f4kKSsZziR+8KnQXyz9iU/PsVqujjci4Qm5JsjlgjTPCz9GsL2vyJizbPHa4bdvcV9X5j7XSDoj6sc8Msf71V0e86lfut4ORq6RHS122NNSM3E9S47wi4gdQ54e7au3zUGwtWnNIXOzpDjWdkrdHlk4AbV2cYc5VPy0yen9CsajiW47Tb/AEs8bsqO2oLu3fvjifOuWab1JdksEi42W8mjWY3Fh8QfV8Z377lEIh+j446qunLzdXLppuYs8rrIA7n6PVoTNX/VeoEi2pu6uWfeoOgt9n2iWg4bel7cI7NmOGudv0fHw+VWVts9ut8QmIjHBYwe7P8AvFXImdW6qTTxz/TB+ubicVHBMO7ySL1jRObPUivh5V27a1jM+73TsYkuye+O3FxpzOdpO44vsJEHPT5V96gfuFv0RabSklvTjM2Fci7tmM2PWJH0j1F5VL6PtqR9zPZ/6WS2SLZBZnvp3lGFVeKu398+1N3jWf7Ulh6xcLR1qdiJ3W2lLX1ihscRPUkJCK7seP6NUDuoHNTydJ3JLvKtdwascxJatsD0PJwx29Q+8o/lGg6imh9M8ZHVsEZcR+6AuT5sfR+ymx0JpgWnwXT8X1zHdTXJcmPo/ZXOXNc6ynvW82JgQBctsV9lXTwEp0j9aKigEq5wKbUxjd86mMau1AN+J13UJPx/ujW29xNkABWCb827bu6S96g2Z6C0a822yVniPC0BN4MyJVEvFC58/wAuafLTGkrSo3YoMSIjKtYcV0hBNg7RJdy4Xb7u6sD2VXl2Pc5N3vS22ECx3H7m2ud7DwnhNwiHSO34kv0q1va/l3S0JYrzUXj3GOrU003ssonULjg+8PLb+Wg1Ui8Wlu2szyucQIjy4bfKQPDNfktJeudtbeZakT4oG6mWkJ8UU0+KJ7a4mcuBZ7C1Mvk6Mt87/NZiyUFRtz6Obd0gmtq7QH4J7R+dRrvO0XA0jb7TGvzhJMtDIPS5QLyjtqW0mm9v4Vz3flQegSHOURcUiOK4UFRR+dMWq6QpsE+5vIZxxEXQXxbLZuwvzxhcVyzs81ncr3eW5k/VQpCjMPPS425rapC508MccThinm96g7ABsK6bbbgK4PnBPMP21m7Pz1jqf8WN+otM957x2kWyRBLew7anXJKp4EKknCL9anLRz1fqn8SN+otAzK7PbHMdnOyZl2Pv0luW+CSkQScDw5Y8OScvlWb1J2aXGXd2pNnvcgEZi8Jg3pa7wd4imThZFeJyL6tdOLobHbSVPJpmgycfs7tIXILmc24d6SSkxdj2BWRt2keMe1OWKcd7PLI4JKxIuMXhzSmsbH+hhws7sDjy9RVr1245U0W7PKgzjGgtPt2WNZ3UlSoUWX3thHndxA5u3eOPLuVeXzp6boq0S7z6SdV7ButyH2EP1Trzf4NxU+kP/knwrQcQUz8aSro9P/0lBjnOzLTxtmJv3AnVFsQfJwVcERPiD1bern9LdTqdnFnA2XBuV2QguSXHPGHnI243+X+atY46IuCPPnSkcAiIOvpoMUnZvZBdYcGddkJt6Q6q8cerj+dPL/8A1UtOzSx8CLFcl3CRFjg2CMvmJiotluD3eSp8UxW0/HpX9P8AFoMf2naeuF/j2di39CQ57cpxxH+GQiH0enmXOl23Q9ugz7ZMam3PiwTedQkMfXOvfhCcXbz3VrvNQ8tBhD7NLQ3dVnrPvCk3MdlbO8Dt3ODtc9mV5F/F92my7L7QbEkCuVw3PlHQnk4aOK2yW4BJdvVz55XnW+6aPn7KDD/sdxvSPevugvH+Ehum31e3iiO34eGKvNJ6ZZ03AeiRZ0uSD8p1/Mg0wJOHuXwH41dKNJUaA9pj4qlZPQK/eUsiJURLrMX/AN4VaxEVF55rLaFEe4Sv+1Zmf5QqDNXjV8mNo9dRsP8ABiyrksfe3H4pstCRJxBb99cjUGf2gOB2ZhfLeoXCeakQIK7R4CHt4xD7viPT8Sxn21oi0tuFuNCnpESDNdl25xtsTJnibtwkJciHqKqq+9lmnbxph61TBIpshxxx+5I0CPqRLuLbgdqdVArtB1DqOwSGZcY4DMY0jtxWkaJe8GriC7xC8rI7S6SrU2yUrmp7tYX8EsZsJLbnh6s8pt/iqlZiZ2f26QwUJbvJat8huM3Nig2KC6LHlQeXq/rbavEsrwXGXc0nvNS5ptIhx2x9XHbLpb6vpZXcvzoKrtYuV9ssa3Xq13JYVpauLDV1Tuon6kj28USLy4Lb/FqBM1LdYEy63WRdWHIDlw9H2hh2MK8R38Yce1CT+KVbS/QGr7p+baZeO6ymiZdHHiipWblaDt8rSNnsDL3B9DuNuxXjaFz1gDjcQlyXdld3xzQVVq1jc5+o7DJYuTD0GZEmuy2W2vwbzBCJbfe+kmKiXPXdwmaX1I+xJjwJtstqTYuIpfgyUtpELnurt/Gq2XQmX7e4mpHmliRpLCo1EaHPH/CKPT0ZwO3HwqCz2ZKxBlsLqF9UmWr0XJJYrXW0m7avl8ybi5/Og12h7/F1RCJ2M3J2NAglKNtEaePb1bC9vOmS1pYRk93Lv/GS6+jP3KXq5O3d1fVXd41D0JpctIjMGHdnzgOojiQFiti22e0cq3t8ufeT6VQLp2fPyb2txjammQ2Xbq3dVh92bMeOIimdy9WOXl8KC707qy1X2+vWiKxcWnmmuMpvx9g7N2EXOfe9341Xv6ieb1pIscAkeZYRQwrRZ43C3C0W33frfxaPTWmJNhvT1yW+zp6zJRuSkWK16wi8pEQ+bCDgRpM/RBPa4DVKXMkkNmrjBoyHGb6duzieYm8c9pZ+2gutGz11LpqLdC4KFIVSDh7hDaJbfKvXmr7u/k31m9DWQtLabjWbvKzm4pFsccbETVSJC6tvwzV606ra8T7N1BI7uK5Vd3OnO7thlFyqYpgXnEztICRV5c6CvueKqKKi4oKHU4i3qTTG3kqyJH9iVaVrAiibUyqeNZvVZIuqNMEAoY94kc/+5KtMCbm+ocUBb/8Aoi/PQocJv6356FBeUKFCgFChQoBQoUKAUKFCgJKiXlf2pmf6u5+rUz21CvXK0zP9Xc/VoOb6vkXCP2U6ckW+7rbMO2wHXDbE+hXATqzQZ1RqKXqq6xIeobO5arZBjzSeWLgnmyFeJ73JOW7PP4Vr9KtNytI2qPLiNOtOQmEJtzqFenPgtSdlsg3NoUtwNy5aEgONRuWBHykQpQclhdpl+9HXAXkhPurbY0xlcD6vjO8Mi2iprsHzc+fxqvdmt2+VqmV6Utj+dSW9h3grwe8cQW2y8pdJdRV1aI/pxrVL+k2LOEWasInwXuQC0bRFgtpe3n5kqw+5uw8LhLYLbsyKqndm/EfD3aDmt81RdbjYdQyFlWEYMJZsb0fK6nMM9IqXV1burd+MNPz9QO2W/XmSpWpEW0W92K6jfUnEcIeFyXq97b4eatlch0wupUs0yzx++XWOS8Q4YkLwte6pe3by6ajxNJWaysTpUtyTcW3GBAhkCjggy2RGIIKDzFFIlx86DID2gakdtrzjEePMms3WTDVYytm9wG294kLPEwS9XPC+FafUmrLhC7Iy1hB7o7IbgBJXvLRC0e5RQunzIlSYbekZ11l2uPY4wPw2wddAoADkCRVAhXbzTkv5quNV6eYv+mH7Cr7kOO+CARMoiEg/BPhQcxvGrbnIGdpmTJgvPrNiikyApghg8BOEA7S/CJt9q420/YtX6hnWzS0Oy+ijdujEhlRlKbqtEyvn8yZz8P662F8jaRsOnkW6wIndQfBNnchJXHSTaO0BTqIqr7TfNATCtL8C1st+kXlat7q2om8PeYh3bekun+jQZW/a61JKZvkLckE+7S+4yRjbwyzy6XBLx824S2ElM621TJg6cgJ6UYnz4FrWbKWI6QZUdvmETQRT55Xr92urx9M2WNLkSo9pgMvyN3GcCOKE5u82ftpodL6ZNthldO2rhx0JG07sOA3eZBWgyUvWWoQ1VFssdLc0lxZjSLUrjZHva/yncW/xBP60qmTW91s9slrbLbHedW9Tm5XdBJ4l2Y9YjROb/wAbb5fo1uL9qPSWlnWI01tqO5Fj4aRqKRqw0RbR8qdKKo/zVEC3aDVXyettrj8JO9Oq7FQPwvvbi95aDV2KeNys0GeJiaSI4Obh8FylT1wickqptEuBNt4yLXKjyYpdIGwYkHLlhMVZCionMqBSc05pWb1mqJM09j/0s3/ZuVpVXCeFZvWue+adwP8Azs3/AGblBcCKo3hEQkz7UqNcLaxcYT8OayjzEgCBwF8CEvFFqVD5J1fSKnEPBcqCjsGl7ZZZDr8BlwnzbRniOvK4fDHyjkvd+VWpxzTCogpjwx7Kk8T4jzos/FKCMrR4VFHAr4jhOdNmwvgqKifKppEOM7edJQhxyTNBAiQ244C022INj7BSpO1lPBP6KU8v4uKThPjQNKOVTaApjw6U5UCbb8TAVXx8qU6SZXwJKJRT50ESbCiTYb0aQwJsv/hExhT/ABqd2BsRtWEUU5Iip07akDtoFtoGVjtEgiTTap7qKidNIOK2ucg3y8elOdSUQML00kkTligZVoFAg2oiEmFwm3NUWn9E2KyyY8iO2+8URsmmBePcMcC8UFMVo1/FxSV/GxQMtQ4rLxvNMNi47tR1dvm2+H2Vm7P/AI6ap/Gi/wBnWs66yNmz92mqV+vF/s6DVqCkKZQfyUlWUyi5VKCObQ5Lim1kqrartU/soHRaFNwbloJHymd+MUyj6rn2FSgcd2pzRaBxI44VScokYQVTC5Sko64XmFMJSidIsY5IlAStJ86NG0wuOS0gH3EXHJeVAnMkuVwuKB4QLHVStqongmKjk+o8lyvKlNvblXei4oHSRM0aIip4UkCTwxSloCIR9qUQoKeXlRq4PlXnSVIRTCCqUATK0F3CnNc0Ski+2giiPguVoAqEqeNZPQiGkCTyRf22mf2hVrVFduc1kND59HyfH/C0z+0KgzNv17dRuLi3S02tuKd8kWra26XE3NjuFzn7vT1VHi9qF4kQbg76PtvqLOt1Z/C7OlSHhbve/wBKnTV7pjQUC13G53Kc0xPnzZL76SO77VAXPEPN8eWaUWgdHR2FaOwxm2eAbRruXk0XMh8fKvwoMzcdf6raKW/Is1l4EWLCnO+uc/Avlt2jy/CJ1fUqyLXFz+75qyjFim07cygI62u7GGuIi7/L8ibzmrcdCaRks7VsMZxHWBYc5r1th+DHx8qfCiHSGjAfeujtrt4mzJ4zkjdtRt/6S88ItBlrDrfUDOkIkq4rZZE2fcSjMi2rm/8ACuCpcPzFnb0oNbDQ+o3tRaGav6Q2AlqLwLHyWzitkQ/jY6ahJofRMrnGs0KSjrveeK0X791dQkJdPmLw+kVWdttOmrVGds9uahwG5RkqxmC4aqRebCZzQY2Br7Uc3TttvcnTdnhDcSbbiffbpmqqRIS8NE3F5elE+lTcrWr+qtPxbfGs8fvFwhznJQvPOADQRi2FtUercRfo1sy0ZpxbbHthWoFhx3N7Le8vVfiLncNMFoTSKtMRfQcdI7BkYhzzuLzc/gXvJ7flQcyPWM+zaF0yYnMxEskaZKVp7rc3Ft2l0rt+1ela3sbXDz3aIGln7cjMdTKO064rgqfRu3CWOEX0du7eNPr2b6NWO3G9BR+CEbu3D3FtJv2ISbue33fhVhbdLWCBMSbEtYDJE9yKpkoIW3bv258+OW7+agqrpd72x2ptWTNvS0paFlIjyl601f2/pf3qzzusdW3HSkLUnoRLTbnJrTOYtw9cu53gl0kHl9o1r9QR9J3DWFuj3dht2+hGIofm3KA+bHs8edLXR+m0s7Vnct+23BI7w2wUhxA4mekvN9LnQQtH659M6vlWF6CkVGuPzc4gmewtqEmQ2OoXm6S6a3nC3J+DWsha7JpyPfpZWlG2nmf3QAOFvY4vMuWeW7zVfOm83yRXcUE0WmxTwxSlBoxTApUbJbUJSJen4U2pO7ERCIc+FBUaow1qTTACO1O8SOX/AHJVpmckCKvhWW1dtDVWmBJCIu8SP7Eq0zBKmERV8PCgfz9VKFFt+qtCguKFChQChQoUAoUKFAKFChQEtRLz/gmb/q7n6tTPGod65Wib/q7n6tBhr7apdz7LrettJ70lGhR5EMG3NvEcAEJG1+RYUf41UyWy/wBuuNgkxY13alSwmuTkR51xmO44HqBLcW1BEqv75eZmmuyeHe4MZiW9Eixy2OEvWKqI+z8anGdYS4Op27BqKNBik7EOWxKYdImiBv8ACCSqPSo/loOdWqzXpLmRR7LqZma7pV6M5Llb/wDCGdxYc3dO4vb5afCXqZ9LqLFk1awsu329OK7GL8MBbXS4ef0sYVUrqRas033JZq36CEZHuApm7tw4vgP5ao43aJZfutkwJN5tQW0ojT8OSklMuKRq2qKn4yUGWtSX1i5WKRKsdwVYY3RPVNO+8nq+pzKt529Ir4VUwV1cxZ7vmLqb11iDuqYd398FS3JuIvPzTnyEq7OF7sx3X0SNzjLNH95Q+a+2q+5zbuzeUhxbL3iMqIveVeIQTIkvh9qIn5flQcuv3p5/VrdyWyXh+1cG398bbadZfc28TdtIV90iFSH21ZX5+/MX5xGGNSusLeoUuN3fiGHcto7xL5Z9yrDTHaNcJ0WwzLjZokZm8TjhAjMpTNsh3JuUVTmPT48q23p/TjrD01m+29xtr8IayB2huoM72rwknppxUhz5CN3hpx1I2/oa2luJdvw5eNZA3r6jtrA4d9e7nq99wOLEdPhxtjgtluL3equwW+6W64RSkwJ0eWy2ag44y4hCJD4plKzNo1zCnaovFvSRb1t8CK2+MwJaEC7iJNpJ7pcqDARpOrozJ9+TUrrncX/THDR3ccjf6oY/0cj7R9lCH6e7hB77I1R3LErvDi8Xid6IBJoG/wB94KdQj8TGugaj1hHt/oSSwdvk224T+6uy1k4FnpJc+HNeXhVq5f7IwxGmO3m3txpK4YeJ9EBxfgK+2g5AkO/K/qS4zAvzeoE05F4TsdHf3XtLcI7eW7O3+lU+/XG4OXK6DAk3yUy9bbcZtM7nOG4ThcXp8wjtHqFOqutHeLU1cQguXKEEl1MiyrybzRfglN2mwWqznJOz2uNCWSfEfVocKZfFaDG9kl4mxbQ5arrbriLvpZ9mN95uInA8zZbl93b8a6SjgKWMVG9anq/r7qcaA1POKB9Vz4VmdZmSTtOCnit2H+zcrSrzT51l9aIXpHTWFRP22H+zcoL2LhALO7zU/uBF8v56ZjrkCwvvUrC550CiNOXhTZmOeYZo8ByylK5exEoECWfbmlJtoKiD5uX2USI2q8lOgUuPYqUWMeI5olTFH4pzWgLpXkiqlEpbfnQ2p86G0fpLQFvynJKLPtpWKTsFfeoBvVfBVob1+mX5qMRVPEaJUX4UA3J7SptXRz4U4gZ9lJIA9vL8lAe/ctZezl/ys1Vyz1Rf7OtRhUXl4Vl7KqDqzVS4574v9nQaccInNEwtEiAK+KJ8qQ4hG2OR5/Kkg2alyDwoHk4XNc81pQIO3lhajo2efDlSxB3ZyBETNA6gjnxSjLagKqqi0wYnuyIFQUSUMKOPtoHMtiS7NvOmzQS2jjGV8aHDPltBM0DFw1AVwij40DqgKct1GTQoPKmnBdJFUR5JRNtOiW4lVUWgd2iOOqjJRVETn+ekPI7nkm6kbHFXm0ifloH9mEyi4pO3nz50achpQmWOQ0DWwVXOKPZnlml5zzxiiQhVfGgQWcLzrI6FJVtb+Fx+2cr+1KtifNOVZPRO4bW8iIK5uUr+0Kg5ja79ffurcaiXu/zpDF/mxpTTjZKwkMQJeldu3cJIO3n9Wq1LzqS82e/207jeHQl6dOTF5O7+9ivUO7bgS2+ZpK1lq1UNhk6gG16SLES6K3Nb9JI664ZCJE42i+ZVQs10JuZGUUWPJiOKqE6qcVMoPvUHIZ+orswNrCz3C8OwmYjaFxUdZefXijkmy2Yc+jwl2U09Ics0HWNukP6gfkSL0nFR0eMy3GIm9pFuTpRR9qb9ojXYwmQ+5pJK5RjjIuENXB2ov20p12KcPvS3GOEdeW/iDtX+NQcess+7saLeuEVLuh2G9GjkWK1s75DMunzCnE82RL6tLvMq46avEdyRcieuben5kt12VFF7u0lepsN232DuHGfdrpj96fY72iQ5EsYuOGveWsPkXujlfd+tUi5RLfPYctk4IckZDfDcjmSKRJ8FHzUHGLJrWbItN1vLOq7xuVqG00yrnGNjiF610h2dIqXlLnipCau1Etk7sk9xZLN0kt+tMwVyMLW5v74IP0VVOry11L0GxYmJ0+3Ws5c5GcqiP73TQf3sVc/qqntmspNz09Y7rD09Kd9LvK0DHeQ3t/Mk+r730fnQTCavd57MGTtc2Zb74/bhdB9zbxhfQd2xeW3nWIn6ivLdjh3h643i2DfJIp3VxNvAaRrqUnNqk3ucEi8Fz0jXR7TfYc+5vW9gLgkyJ+F4kRRBPxS8lPPyWG5EQGgbmMynOHvbdAuH9Yk3Y2/Mc0HKLZquXcD0XdLvPL0rHt9zSQXBX8KI7U3Dt83T/GqBNvN/vOnVkXG73JGGbtAdckxZPGDYRdReRCH3V2qHTXZ4UkZUPvUhe4+ucaRuU63z2ltHZtLbzqdsSPF5uNiKr8EBKDka6ruifdP6LvElVWVA7os8eC4oEPrBJwQ6fxlFdtbPQF1kTY9o9IXab3tyPI4kJ1BLjbXPwnERPd8o+XcPu1qlNhtxVOQyqe3JpSmzYdLe2oGnxEspQTw4exOoCRKGwUQVQOS/CoIKqquduPlUrB7W1E8fKgzuqf8AGzTH+lk/2K1pm8beSLWZ1T/jVpf/AEsj+xrStbcc0WgXz+C/noUPV/W/NQoLmhQoUAoUKFAKFChQChQoUAqDfP8AA07/AFdz9Wp1Qb7yss//AFdz9WgxOo7HeL/2TxLLaShNOSoscVN9S6RTaXs+yod/0ZfdQS5V6lXK0szm7c7Bt7SNEbDe/bxCc3eby48OVaAb3EsmjbO5J4rjj7bDDDLPNx1wh5CKfkWszo3X6BpqRJuyXeeq3WbGaPuo8RsGcfhPKg4/noIbvZ9fHIV6jd4s76XaVCk4cccNPUbdw7i82dtT9W6IuVwn3Vy3pammLraBtzgk2uWOo1Ixx+N4ULnqi4O6mYlWeSr9tlaaW5tNGz7RMeramFztLwzRRteSHbzYIzUqO4xMjMuPK1ELyufg9okWcL730dtA7Y9FXa365buvHBu3g84SiD7i8YFbERUm16Rc6eoh81dBnK+kNwoiNk9tXhi4WBVfnWVja+sL1wet4BMQwbfdaVW/wws83FRM5/OiZpm3do2n58Ap7bVwbYWB6RaQ4pIr0f6YD7aCBoDQ0rT+lnIEqBaPTC94VqYyO7PEIi6tyfWrKt9nerm4N2hPjaH/AElaAteO9ObG9q56enpTqLknhXRfuhW8vu2nT7/Amtxo8xHJLfTwHC938iLV7ZWZzNsabub4SJiKXEdAcIXNcfzYoKSZZONoeTYGI7FtelwiaXu/gBkO3OfbWDd0Lq6V6RdGBpxrvMOBH2cQtq92cyXs8yp5V92ux8EEXPto0BE8KDkUbQWq47KHi1PONah9NI25IcNDTh44aqQ+bPvVX3fs51Q/bDgR3rSSSmJxGnEIEjuSD3bULbkm0+HLnXbtuaLgotByWDozUo6vg3Ze5xVAo5Oq3II2j4bewtzZB5vokJDXVic9xen7KXwRocEaBrioLYCQqapQJw1QvcT5U4TIEuEQuVJRlraqdWaBvioTYnhUXNUGrFQp+my25/bYfH/RuVouGijyLGKzmrwT0nprJZRbsPh/o3KDQRhTYX41OKip7KZiKmws581PqQ/FaBPPl00F/NQRefjRkS/EaBJKnwzQRUx5cUfKiVcfCgJcqvKgnL3E/PQzn4JQxj3t1AREq+zH5aCLjxpXLwxii2hjOaBCkK0aKmMbEWgWE9grSUIKAKfs4a/no8/JaLkvgtJI8LjC0C9320RL8FolcX4pR5JU5ElAEReWVrK2lMaq1Upf52N/ZJWqXKIiqtZSzEJ6p1Tz/fo39ilBpnXTFoFACRPmtGLpImC3YX4LSTVCDz5x7MUAbXYi7ufwxQGr4KqoqEi0aupuTxxRI2KfOjcRUTCbaBQPpnnlKAuqRqKplKaVtV5IqqtLZDBIq0DhmgquF8KSrqZzjNBzBKqbhxSVERXkWc0AJ9FDaiqmfZR8ZBAULdSAaRVXdyX2UDbXCZLwoFqYZ6SWiA09u6mzbRS5uKlGjap5DGgc4qJ4JRK/y8q01wy94/zUpA5YQ8/bQL4gku1URaVt5dIitNIO1dxGP2U6hjjKYT50B7lFFylZXRKJ6LeVQVf2xlL/AO8KtTvBUrL6ONFtjuCx+2Er+0Kgy+l9Hozri7aqutkGNNeuJSYpjJQ8tK2jeFRPDwzVXI0U+lp1YsfSls9LS5jqxHnHx/Aubdw9Pl8vh5N1WI69n2trUk+/uMvRLXPCBHahxjEz3beouZfSq31DrSBBkRWmVYPit8VxXTNvgApbBVzpXZkvpUGCd0Nqp2BMiP6camsuX+FcvWTGPwLe3iJtFEQV6fZ9KpYaW1C1MR13TcV+A1dZb7VuWYIibL7WzKknJFEtxY55zjKVpXNUSYF61WNxkwGWLc0w4y64076viiX4Tb1F+NVq7qeywbrdPSFxYaYtzLDriIh7w4v6wr7uKDmOs7eFshahgyLJFgJeIcSPam0dV/e8wqCQj7d3V5vq1aOaZ1UOvmryzZGuAze0k8RuW36xlGkb97q3fV6B6a6bZbjZ7/Ecl29/ejLysmCtK2bR/RJF8q1Zo0G/xSgq9LXt28W05j8Luy8dxpA37siJY3Zx7ay+j9ISbHq+6PiW+08Q37RHReTJu83935U6fxlrfo2ClhcIntolABPpX8Wg4ZE0Brku9mECPbylWqXFcRuWHSbjqGKJt5kmEIdxLnq51aSLFLgOWK+SNJRrJCt09ZU9TltrsbVtAJefJBVcdIrzxzrsIdIY9740DFNu0lQkXxRUoPPtr0nerpp+EdmswvwleuqxXWyby3xHy4fS5y27ee5E3/RrpGotN3e89kLdl7iSXgYjIK2bm71jaj7/ANbb5q3QEKIgAqCieCImKWi56t/hQcUuuktR3Ib+MjRpMtXG8Qp0dtJQfgmxEXM9XSZbSrc9mlrl2ly/R3bUVuhPXI5EBpHBUOEQj5RHy9SF4+NbEnRTlSgMU50BCgclVsRX5URZUk2qn2UaODnmo0064m4cc/soM/qtP+Vem/8ASyP7GtKynLGKymqnf+Vem/8ASyP7GtM06KplCoJOxaFM8b61CgvVSjqL3ttfAkoLKH6Y0EpEocs1EKYAp5kprvzeea0E9V+VDPyqCs5tfCiKcKJyxQT0JKG5PnVZ35PFSSh6QDw3LQWW+od0bWVbJTA7d7jRCG74qi4qMs/6K4ou/fTexQU83S7FxsNtgzn3mZlv4DjTkfzA62PmTPj7yVn/ANjOI0AD6fu7id5fkKJq2oqT3nym39Ffd+dbXvgcRV30hZgZXroMvC7P48QoqDqC4IUW1Ha2E2t8mC/i+by8/lTIdmlr49s4t4lux7ckfhAbbamPB8Np7cju97HjWnceQy37/CgctEHPEoMnD7N4kW5pPb1HcCcDjgCGDa+rd8wKu3Jezmq+ynrb2dxoZRBW/wApyPHtDtp4ewRyyftymOafGtMk0FT3abdlAq+IUFRovR3oC/rd3tTy7i73JqAjbjbYhsD8H4J48626yErO99BPIoUXpFfjQaHjCq530CfBeWazvpDCeZKMJw5yriUGj4g4zmk8UF97FUJXDHtTH41NndA+I/noNFxEX3qSr2Vxms76UFUwJD+lQ9IF7MfpUGiV8E8SytJ441n+/kPilJWeJeY8UF93hP8A/Uao9SsPyptkfYb3dzuAvuluxtDYQ/7w0kLg17DoHcE9h0FtEfRUXdhKdR1tFzn8lZ8ZoCnm/KlJWeH0l+2g0aSEXwxSVe5+NZ1J6exxKT6RRF82fnQaQ3kXlvx9lI4op4qq/lrPekkXmhJ+eiW5cvwmKDRi8Cp5loleFFzlKzRXMc83P56StyBfAv56DTLITHmxQF9E9+sylzH2n/SoLcx9jlBpDf5+NJ4y+7WdS5/FzNBbln3vzLQaJJC591KBSc+2s938UXzKv5aMrgOPFKC+V8VT202bwJ4qSVRekAz4qlEtwH/OLQaDvPz6aoLM28zf7+860QtynmTYP2Htb2lSVnon75SFuWPfoNC7J2NIgkifZRDNXanNErNrcBVPBcUlZ7aEm0VRftoNEU5CNUXH56DUxBTCbazizmlLKFRjOaFPH+eg07czcVJckHgkQU/ItZtLi2i5TP56P0iKgvUv5FoL9JWE2ljlRhMwed3Ks2t0TeSKqrSSuSL4Lig1CTx2YVOeaNbgKpzVeXzrKjcBVcqWPy0Qzw6lyi/loNUxLyPNUWld5VF+FZFLiop0rto1upf5zNBrO9ohcyFaWstV5CqVkFuiL7M/lovSmF82KDXpMRKCzl9hVkFupf5xKSV0Jf3xKDXHKbx5qzmk1eZty8VpGvvuT0Oebarq4qEdz+dN+k/JQVUrSFykW7UUMr+yfpiWkts+6YFh0du33uofVpVZqzQ8+/mazdXMvK/CBtfvLdtdFzfuDn5fd6t3SNaVy6beWfLSQuKDz5dVBTXbSN3uH3TKl/hgt7hMsOfeZeq4Qp1ePyqEzadRaik3t6TxrI9JiRYHFeaH1ptOKRGIiv4NcD727qrT+kx+ND0mPxoG9AWV/Sw3MX50aW1cJXedjDJN8IiFEVPMXTyrVd+Lf41lCuA0tu4jQaZJx45GlH3wlTmqLWZW4iq8kRPy0Xf0RfH+eg1aXHp5EmaMbgmFUnKx/pQATKKS0Q3jd4DQa30iikqb6U3Myv8A/NZD0khLzRE/LRjckReZJj7aDZDM2L50WgU4c5Rax6XPC4FaUt0VOaklBrinIqeym+/c+ZIlZIroq80pB3NC5KuKCfqB43NUWBxANQA5O4k8B9X7a0LcpETkaVj/AEif49K9JqnxoNj3z/pBoVjvSxfEqFBpju31kT8tNleB9rn89YrvLi+GaNJDi+2g2aXkU/fM0Cu/tQ0rGq65jxpHFdz40GvW888b1o0vA+0iWsfxnM+NEb7nzoNkV3FEyhfz0wt9wvmrIK66qeJUje5n20Gz9PB7KHptV8CRKxnFdouK786DaLeF9riU2V5/6SscrjqeOaLjmniK0GtK7Ci8yRUoLdgROglzWPV1z2LTfFdyvMqDY+mEwu5VzSFu6l7URKx3HdT2lRE+9jxoNj6V3LzxQO6EnwxWMckPivLNNrNk+9nFBs/Syr8KMrsSJ04rEnMe9iLSVnP45ItBt0uqKmMr+lSfSXs3p+lWHKY+ngBU2UqT9lBu1nqK5RxP0qSt0cTwJV/jVhe9Pr4rQ728n0qDcellT98RPlSSvJ+6ap86xRTHC+2mylvfEloNst5NeSmq/OiW8mP74K/KsOUt/wBilSO9vfloNwd5L6eKbO9YT8Iv2VjFlPp4pn50gpTi+4v20GzS9r7DSh6a583MfKsX3lxPZTZyHF9i0G1W+L9NKL00vtX+esT3h1eXOi48j2ItBtVvCexaBXlcY3JWJJ95PFVpPHd9iKtBtFvA58/OlJe+XI/z1iFef8dq/mokffReaUG4W98/wg/koem0+nWIV1zGdtEjkj2bvyUG3S/Lj8JRenR9rq/nrEbpGPFaQvePmtBulv6Y/Dfz0n7oEVcbkWsKJP58qrQXvGeQElBt1vw+wloxv3wcrEZlfGiUpHwoNsV+X/OItAb6nyWsRmQvurQzI+BUG29OpnKEqUgryqrnicqxa94VOSlQ++cYXNBs1vaL76/noJe1RPHl8lrGDx0Tnmlory8s0GvW9oqLnei/bSUvKLyRS/PWT3O5wuc0aG8i9IrQav0vkc5KkldlwqoSpWVRx76RUpTex72KDUheMpyIk+1aNLwqJzdSsnxH/glGhPe0VoNSl4Ui8/8APR+l/wDpVTl8ayiE78F/NSV4yr5c0Gs9ND7C/noemV9i1k14qe6tJQnk+NBq1vBr7aQV3NPBazSk8vgtFueTxWg0fpdVTzUj0qufNWf3O/Ck+tX2UGj9LqnvUFvBfTrObHM+2gonj20GmS78vOVJW78/OVZ0Udx7aCi7n20GjS7Lnzr+eiW8qK8lVfy1m1F7HMSoI26qct1BpfTCrzLl+Wh6WRfex+Ws0rbq0lW3E8FWg0q3VU8HKR6ZTPnTNZzY78VoiadLwzQaT00ueR0Fu6+8f89Zzgur7aImnfDC0Gj9MfB2jK78vNmszwHvYtK4TuPbQaD0wufwlK9N8sbqzYx3fnShae+C0Gk9ML9IaFZzhv8Az/NQoOzBb2/gn56dS3s/RT89bxNJWVP3lz+VKlJpazp4RzX/AL0qDAlb2fgP56Slva+p+euhfcxaP4Kv8qVF9y1mz+5P/elQc89GtfD+eglta+H89dFTTNmT/I/6ZUf3M2b+B/0yoOeejWceH89IW2tfD+eujfczZv4J/TWh9zNm/gf9MqDnPo5r4JQS2Nr7Ero33OWX+Aj+kVGmnLMn+Qj+kVBzhbS38EpsrUynsSumfc7Zv4CP6Rf8aJdNWVU5wR/SKg5l6Max4J+ek+jWU9g/nrpS6Wsap+4V/TKk/clYV8YS/prQc09HM/V/PSFtjCr7v566b9yFgX/Il/TWk/cdp9V/cRfprQcxO2RvlTa22MnwrqX3G6e/gP8A7wqJdGad/gP/ALwqDlZW+N8qbW3xvlXV10Vpxf8AIV/lCovuI03/AAFf5QqDk5QI/wAqaKDGz4pXXF0Pppf8hX+UKiXQuml/yFf5RaDkiQoye1KSUSN8Rrra6D0z/AV/lFpK6B00v+RF/KFQcjWHF+I0goMX4jXXvuA01/AC/lCpJdnuml/yIk/7wqDkCwoqe0aHdIn1a62XZzppf8kJP+8Kk/sbaaX/ACY/5RaDk3dIf0h/PSViQ/in566yvZrpn/Mv/wAqVJXsz00v70//ACpUHJiiRPpD+ek91jfEfz11n9jLTf8Amn/5UqP9jLTf+Zf/AJUqDkxRIq+8lNFEip7Urrf7F+m19yR/LlSV7K9OL7JH8uVByTucb5UO6RflXWV7K9O/9Y/liov2KdPL7ZH8sVByfusb6v5qHdIvxH81dY/Yo079KT/LLRfsU6d+lK/lloOUJEjfV/NS0jRU9o/mrqn7FOnfpSv5ZaH7FGnfpSv5UqDlHd4vxGh3aL9WurJ2Uaf+nJ/lipX7FGn/AKcn+WKg5KsaN8Rou7xviNdZXsn0/wDTk/yxUX7E2n/pSf5YqDlHdo3xGiWPG+kNdZ/Yn099KT/LFQ/Yn078ZP8ALFQcl4Eb6Q0OBH+kNda/Ym07/wBZ/liofsTac+Mj+WKg5JwY3xGi4Ub4jXWv2JdO/wDTfypUP2JtO/8ATfyhUHI1aj/EaHCj/Ea67+xNp34PfyhUP2JtPfRd/lCoORK3H+I0XDj/ABGuur2Uaf8AoOfypUSdlGn/APNn/KFQciVuOntCkqLHxCuwfsU2D/Mn/KFSV7KLB/mS/lCoOQqkX6n5qGImPMFdeTsosH8HT9MqC9lNg/g6fplQcgVIvxChiKntCuvJ2U2HP7nH9MqV+xVYf4MP6ZUHIEWLjxCkqsNV8QrsK9lVh/gw/plRfsUWBf8AJh/TKg4+vdMclCm1SN8QrsZdlFg/g6fpFTa9k9h/g6fpFQcg2xfpDQxF+kldf/YmsX8GT9IqH7E9h/gqfpFQcgTu30kpaLG+kldfTsosH8FT9IqUnZTp/wDgqfpFQcg4kX6YUXEifTGuw/sV2H+BhQ/YrsP8DD89Bx7iRPpjQ4kT6Y12H9iuw/wMfz0S9ldh/gYfnoOPI5E+I0W6Jn3K6+nZTYP4GP6VBeyqw/wMP0qDj6nF+IJRb4v0xrsC9lNiX/Ix/SWkr2UWP+CD+kVByJDi/EfzURORU9o115OymyfwUf0ioi7KLIv+SD+kVByJHoqJ5xpKvRfpD+euufsTWT+CD+ktF+xNZE/yVPzrQci4sX4pSkdi/FK63+xPY/4MP56P9iex/wAGH85UHI+NF+KUK65+xRZf4KH6RUKDqNChQoBQWhQoBQoUKAUKFCgFCgtFQHQoUS0BItHQXlQRaA6LNJVedGlAeaGaTuoZoFZShlKTQwtArKUNyUlUWiXNAamNDeNJ50lc/wD0lA4jgqnJaLiJ8Ka2oiZ8aPpJKBxXQx40XFFE5c6bIEQfFKNsBxz50CkeD4qtLQ0XwxTKNoPtRaCiK+OUoH1NKLiBTCII+GVoZz7UoH9yL7aNFSo+U+NFn6389BJ3CtBVFKjblTwJKGTX3qCSpJnFBSRKiKvUnOiVzrUd1BL4gp8aS46KNq4meVRxdUV5knOi4i4UFNMLQShL5UvNRkcX5UfE+aUEjclDclRlcWkK4tBMylDOahi6vxpfFJKCTn5pQ8KiK6ufGjR5VoJWUoZ+yovFKhxSoJWaGai8VfnSkcoJOUot1R1cT40W5PjQSd3zos/OoymnxpKuD8f56CZlF9tF+WoqOKntSiV0l8KCXhKOofENE55oI98c0EzKUKhq4mfbSheFE9v5qCSip7aPclRVepBy1H4fmoJuU+OKGU9tQjdVea0hJK+HjQTiJE5+NAT3eC4qHxVpBO/HpoLFF9irQVUz41Xd59irzo0eVfFaCwzRKQ+1agi6SeZeVET4ovNeVBYIifGhioHeS+dEskviVBYItBVT41AB8l+NKV4qCZn50Sn86icVfatBHE+NBLQx+NBSH4pUXiJnwoK4nxoJaqic6Lci1Gde2tkmaS27gRXNBL3pQqNxS/6L89CgmUKFCgFChQoBQoUKAUKFBaAUKFFQU+r7mdnsMm5NgJm0gogl4LuMR/8AOrn4JWW7TSxo65dW3pb/ALQa0QuOKZJ04Ggez8qL202jioq7qUJiqZoFl4eFIX7aBEijnNNK4BHtytA8nKlcqjuOEi4RKULmEytA4uc0eaQrmUylDiCPIqBXJPbQyq0xvNSzuRcLjwpSOKi5WgcRV8F9lIVefjSVdTd9tLxn2UBJ8PZREgonPlRqO3NFt3FQEiqgYSiUtqc6M0VB5U0ZqpbcpnHhQVQXNfurW0Nt+r7l3ji+3O7btqarziL4+5WcRP8A7QSJp1Ed9HbUz4fhM5rI6Z17fr456MjSdNO3zvr7bjKtOo23GZc4Zul1Z3KvlGg6kjp7RwYZ9tNo6e5cEmKyFo1VwfTH3TSIbKwLt3BvuzZev9WhCIt9S56v6NWLusNMbow+l2iWTt4PDbU0XcW0dyiORyXLqoNA5xT8T2baSOQ8TUs1k7H2haaukKbOSU6xHhyijHvjuIpEi7UQR281UvYNSZnaBouE007Mv8dgHxI2FIC9YgltPPLwEvFKDSgW5gnUTCj4U3xncbeINVEfWWmZyRu63mKaSpRRGeRJueHxDw5LUDV2oy09qGzMyO6JapaP95NQJXA2BuymKDSA+4W3efmoG+Y7th+Wqd3WumGm4ZO3NtrvQb297TidG7bvXp6RzyyW2oUvtD0XDuLkCTfo4vtPEyaIBKiOKOdnh51+HvfKg06PGol9tNvPOby+yqFde6OYixZqXyNwpu/gci3vbfNgdu7p+FRY+sBXVbUXvNtcsDtlK5tzUXqTa4gruLy7edBr3FwYCfRupCOqJkI89tY3UetQQLRLscmDKhOXVqDK4oOA82hDu3CPs8vvDVkGuNLHDbnhdg7o6pcNxWXEUkHzHjb5E+lQXyOmnVv8aWjpom3f41QydZ6VYR9XL3GRI8luK90l6tx38EhcvAqsbjc7NZ3IgXO5BGWa+jEZDHHFNfBEoJbOUbQ/pFS5jmAEvolWcla20bAjNPyL43wnJBsMYRxd7o+Zvbjx+rVxBucC7Wdq42+QL8R5MtuD4FQN6fuTsydcmnWm2+6SuEB/SHhiXP8ASq1zWS0ov7a6i/7QT+xbrSKvq1yvV7aCXyVMqmaJMYynKoKvuCWxS3f+dOi8ZJzVMUEpMJ5ipW4RTx5VDJxFRMKiL86Dv4NEU0/40ErIqvLn+Wgrgpy51EIVFejCr9tJIzTCKoZoJikOeVLRUUeQ5Wo7ZIgZXGaIHTyvIaCSqqgoq4xSS2kiKJYqM44q8lylBTcRR4apj5pQS18uELK0W9FLBIiVBXinlVLatOs7xcFDLKLQPOYXypSkUyREXalMOnl0kySYT4UncRLlQWglLyRcqlRZZE2IKK+8i+FPIufFaizsKidS+NBA0teFvGnYV0kpsekhvJsPKPOrVMHzTprB6enra+y2HNHCkMYgAF/fDJdoj+UlSk2DtAt8nQkTUmoVW1OMulEuDaISiy+JbTTl7N361BvyoD4ZWubXftJgC5FOyd2kxnUxJcmK/H7uKmgbjThltHP0ttKtGumfujvFlv7/AAki3QIsZ1I7mzqbQhEy8uee2g6OqIvu0lS2e7WZt2sLBPkQ2Ik9XHJzjzcVOA4m8mV9aPUKYJKf1DqO32VE9IE4ivcVE4DBOEop1KWE+jQX4bS8p5Sgatj5RytY13tA0ozcktzk55H/AFQufermxpXfwXELbtFC+NBnWVsZiSH5VwiuoFxcittxI7ymqom7ZsJFInEHzben7KDZI5/RpSOp8uquZdoPaLBtmnTl2C7NOyyZblMZjk6BNE5t6sfg93u7qumdXW2OV0dmS4490mtw+E3Fd4+8k/BbfeJfdx7KDZG6CdXxohdFOWfGsO52g6Ub7ujk95TksuPsttxnHCJtssGuBRfL73w+dSZes9Mxn2WVuSuK8DZo6DRK02Ln4NTLHTu9zxoNiT2ExuFaLiD48lqCbagmSaJOXxo0aNWUIBVKCcrqLy8tFvRV5EhVFFpwlwtHGAm3Cyu2geeygbqpdP3N24z7q040jaQ5XdxIfe9WJZX9Krh7nz4mzp8tZjQpbrrqX/tAf7Fug1n/AHifo0KRn6n9KhQXdChQoBQoUKAUKFCgFChQoBQoUKDMdpKCmj7j+IP9oNaLZ0rWZ7T0L7jrht+iP9oNaZC2pz50BCCKvOhtRBVEo0NF9mKSRIlANq4xmjRvYW7KUniezFHu3JzWgPYirlF5URND7Fo2iVW8olJFxFRcJzoDVpFTkXOk8Hd5yomzLcqqlGLhEe1U5UCVaxz3L4/GgoZHxWgSru8vJKBHt5IIpz+NA0AKZr1Fy+VTEyifZUTcQkmE8V+NHxCXltTn9agkOKi+VcrSMLncpU1nGOW1VGiaIsr7aB01HGc5qIcZCkd43qKKnhUlzknh7KQq9A+1MUGTVHS7RiSOAE76JPCl/pUrFs9m98i2mIke9Wti8RLs7cm57UNRUkdIicaId3UK5+PsrYuyAHtFIgZNxwbQa4H/AEqVRRO1CLItTVwPS0+I3Ke7vEKS80AvOoaiQ53csbVXK8qBlnRF/W5uXdy5wu/+lVuUZW2i2ZJjhkJZLwxUCH2XOxnra6zdmm34ZAZyyE+Opq6RnhUJUUS3YwuduKuF7UFNu0PQtNTZDVzd4AJvEDF1CISDaSpnGwl3JlMJnNNrrNUduFu7tcJ0969HbYsXitctrXELhufRROfPqoIk/s5nSYqw0v8AtBi7Hc4Lfdl5EThGSO4XrzuxlNtTLRoqRAm2iU0/b22IXeXXWm2SXre8xDuX6vtqk0t2mrbtJQAvIz5894pjnrHBA0YZdIeoi8xeUce2r2R2pwmp0sE0/LWHD7oT0tTFBFuR5Cx4/koITuiLwN6Zls3iO3bmr2V2Fl2JucIyBEMDLcn58VI7VdEytaSrYYz0YbicXHmEjUm8CWUX3fNSJGtLgxeLrLSPPn2aJ3nHCaaxxmR3OCRbvL9H61X+n9Zs3m6pb2rZKZUrazPBxxMCou+A/bQZK5aC1Jdo7hTtRR1dudsS2XSQsQusAPcDjY56S6i+rRjoi7tSydO7weE5e2bmLfd3FXDTStiOd3xTxq2layWzRtS3yRGnPwbbMS3pEi7fd27nerzbiL81U2s9eXp63x7Za7bOt88r1Ggyl700rjYOhxB2l4cx9vuUEB/Teq7PdtNNsOxn3lulwm967m5wWkfEtoOc/iVPp2VTUt/olL4iQ0sz1udTheu3uO8cnB9m3d7PhVlb9alJmjop5+ek5GJDaXF11oXnHGE6nCEfwf1fjUXQmuZAaZsjb8W7367O20ZEp1vb+DI+Hv8ArFn2J9EqBu4dmEy52ptiZKtYq9NbkTFZbfFJHDEgQUJT3ZXdRyuznUlxtMC2z71b5jltbOPEkcF1s9hbdpcQVzuER/FKtTC17EkyYsdbZLBH7u5ac9PS4I53ePhVtpK5OypF2t0h3iuW2YrG9fMQqKGO75ohIn5KDFak7O9Ry1n9xvkLgzlhOO94jER7o+34FtwW2tNrSwy75bbczDlNMS4E9maCvN72j4eciSebHOtgjgGdH0IeaDlln0FqlmVb3377bXkZvT922rDcRFJwVTb5vZnxrW6JsszT+mHrbMmRZLveHn97baiKcQlXb1fbWl3U09+CP8WgzekEaS7ai4nvXEc/yLdX6sb+f0qzWlkRLvqTevmuQ4/kW60X/R8T3umgLbgNyhlc+ynCaIjztQUVPDNNbgQSECVEzyz7aUZCJqpESrt8aA0bQ0QRBSx7aMmj2opNqmKIDwyPDJUz40SueAm6qr/XQPgqN43pzp0RbJd2xM1CIlXCqq5xSeNhfAqCeW1U5IlJ25+VQeIJLncVPk8m1EBVRcUEjKJ4ki0tB8F5VAFRLyKRKlOkJ8zVDHCUD7it5XK4oI4ORVSylRgRTTCipU4glhE4S8qB4eGpKihlcfSpxB6dyYRKicN7JZDYqpUhpEEEQudAohVBzhOdRJyFtFEX2/CpaEJZz4eznUWaqiKKvxoOeWSwS7/o3SrSTG2oMZEfksGxxOPgywPm5e2mJvZrINnUUODeGIttvEpmT3Tum4GTBR5+bnnaKlR2nVMjTHZ/prh2d65rPfGIiNuoKgpGWPH2U4HaQvpkLW7Y5Lchtxhia1vycd13wTGOYj05Ll4+FAeuNBP6mmuK7ehTvMVuMqIzuRg0LdxW+r2/WpRaDmuTp5PX1HIc+4xp8lju/ibO3pFc9IrsHl7MVCe7TpUdq9vP6Sf/AGnFDkkktvHNeTf+kEeZJ7KZ1zquQ9BuUaOki1PWifBXvDb/ADdR9wfo+7tIuS/KgtIXZ/dWNTW6e1qJQh264yJ7MZIuUJH924SPdhfN0rVv2h6PTVrUZlZEZtthD2o7H37SLwMVFRVFT45rOt6svijrPdBSOzaJSRojzbzR+637pDj3t3OoULXd9Ky2/uKLdZ33QpbXnVcaYBOndtHaPUKj72KBxnRdznapv1vfeejWOQ3bgV10BRZndh6tpZ6eqp1w7L35Lrj7l4ZV0rq9cGQ7p6hFcDaTRju6hUeXjRTNVXRe0iPZe8cC3uy+7cFOEacThbt27x2//W2i7ZpE63T9LSIEi8L3m4KxIjW6TsN8eC6u3840CZvZRI9Gy4VsvLNublxWY0ltuHkT4ZoQqA7+S8/DP5aevXZzIukyfMeu7PGk3Bme2ndehs22uHtxu5io+yodgucmB6FZduV5muXKWLjbD8oTcYzGRzgOZHJDlCTmvsqTD7SpT7LTzekbgwkmSUOPxnx9bKF0gIfkPSS7v5qCVG7PZbMuI7CudshBGgy4atswdoEUhUI1Tq+qP5qqpnZLcHoTEd7UjRhHix2mjKFnhmyW5CRN3Ld71WBdpUg348W36aemzJSSsispoEbOMWHR3e949K0F7VoZuW82LY+sWUEQiedLZhXy24FETC7V5rjHhQdBbQ+GIquSRERVpxMCnyrN6/1SulraM4Lc5MD98w4IbPYI+3JkvIR9tUt07RvRVxhRLjZnY6PJFR5VeEiAn124BE8+xfN4YoN+PP8A/qpJt5//AKaxMfX5ncGIz1nfbF29HaN3HFdriDlCRPgtZRzXUuRqq16hSNOgWNyBcC4iPb+8Cx5XeB7pbt1B10+EHkTalZzRexb3qYP/AFkP9i3VX2a6on3hZjNwffddDhOJ97CjWxwekdydKr9KrTQuxb5qc1/9JJ/Yt0Go2J9Evz0Kc3fVH89CgtqFChQChQoUAoUKFAKFChQChmgtFQZftL/xNua5/ek/XGtEG1URVX2Vne0wf+R1yXP71/vDV6IomRzyVKB8UyK4oICL0450wRKLabVXwoNukjnP2jQPogoXOiwGF5eC02uENVX4U3uVE9uFoHhFsOWV5+yjVtvOcLio6keUXCpy8aUDpqiCqqmaB0RFULb4+yjVEbxuWo6qQnkVpLrhGBISLQSdokeUROdJNsUNSLwSmhI9/JFRKXnBqpKpJjwoD2NoO4URcUpNmzPJKRu6F2t02SqiZUVxQOC2KdXE8aNAEV5LUcc7ERM0+iOKqdCY+2gCoXjjNDn8NtAl93GF+2iUVQfHNBkDFD7QyFXuEi2h1Fx5vwoVXR9EWNjTzFmB+6m1Fl97ivOStzjLnPmK4+sX56m3CQsbX7jiJlRszriJ8drg1hx7RL61a7TcP2ok+nCjpGbjdfdt+7dvHPPG3b4juKg059n9mnTI77t3vfeGI7rCfficxdLc4uMeZfDPw5Uv9juxJJfld4uIyHrik8DCSg8B3bsUg+HT01iju9yk6ihXnhQYN7XT1z5Iomim24m3pEv5t3LdUu16m1R3bSNogXOzy5F0jOk8bzCqrCi0Jp73NUzj2eFBfQOzGww0YjwnroysZXkYcGavFRt5d7gbvaJF1VJm9nVklLdEOZdeHcxjA8PefAWPIicuVZRnXUp56yaokQI5PuWGVL4TSlvBxrCEI9XlX7KkRe0DUpQohSI9vZ9JOxm48tVHY3xgIi3DuXy7eleW7dQalNDWKG7OkvSJ7UaUrhvxilJ3dVcHa4W3HmL40nTegrZZJzdygT7rIfCEMJVflbg4A+RMY9lc51tMuciNeY94ODIkO6Xlyk4Mt3gb214fl3Y+t+PVoWvb7a4R26QtpkPJHhORXmmi2J3hduxR3dRdO4fDdQavtE0RIvWnLtDtD7X7cKDrjTjmweKJDucEk+QpTTXZ3aRaAjkXNZaTW7gsjvG53iiO0UUsc0EempnZdqSTqnTblwncJJMeY7CPh8h9UWEwO4sfzVqvW8bl/wD7UGHY7NNOx5gS2JV2bdB191pVk8wV5PW+7z3fWpUTs0tEQYSW25XmKsOP3USGbtJxndu2GuOod38atsbSqoKa5+VKaEgcLpyK+34UGUPs7tC3pLmlxuybJvf24/efVC9twpYx7av7BbUtqy96735T6yH3tm3iEXh/FQUEf4tSi85Y83soIhpt5eagkKiZymEoI4SLgl5VGNo9hiqqnPlSEZMcYNVoJYOBuwi0TxIra808Ka4ZbukV8KIm3EbVVHligzmlB/bvUuTwnpBv+xCtGjaiKKjiflrO6bRfS2o8fw9v+xCr5RPYnSipigcBsMGmRREpXAElVd2UJKYQ8IqCKYWnFd2qgoHhQPRWhBSRVwiLiiEFISTIpgspmm0cIsps5quaUamra9I86AKC9O5wVxSeCqEWHBVFXdQ6kVFUM5XFErh7c8PxoFKnX7FymKMWVFcqeMJ8KLPJOS5FM8qJxxwl5FyxQPsCqEhePKpfThEKoLL5IOEHw+dPoaq3uUc0DyIiIqjRgRr81x7UqCT5clEF8PjTzLxuuLkFRET2UEhUVU5rScKnsSgm3C+yiUUVfMq0BriotwVEEftqVzROSItRJyr07g9tBg9MWCJd9FWFZiyUSKXeGeE8oYMTLCrjxq5f0tZ3r27eVSU3Ke4avi3IJG3iDwIx9q/PNZN2+XTTXZzYr2w42tsjOL6TRW96jHJwhUk+Y1Vat11qXT9ta4tyta3MLY7c3G0iCHq1d2tiW5du3by5c91BqYugtJcObDE3pYug6MmOc0iFFd6jIhz5i+NMt6A0hNYlg3JmS0fJpJhJcjMicZ8m7n4jWYuGqHLPqHUV7tyQu8SIdsy50qDfHJRV0tvujuzULR+oJkPU9/gsXK14m6iGO7cWmk4YJ3VC3bfLlSHHwoOhTez/AEtMfmG/GlkMzaUj77JMODs2mPwL1YfmqQGgdNAw/HFJ3rpQTDc745xRdT98Qs8lrlr+sHLvcbFeJMck2q0jrrXty+Te9xvci7V27gXC43Uuy6vdja+k3FH4kjvcWebTjsr1HqS6ekl/S5J9Wg6W3oTTLU/vjceY2STRnA0MokbB5B27kT7Knah0vaL/ACrbOnyJnFguEcfu8kmtju3G7l7cFtrP9m2pLrf+/NXRpGnI6t7BJtEJBIdyYISJFD4eHtrLn2i3+LczN5+0z+Bfn7T6OaZ9fsFoiE/H6v6NBvI+hbAzIZmqtz40aYUrid9cP1pDjcpfZ00+OirOGn1tahKOPxllNkckldbe3buIJexc/KubO9oWoPRbjrtygovcY81HW2uTSuEQ91Ec9Th9KDu+tQ+6i6R5dhulwW13S5rap7rjcZw+TzI7kbQRLaXmwXL3aDTXLs9iu3mxowaR7fDblcZElupKeORt3FuTzeUt341WTnZ9pJ4jVI8oAUWQRliUTbSKz+DXanvJ8ayMTU8+RddKSbje9OXNmZdGeEjTX4LiRnC58+khIdv4tVruvLrbdPKxHkWtib3y5OO8KLs4nBLzbSLaOV83PPV00HV9S6ftWoRh+kW5G6C5xmiZfVtW3NuN3Lx+yqdezjSRGjhLc2yNWlNvvjm0yDyOL8xrKx+0e8zLpZhaSGlvlNw+8nHQXdvHHqEuren1dol9aurLv4QfT81BmpnZ9pp26t3cwnBJakhOFBnOA0DycuKjfhuIfNSovZppFH25LkeYHDF9G2EnOEyCPKvEbRvw2klasB3tpnxp0h2on/1igp9N6ctmn2Cahuz3kIBbQpckniFB8ooq+ApUDRK/t5qf/X2v7FutE74LWa0Xn05qj/X2/wCxboNZgfo0KTj61CgvaFChQChQoUAoUKFAKFChQChQoUGX7Si/5GXTKfvSfrDWibVvaKKnNUrPdpif8jbmuP3lP1hq8RcIvL2UDhbCRc+FJRW85+HKmt3lTHglERKvIR+dBIyip86Pam3mlMASmJLjy04ThcTCjy25oHFRMUMIqJyqP3gsphPN4UoHHdqou1MUC02oucZWhuTOFxTTheBZ8ad2ZXx9lABwhYUaBbUo0RVXxpeOWfFaBtMb/CjLqXFDnu8OdBCIcrhFzQDZy8EpKphaBEqj4UYln2UCS+OxFol5p4KlKx486I87eS0GOPA9pYEXh6Jdzy/6UKqE1H2WpY5rvChJDlTO6yUS3rteez5VHb1LmriX09oQF/6pd/tQrkemWr1ZJv3RK3dZ9vZvkxp63Lbnd7bLzm4ZDfTki9v4pUHZYtu0YU6JwY1nCXHaxHThNg80K+6g+ZKh3VjRdiO299scRlCf7vEcSGBC2bi4xyHlnNc5jXG5L2kMzBC7DBW6OR5PFhuoqRia9WXl2iO7yr5vpU1PS4Dohi53O936c96YjNcGW0Xq9srcJCO3O7h+2g66xpvTcRI5s2e3sGyuGSGOPqs+bZ9HNVF5TRNkOPY5FttbRXZ7CRu4ZF9U/FH2ViBu99TtJjqPpkbcd4dbkNm0ZAMZQ9V0r6oB3eBJz8c+ytB2mzUa1no19BmEzEmuvyHG4zhi20TSpuLCfEqDTSrdpNm4w2PR1ualSmyjt/ew7jaQeofs+VQtSxdEWTT7q3G1wGbY88iOL3XoQ/KhEIj/AD1jpWsLnc9W2w7XEuzDQnOjI27EdBmRtAeA6QkPTlzkK1l1+6W4aDn+krlPnC7b4yyono93e3J4w7uoh/G5J09NB2iD6AtVwGBbfQ8OU8nEcjNcMDcLb0ltqVKvdti3SJa5MkW5czd3ZvhEqubfNz8ExXGbnOuf7KDdxYh3bgs3NhnirEd/cxNbdw7R28PcXjnduq87d/TXfdMHpwSKax3lVdRHctpwCHduEekvo/Og6yZjv4e3Cp7aShZRd3L5VwbVl7vr9thpYPuuaQbMUlhZTTu9ZOeYltHJGnwXpxUi+3y+rqK8pCud/WSjNuk2yK007wN7iJvF0dvSKp7q0HarncYVtt78+a9wmI473S27to/Hppy1zY06CxOhuC9HkChtGPgQL4FXFYj+sTK8LdH5C7guDT1v4LvkwXBIenb9HmnWW6oc25alY0zZ41lS/MOw7FD4bSNO44wrtdHaI9SoI9SOUHfVFEVc80XwotiIuUpuE4jrTBiJKqgirn44qRyxzT20CUXKoiJTbwrwiFfhTu5OSInOkPcmyznwoMppVvde9Rgqr/hBv+xCtCjQo5sUSVKodNntvGotvJe/t/2AVdk46KKS81oFEyzgkXOc+yg40zswO/KpmjHwNMopIuaUjhcFXdudvKgBCHDTaJZRMLSW221bwqqi4zzoZJQ3ouMp4Uva5yxheigbbEBLaW5cLnxoGLZIidY4+FON7TPCptpCqYupwyFU3bedAkURMKil1dNSFjDhFXNMJvVxUJRHblac4xq0OFRcrQGjAofJSx9tPIO0FRUXFRQkGRImEHxp4zUohEvjigNGWUTq3+HxpTKNNLyVVz86Y4xEO1BRcJQBNytqXLxoJu8ccxSiyXsFKAiGM86GPgip9tAlUJVyuUqPOTIjz9tSlRcYRajTUUUHPxoOeaevlhtGiNPhd3V2zzWO23wlLe5uLpq0u100g7e1tU5jNxjI01hyCXq0c8qbse9VIdiLUHY01bmS4UrBPQnf83IAyJsvzpVbNPUgaas+opNuurd6l3aNInx4qOHtZ8pC4Ke6Ij/SoNfMHTFpudtgP29hl64bmG/vLof2jlWyLHwHwKrJmx2oGlabtUHhlzcbVkUEvyYrk7sa5TNWWSReI2p+8tXmV393hO91bZJpwWCa9g9JDzTw96i0/K1ZHctkd6Pq3iw7XcI0p3hF+G3LwPMWHC2+VaDqNyi2aB3R+ZbWFTiCxHcSN1AS+UfDkNCKukH727CYZs3pDBmcfa3xd3vEqVym0remYjAy5U9mQt7gcJFedZVwC6XBJhwt343ufRqdbAvMXUtsZkw76jcO6ze9vIy4Y92c3cD1nve7z9lB1uNb48fJQYDDH1G29nV+KlUWnNKWyzPTZDYI9JmS3JRyHGxV0SPxESxyD5VzS2xr5G0g3c3ZWrn571xWM41JV31cbjkQ7m/MQ7dqbk6qafLWUjSlshftw1KaKZxO8R5A7/WeqHe2W5Fx5SLcP0qDsPoe2Ky4wtuh8N095osccEX0iXHNfnR+jbayrX7TR17t+D9UI7PxfhWQ18N3kaasowvTLM1Z8dJPctxGDWPW7sfU3VnX7dqW2auOB6Uu/d2UiLaXeE69xA/fhcLdt3fS4nu7aDbrE0xcod3t0eHHjejObr0Vkd8cyHdva6ektu3qqRprT9jYsENlqN39tHFkg7LbF0zJxUIj6h5ESL7a4/pySlxcmOvyL73p2LNcimnHD0i/uLhkJD6r1achFN9XAfdojEfdGv8A6S7hb/R+N+zi7/vnjD+tn3fLQdcSz2cXgdSzQBcZ/Aud1FFb/FWnoFztM+S7FiXGLKks/hGmjyofbXHov3QRr21cl+659z7o3m1Zc4uzuBIW3pLp27tvOkaCnahst7cuN0t99G2ejJByAfjERccXNwiRL4rjPl2jQdlv93t1ggd9uzrjbBOowJA0RqJEWB3bfDnViiFnCovLxrn3ak+/eOzA37UxMlPSliPxm245ESesFeoU+VY4iv8A6AYtzts1OMr0maz3fX8F8cFghEerhn07UTG0/NQdyc5bvlWV0aa/dBqnl/l7f9k3XLZknWsm32BHo9/SWzH++mnWnw4jvF91xvyubR/fMjiun6INFvmp8pz763n+RGg2HEP4UKTlaFBeUMUSrRpQCgiUM0FoBQoUKAUKFCgFChQoM52j/wCJl1x/mP8AeSrxQVcLWd7UCcTRVzQBz6nn+klXW6QsgEToDHPP2UD5tZHmiZ3Zo0ZRU8cLTXGXkqEXl+FBtxScHJknT8KCS2O0cKtJNvc7uz4pUZ59QdEUIvL8KIXHSUcEuMfCgf4WEUUVOlMItIJpU3dSL8aaF0+lVJefimKWwRK6qKq4JefKgULIqSIq5RVylPc0LGM0ySqZYFVHb4UYuLjG9cinNaB5UTxo08KhbzTHUVK3uYXClQTMcqQqJ7aiiTvLmVGSkqLzKgkqiJ7c0kBTC9SpUYjcUR9lLFV4iJkqB7YKp4rSDHA8udLTOcZWkuD86DKvbv2Q208peinOf/eBVbaNXSV7S5+lydYJGoveETgEiry8Ec3YUk6d3L3hqdK4w9oAKA73fRLu0V8FXiBisQujNWA5Yr6CK/fWbi9JltOz/U8NxfWCPT9Hbt/FoNzo7VTOoQkg4x3KcxLejnGcfFSLhlhST4p+SntRMWO9xUhzpsMmI8ht9xOKnSYLuFF+HPFc6Y0HqBq4Nzkt0KNIK/v3F2W1LHekZwCER8v1h5fVqsTsuvwaRn2v0cU2e7A7nxXZg8F/1m7ibcdPvcy6uqg7BKvcKPbHpwkD7LPI+7KLpUI18iHaFupK9Gio2Thk8O3Yg+0q5hdNCaieeuYW+BEgQXZMGY1GYebDiKwm1xteW0c5z/FrT2LSRj2b3XT0nvDJXFZJIjrwnw+J7Nwog+b4UEq8a8gwIwON26S+6sAriTS7QII6e+u5U/NTNz7QbTDuAspHfOGKMpKl7cAwb23hiSeb3xzy5Z9tZ7XOjpWqe6OTNO9+4NtFlhUl8A4En2nu98fL+j5abk6Cvr0SfbHJDEti7yIciZNzt4ZR+HxOn3t3D5YVfH5UGut+tO/3uXa4un7s4sZSZ710cJSH4LncmS5eWrmw3iNd7UM5sXG0NTFRLxEx6SFUTxwVYOy6Ru0TUEC4JbocIYEqTJlSoqrvmg5u2tbfEvMKln3hq10ulztc1i2SLYqpc3pU51eL+4txbhEh/jUEq+6yci3Kbb7TZ5V4ft8YJEtpl5BcESUsbRXzeVfbUmGdhz6cYWPGlTGgdmI896xA29IEO6sfrzRU29Xyc9K05FniTYpapzE3u0mMe3q3GPUo7udLmdns16TZ5TiszVciBCvxuB1zGmtpD/G3Dt/EKg6Fd70ECzyJzMfvKx2ONtE8bx256V8KxT/a5aGez9NYej56qr3d1g9KPg7u2kJe70+NaW5BdJWipDLdpaC6OwyAYfHTaJKmEHft/wDKuWX7sx1dNtd5OPEYRLhHYVq3d6H73k5EXnd3zFsf0ioOk3/W52mzTbkVpfcbgMtvPoslr3vEU58yTNaFm6QHGjNJ8ToRFcPiD6vPsL4VzDU+j9TzB1PwLE0wl5tUeM3iW3yeDO4y/S/o1UWCwX+4WA2WI7LzAXlJnestg9cNpFxQe5eZC8qryXaNB1Z7UCN6ot1oVhHW7iw481JbPKLsxlMfl+NWbc2LMac7tKjP8PAnwjEsL88Vyly2XSzaksVrjxl3PRLnwu9PbwTibSECIUx/FT6XTU7s30zqGx3d+TcILcSG9a2GV2SW+g2iX3UHydXT73TQarSwo5etRAiJ+7Wl/wDcjWkJsU24FOS1ktMONjfdSkKkmJrX9gNaBXlLh4Ik3HQTlEFyu1KJxoSwo7R5VB3kbp7SIerGKcFXEdwSGqeFBNRBRMYRaAoCrnaiVEi8ZTwW5E5pSeG+uREix4UFkCDnCIiJTTjQke5V8FplkRF9QUz5J4U04W14+ZqKJQTEaDaRfGmlYRduKYAnDRFbUlSkOHIEgUm3cZ9lBYo02gKiJmiUeSdPKq8Xnyez60RVPLilC4aGSLx1THKgmIgLlBQU/JSkBET2VWq45zwD6YT4U62q8Zvm8vLmOaCbtVOXKghY5YohXHiFKTBexEoC3rnkiVGm7lFFXHjUlEVFqLN5gmR9tBj9Ez4cbQVpWZMjRUXi7eM4IbvWl4ZqVetU2m326LPR7vUeR5HI7raj+dSSsDqZkHtAaI2wIs15u+MuA3Ib3AqIbmc/D2VFm9mWp5ERGE7iyksrkriNO8ofeNu0RLHU309SIidVB1R272ZtBF+7w2XFQV4Tj4ifX5OWfbUC96u05aYb8mTe4GxgxA8Pj5lLFZS0aDmSL9a516stpfSHYhgeO41fEtwr1J1eUaqWuzXUTlsmi8sdHHRjbI70jihuad4iiJqikjfs2ru+OaDcXu7aZXUloQrcxPnPNIsaW2rXIC+Bbs1a2+atwbmAHDJuO8bIkEgXN23448v2VzTV+jtXT5ku5d2tLAh3OSnBdIMcBziE0Q7cn9X9WtT2Xg5IXUlyGGsZi43EnmMtkGR4YCvSvh1ItBM0rrG3XqwBcHpVvjSUE1eiLLEia2kSdXh08vH50F1rZWrdcZs8nYYW8OI9xybDIl5FHaSZ3fzVjIPZpfWWIUWWFqY7mlxIn2TJXJKyBLaKjjwH2pS3NB6rkwJzE2JZWUk6bbtTfDdIiJ1slVCVceC/zUG/nXcA02/fLWLdwabjlIHhuoiGIpnzVnNPdoLt37qblmiMxn4qPuOpO3d33N7wE+nllKtTt9/PQ0i3dwiBcnmHGUYbcw0iEO3O/wDn8Kx2idC6osMIIEey2qCwcQmrmrUvPfDRhW2sDs6erqJaDYWctIW5Y76laLVNeig6KcZre3u+BbvaX0fPV6l+s+18vS9vVI64fVJA+q/H+jXNrLoWe3NsIXqy259m2WUoEhzj8VVMiQhUEJOrbhPzpVHqzQ1ztuh7o4+jCMwtPyLc3wdy98NxzcJGO3/6IqDtSXi0HDcmtXe3HDb6TkpIHhiXwVc1Huc+xFbWX5t4tqxJP4PfJHhPf8a5gxovU8qCd2jxrSwj5QkWFGd9xlPwqOEnS4u74eUajJ2Y6s9ER7Yb0RtxgpZNnHmly4zm4RJFb2OJ9Ifq0Ha4ystR2tuOFjlin0MHPAjqoixXm4Yg6m9QaEV9nOrCGhp4tlQPOqiIu4l5pWV0WCJqDUe1f8sa/sRrVuipJzrL6MTGotTonsltf2I0Gp2r8KFHw/8ApKFBdUKFCgFChQoBQoUKAUKFCgFChQWgzPaRj7i7rlcLwP8AeSr0m9+FE81Q9pqY0RdVROfA5/pJV4IkqCSeFA8gg2H2UaKJIuOWKawpbulabVsxIlRFRMUDpNiZ/PFBAFERFQuVI2mhIo55pREDpL4F40DyqKonSlGKgIrjGaisipJlfD2JmiRsxz0+z40EhETOc0QIAoq4ypeKZpjhuKu3ZjHzpTQGjqqqcqBxRzjK8qdQU2LzpW1KGERKBKJyTNHtHnledH4pSV5UBbUXlikqC7soqUtFFV5UWU37aBJeOc0lcL5iVKUqJuxuRKLluwmCoMjM7wvaG0DUhBdS1uqm7n++jVBoDtEi3DT4reVf7+wy+9LcaikjIA24QISl4DlETlV9KBU7RGVa5GtrdTlz/fQrIWLsln2Bp9u16mOMk2O8zO2xNvGIzIhd83Jwd2M/RoNGfaTpRy2zLg/IlRI8IWye48RwSQXfwZ7cZ2F8cU83r+wnFcfByTvCT3XuyxnEfU9u/GzGfJ1fZWNv/ZpdLZpu9dwnnc5U+GxGBkWhDaTZoSuKpF4Kmc1ZP9lyzpI3qbdzdvKyklKT7CcJPVcParSFy6fn486CWmt1XVe1JsR7Tjtl9J8fhFkNrm0uft/RrRac1VaL+Ulu3m+jsRRR5l9km3AUh3DkS+Kc6y0rs6eyhxbs5bgW1lbS7tHREHce/eOCXb1c8VaaB0UGlrpcpqXFp4Z6NIbTcbhiigO3Kc18aDK3rXWpg1td9Mx7vbm5rZANvi+j8943Nk5tUt/LGMZ5+Na1rXenRbEJE1W3xmBbnQ4RrsmF+9eH9Lwpy06RKJqq63p+5tyguDrbyMnGRFZIB2iqFn4fKqe8dnM6XfZM2Lf1jRn7mzdDjpFQ/WtoKbd27wXFA3ataKNvuJ3uV98jen7bD7rFLr29Q+rHO7p5l+LUC2dpkgdJ2u8SkgTp74PvOqvEYDgtnt4m0RLan21LiaAmxpxTmL6Xfkuz1yi7Y2QaJ0djoqO7yqNVjnY/MkWVq0StTK5EjsSGOGMIOaG4h8QerkXNEzQbe+6jSFaY8pjDrswwYj/Q4rhYHq+jWT1P2mu2TXLWlNsJZYrF2RnEMCuAvdJEyflHHV+jWsuOnhd0rBs6SGVlw+EbTnD2irrfl6aqrt2fs3b0ipTBabuj7D8sFa3G0TaCqiy5npTl449tBVlrTU8TUMSPJsIqxcpMpuNDRC702DIEQubt20hLp+HmSpGntaaln3h2zSrfC76lqG5KAtmnczUumO91eZU9tOsaG1WGqZV4e1my4y8+TwsLbRyHL1be/O7hj9H2/Khp7Rmo7KUpS1L6XekoaKiRBZ9a7+/uEPm2+yg1tgu4XyxxLoyqo1KZA8Knl+KU/GaZjRwYYZbbaBekBTCY+FVembNcbRLS3q9mzRIDLEZvhihK4KruLw+Q1ok2e8G1aCuVlp2clwVltZDYE0B+8AlUpEI45bqkpt94EJKD+1I57aDKaUabO/alQ1RMzGv7Aa0qx4/R1Y2rWY08Oy86iPdz760v/uRq8Ul6dy+JZoJ7jbG74LSwJB8SRET21DQTccJMe9mgAKZkJeCLnxoJvFZFc793/Gi4jSISp41CKKqOhwx97PjSjadQ1URRclmgkCLCKriLkl+dJVppTNVXGU+NMqznBKQjlfDNJNpRRSXqoJMdtttFTKomPYtOpsREXctVotGTYGGfN8akylRIvhgkXGaCURt+Imq45ZxRbxVOS86g8N0hUlLbhfCgrTqChiSLz50E5VQhzu/JTfDb3ieFz8abjNmDa7lLJF8KfH5+NARKVGmVxigS88KSUBJEWgM0VMVFnKuweaeP/lUolzjw8aiTUTYK70TnQYHS+o7Tp7s9sa3cZChNfOMzwWFc3uk6e0Fx4Zwv5qnp2i6bSI2+siUYlxt7DcYldYVn8Krg+7jlWVuFnvF37PtLMWj8M1dEkG43w/Vti4eS5+NWSdmkcMSGLq83cX+99+kqOe8JI28ToztTO0dvJfCgjSddyWJ2pJC3xjuERYTlulN28j4YSfpCPmH631qsHNfI4uqo/o2dC9Aqn325FJ4Obe7dtEuY/wDlUad2aNcG6RmLvJaiXKPGY4SMC5whY/B7VLOMU9O0EU16+EN7mst3lhBlNNgO1TQNnEx9nsoLNzV1senpZY8t7vT7YEbrcXeAG4m4d30fpfCq3s41+Fz06JXvvb8xhk3pkhqP6oBEi27tvgWB8lNJ2aq7fI13mXpXpMUWkjuJGETa4YbcCXigr7UzzqBYeyRLAy+3F1VOZ73HNiRw2wFHdxEW/n++Ju5L7MUF1J19aztM6RDJ+E/DJlHe9QCPhg+fSW0S8pfzVcxdVWaVfCs+6S8+BK2TiNYbBwRyoqueVY0eywxg3GMt9ISnhGGQjUUUBxGFw0qJ+tV3bdBxw1AN/kTVfmC6TnESKIH1Dt2k4PMm/ktBcX3WFhsMuVGnLM4saGU/1ccj9UhbSISTx2/RqundqGlIk0ozh3E1GK1LJwITiiDLnlMlxySmdZ6IW/S0kpeJcNUhvwHOG2PW075vHwWquf2YSJsacx91UzhzLQ1ayRYraeqbXpL5r5qDpIvA4O7ORVMp9lLUgUFHCKi/Gq+3NKxFBo3eJwxQVL44p3aopyX50D+WmsYVAzTiE2eF3CuKiOcRMIWw93gi+ynWQVHUVUBUTxSglKiF5FoIi+8maPKexMUS7k8FoCeTCcqzGjAQdSap8ecpr+xGtQvJFQlrK6MUl1NqhVX/ACtr+xGg1Wwf84tCkZT6aUKC8oUKFAKFChQBPCioJSSoDUqGc00Wc0aZoHvZSN6Eu2jDKhzpoAJDzQZ/tMJE0Pdsple7r/WlXjZorSInLpSqXtKz9xN2wmV7uv8AXVwqFsHljpSgd34VVHG34UlHBNFVcYX2UezPMVTy02LeOaqnhQObxTCjjCeyj4qkSImMUhGdyZRUpYNoheZPCgSKoJIm7OKHEEVJUXxpktqO80Vfsp1AEh6UoCCQCrlOdLF8CHmOFppuMoLlEwmKJY7i8xXPOgcN7CciTw+NNq9hR9YuceFKEeSqoons8KPhEp56cY+FAgH/AIeNK4iqRrnntoxYAT3Zyv2U/s5KSY/NQMj5tyJTamayUJUTFPoi+1UoIie3bQAvHciUgkIkyopR81XFGvSnjQY2S4rXaALqJzG1SVT7RNK5s7en3ezW160vd+vzM+4uiXFiK4bDeXumOTI9Ij7Pp5rqEpRTtEjKuP8ABb2c/wClbqnWydmk4lYWdAUXJfee6JccM8fdu3C2hbd27nQQg7TmgNHn7aoW4pciE2+jqK4rrLROEJAqdKLtJPH2VnR13cbdqqferzbpsGA9YI0hmIkrj8Q3Hdrf4pdQ7q6JC0zpOZLdu8RqPLI3XD3A7xGuKocJwtvl3KPJaiNdm+lRVwlhPOK7GGKfEkuHhtC3Cg7iXG1eY/D50GfuPagUG3jIdtKtkUh1jc5xRZXYO7fv4fIV+KolVrOtZ8TtHl2y2gVxW5DCONGkTVBljc2SuGJKijjKc0HxrdvaFsL7bYPLPMm93rVmOcQtw4VCXPNPlUOV2baUkEZuQnkIuDhQkuBs4P4Lbgkxigqntfr91bem5NtRFekuRuMj3tFribi2j0jjd7c1zstXXOy2/Sd4n3Ge/wBdwTDkosTNqlw9395a6evZ9phbkDvdHlcamFNUu8uerdLzknV7fepNw0ToyPEjJKjyRjRiMGcyT6EdwJJ+XNBX3ztFf0+sdJth3OlDCU8jcnKIhObdodPUvt3LtSuhtGZNiac0JEX7Kx69nOlkaECguq2EdI+CmO9TScxEurnt9nwqwsdqhj6WcW68ePc3eGiNyyy3tb24Et3m5eygxUTWcoe2FWikr6HuX7WxW1ilw23m/wB93eX1nrB/ijRuaruF21jpuVGjTI0ArhNhcTvfKSLTTm7cz5U6h6S+rWvTROl5FlhWTe4UGDJ48YO+FkXBLd45z0rRfsb6TW4hPWPMUwecebbSSfCFx1NrioHgm720FDYe0/vi3QFtDvEiQu9NgDnEJU3bdpcvNn6O6r/QeqT1TYZlwYYj8Zh02gRh/cBkieG4kEh/KNMxOzXSsYFBqLLEVjrEVO/PZ4CFkG/N5R934Vf6dsdtsrTzcQXHAdPe4bhk668Xl6lX8XFBkLV2iOz2bQ4tjdZ9JQZkkEOZ5Cj+YF6fb8ad0Pr1/UEu3x5ln9Hrcbes2KveBd3BuQVFceC86mx+zXSjMsZQx5gON8dGkCY4gsi95xBM8kX4VMs2irFaZtvlwmpouW+KsSOiyzURaX2YzQXQmogmANT3UpDJI5q4iovzqS2HT0ilIkDhgtyUGZ0w8IX3UakmU74z7P8AoRrTOPNqiESpj7Kyuny/bzUggJL99s+H+hGtCDKuptLf4/Gglq+0mEVM5pCPALiqOExTQxTRRQHFVE+KUvu21VU1XnQOo+KnlVxShfEwJOJhEptI6Lgh5Y+NMiyq78ko5+VBKRwSLHitJ4jfNF8U+VEyO0lJF8UolaMiJd/mX4UB8YFDkiJ+Si4iKOaS4wqogoS+PPlSwaRFTPlxhaBHeG8LgudNnMUSRUZUs+1FpXdA5kKpSu6EI53qufZQEs9rKCqmK/JKcblsqSJlVVfatR+7Gji42808VpaNKGwTXd+KlABknvPKKo/GgbwqoJzznxoNsEgEu/KfCjSOqiKovtoJKEqphFqNNxwxTx6qkoPLCVHm8mx5e9QcwDVS6b0Pp1piPxpc6W62yhbtnSpkudqKvs9lZ+8a8k27WlovY25+G9crKTS2+c66DDb3eBb9YXu9Pvba1+mrdaLj2f2/0t+Bik8/xOIQ8AkcLqEvdpbOkNFX9CdGI3OjBH7mJMyzPcCFuwSoXPr6qBi49oUiPPkxnLMiNQJkSFNdR/Ox5/b0gmOpB3Dj7agWjtEuaPI5ddNDGhOy5cNHGpSuuIbG5c7cJ0lsL2+z21qWtGaeBwJBwF4rQgqO8VcbmvwRkmckY+wipkNC6VBGNlqVOA8UhnMhzkZ+c/N4lQZWR2rXKFY35xaabN923MXKIyklCV2OZ8PaS46TTP8ANUyPr3UTV3SJdtOR47DV0jwJDwS1JFNxMtKCY8vPqz8KuV7P9IlClRvQwq0+LbRgrpcxAtwinVyQV54p5dE6XdfecO2qrpyG5TjivOZN4fKS9XiicqDHJr64WTT77yWZ5VW7zGneK84+DfDL6QpuEV+zaNRIOrJEbtInW+3sI87c+5OttOy3eA1uaIi2lzHcv0ffrdN6J0syT4DZiVDdddD15J1H+E5557vepDmg9Fy0ddesyipE0RrxSTBh+D5Z57fdoKlrXk89V+gvRI8J552OyXELKuNhlclsxhfhncnsqn/ZOkWXTFiMLajTM0D4zkmU6+rZ8bh7eIKfxsrsCte32f6VblOy2rUCSBeJ/erznJwvOqdXLd7aZi6B0pHjNCzbFZNsdooD7mBTdu2+bmG72fz0E3WV6ds/ohi3RBnzrpI4DDTp8JtOhXNxknySs9F7R5r16W1/cvMJ5iQwxO4aE5wHHQVcIojtVE5YRV9njWuv9ptN6jNxrtFR6MyQm2ilsJsk95CHGF+dVkuyaPgXaET7LMKaWxuK2kwg7zw/L07vWEnzoKWya8vU56Ij2n4cNLg9LiRf2wU1R2PuXq6eQlj8lRtO641gGltMy3rVBuVxu5q1huaodWwlEiyPh0kNaiFo3TMJ6I8xa1FyE+5IjKshzocd8y+bnu/mpDGg9JR1ZJizi0seR3lrY84m0/j5qCDZ+0K4SdasaYuNpSFILcji8UiRcBu9UW3YfPl5kL2/KugoqKOUXJLWcY0rprvj01YJLIk7iNeIe3eQ4VdudqFt6d1XMGNHgwo8KI2rbEcBbbDOdoj4JQPGqqi5WsvozcupNUZ/hTP9iNac0UkzWZ0YSLqTVCKioveWPD/QjQajKfQT81Cn9pfSX81CgtKFChQChQoUASiXnRpRY50BKKUaDQWjTwoC+VHQT40PnQZvtH3fcTd8ePdlq+BF2Du+FUXaT/iPd19vdiq+ayrQZ8cUDfMRVUpIGp53JhESpGOVBUTHhzoGsrjl4Yok5+3lS9yj4pShQV50DY7EVNic/nSE3ZLNPqqIWNtIJVHK7fGgQ2TiKiFzSlFyVOpUo1MR2ivJaMlRMZTNA2SFnCeGadFVTligpAvgi0ocZzmgRkkNNy8qNSXHJKSajv8AGiNRQfMq0BrlUzigqog4wKU2arsRU8KPpJE5oi0BqSonhn7KSZJjnypYgSeC5ojFVHqUfy0GSmCz+yPH3eHol/P8q3XFtLu2FXZ/pJ6yLY/ugk8JppG+9957yPBIfpD5vCuzTHWk7R4+Uynol/Kf963VdC1XowtPTtRRrO40xbXzadd9EIBgontLaO3PIqDnmmNS3awwX0tsmLOzfrq07aQZTiNoPEcE1LzeYR+W0q2/Ztqa83a7PQJU1u4MrbmJfeGGtgtunnczy+jt/GrZ2f0RJf7zGjN98VoVc9UgPAJdQ7vbUxpmPHReDHaYye89gbdxUHLrTrDVlz1dcLcL8KCy1Pfgi06je9sRD1Tu3xLJc/htqBF1vqRnS1xulwmgw5bVG2vtvRel2dxlFxU+qm4ce5zWui2i42m56guMJiKTdwt6tpIN2PtVUMdwoJe8OKsD9GyhkxE4L/CPhPt7cplURcL+QkoOOW/XF7ehIDV2iMzD1MFrdV0RdyyflLpLmv2ZT5VB1TrGZKtEGJeblCyzdZjfemtvrHoheoLbuRBRS83Ouy3/AE9CuVpfgsxYDZPsk2hcJOlduBLl1cvtqkkdnFgkxraL/GCRCY4Sug02iP5FEIjEhUSJceNBzK5XS/O6mirPKHIuVugw5vGcdFliSjhFuEerqFPAcIvV5qsbddIluuY939Fow/rV1tUdaHe2RNeZv6K/3q63a9P2y3W2HBYjRlZgCgxiJpFJtE+dO3PTtquEFyK7CBhXFyj7CCDoL9ISxyL50HLNNX9z7rrUxJ9CKDt6ucZfvUQPp/fR5+Zfe+lXXLZMj3OGMuA+zJjn5HGj3CSfGs7ouHp1QmWeEDjz1rmGklyS167iues4m4vpbt2Rq9s9sg2m3tW+3No0w3uJEzlVIiUiz9ZVVeVBMUcc1VaNBDxROdIMHF5ESqnyoCoAmEQs0C15+0koIijzXK0SOJnC8qBKq+FAsV28qQ+qd2NEXKqP0aNNwlks/npt5cskq58KDNaTbJNQ6lTCrmUz/YjWmQFROXKs1o8saj1Kqrn76Z/sRrTuEmxVVcUCxT4lRKWE6er7aTvFU6UoxUcfOgAqqqqqi0a5UfalK93nhKIdyivUKpQEIkqcsUFEsUrKIm7KUW4fy0CETKLhFzSgXpxtpKlz6aNSFVzzxQKVcKuPGgvm+dI5ZXkuaMea0CVVc8/GnAXanSqIX2USKKqqKifbQ5oibfbQGO7K9I7vhR9WcEiItJXI8/bR4XzeygJVyuF5VHmoqiP41SVUceFRJxKgiv1qDm9ov8DT+krTFmRH1auJSRN9VEWI4iriqR5XlWJtuo7pprs409HtjxQZi2R+cTaMj6whVeH1F8i8qdRbq6loFG10TbUcQXck7yLq/fVrSq4KoiKDTyNdSIqJ+ag45qftAvMO2TJbOpWI7b1gZn25O7goq8REjgInifLP4tC9axvMW632Sxq9hYNu9HuNscIFEkdRFcFV8fGusRpsaZMlxCibUiIHmjIA9QoXSSebx93w9tVum75a78M4mYJxChSFivMvtIKoQ/1+NBkNOamucjtKO2HMKVayffBtY5ASchEh3D+ET8bqEqXqbU16Y1rcLeF0bhpCSOsK3uRclcxIS3bS83m2j0+Wt13iA3MVpOGkhGuJw0bTOz/6GlwZbU+MzOGMSC6G5riCgmPyNCxt/noOPprPVS6Qm3dbzbmHlhMvpyE1jyCcESaJvb0j1LyXq6ad1bfLyVtvVnXUZqVov1vJ2Wyw3zjOE2RcTpxtEirsSLHUF9W1lfFMJVKeqLSOrC0usOR6RVjvKpwU2GynLei+3q6cfloMSuotRSLzfn7ZqyH6KtsBmanFhinFUmnN27b1bekV5Ve9k2orvfGrqt2eVx6OLSjgWyBNwbuTgefx9vNPy1d6W1Hab+2KxLfcmOJuQVfhKAEgltLn+NT1nv0CbqC62JmO8zKtoNuPITWEID3bVH4+VaDkX3W3h+yXcbzPB5l6OGMI28z1SOH8ib6fdc8vmqqK9PLYbQzCCL3+2apkhFBTEVNOA5tUi8Pe8fItegu7R0F772aRHfwvqk/pUQNRiVOK02Q+PIUoKbs5uTN80fCnNXh27EQ+tkOtC0W/2ioJ4YrSAA+BFn8lQLRMYmx3XIsd1gWnjZIXWlbXIlhSwvu/OprfEzhcp7aB7g7OVDZs50JLvd4xyHHERttMkvwSolku1vvUcn7XJSUAFtIthDhf43jQSy5pyrMaNN1NT6n2oiffLH9iNalcbfHnWW0d/jVqfb/CWPH/AEI0Gqy59I6FKy79JaFBcUKFCgFChQoBQoUKAUKFCgFChQoM12mKn3DXhf8AqpVdq4u4dqe7VH2nf4iXlf8AqpVegmRRU+jQIEzXKoKJn4rR7ybHn7adbwYiionhRGjaqiL7KBtCyWFSiMiXmKU5hriKWUXlRoQIHglAlEcVMqnspOx1Q5Z/PT4kKjuptXCwqIqYSgMBNQFVTqT50khJU/LSleHGF8aIn20HFAk8qHJUohVeFz8cfCjJ0dqYSl8ZvGKBpsHcIqoOKJ0TTO1ERc+ynFdDd40YFucJRJfzUDDjZ7EFFyX20UcHBdztTH21K5ovNEWkrhC5UBEpiuMclonOSIpKlLymaIse0cpQY2Un/wBqMU//AFU9/aNVkbUxdYNhvulX9P3Xvcm6SnGHUZzHcZfPcLnE8qYTxTxT4VsJSonalFHkn7VPf2jdTXdb6RR84q6ktYPtbt4uSBTG3x5/Kg5vdbJLhag1m8xZb+8txYbSJKiKXLa1t6dpebibemoV2smpRiWchLU3d5dvLva5dfeam7RES4e5FH3vlurol67QbBbYIy48hu6NrI4B9zksrwy2557zGrCRq3T0VxpqfeoEKQ6IkDT8gRJULy+FBya/W3UITtRXFm3aneuiN25IrsVokCQ63jjltEsF71SLhbrrbR1v6J03f+8XKUMkHm3S/AkLfl6vN5twp1YGupfdHYChyJzV9gFDjHsef447RL6Pj4/Kq+6640vb5FpaO8Rj9LOEEVRcTq2huVfH8lBzMWNY+i51tSPf2W0vPEiuuQXeD3YmveET4oju3eC7hKtbqdi6Mdg0l6eUyHcI1pQ3PvguKDiB9Pz5rZsXy0yLmVsj3KMc0B3ExxE3p+SpFxiRblCchzozMmOfnadHcJfalBxhuBqdYkwrYV/YtT5QuD3pt17LggXHIh3cXgr6vwXzeWol3Y1slkjcC33/AL2zCZ4XC3vZd4u4tvUm0tv+cz5hGu7MIDLIstAgNiO0RTwRKVtxzHlQcZ1XHuUkdVdxtmpmFm3W3OR3YzToHsEGxd2kPwHdTMK2XW339h+2savVtrUvCa43FMO4E16zzeZN3x6q7bvz8KJXULl1/wAWg5JpgtSQ9QWGC/adSqMadPCbIXcbKgRFwty56vd6vdrrodfn50rKInitFvFKAya3LnNNmKiuNy0ondpeNJM9y53JQGq/BPZTbqkol145UoVUU5rnlTT59J9C+FBndIr/AMotS/6yz/YjWnJc1ldJKv3Ral/1ln+xGtMK5oHBMceFAiHHjTSYo1Ll5c0C0LCclzSkcJB5DTYny8tOo4m2gAFuVBXclESEhKOVxTaOkuFIVRaVxFwq4WgUqEmMLSkXljKUkXEVE3IlJ4iKqoCDmgBmKSAVOfTinFXmiolRiNMouMdWKf3YTOaBeSwvPFBFJcUnei0pDHkmaBWC8VobkHluWkrz5c+VJ5Zyq0DyqihuRc1CnmKNIuPbT+RLkK4SmJ2FbQVHPP8A8qDlkq2y5/ZlbJVobV262+SUmKzxNovYdPcC/alVGo9KahZOA2ytz7o7DeV04S8V1ia44JZ2q4PlTkJeUdtbjQ06BF0faAmyI8U33XW2VdPG8uKXSnzqc/q/S7DLbzt+t4i4+TIKri4Uw84+HmT6NBzi5W3U4SdRRo1vvL7Lk+E66q+MyMID3kW+rzKXVjo3VX2myXdGpKuacvI2z0zNknAyPENpxoeEfm6tpfoV2mBOj3SC3LtUhiUy8Ck06LnqyT8ZK5tpHtPuVwctYybbaFSZcXILrUSURvxybIh3kJJ+D6aCnsmm79bboNwv9jlXaZN08xGWUy9+CeHiZ3dXUW0mh+tTC2XVsiFYmbhHv7ANWhmO1wtvGYmCe4iLcfTnp59fLdXTo2rrX6G75IuttZjd5djtm3I3j0l/X9L6NJHXum/ugmWhye2hw4rcp51OYIJZXx+QJu/moMlpm06oDtLK6SYchIZvSeJ3kNnDDHSQmhYdQseUh3DV32l2S7TRtt80qLZ32DIJpc/wd/pc/R5H/FrRP6n00LT0kr/DUGofeF9aPS0XlcT6v1qhMa40g662yzqW1q466LApxV5uH5E8PbQZDUtkvdunixpeNcGkXTTsIZXF9QsneOPe6S27ue33qoHdOXbdqMrVp28Qjdi292EGdjjvALrEer8bpXzV1WXqGxMDMhJdoazIzZuG245sQVEfbTCa605GZghdL5a4k2Sw26jHeFLz+XauOY7vbQc1lW7VUhi6p6F1BBamXnvMXitjJ9VwNvU3v3bd3sReRbaKLZNYLeYXpJi4si23D7r3TafA4f4ZoiI+nPvcl3DXTpOsNN8F99y+QRbjfhnOJkR6tu7OOYb+nd/NTM3WVlCyyLpAmx5wMPiztbeEdxknIer3loObppy/SY1ot0mzX/gtahmOPKj3/N7m/buLf5eofxauLfpy/wAbU4xUZlIylyVfSHGPgpbBZ2ixu3ebP9LqromnJzd6s0a5NMq03I5KnEQv5wq0RlskUHWV4ajtUV94aDz/AKUtt8laPbuGnbdd9g2l9qY4twJSuBE56vhruz0ju+h9Gukdj0G9W8741cok6PDelA9B7wGwVbVsRXaG4tvMVynL2VurfFjQIwxYcZhhgFXY222iCn5KlLkPHbQNKi7edZfRqKmq9VY/z8f+xGtWXl51l9GrnVuqkT+ER/7FKDUb/rj+ahR7V+iv5qFBdUKFCgFChQoBQoUKAUKFCgFChQoMx2np/wAg7z/qpVeKJi2KgvupVF2mkiaEvOf4IdaFnBCmF9waBs85FRU15fCiNSEee/n8qdEkVOZJ40SkqLzNMJ8aCMOOIqKprlPhTpIqAO1TT8lKQwNVJCTOccqcRRxzJKCGTbrYonFVUVKcZacUlRVXFG4rau4VeSJy50N6C4AoeEVPjQIkMqTiKikiUGWl4ioRLhaUpYQjVxNiLSWXUVRIuYqvxoCdZLibcljHspt1tU38z9lS+KBEPWnPlS3BHaiZ81BXrxEJcllFxS13blTJYVfZUomUynKjVURMYoG4qlw+ouf41PZHPJc03y91FoIo8sJQK3815JikGeU8aU5tTwGm0UUReVBjrwue0VkxFSJbNIRET29bdcm0HZ9Qz7VOtsu2Mm+/YHIgSHeKndNxovBJCbTBdXuqXhXXZpH+yXEc28vRT/8AaNVqNyKnmUaDktw7P75KsloiW4bPCJm3vRpaNoTakpNC2K8QRyQ7R6k5bqgyuzrUz8GXDP0DIQ9OMWVFXf7q7iXy+FdmD4b9341A20XnvQPxaDkd00RqV4ppx/Q7EeXOhPtspu9WDCbS2lt6S+dC0aA1JbotoVh6zSH7XdpM5rjI56wHhL6XPcO78tdZAURPGjEkRfZQcqtOhtTx9VQ71IetvDjTZL7oNuEAmD47dwhjai/rV0tTLlt6VQc5p41FVL50CEFEPq0EdHSzuzsRPCli4SpklylKMGkPCrgUo0FnOEXlQKYUSFd3Tjwpzcu3CdWaQCInJPBKJVVMpnx+FAoidTltwlFjlndzoiJF5o5RcQV5ISLQEqoviqLSSVfbQyCLzFc0FPHsxQLU1+j7KQ84SAWETwokQiTx9lId5CeefKgzulnP+UGpP9bZ/sRrSCqL7awTyvi1rY48h6K80IuNOtom4SGOhe2sbadW6uiaYtWoIvpi7sJZnJl276yLLPF2CrfBLaO7q3fxaDuG6lIVYIu0FYsYPStomccLak+a21wy4DS9PELnz9vSP0arIOsmLXcNSHNnTZrAXCKzAaNwR6nW0LaKr4J+NQdRPnQHlXPD7T4RrE7pZrpcO8Rn5AbED94LDolkvd/pVIhdpcGdbZkwLLdQJiE3NZaIGtz7LpbRIerl/G8vzoN4gp73jRoK+94Vzs+0Fm7Q7YUJJ0f9umoElGOC6PF+iS55tlu841ZWjXcW46o9AJBdZfIHCb3mO5eGWDyOcj9XPm+VBtFLPuUnblfJXNe2HVz8Gx3q22obmNwhW5Jz0iGoJ3Xq6N27x3YLpH3anTu0WFabxCtcmJI4j/d2yeEx8zydOBzuJPpKnMfnQb8wE6IAEa5FrvtEuEjTt8GzWq+QH7XKJg5rXD2i4043kF6uaEJL9lXc7tAVxoIUi33i0zo90iMSgwyqiLq9BbvKTZ+UtvUNB0JEFOXTSkEE59FY/tB1JdLBIsbNttPfu/3AWXfXi3gdqrt5+OcfzVUfsgw7U9eCnDON30qMBqLI4TYg7wUc2i4P73t6t5UHSs5PwotuTrjcvtMZb1faLrDcnPwrrbFSPazeFvfJ4wtoiZ9vNa61DN1yI29Ja7u4QZMM5UC+GaB4myHqDl8qjzHfVom3YufH8lTNxZTlUS4E2qJnq6vD8lBzhi0Sbz2a2RqC7FblQ7kk4O87uGXCeJdq4+NNW7RWozet7j8yyPd2vzt6c9UY/hBUeGP5/NWh7PE/5IQncctzv434da0qAH0F+NBmtCafn2KwSYE1+G68siQ+1w9wgnEcJdv9KsbY+zi+2pm3FAm2Zq4wJz8hyQ3HLa+0+SqTZe907un7K61tyOKNkOGWaDkRdmt7J9masm3vuxJ8yRweK6DbgS/MJEPPcn9KrqzaAn2ua+kSVDGDJtYW+Q0gKpCgA4O4MmmBXiZyuPCug8A+f20XAPK/i0HJWez3UgwHY0i4WlVc016DHpLpQV6XF+t9SnZnZ5e5cadwXbI09Mj29jk0fQMQs5/j11ThGvLhhyGj4Rh67YHIaDlo6AmsSpxNu2+QDpynYpPG8ptHIAhUdu/aopuTq+j7Km2HRFwhyrL6Ues01i32lbYq8Et55JOsd34o10cmkPCiHUvmX40OF8ve3UHGNS6FvNu0dOA3xmpbrG7arU1EZLfI4jgludH6XSP9IqsnND6juSOXZbjbhnPFCcVjguA2jLIEIju8Rc6vMn4tdU4Hl30OAvVsoM92b2aRpnS3oebMiyVbfePe3u8rjpnzz9taneGzcW6muEXsTq96nsFw9q4oBvBExRiQrzppGyTxxRtiYLhcYWgWa8udZbRy7dX6qx/CI/8AY1qjRMVldH89YarRP4RH/saDV7vrrQosL8EoUF1QoUKAUKFCgFChQoBQoUKAUKFCgy/agO7Qd6x/BCq9EFQB5ryFKpO07/EK9+P7kKrxHERsM58qUB7c8scqIg35XHiOKIZQbl5r+alI4nNULlQMI2oFil4JWy6Mqi5o0eTiKpeyjKQKByXxX4UDfCU0BD8y+2lstKhKhUlXdvNCElxy5eFJ7wu5VFUJfamKBM0RQABETKryouBhQQERCRPjQkPN7UyPUny8KNp1FVEVMY9tAYtOE8ioS4T4VKRAFOa86j8VSRFHKLRcZVHq5/koJJkmMouaLpIRVBzn4VGR1UVU28qS0+hCXMsovLlQSOaryWjEFyvPFNMOp1Jhae5KqZzzSgCoi+POkHzRURMUleWcZojXKcyoMrMXb2lQATmRWp/+0bq94cjOPb+LWdnlw+0iI+ZbQC0SF3fD1jdcli6w1JZoUm6cGeiv2ea/Ano8T/pPauW3SbL8CQj7KDvhsvbkJBKkGLrYoO0ua1xu2TdjblpuNyu1qnzIlvdTF1J9uXuJeW796NwhIS+XlrZdkE1x20XOLKkuHJi3SQ0rDjpO92FC6WhdX8IiJjn86DZKK8l2KvKmlZygnjdz8Kx+vdb3azXhLXardEekrCGQ2j3ELjETvDQE2+VE83OtfBN44bPf1Y75hOMkZehC97GedA6vFwC4X6G3CU2OQZVVRExy5LXBJL7LN71JbbhBkNaa+6Lh3C4JMIO7hwxJvb1ZFveXUqfSrWXLULulS1U/arTFNLQ1CRG++OqjoO+VdpeUv1qDpr2SEMIioPPKrSEUlTchc/jXN5si5yb4tp1JaIIq/Zp7490mOGCAKivUPhu6h6vq1X2rXr9tt+k7UMdFYdgxOLKlK7s3uLt6iHyl9vmoOspu4o7fDdTqY4J7PHdWV1TqSbatS2O0xYrDrNxSQpOOHtUDbbUhyv0V/wDKs7C7RNQ3FiyeirJa1duNukS3eJJPazwSXp5Dz3ZoOjG2pD5PdpURrYXk92q/TV8bvWnrdeVaRsJsdH1BOrapDVsihhOtU+ygUqc8plKJFTGPbQQwEsKq5oEe40RB5UBr4eNMvl0lhfZUhApDoKgn0+7QY232xLvJ1dbnH3GhkuNtk42WDFDYFFVKsLTpC32/SP3MPSZcuD3bu2Xz3Hw8YwipVG/PnWi3a4nwOD3yKvHb4m4w3DHFeqs1K13NkwH7dcrjanu+RIDrb0RC5d4LaTXSXm6dw80+tQbBrs7sT0Zxp6VduuMUKS9xeuRGL96c6fL9lKc7P7CcmY+j9wA5UliT0OinAcaHY0rXT09HL21jbNqi6JZrTbbJJgx33r1Jtrve9734MXCF3zr1dPhmnmb7qeyz9ZuzL9a5E23xW3I0RYn4UhjcRdvVnb5qDWytG2wzZlSLrcI6txnow/fIJyf/AAvs82aiOdnWnJwnHdu9xdEoLcNMSh5NteT2eO6sjrPVTt90/f7fKlWl1qJGt0prg7U5uOiSh5vdp2Pfztva1ebdGkwoUeZcmFclOtC4xu7uJC15ukl+lQXydnz0S7MtQZKJbXbgzdJT0l4jf4zeeQpt24Xpqyt+gbPar1bpUOTcVchq6sf753CIuFucEhx1Vl7hrXUUi0Om1LhtPT27mDbSR8uQe7btqlz552/LGR8c1I0vfnV1FoqLKudsur0i3vZdRr17ai02Wzdnx6ur8Wg1eqtD2rUrshyRKuEYpUZI0ru723jNpzFC5eyoczs3sEm4HNWXdWnTcjumrcnGXWB2tl4ez4eSqrtQ1rd9O3KQ3anYSjDgJNdaNvJEm/bhdxDgfxdxUmTqnUD18vpRblYWbXb47Mp1HWi5iYEReVfZt8aDQvaKswWG8WubMld0vElJEhXJKD1qQ+UvZ5RoSNBWaVHIZM66uvuymJT0nvPrDNn8Fzx5R+FcfdugOaN1Vb3yhrw4kK5CvFX3j+iRrtFNvyXqrZua41HFuDsNJNvkxol3hRjm902tOMyE6h8cIqfHHP5UHQ9UaYt+pI8Zm4OyxSI8j7DrDqA6JY2+b7Kpm+zixNjJ2yLhvdmjOF0nsk28IcNCbXH0OVH2c36VqW13p56dEckRbjIiC5E8m1C6S25rIJrnV7Fsu0i4XGEw5YFONP4tvLY5JI9rO3avl27S/jDQau8dnOlpptlcrnMEnIxQhzKRN4kfE5fW3bSyNbK3RUgwmoqOuvo2nJx9dyl+Mvtrh0vVTt8jx2b33LvFu1dAYadThoagSIW7pIhHzY5VYy+0u/Rg7+iszUfG4ftUg9cbu6+rUi8dpber8bpoOvNTIz8s2GpUdx1r8I2B5IPhuT2UJaoIoPLOa4O1fW2NQ6zlSr1a5j8i02z1jTWzfxHF5bWy8ybvNv8Ao7q23ZJckmWm5Qsh+1t0cjD17iIUESQlwReO5fL8KC97Lj2aKhb1Eck/glX/AKcq1KOtZ2qSZ+Ga49qOyel+yCK/FEiuFseOdHBF/CI26ZGH4hCipVbKmRJ4Dr2Hb4TjNyuFvixgeI0NGtwipDtLzbi/o0HcQkNc1HaSZxyXNOA6CeCIua4lo69yrLru76bt4W+EzMvUlzL4EoH6psuEyW7HE8y4p2y6r1BHh2mPaYlnRy43qVEcB0zLaTaukriLuRcKoeHsz40HaVeRCVfBfhRKaKKryRPbXHHe0vULtntrkOLACY7EkPZUDdB50HuHwxFF5IXjuKr/AEJcrm5rG8xLyEA5rcOIrkiMJjxM7+lRIixt+WPGg6AhY9/P8WiKUAYQlFM8kz7a5nP15Pja5btcZYbsU7olqROZKhk3u3EWfMJe7t8vvVirpeLnM0DbrlqB6BdJ0fUrbjTUQPXt/fZN7VFS9u3G2g9BccEHqXCr4USuIhCaZJK4+N6fu8rRGo7i5AdeclP5OKBN8PDDnQu4vMhD1VU6Z1RcnxvQJK7wsqxP3FtJUt3u2wV6kb6vDb7UxQd3WQHPd04+PhQSWKjuRUVB9qLyrnOtDam9h1yk9zaRt3T3H2Z6Q6MjtL6tVbOrJFneslijwI7VqOFC4rqtk4IcRNpbiEvV/VynVQdaSQ2Y7myQm/ii5pKunnl5a4rbNTSdNaOZhWY4J5ut2XhqBHsBlxwulsSHp+tnpqfK7SdSPNsSrXDszTH3NjeXUkcQi+s2mP1qDrXeADG8vFcJlfGnweEkXCkmC54rhfaLqM9SxTw1ACFb59sdw4pI+pvk2W5svd2oW363VXR+ziUkqfqhlG2W3Yt4cYPhqSg8XDRd3P28/wCjQa08qFZXRymmr9V7y2pxo39jWpMtoYSslo5VLWOq9yKvro/9jQa3C/51aFHuL4JQoLuhQoUAoUKFAKFChQChQoUAoUKFBmu01UXQN6zn9yFVwoZHpQl6ExVL2nZ+4G9/6oVXbbqiKYReQJQLQFJMkiJy+FIJhdnSvt50bzjmMInPbmknIMW0VF5rQLFpU3LnxX4UTsdSTkSImc+FNq4WR6+WedGTyq4qJ4IlAso6I2iCXPwzSBYIVJEPw+XjTJvEgAqiuFLC86DzyoSCqLj5LQSVaEkRVLHx5UXBAizuVKZddUW0AfEvjTjKlxEEvalAru5Ka5JFRaNpvhoqKmedHvRDxnwpqQ4QDuE/FaB4gReeMUhURFRBRKaCSueeFoilYbVVFEoHcKi+yiRefMlqOr5ZXaSLSVkluwuOVBLMgxyJVpvkqVG70e5ETbzWpDrgg3uMkTFBkro5/wDaTbxVP+a3yX+VbqBp9dALDlXC0pY3mGOI1Mkh5GvecEt3l+sNS7m6I9plvfXypbHyX7OI3XHWmXnAu/o4COyX9qU7dTcaMOG404RiqDhSXiITY+CZ8flQda0zp7Rtx068Vlj25+0zlH1jG7ae3ykJfV92rSHp+xweEkCDFaWC4RscNfwJF5iX6xVxyz6h1LG0xpO1Q3VtMVLHlHHBL92Cojw3PVru6f3rluqe5cL5ZbtqpGbjf1ur8pg1XBG23GIW+K62O32dW2g1/aH2ewdQ3hb1LnFHbGODBrs6mWx3KqgYqKCXP51d2GXpxttmVbJ0Z5Li13lXAcUzktNig8T5+7XO5Go9QHLCJJu9xa02txlNxbpt9ZJAQHh7i2+Xibhzjq21G7ObjIatWm4PpGdHRzTUniNrE623hNNvUQ9JebpoOgxtI6Pulqk91ssF6BckRx8QElCQv0j6udLTs/0ajT7X3OwtkgBB5Ov1gh5EXq54rmts1ZqZ57SohcJL4OR4hutMpwC6l9YQjt2uD9LCptrr11nXuP1W22wpDaBuInpZBj8wlQFK0np+Wbb0m3NuSGmCjg7z3C0XmHP0apS0/oWDfodpKDb27lwMxo67scMOr7CQae1nd7xC0JLnIjMSa2ocm9zoBuIR9iZ/o9Nc9tOo5ki/6cl3N2V3hiRcMqo8YfwXTwyEU3Du5DQdTvti0/qBWWLm3Cmqye9vav4MvL7tRbfoTSMJBSNY2G+E242zsRU4YuedB+qtcp7OZM6fPuUez3ByE9cLWspqSsUd/eQdLchdGB93c111crqLU5acY1VJuV3tjKXGM1KiuMioAyBcOQpdO7apbqDqNrt8a1wY8C3RAjxI4bW2w5IiVJ4JAvTz+qnVWS7Jr89e4V5WRPemcC5uhHN1jhlwOWz3RynjjxraI6meaZ+dAnhkjmSBVp1oM5XatPAaqOaWgrjktA2KL9lJfFVAkTPlp5ARPPmkOqmDRFXy0GJiW/0uWrbTxuCzKUGHXG/OAkyKdNXNr0tZ4NkatSQ4jsdAFHCRgMuknvFy8ajaW4n3Q6k/1hn+xGtInV00FaNisgqm21W9OF6xPUD5vpVIW3QFfWWUaIsl1vYr/DHdt+jn6FTFGkqNBV/c7p5AUG7FaxFRwqLEb5/0aSWnLIakp2mAu9ckvATnVt1UOqgh+jbfxXHGorHEcTBnwx3GPzpiNZbPGJgo9qgsqx+CUGBRWvxPhViQ+sojFc0EC4Wa2TnRfkwIzsgOQum2JEg/Dqoo9mtbKLsgRgMg2GQtCiGPwL6tTVbcpKgfxoILNgszYI2lptzYiOwUajiPTQO0wQhOREgwVgnzOP3cdq1LTP0qWnhzKgiw40GO2oRYDMVF83DARz+jQW025xuUBxmXQlLl9t1N4OfjCtSkEvqUpBL6tBXpZ7MLexLNbkwuRXu48qfjxLe087Lat8PvLnJw+EIkY/Nak8M18aUje3xoIXoKxcMw9DwEFwdhp3YEUk+BdPOgkKDDZLucSNH3Em7hAg55L44qaXh400+iKApv96gxuhXo7Whozsl5lpknnmt6+VdzxCiU/IZ0K9Ia0tMYtyOtKPdoh7cAo9XSn0vbWWtqEzZtKvPIq22NeJHeD9wOp9GyL8u2s3KhXw+0B04jr6kV9WQdmdZLYHLb3wXfd+O3y0HQPRvZtIuz0dGLG/NZd7w4uR3tmPmd/GT40q2Qez4oyzYUGxvw2pJcORHVDEHS6S6k9tYfstS4W6bZ4NyHvCRbbL9LNvW79yFldu1zb1burd47vNU7RD8CN2b6sjJFVgnpc91Gu6Ez0uEXA2iQ9Wenbigu9Tdlmn7zKacjMsQY7cUmAYajAQjuLcrg5Tka/GtNZdOWa0ui/FgtjJ4AsnIX8K6I+G8veqRpvvbNht7Uw1WSkdsXyLzbtvVn+NU7euRTCUFY7pfTsmedwOy21JZvcYnVZTcrn0vxqDmkNMub+JYbevFkd6d9QnUf+c+RfOrNOZEQBjadPi7l0hM8bloKRrRmlWnGzCwwRbbeJ8csp0OF7w/WqtvHZ7YJURGbVHbszhqQvuxGG9zjRpg2+oVwK1r3XdjvLrpt110zTHRQQnbBbn7aNmkxmpNsFgWEZeDcG0fBDSo7eltOg4y6Fit6OsoiNlwvLt8PbVohmm/r6aUj5ps6+mgpl0dpommWlsFq2Muk80ndk5EfnL7Fo29GaWBc+gLf+C4P4EfJ9H8Wrrin9P3ttDiljz+9toKuXo/SszZ3vT9ve4Yi2G5lOQj5R/8A5qbarTb7UTxW62RohPlveJodquF8S+K060670fiFUhrrbCgDhY8Q55rK6N4hax1XuVMcaP8A2NawkHHjWT0hlNaar/00b+xoNZtX6P8APQo8J9H+ehQXVChQoBQoUKAUKFCgFChQoBQoUKDM9pn+Id8X/qTlXANLsbNP82NU/abj7gr5/qTlXbBFwm/hwxoFE0WxfapJhaAsjlNwLyHFK3nzz+Skk4WEwXjyoFCw0iCHD8EoKw3nPhSFN1VT2+yluns2opYoGxjAo/Fc0DYBA5olJV41TKckojdVW8YVcUAlMq6yKCqJhaAtPK6jmU5JikuOErSIKYylEJvDtXflKCQBqvJeVJdFtc8RM/Cgiqi5bFSpt7icJVMNvOgPuyIiKIImfnQWMyoZJpFVE+NMK+SIuFTkntpJyC2t425X5UDoMNCfMVSj4bGwunnTJuuKuUI1RPlTSme1SUiRV+VBJFhvkiIiLmgYIgrvwqJTOXOI2O5VT44qSSKSKqr4UGLeRP2S7aWV/wAGyOX8durK+XT0ZaJ93bByUkNgnjYaNNyiPjUCWJfslwCRU/wXJRE+e9uuf2zSWsozks/ubNoJdmlQXG2pjWEecNSE/NlwefiXVQb77s7f6Wt8WBarlOkTIgSlRvHqmXC2iZc/6vrVYX68xLUkE34r0lqZMbiZZVOgizhS+SYWudtaRvozJlxTSZd9c0oxbGuI80H3yO7cO4Sz5dvVUZvR+q1hTYx2UlhPXW3zW2nXmA6Gfw47RLAl0/l+lQdPvt4ttljMuz3HSZNzYix2zdRF/ijTF1Z07qF13T0tx111ttuSccHuGaKedqcur3Srns7Q+olJCYZP0Usua76Kiqxvjg4Ii2WHOn3S+zdTg6Qv1tvF3fjaabnP3OyMtNSnZQ5aMWnBIScHnuXp6hoOm26DEhwmo0NY5R2Mtti1hUbx4ilSW22uQG4CKnPGUrnvZHpvUFmvE8p1uOHBeiRuHlWx62xIS3CJfi8/b71RpGjJj901vdl04aXB1S9E8Saoh1NcItuC5buqg6Y2rJI642bZCPJeaYrL2fWtnnccXYM6K5HnOQyEWUcTcOOrIZHC7k/PXPoGkdaJDurBWaV3J2Vb5PddzAd4Bvpfa2iWBJfH57eoqes+mL/AbZFNIyGGG9V+kuHxm/VwyHyeb+jQdObv1hC1SLosptI0d8mDNoCPBCWC8qUtq4w3ghrFYkSGZqEu9GkEGkHn1bl6c/lrllv0lqG02Y7LH0Q2rDd7clOvRnm/WATjhCQtkSIQoJCmHP0eVRdMRZjE7StiuDDjl4trlw71HJ0SLu6gRM+XpQeocY+dB2mArMq3MTSivR0dHKMut4JPxhqW1Db+vWW7PrVfYvZva7Y+T1nuUdlBNXdr2wkP7dq1eW2FdmJHFm3xZ7ap5O6A1j8o0E4nWhVUUxyic0zz/RrN3LXduiabmXuNCnSosIkR4eFwjFPDcvFUc1hZWmdYLrC5XODazdB3vvDakOgKHubIQJuQi8RNy7eRD0/SqqZ0lrFNK6qgt2S4YuVsYjxmssDw3hXBEQ7v6Xt20Hc2HgebEwJFyiKaIucZpLxL18vdrFdkttvFoj3ODebKUZ3vPFC4kobpommepBLko+H0a3byDg/xaDBsy5lvXWc6EjBSo+xwG392xdrCF7OdU+nO0K6Xu2W4oVnjw7sU4Itzt8twlWKRDuA0UeZCQ9SVcsRpc89ZwoRRxlSFBsDkbtibmUHnjnUddAIV001qGRJSPdrdsamd0UuDNZEC2jtL4LzH+NQaVnWOnnHpjC3WIjsMCN5d/Qgj51z7VH21k4naa3In30VetDsOC7FbjSN7gDh73S5eNQJnZFKkwht715ZYYiMymrebDK8ZOO6Liq/z2ntQcfP5U9dez/UVwfv7zt3sSOXfufPupeq7v/Xu/Jj50FxYO0K2P3u82a8TIMSZDubsOKIGuHhFsDRVX44L+an2tfWFu2w5lxucBjvqv92Ftwj4vD9idKc195KrXOzuc7cJRy7lAKA/e2rwogwquo42IqIIXtTcnm5fZSbP2dXmIVlJ24W1fRcmY+iKDnrOPu5fLbn55+VBZ6t7QIVmbgPxAjTo8xnjA73oQFG+XX7ejn40ULX9jk6lu1lSYrTtsaBx9XEIQHcKkXV5OlKy8rss1HI09Eszt6gG03bDhGqtHyIj3cQevr+G1eVW7+iNROyrq/GvVvhJd7cwy996Eag800TfTu/e/b8aDT2rUEC/q8MCRxuF+E8wH1DkemohaqsEZ51h26RhcZlDEkDvVdj5+Qfy1W6G0Vc7BdLrcZMqO+kxGU4acXe2bY7fMS+2q7U/Z5d7hdrjJgXKEwzcJcKY4khoiJFjY6ekvAsUGgjaz0rKvC2mNeoxzEeKPwlVUJHE938aosHWVleRkZ0+MrkuU/HhiwpOcUm/d8qYNfeH+eqkdBX1H5UhLpa8uahbvX4Jz3RROF/N5qN7QM6VpuRCkXaPHmFd3LhEmQ213MKZoSiqF48lIfy0FyGtdKmEdwbu3tk/gfFM9WzqTPT19POm/u+0olxeh+nYvemd3FYwW7cniP29Q1TX3syYl6jbuEdICwihMQXmZIuEIC0W4TFBNNy/IqlO6CmHbNRMOu2vdfJqShU4xEqB0ptPq5ch8UoLNdZ2yTcYMWNLhOMPC6bouI6L4q2nVsTbzUeeUqta7TYLuk4l+tcRZSyXFAWHFJolxuXKZHq6B3cvspizdn12td0scor8wbFsfkmcZEU9wvCo7BcJc9Od3V41Dj9m+o2bNbrOuo4xQ7cjrbTHdyHcJio7lNF3Z552+Wg0cDtBssm/WqyEajMnwRmKgCRg2JKiIm5Ewvj8atLffbPeHFj22a06oKpL1LkxRfwifEN3LdWVtHZzebSzZhC/xjGJbCtckhic3GuIhbhyXSXs9tP9n+gy0qTJEUN7ucbucdxtk+KbW7dlwiXb/FGgs+zppt7RrAOtif3xI5KmU/DuVokjkJLuUVz4JjwrM9m5KOk4wKRAHHk4THNfXOVolXqxvXnQSOG3t69v5qImmDBGzaAxTmnKm+lUQFcJST5UQkStIpEqIhY/JQSUACyqtgiJ8Eo9raoiIiIlJ6EZUUJc0yhL9JeVA6rQoO3xTdnwp3ht4Q9qbkWoIOmoEWTXny505t9XuVSytBIIQzzHK0EAfgmaikaigYUua1IdJVaTZnKe2gBAhJhURKMGAEUHkqrUSS4aljBr8ccqdbU9yIQuZxyoH1bDKotDhBu/Bj9tNR96mi7HPmq1LEV8UVOfxoE4FeSjjFHnl4Uap7VWiVU8KAjHpX7KyekBVNaarz9OL/Z1qjTcmc4rJ6SyutdVju9+L/Z0GuzQpWz50KC3oUKFAKFChQChQoUAoUKFAKFChQZjtN56CviJ/AnKv4+FYaT28Mf6qoe0nH3B3z/UnKumNyIC+zhjQSCAV5ZxTAtoL21TRcrlKQiGUdFDOc00+jiCDhBnYXPFBYICInNaS4AkSZwtR9yuESCKp71KQXN2fZQOECIuERFSiEUHkuMFSA5Au5DTlSVEuEKIhZXwoHjaFeSUYiCBzRExSC3C2KrnPtpiRlSXaJki0D7KD1KhY6qcUUUV3FlKgsg77ALz0skJOIBCWFX40DzoNbdqDzotgIidKZSo4tujIz7uExzp2aQiA5xuUvjQKIEVMpy+VIJsVwK4qO7yM1Q15Jy50hVcLaW7HPnzoJhoOERCTlQI05IhIqrUMVRd3PKYpbKIqIZbULPKgzFxVB7TraS8kS2yVX9Jum2u1DQ7h4bv8clTdz4TvPb5kHp5qPvJ7vto7oil2l28U8VtklE/O3WVtGh9Q29IIJe4HEt/fST7yVc94/je7uoNl92du9Md3W5QO4eju/c0LibCPpdHp2k3t/LSV1pa5V0t8G2S46m/K4boPNOgSoLW7aI7fN5fH2Vhomgr3Fixozl5tzzbFhWzYOCpcQN+7cXUn5qk2rs/uVvC1ixdI/cos5yQsb1pj1NcPhNkRKQ+YloNo72gaQaiyZbt6jAzGDc85gtqDu27hXHUGeW5M029r6wOadm3S3SY0lIpi1scImiJwsbR6hym7PTy51hZnZlcZVkWIV6H70tp2qAiMl5CMV3Oc+oukRqdcNE3yXLuj/p+O2k44fR3LKILHmQl3blEvpioqnzoNHA7SdPpY49zvU2La+8vuMi2RkSb28bk8vm+VTGtf6RcjOy275HKO2TTRmrbibSe/BJjb71Y609nVzh9zbduNrfjxb07dQBY55yYqOzKmvhuLn8/CpeqNCXS6z7mcO9RYka590Iwch8RWljlkdvUnj4fLNBuNRXu2WOB3q53BuIDycFnehLxHC8qbQ6l/JWW0h2gwJGkmLpfJLLBvyZLTSRWXDFwWSJCcQeZIO0crnwzU7V9hl3aTZprEwIsy2Te8tEYbgXoIVRU+wqxLnZxfFtLNuTUsdGczeJ96F195LduHavmTcXT5aDdXjX+loBDFO928JkgGyjNGJLxOKmGy6fdJaotJdoNin6VbucgIHplIKyJMZsSbFdh7S2ukPUKflxRWHRV4tk+BKK5Rn0iWdq24WJjds9/x5Z+H89QbR2d3eLGgRXdQRnktcKXFt5dzUc948xOc+pE9u3FBPt/adBLUz8W9vQoMHusaTEcRFc6Htw9ReXb0j1cvNWsc1jplt1xk7xFQ25owDTd4SD8jf2rXOf2M7y5AdgPXuCrUuzRrVLQIpCSNsEqiQFv8Szzqbfuz26SrrMdtt3hxoMqdFuBo5GI3EcYEQQc7/AkHnQdA1HqOxafSMt7nhE70fBjbkJeI4vgKY9tVsbVltuF0trFtucF9mY28e0jMTPh+KCm3nt97Pl+dZ7tZh3maGnEsrDjkmNeGpJmkdXRbbES3ESJ7OaVXR+z24A/BMr8Lig9NdlqjBpxFlDtc2dXTt934UHRLFqGx3xxW7XPSQQgJqnDIciXgSbkTKfOrJwegqwXZxoxdLuNG7LhyTaihEF5tgwdIA8u8lIsfijyrdmfqzoOfyX5sVjXD1rfitXDo7uchzDYucEdufhzrPaV1Bc7bdn27pA1Ha32bU7KK13F0XxkqJDk2X92Plt+tWrhWq33m6avtVzZV6LKcYFwUXGU4Q1Kd0JpqRGkx5rEyeEmKcRVlzHHVbaLxQNy9Pgn5qDI6h10d90fNkQEcgT7XdYOViyd4qjjreBUuW4dpEJJV0XaY1MvT9uh2tXhCW9CB1HMZdaDcW5MdI/PnVi72Z6WcjymV9JokzhFIJLi9udJvyKS7ueMJ+aprWi7I1KkvtHPaSQpG403KJG1cIdpObfDevxoMxD7UbxKtNnuTejJ4x7tIYjxSOa2m4nN39W38tTQ7SkfBpiLY33bgvfuNHV4U4fdCw5z9ucjj45q2Y0TY2bNarSJXDu9odR2EvfHNwkPkVVzzx+SmE7PdMI04HDuGTfeeU++ub/XfhQznyF8KAtQ6nJ7QkO62t3grc1itsH77YvknV+Nhax2sdT3226ydjIt3KDClQmkuDO04sfdt4jUkfHcW7zfWGumSrNaEsSWLgcKKnCBoG/3jb+D2/i7ahS9JWh15x+ULrjkg23ZQtukLT7gY2kQZVPdH81Bz+PqG+WzVRzbzdLrIgzJE0LbGR1o4u9sCIWi29Q9Il4lT+lL7fHpmnWpl0ffS/2B2e5zx3Z0RQvV/RHnjFbiFovTEW4sTgt2TYJxxlpXS4TTjnnMAzhFXK/noQdFWO3K8dsbejulFWIySukfd2VLKgG5eQ0B6FvD190zbbu9nivsqhh7u7yr+rVu2njy66ctkGNboEeDDb4bEcBbbBPAUHwqVu5+FBXK4Re1Vo0cIfESqeWxfdQKMdvxQqCvFV3e1ftSpKKOOaLTikKLzFF+ygRfDCUDaKK+CLTclFwmCx1JTqrTT642r9ZKDJ9njKrpKIpoRYkSerPh65ytEgAidSLnPJazmg3D+5JgUIR3yZHL4eucrSmvq0Qtqk34fOgIm8LlC8UpO7b0ICln20sG8CiZQ/bmk8xVBzzRc+NAsiRWlTwWlmyBByQs7fpUyokqKhbU5fGnG/Kqcs4oG0YES5Z5ePOnNqImM5T7aZcQwE16VUvrU5tcbTOxpUIfatAoUAuSDnHtohXCKhkiZ8OdRWyeBtwdvNF5qtObOKKZwuE9tA+yTS9K4XC81zTqmx4Iar+WowggogdO5aJwFRFHCJj2/wD80Ezit5RN6fnocVM45Lz+NQHB8VHh8y5c6UyOCyoguC+NBZZzzxSerwQaYWSppgeVOsnnmpUCjTprJ6S2rrfVSIHvRf7OtY6uEwlZPSOE1zqpd3vRf7Og1v8A9eahSsj9Mfz0KC2oUKFAKFChQChQolWgOhRItHQChQoUGb7SUzoS9p7EhOf1VcsjmO0q/wCbH+qqbtIXOg70ntSE5/VV0yQpHaJVRE4Y+K0C20AVPYOKClvBUxzpxUFPZ40g9jYqZqgonjlaBlhEEF6Q3Z506hqPiKr9lNQyZdI3GzExXwVFzT+AUfFeVAkjyWMcqTnC4paAKLjHP4USAm7nyoCQvFMItNq4qLjHKnF4aEgqqCq+HPxo1BtUxjn8aCPHNCIhyPjUhMLuQkzTbbLYERbUTnTmERS/qzQAhRU5JTJC0vmbRVo3VQUypbUXlzWjHpxQNG2i81Hn7KSrSYyojup93b9bPspv2YXG6gZUAFc7EpJEntbX5U4o4XnTbh45YWgyF2XHabaVRMqltl8vyt1lLh2gu3C1O3FmwXuJBZkpEcmNzGk9YkrhkO3P0vn5a1V3TPaZaUVcIttl/wBbdQg0dp17TTunAmE7Fdld4NtJyGZnxN/4/j1UEWV2ixEuM23wYRSXGHnojRcUU3SGw3EJc+kfrc/spiw6+uU20aWG5WL198UuE4y81s3o3xOr6OauomkLTFuLsxt2eiPOk+8x3kuEbpjtNzHsJahM6A0yzCiRI4XFnub6vRngmEjrWR27BL2Bs6cUEP8AZPect1lfhadefW6tySaa44IrZMcjEl/J44ooXasw/bH5sqxTmGktYXZriqKm4yR7PKPlwX81WETs601AagR4o3COEDi92HvZEoK5+E83xpsezbTLbYADt2FW4QwRXvpcmUPiIP56CpjayLUd40lc7e8UWHKukmE8MaULzL4C0RbsJ9ahaO0W5vXi4R1+/wBxIj0mJAw1vw07tISIfKXyq+h9ntgjvRn0duCux5JSUNH9pOGQ7CU9qJno5Uzpzs/09p+4Qp9s9II9BE2o6OSiIRZIt3Dx7UzzoIUztFKVafSDFrf7ihQEWXFltcleMejaX4wiX41PNdqUKRfX7bDtMl8G35MZtzeKITrIbjQhzgRXmgkVTXOzuw/c0tlbbch27v3f1BiSoet4nF832+ykxNF2Fx+bMgTrg2jpuk63GmpwuOQ7Scx7rtBQwu1516GMtnRV2Fly3DdBJyQymYiFtI/N5h+Ht+VdGizkkRWZDLvq3UyifVKsY32a6eFgIKybsrQW30aP34vKPuztrV223N2+AxBacNxthoWgN1dxoK/Ogko6ooWSp2O+IjhV5rTasZUhVOdGkctucUErcuEJSwlAn2+ZZTlTDrZcJESo4MuIqovhQWAOIuVyiqq0Ti8l54TFNMNYUlIVSlOrtEkVM0Ge0z/jRqP/AErP9iNaBr8F7/T7tZC0XFLdddWSliuyuGbLnCBURV2sr8aTadfjdRsywdOXZxbo13gUHh+pZ9jh9XIVoNcSEm3YiLlPBKMBcRVxtQ8eyjSbF3JtcZVxF6kUk5Uo50fYSm8zjdhV3JhKBW0sZ93d4UpG+tKCyY6c1dbQkXONyeFV9qv0WfKkx47bu+P5yMVAS/FVekvyUFhsLbtUV5fOiFDRNotqufnS25TJbSJxnC/XSlE9HFTNXQFB9qlyoEq2e1KeACylMOTmEaQwcbJF8F3ogr+WqhdTxw1WxY3mwbR+IcoJHGHaqCYjjx8V3fzUGiEceZaBbfZzqP3mKJbSkNivwUkp1HmFTKOgqYz5koD6fZRc/ZSBkxzRVQ2zQUyWDTpqJLvDLXc1jMuy+8vcJOCiEg/MvlQTUTn40pPxqS2819IC/jJSTlRl/fWh/jpQL/8AoaYfQlbTPLqqHcL/AG2BdGLY/wB570/+CQWVVC/LU5/dw09vVQcX15OetXYwM2DNuTUuNcC9ZD5Eu6UQkPz5FQtN773D1fe5cm/sXC0MriyLP2cBsWul7cWUIlHqz5a0lssVr1DoJuFeW3HIaSn3DEX1bFVSSWM48alXLQmmbneHpk05zkmXF7o7ieYk4x7AJBXmNBRT9fsWV6TImxrmuy2RXo4d4y29xnEbDljkW7zFzqQfaSQtQjk2BWGXZxwnZKulsbMQ3CQ7h6hL3V+NO2fQUU5U5u73KPcGDghAZigZIrTIOE42Slu3cQcim76q8vhbNaZsE60JbHSG6wTd9a7JmcbcYkJDuLd5ukaCmu3aR6ISIVz0+jG9iO9IDvOTb4x7dopt5kORVULb41YwtftzdfPaWSE2yrZODuN7DiqPvbdvUi/VUqkah7PNNX2a9NnxHeI+DbbohJMBMW/JlBL2eypFt0rYbdc2JjMeUrjZE4KuSVMW3C85Che8VBVao1m/ZdQP2dLK284cQH4BlJ2pLNTECbTp5EKklNprtl/UzOm5dqNpXZTkM30f98Wd+9MDlEzlBTO/n5a0txsdsuE2DOmRQekwHScjOEnMFVMLiqk+z/TBzAmlGljJGaU4VbmOCIPF5yQc5Td73xoMXYu0RdN6FsbVzBZr0o3vvh+QQ7kR8hEd+C6/xtvlqwgdoF6t46rlXGyIsK3XTu7JtPEfRtb8wim7b1ZIudaFrs40yEZIysyiYFtxpAWU5zAy3KK8+abudOSuz7TEifInpEejypDovGbElwUQ0x1Im7kvSPP5UDundT+mtHHqNhmMSowbosNyMgW3PLiY5eHw9tZ1vtIuTmnYdyLSCQWLht7r3m4Dzw2REqiIqW72eC1r4mnrfGsz1oj8YIzvFR3B4cPd5i3fSL6VVrmhtMuQrTFNiYo23f3Q+8OcUBIdpDnzYxQZKf2hHIuGnJ8d+RCgz4zLhtOIIb+IvSIlt27k97mmQq3gdojUnUT1o9D4PbLVhEfyRFHTKofLYGfxlxVuvZtpdlpltlmYEYGWmeAklwmzAC3AJju6hQqYg9nmmIMxJMaPLBwOJwvvtz1PF/CoHPkhfCgprT2lOXG3I/P07KtnGsx3WILUsHScQcIQ8x2ovUNRdP8AaRIg2K5PT3DuT8Oa0yby/gQFxveJbm287f4taH9jDSKxm47kWY6y1DKE22cw1FGSLcQ4z9LP5qkReznS0dxZOy494dNo1e745xNwjtFc58cFigv9LXP01p6LeARpvvQbsNvC4Kfxh8aqNJf4+ap/8J/ZlWgtdsh2q3NQIDfDjteQCXOKz+kv8fNU/wDhP7MqDW/xqFHj6tCguKFChQChQoUBYoUdRrhMjQI6yZb7TDI+Y3D2on5aCRR1XPXe1tRmZLk+MDEj8C4rqbT+xfbS37hAZkNR3ZbIPvp6ltXE3H9ie2gmpR0E8KFBm+0slTQt85f83vfq1k+1UXNQQ4eirc+XfH46zXO7yBB0BbT1a81/zm381artPLGg77/2c9/VVhDhw8MzFitd64QjxtqbtuPDNBy2J2iahv1l0l6Cn2lm43VX4c1uS3xeA+yKoR9BfSHy/Oojepnv2TIqSpMJ9Xbi/bHvWHwOmPuLpI/NuHHhjqrrjVmssdzjt2qC0YdQkDAoqfPklVcyVpcLK7qsraDsUR47rgQdzpY95Uxu6edByHROp9Q2PRMKPbZ1rfF61Tn2WwjKqxCjqRJxOvmi+X3a6FobV7t+1HcLW7Nt8ppu2w5gd3TqBXRXcK8+fgP6Va61t2d6I3cLdFjCzLaE0NtpB3gvhn861HsB6ZeJ9bCEJCa9W8sZkU2fVLl/NQc81DrfUNo1RemBnW9WbfMghGhJG++JQSMIQ7t/mH8WoY9o2qJEG5XPFvZabhzDbRzZmK6wXSJDvyu7b1btu2ukQNNwIOorjfOI6+/PICIXhBRa2DtRAXbkUxy8fZR3X7krW847cgtUJyf+EV5AHvGPpZ83jQYCNeNQjfNKHe5dikemQfei8KL1wvvcS6S3dXVuH61U9n7S7/6FZnXC5WuR3y2zH3ODELbCNk9u5zaudpf112o7ZbXW2E7nF3MiqMkjQ+rRU93lyrEtP6J7PTtOlJLkpXriqsxOJC4pSsru4ZEIdVBirprK/wBzstzY9NtMej7zbxSWjLe9WXiEi4giu0RQv/6qsnb4/cNdq/bO5vLCcjNI6rqh3kXA6nR6/rdIii+WtS3q/QR2+4PBGTucB3ukpfRLnSe7bt8nPnyrWOQ7echt8YTAvtImx7am4U+XwoOO6evs4bPbPSF9tt0e+6YWpTUqKOWkJ9wd/j0l09NOXPtDv7ETUkwZMNFiMSH4iI0JxXOG7hOoSz5V6kXYWa6NrG5aY0nZZN7vUMAgCSG+bcLi7V+kSIP89FCmaIlzHLbGbtD055BdOPwR3Ki9Q7uVBz53W2qYV1kMv6is0lmDLt7agkfCujK27kyi8tu7l9lTbRr6XI17DtizIj1tnTJkQFwI4Jny7evfn2dQ/i1t5gaViSFZegQhdFkpDicL8G2PvF8Khxb5o4e9TuHCZVpxpx7MXYe8vISJjJZ92g0ykPspshJfCqmRq3T6W1q4pPyw4ZNjhst6kPmTbjd0+98KsYkqPMhtS4jwvMOjuAxXKKnxoMrdsJ2kWnPh6Nk5/SbriMQ7apceQtttdr+7WT9/xVUJDBiW4Q3eAtrtxXb7uifskWnPgtuk/rN1Yx7HbBRQbtdvBrO/YUQeZe6X5KDl5dot+RFkh3FrvaT8NcH9x92Hk65z6t23+kNQGu0LV6wXJ0i52JUatDF29Uzz9Yu0mvHw+ddVucSzQER6bFYV2e4MdESN1H8BLl5en3qjSY+nY19h2J+3sLLnNl3f9rh2Gg9RDu27en4UHOrnqgC7TYsxH2nkW7t27HeeTe5rd1dfUvV8MVPsOt9QybvbHJk61vNXC6zLcjasY4fd92085552+H89b26wdO2uIUqbboLDAr66QbWMr7FMqrbXp23PX56/MCjkJ2O13ZptroA0zucH6JF9X6NBndC69uF1vOnbfOetyOXNmaklsE60dYcwOOvp3fRqZ2i62u9j1KxAtx8OOjIuPKDYvEOXNnUO5FVPbkd1buHbLbHVH0tsHj+dHO7Dv3/S3VVy5mk5GpWob7tpeuzfIGTEVeFf1qDlxX+ZH07qJbjfYd0fbvifekqL7nHEfpdPu7fxakDqFqxztStWSTCZfmaoBhrLQ4RCYEi2j5c9Pt5V1hLFbJKuq7BhOcXarm+OK7yHwUuXPFGOm7EbLjblngE24S7sxRRSVPBfyUFB2Y6hk6n0fHukxGe8K++y5wvDIOkH/lWoQ/NVbe5dp0jbBlyh7nDV0EM2o3vkW3cQin89S57ka3sNPTn1ZRx0W0RGyLmR7U8EX7aB8i9d/dp4i9R/epmPwXzdbad3G05hxETyl8KiSrzAj3SHYH+N32Vu7t6stnT1F1eSgsOKA8j30W8EXI7qZUhGW3FUxF4xUhFV5qg4z+sNR4tztcqc7BjXGM/KZ/CNNllQ+2gsxTCe9+WkOkqfR/LTc2ZGhR+PLkNMNIuFJwsJSWpkeZFCTCdBxlwdwuAuUJPktBkoQSHJusQjscZ4hbFpvpAt5M1hdFaS1hoz7n5trsj8h84qQr/FeuAGnSvq3WyIvd8MJ7tbuHPgWm76su8595mJF4RuerI+kWR3FtSnWu0XSr0RyW3KdQGwbd2usGJuNufgjBPeEqDndg0RrNmc5JuGng4D1qmxpEZp9vYZuFua6vFxPmq7+qn5HZtcYGm7GxC08CSVZX0pxZCHveRjhgRCRcJfxvZW9ldpGk4kCNPkXB5tuRJciAPdnCXih5gIRHkVQx7SIT9/iRIosO2+Rwk72SvCqG4O4Qxw9u7bzwSpQZ6JoG7yGdNFOgxBe9GDar/xX9+9kVEh2l7xZHb+KVI1Joe7PenYsbThpGl3WHIicJ9sPVt7eIXm6ciJfpVfOa8Yf15ardbbiy/b3e9cbMQv3gNxE294EO7kVSLH2m2uYE6RcAGO3FbacBWt5I604uG3EQhHIqXIduaDOau0BOjelG9LaejlEuNjSEy3x0bFh7iGSkW77fdrU61s16ueiYkSNa23pAnHKTHN0c7RUd3vbS/FLpKrZq/Dd7DJm2xXW3BAxRX45KgOintRdtU+ne0O2jpaxzL3J4U+XbWpkrhNF6sCXZxS+iO7p50HPZunLhZG9ORb1ZgkSF1U85Gi8Zv1jLjRFwunpH3eXl3VYOdn2oY5Wwp2nWro03EmtJGR4cxuO5uYEd3m4ae33fdrVWTWrZ6kutlvqjJfZunAtytW/OG+ELmS25243eatHZtY2O83F2BbnZTz7IEalwC4RoJbVUD8F58vZQYfTvZ48uqxd1HZBmgxaITSTTfRUKUyhZPbndnqFN31ahWbSWo4KWhh/TgPMW63z4Tq98b9fxSUm9o/R+2t4Gso6peJdxRWLfbJXcfDebj3Tu27frEIjTL3aLpcIDUx9+Wyhze4I0UQ0dGR/m1FB5LQcr05o67HDW02W3uQnWbH6KuziviH3yJi5sL6WR3Du+tVp6LWNrKFEWBFgvv36NLg2vKmcONwiF13I9IiRD5UrpVqu1rdsUu62OOjyOI+6831b3Hw8wlu6hLpxWDs3atIumnLvMs7trmz2I8dWnO7GKR33T28FwMbjx9Ic5+FAvTWktSQ7raEf0o33K0tXGM673xv75F8lJvaP0ftqltnZjc2LPDbf0bG47Wnn4R4mt/uoly24X0se6vu1qoWub9Jt9ohszrRKvF1uLsZXW2HBaiC2G4kJpxRcVfzVZab15KuEa0yJUZjEyW9a3la/e5Le7y/VLhlQZa8aY1tOfam+i2+8t+jyR1JI7l4O3eKkXUheby7RL3q7GZrwhz4+2kpID8u6lvD0J9tBy+E676E01FJvfBe1BI7znyptN5Qz/HQazT5TU7QXLiixH7f90at8FF/bFsha29P0mfbj6NdE0VCamaPVqWy062kyTgP/ELV8lvjJI76kdjvSdG/hju/SoOE6cYdGS0t8uMMrTLttw+/ojqhNhgS7iKT9Ih8or9KrvTD9imjqu4W6TEVl20ggRY+E4AtCW11zHSLxF7v1RrriRYCcV1bfD++OTnqh6/t+NIet0B3IjbIiN7hJREETdt8N3xoGdKPzn9NW124hslHFbJ4fge3nU1TVF6U93dSkRE5JySlvIKeT6O2gSDuUVVXnS2j3OqmaSojhemlsKCuKm32UCXHEAib5EmeqgLg5LbjKJjFEagpkqCKqC8/nRerV/LQohKmVSgdNolRFHlSxYRNq4Wg2a4+VOIW5FT4UAMEJUSko2InlKV4c1o1Xp5JzoDVUVMYoLuVEwS0nfkeY0fLGVoCcBSSsjpQi+73U/4sX+zKtWvL98rMaUIfu91P+LG/syoNXlaFDl8FoUF1QoUKAUKFCgC1iO1FoOBZZhSxjHGubZArrKusKqiSetRPKPPz+wtvxrb0Soi0HCrXCkW8G5+okUrK8zdu54Z28NXnxJsRH3cjuwlRwYvkLTFxs10B9dQSYtrC2q4hbiVFHdt+ioFuIq75ihhF/wD+UFcxc4r1vlnHkI4ULc28W1cCYpz+2uV9lusHLrJ9M3XVTjkeNBU5UVTTm7v2k4jaJuRvmO2uwSorUmM7HeADadAgMVTxRfGqix6ZtNmfB6Gy6rjTPd2VddI+C1y9WGV5DyTlQR+0lULQV8VOaLbnl/o1mNe2q/uzrVMs7s99mYz6PkR25JNtx0MeUhET3gwuPxq0/aV/iJfP+znv1agak1hGsTkaAkVZUn0eU4h7wLXqQxlR3eYvlQYxmLqlNaSoklbuzDYmikXgtOnxIHC27eJu27t24i9/NZyfH1XcNGMRrhG1a82lilNssstO8bv+8tvH+kPD27c9PmrqE7XM9m8ssR9MTJEJ2QzG753htvBOCJZ2EueWf5l+FCHr+JcbkzDjw1ONOekR7fL44o3IeZ8R+I5wuFx7KDCd01eBQUjRrwj4t2zuDSI6DLQCn3yLo+Xd5vN9WocUdcRLZclS1XZ5JZR1V5jisPJh3q4jfvFt8xN+ZK7NbtQ26VYQvBvhGjoio8TpoiMkK7SEl9ioSKlOOXuzDxlW7QRRjaryk+KIG7y5+GaDj0OPqeS3YrdcY+p+Cl6ld6xxQ+8yaIm9xZVdu7b9aq28jrK56YjRztepCmR48zhZZdU+KJ+p/j7dvUq7a71b7lDuDauwZkaW2i43suiaZ+1Frl5dssw7pqW2x9JrJlWGRwDZbnjvkljd6pNvV0dVBFZHVMjXVtnlGvHCRI6Ey806zwx4XrCEh6Nu4uoSTdmo/b7Zr/e9W6FC0x7wrUK4K9Lmwo+SitkO3cJfSrqcfU1nekMwyuEQJrqDmKr48QVUc4xnxom9TabdkAyxfra66ZkCNjLb3bh8Uxn2UHARLtDY7HrrpQ7DqRm92i4INruEZkg76xv/AAi7fe27t2ad7SrbrafqPVcm1Rta7XLJGctrUV09nf8Acmend9HP1fNXZ9R62t8XSV1vtmfi3krawTxsMSR5intz7KgWjtCs1x0g1fosmK6+sRuS9EbltqbG72GucDj4rig452lWftAvH3RMv2bU07vdljN2ZuLuBgD5ccXh8u7d8a3uh2dRt9rsx+RbLsxZZFijICyBIGu9Cib+XsXFdNsF2S7Whi4cBWEeDcgk4J4/KOUWrBXfrJQc11Pb5/fdYs9yKU7dLcHcmT8rqCKi4CfpZ/LWNt+l75FksSY7t9ukCHKhSSO6Ml3rY3uEgb9pCIkK/wDGu68ZF3KaeFMvGqqChQcks9uvtq1MGrX7XOehPS7k4kdtnc8gvI3w12Z9uz+f5VpNDWrWtr0narYj9mZEGFVxt1twjAiLdt5Lj3q3Iun51pLjoedaDHXBHV7QbGkj8L6PkIW3y+ZvwrF+jNbMWy/x4Pf35lsbe9FuuSi+/Uf6h97qJseQ1trqan2j2vCZX0fK5flbpOktQz74lyfO0twEtcs4S7H+JvIPH3Rx4p8fGgwUT0+w1aJLPp6QPpqN6pWnQ4bXC2viW4lIh3bV5+95aqHY+tfTUKV3a8+m2FufFdd3d24rgkMbZ7uPL4fxq65bdRW6REWVKejwQVcAsl9tOJjzIPV7KtIlxtM1xxuPcIck2m+ISA+KoA/SLn5fnQcZcHV6wpAsJfigvRYHGSe06+feurvOR8eH5d2P4tRNQLrUbE3GYt19SWzbC7tweKacXjdO3w6to/vnsrtoXqxtQ1kleInDLpA+KO0i+Gc016ViOS7axCcizRmqak8MkOQomMinvfkoOPan+6X0xf7jE+6f1MWC5bGmuLs43Li9P4udyU5Le1KvaCxdWLVfe7Ld/WqjLme6EG3d8Nm7b9b6VdH1rq6LZ7E7dLcsS6d3dAXmQlCJAKmLe72+8tWdz1BZINtlTeKspuISNvd3IS2l8PGgwfZEupGL3OW6LL7u7DTDkjjNojnEXpJtzp4m33g6agXe4am/ZNbfZg6g7m1dW25H4Q2u6k3t3CI9HD37fpFXUWJDM/Tw3e3tbkNpXACQWzw9hKO7FV+j9WWW/WeDMJ+LFkyIyvuxu8CpNCnt9mR+dByyVbL1K7Pr7Kl/dbInPTnY0WI7xccDvAk2Yj9LaPjUt1+92965RICan4DN5guRc8U97JIPeeovMPmroeoNXRbc9ZTio1Og3Gb3NyUD4oLBbVXPz8PlVi3e7GNv76t8taxjLAPd5HhkvwzQch4V+saaqYscG/8AfHbzx3JK8YgOERNbtnPmuN3l6ummryupZMS0Lb0uMh5l2Y6267FfBW2Sa2j1F60foiq13QQaIUJFyiplFRelaBNotBxiNGcXVem7z6F1OrS244vDcdd3tucQS2udXw3c/f20rSj17S5WeJcG9RoUdJzFwcNpzb4+p6ve5eUhrsKAufWDSkFE8iklBxJiLdWdH2abK+6qbLnygYntyOMaMiO7bkE6seUemtx2W3C5RtN2603uBchuCA9vWRHJEFELlkvxVHFbXkvipU2945yVBgbokiTH1/GgMPOvPRwbbb6d5mUfb01VWrs+vE6xsO3q8vR7t6PhwhJyIiC2DB7lAhQlQsknNc1Y3a4PWs9cTmpPdlZBskd2bthcHpX5c8VkWrre3YV1ss852npz/clabduvjxC2kbMnntIl5bfq0GwtHZq/AGMLd9bNI93cuooUAU9YQqm3x8E3FR3js0em6lW8Hf3AJJ7M6OhRNyscMcI2i7vJ8sVQaduj0252nSL0m8NIE2cE95bnx3XjaAcDxuX0lL3fL7fZfaF19Hc0pAcviXN6WYqhuejnj3oJEIluRNvUI0CovZlPhyLf3LVDzUWAstGGe7AuxJG7OF9qju6U+XsqJC7IpMVmWCX9h1JkNqLIVyAK8Thnu3lz8xe9/uVS3vUOoo2pluMYrrudvUZuKnG+9e5OCO5pxrd0ueYuabqZC9XGzPz7uUq4TZF0gT5FrVLqT8YTZ3Lt4GAQenb9Py0HTNN6VKw6ZftEOaSI4Rqi7U4bW5PBAVeQ/lrMfsUH6OSF6cTY7a27TKXu/wCEjgakm3q6T6l6ufj4VK0JLnRtXOWzv8uZEKxxZpG+4R4eJVQk3L9LzVoj1hamphxXI92VwT25C2vKP59tBnA7MH42rz1LBv8A3eUT+5PUZyzwhb4RdXUPQJfalWmkOz2JYdSO3tZSvOuNmBo0HBR3cW7c4grtIvnhKt9RWAb06y8twmxOG2QojDmzdkhXn+j/AD1jIGuNSR7dfLjObtjzUW9LDbbCSQHs4ggvu+7uoNBfdFPzrdebfBuqwGLhLGcu1vcquctwEmcKC7U5VmrxoK5WmDEjWR56abmpW7iptxgEYqbUQuSlzHn4fKrS8a8u8KLdFZsMKTIh31i1tiswkE0d2oLudv1/ClWjXd/euMaLdLDEjNHdX7a641JUjR1sCIVQceC7KC3s2iG4ekrlZJFwdedujjz0yQ2mzc475yEee37M1Xudm8t11Jzl9Fm4NR2o0WRFjcBBRtziIhiK9ecYqnjdqNwkRLjx7fGhTGFaRIzquAfrHdvw9Z/3e/dSXO1G4jp+PPS0gTzcqWw4icXY3wPfIPMgl8ccvbQXodmYAKXEL0q35bkVyWZwMNo4QbCHh7vDHzqRa9DswTs8JXuLDtbrsxd6db8tzd1F7u3mRVq7VI79bIk/wWS2Li8PqHqH2VL3+/10DQtIi5yNJk+VOftp7IqnwpmWg8NFFc809lBluz7/ABWH/XZX9sdXuS3ufV8Ko+z3/FYf9dlf2zlaHKcQuXl8aBsNyiib15J9GgKhuRNyYXx6adw5lEHdyTnmk7yQMCg5VfbQNqacEUEk3L8qUHM8Cqbk+VKXCEJKmFxRoK7kXwzQHGM+MoFhc/KlRco4e7by+VJTcigiEu7PjijbBRRVRxdylQMOuKD5qm1F8EwnjQYzsVUVMqvNcVLZHcWVQfy08gKIqgoKoq0EElISREXl7aIHOaiBKir7cVOUVRcqiUFwidIomfHlQQ0cdTCKSr+SjAnVf25XFS0AfeSkg0iOb6A9gqnUq5o1AVwnOjLmXJKPciFQNkionKsnpjH3e6nx48OJ+qVa4k5VktLgg691Mvt4cT9UqDWYT6tCl4ShQW9ChQoBQoUKAUKFCgFChQoBQoUKDOdpP+Il8/7Pe/VrH6/0S9qqbDlO2yDdYvo7u8cZEgmVhOqn4ZMJ1e7y+rWv7Sf8RL7/ANnvfq1EK9PDc27THAcRLSk59VTxzlAD5Z2lz/moI/3N3z7otNG/OZlQLXBdCSbn4V6QQoKH+bd+eqLTeg7taJ1pjksZbTYX5UqI62q8aQru7aJD4Dt4h+3nyqDpPX1+1YxIiWO4W56cMaObiuxibKG6RqjgqK/hBERXJJ8UqZatVaoVIMKTcYEiTc7ucKHLCKQBwW2yJxzZu6uodqUF3A0lKXs6nWE3QCTcBlG5nmgE8RFj54zj2fkrFStAaznWy7sSoNiArhaoMHhJNJdqxyQlJV4eCz+THzroOh9SrfNPNTJr0cJLTz0d7BbR3tukCqmfjtrI6j7Spdt1JNEHoLUWHcIsRIziZekg9tQnW1zzRFL+itBpdE2K5WnUuo5r8SDGhXB1l2M3Gczja2gFkdo7fKlY7QvZpPhdpuoNYX+BawKZO73Bejvkb8dFHYolgRyKpUxvXl+g3e6yLxIisQWmpjsKJ6PcB2QLO7yuEu0vLnl9KpkDVmpCkvwbh3JZfoNu7Mq0K7ceJtl/5LQZa+9l+tZ2s3b+zIs/Ca1C1dY7eSDeApjaYon4THvbql6b7Lp8aTra4S7Xp56feZT0y1SXdzvdjNsm0Eh2+VPl9Kuiu6rtjGkI2pX+KEOQyw4CIOSJXFHAintXn4VmtLazloF+duXpGUEa9dxhB3IQdRCbQuGQjy5c+paDD2Xsn1iwVwSTKtH37pZbKqI66vDNPKo9CDt5+HsqRD7JdTx2iVXrDHfi6YWwRmWt2yTnxdd6elU91OquhSe0jTbMW2Po3dZHpMXlihHhE6RK150wPtT4VWaJ16LjkyJqF98z9Mvwo01YexpNqbhbIvpbaDQ9nNonWHQlnsdx7uUyDDbYc4GVBdvLKZSr/ua/SWsmXaRpsI5ySKWDextxlTZ2d4bcLa2YblTpVfpba0thuzN5tTdxjsvtNOEQoLwbTTaqouU/JQSVYwhIhUpWF5ZLlin8oqUSlyxQQiiCQpk18aQUUOab6sE2qmKacb5cqDF3QcdodnFE59xlf1t1R2+wa2tkG6NRW7Sw7cLwU0nVlEXCaJR3CibOZKgqnw51f3VdvaXaM+CQJa/zt1FtvaTpu4vk2y1dW21R5Gn3YRI2ZtfhARfpJQZVjQN/aetbsq32EmIt5m3FWleLmD4FtEej2bqgfsaX/wBDMWqL6Kgr6Ik2551p4srxD4ol5eoenb/GrU2XtHjFap8+9Ya7mDL58GK7vBlzyuEP0f6qsl7Q7KjrDJQ7oj7x7RYKISObd2EcQfHZn20GUe0Dc3WIryW63o6lziyZTT0snkVGA25Ho24L4YooujNTsXOG8Ma0cCJf5Vx/DF+BfaIRQeXj1ZrXr2gaZGc7HKaoA2Dx8Q0wB8H8IifHFRR7S7M3I4DsG8Rk4jHEdOH0AT5eq3c/e3DQYQuzPVq2K4QGeBtkx2WG2ildEfa9xC4bmzcI/RQt/Mqsl0VrmNp9i0Mx7Q6zEvHeW3FlevdYLcq73NnnEi8feStdcu0XTrEV+Q4Fz2sXEbaQBEJTV8sbRRPnmk2jtE09eJkeHHC4sm8brW6RFIBF5r8I0S/TH4UBdn9kvGndC+hZaRXJTSvcNQeMhJCIlFCVRXb5q57ZezTW0TTlwsTzsHu9xt4A7J71vcbfbXKCPRnhEPTt93qrqWm9XWi/T3oURJTTzbKSBR9rbxGVLajic/DPKm7zrKxWm7JbJZygd9Tvc7uXCFXi2tqpfWKg5/fNCamuneXU7tE77c2ZZxo0zYkcW2uHgVx5l8cYpFx0ZriVZrVbX4tiZSHFkwnO6u7PwgiImvR4bfMifpVrV1ra4g3CXKWc+jFwONwmbeW9va1uLd9X25p5rtAsLxQhZZuBFLYB5BVjBtC4WG945ym77KCy0XAn2/R9ugz+D3yLDaYc4bm8Okdu7ctWw5+NYK3doSS7BIntWqUw6M04kMJEcsPFxCQfD29PV9Gm112+7ZLXPiFCcdlk+jrYMOEm1otrhCnmUhX3aDoG5F9tHz9jiJWec1laG7yzalGWrzkgYvF4KI3xiHcI5/FqNbdeWK5XMbeDdwjm5IfYA34pCCvNJ1N5+PKg0/NV5KtJd5JzWqCxautV4uHo2GkgXUYWS3xm9nEazt3J+Wr11Fx5koMQL1ranatcvnCW35a7xxPLw+EPjVrC0xplyAixojJx5qA8Li7l5D+DIS8R2+7WaujvDj6/HbuzC8MEp7+7+WsjdNW3632y2pbXriwkO129OEjJbPNtc6dqq507t2cbaDokyJoCHFSzyUhoz3rh7MLluS57pL5ty7vb591aTi2i3hEhK81DQ04ENvG3f0+VPyDXHdY3iXKtt+ZSbInG3qSAtv4rBfgsgRdQj5ULdz92rTTuoZBRdNZnXdZvpY2rq1LYzy2l5en8HnbtJPpUG3t9u0ZPvb95tndZlxTa868HhuUdqOY8M4HZuqqh3bswtEyQ9322NSGl7s6m014e/wAzXV0ju+FbOHboEFd0aK21nGdg48PCuLNXNGNWaxuUqZNetPpJ39qu5O/thujC2KiW36VB13S1v07AenM2JphtxoxakiHmEhFNor9iKnTV2hc8YrjNyvF9js3zud4uMVQv8Vtp1Gd6pGIG+IPl6hHq6vq0/d39W2W9PW703eJzrCwltKuJyno6767ibR6torj6u2g7EnX01nB01oqdKuSDDtrr05czERd+5fnz6fL/AEa5zar9f/umNpL1eJ0li/PxnYiNZYSAKEW7y7dyFt55+rTXZjqNyNfXJk4SSFKtivvudyLi8cXeYlhvpXBfgx3UG/u+muzqyWqROu9shQ4QOjJfkOKWziD5XC+t9aplt0/oudCau0ODFejuv97bcyf4Qv3z9GqztnfJ7skvyMtOujLgqDIAG4iUvDI1lL3qCYGp7G3HvF4jwBbiSHkZh+rMMbRaEdvUSl5i90RoNrarFoG+2Ejs9thP2zdwyJc5bVs/KO7y4Ld4VGutk7MLfFduD7FrahNY4rjJKvDVzpLdw/LnaO6sBp24XS2XI1tj14dzdLm5Kt/B9X3bDhC6IkPm3bdvPqqqtr8r7kdVxyCR3eZaYrrSLEd9Y9xE4nVsHq8u5E8tB6IizLeyTVvjvw2yAEEI4OihImOWBqYJbq4nEe1BI7WFlKLUdGJrSRWu6dciBsHqHp+PtVejbXZxTFA6odNMvIu1E+dOJlPeJabeNFRMqvilBmezv/FVUT+HSev/AL5yr55PUN8RPxzrluprrdbF2Qyr5YrgsOVGuDprhsT5FKIS6V/Gp2waxmW+DM1PdLhd7hpwjSM0jlvEHwfFzhkRNjjpXp8aDpYbxAct7/49KNsTJF2bf41Y6b2mWOCDJTrXe4m5R4qPxhb4G5zhjncSZyX0d3Tz+VSZOv7QxqCXaXYN1Tuc1uG9J7t6oXHPJzz7aDSy96OAiDSXFNS5JWM1F2iW5mPdBjDd2O6g6iXBqBxmPUmIuberqwRfxuqpR63gRLteGHW7k6EBmMYt9yQVVXUwO0s9W4vzUGpcE9g9GKMQc3p14rKfsk2H0SzcVjvo45MdiLHXh7kfDqId2di/xS6qV2n3i6Q+z0r/AGqf6NcbVlwMbfAiHcJIvyKg1Ji8hHsb3CvtzUmHnhEi9NZSPr+2uWgZ6W26k05I7tHPgjtkFhckJbsbOkuZL7Kifsl2A49pejQL5MW7x3HoYR4e4nOEvUPj4jQbvqoZWsQetoc+5Hp8fSVumSAkNxpBtCJETabi2ivUm36RDtKqLSWuSC3acdvNykK85Zn7jJ+9R++eEq7i3D5ST4Y96g6pt+dAl/jVntI6kg6ogvS4LTqNio5JzaQuZTOQMCIS8aviX+LQHlF92h0/RoD9tEQr8aAEq4rL6YVF15qb48OJ+qVadUVRrK6X/wAftTp7eHE/VKg1+U+FCk5L4UKC6oUKFAKFChQChQoUAoUKFAKFChQZztL5aBvv+oPfq1GdsKT3GJe9AblW3uUwfaYKibVT5pkvz1K7Rk3aGviezuD36tWkT/B8b8RP1aDOWDRRwLg3Pm3ZybIjwVgxjRkWuG0uPo+PlH81MxdCtRNNWS1xbi6MqyKhQphtiRiWCQlVPBcoSp+WtftNKG4koMxZ9Bacg2pmE/bYk9wNym/IZQjcIiVVVV+0lqE/oCPIuwOPXFwrY28y+Nt4YcMCb8qCvmQM89vxrZ7nefl8aPd1FnZ4UGGDs8jPTgK6XSVPhMd57vGcXyd4FRcyXiXSSoPht+dHE0Q5CanG1eHJUt+CFuZecZFODGH3MDjK/Oto7+rSP37ifVoKC/aRjXLR7Wn25LkUY3BKK4H70TW3YuPb4Vn07OJpjJItXTXXJFwbuDiORW+GTghsISDG1R5JgfZt9tdA7zk9lFxcntoMZp7s9KzSrQbGopRMWtyQbLKtCm7jeZFX20D7PIxzzcfuUx6CVxO5LCNsdveHEId27xx1eFbZXqQT60GD/Yyb7sTR3dw1ahswIu9kTAI7ZbthiuUc3e8q+NarR9gj6bsDFnimnBZIiFBHag5LO0U9g/KrficRr6+2mnVD6n6NBI3Dj3aQpiRLzGmOlT5iqr8KG0Ny4DbQPoYqqoK5X20XhzVeVMtbhUkRMp8Upxd23KpQY+9f/eTZseKwpX6zdZHTmg7msM/TkqfHFmXNcixWuF6s5JF1i4PPyl5fpVrb0u3tIsxY8IMlf6TdUVm7R3bjcpNuK1sNokKTLjCkrIOcEtu0j27Uz8UUsUEQezJkbZOa9PSM3KMzHd+9Ww/BH0lt+ku7qq01NomPqKaw/c7orndGwAcRm0IFEs7mixltfsqw0TqK5ahsfpWXYGbeDrIPQQOVuI0Id3PpTHPnWca7Sn/QD92etEdO7Bsksty9xtyOLw22sbUz9LPw9lA5M7OfRsK+DZjU3nWZLkRpYrQK2T27cJP7c46i6ai6V0LdZWmp1lusnuDLvdXYkrurYv8AGYLduLaSoQ9I+NJmajk3W66Ylvxn4Ehq9HCdRpXeBJDgEW4d2Nw7vinu09N7SZDdtmuTLW2x3BuStwRiXudiKKqDSoijheJnKcqCxTs4eQTVdWSlccu7d3Mu7N83wx8vBceFE12czVdjE7qaSaR7jJngXdQE0ceEhVN3xFSL7c1SwNd3uJbW4q2x+5znbu3BFyW8TLao4KEhgZNjuEcYXlVrpPtDulwu0KFddPx7a1JlSofFSZxNrrG7dy28xLBbaCRojs5+5q8Bcmb2chzuSw30KI23xRQtwkqp1bt3mL3vlSdW9nLeoL27cnr/ACWt/BJtvggfANotw8NS8oqXMk974pWl1behsenrjdGGUmnCilIRlT271Qc4VawBdqV8Y4pTdIgy0wMSQ+ffM7GZBbU29PU4PtHl9tBZzuz+VLi3CM5fV4c+4jOk/eo5cIREeEXxb6UXHzplzs3WbcI0683Yp8iMrStyHI4cVomy3JwzRVIBVPMK9NMz9WTQ1CnGdfRmNembWbDcsCD1oiQueTd73hn2eNMy+0LUDVrvl1XR7DkO0vPtuH6RVENWtqZFNvt3J9mKCdI7NidjOxPT0gYi3LvzTHBHYOSIiAk98VIs8/oj8KhNdlMZbUlsl30pcYSkK2BwWuhXS3ZHl0kK7sKmPH5UV+1tICFMYn2zur8WTB4qRLgSYB8h2EJbf0hp53XIXW9zLJEtch+CMty3PSmt+RNEwZkm3aI55ebdQOvdm2LoE1vUE9XWpbc1lXWm3DDhigo3xC6tn1fnTsfs+dFYriX1/DF0fnplgU3G7nI/JOoqzPZbru5PaMdGPFjzkstsJxx2XKd47hZIvKSeXp8a2endZP3i/ej34KM8W0sXPiI77p+7tx9WgY0n2frYbxDuXpdySceMUY97QbnxIt24y8ylu96tg5tTdlM0EcBz36MlJELamaDFW+aUK+6smjGV9WuCStIe3O1nPjTWmdft3iVp9t60PRW7/GN+AaPi5namSQtvl5c6IAkOT9YNx2OK++LYtt8TaBmTO3zVkdL9nup7TbLK1bYlqgqtmdtN0cKX4Gudr7f1vNy5UHXluVsFhX1mweEnSpE8nIvh4UItzhSTAGLjHcJ3yiDolux44rk0rs11A/YXmks9rXiRoEfu3GHY53d3c47ux5iHl9OpEfQt1iajS4wdO22K990IXFOHMxtZQdhCPTyyXLb7KDqseVCOQ60zNYcdZ5uAL6EoZ+PwpyJMiywU409iQKeKsuoaJ9tcfh6K121NKS9brYaOMTmHG2rhwhLjFuE+kd23553VsOy3Td2sA3BLkibZHD4e9Wid6Q2ruJtEFU+HJF+NBrW7paXOGrc+G7xN2za+BIW3zbfsqp1Rq2La7Md0YQbm026Dbnd5A+r3Ft/3vJWTTs8mRmL81GYtr7HDkehG3eQt95XLwlt9m7l+LVUxoTVDdpvcYorH7YrCVpElter4BdW7amPd9lB0eI1pfTQXIY89iKSkU2Q25I5gReZSFV5U/aNT2a42aHdfScEo0oEVteKPIl93x8awX3FX+RqmfOkxeCzNGSjuXmn21FwNo7RxxRLdt3dW2q+ZoPU8jS1nt6WuFAdhRzYTusptB3bRTLokOHBVR3fGg6ZrHUKaft0WacLvMd6WzGPBYUFcJBFcY5+KVZ+lLctyO3+lIyyWkyTHFTioPx24rL68sd7uujYVugMRn5ceXFfcVyQjaKjZCqonJfgtZFdGapXW7N69GwuDFvBzV4UsfWMuNE38N276WV2/RoNoms1YvlohzLS2wxcu8evSSC8LgrnrXy4Uefmq8LUFjFVFbvb0ZdQVbNZAe99HnXHHezPWUqwWq0d1hQ0hPXA+K3MFco8ZE2OMeXq6kqy1FoHUN6UHpulLGy4OnXrb6qSKCDpkPNOny9NB1kbjBWO6Y3GMrTKesVHA2gX1vo1XydWWGNcLbCcucLi3DJR8Pj1CntrmUrs31GoTQt0aHBaX0Y8jTUsfvlY6esBeXTu+K/RqxhaCvdumWi5xLXbykMuyVcZnyuPw0eIS3btuCwol0pjzUHUGrpbpU12FGmxnpLP4ZkHEU2/tT2Ut7yJ9tcs0nojVEDXtuv8AOZtzLUZycDrbcnocF8siQDj5dW4iKuqPp0J9tBziJptNV9ncizuzZEWO7OfV3ggJEe2QRCPP5olaG8afK92Fu1uXCVD2uA+b7cdv1hCWeocbfERrnfaGe3sGkvsNOo83cC4fd3SB1S75jkSfIqTa51uZc1TebnEkWjU9ohpi3rMLgBG5cM2y8Cz7y/SoNZqrs7Zv9zkS371Ob7y2AOCqCeNhbhUdyLt6ua4xn5U5K0B3lLqj+o5yrcZsaY5hppMGzt2+79VKyNr1reLfpq+SRacuk63S4uO9vOAj/H2+XcmR81Hf5t7Y1Lcrhco8EZrek5bsliJMd4BoL/SSL5hLbQaqV2fRXbfd7d90F3bgXBSJI2QUGiMtzhDy8V5cvZmq5rQ12vLlzkalddgK81FZjrGMDUkjERA4Q429WR3DTbPaBIt91s1jS3C1CeGKCuOq64vrQ8vEHkJJ8F8af7QoUe4dpmiQkAoorsnKbiTO1vcI7R82CoJIdmdrGLJZ9MXI2pMh2Q4y4yybO9wdpLwyFR+z4VdXvScG76GHR6SJcWIjANcXpN1Wm9vTz/FrkN7tMZez7tHkqD7L7N+VqK7x3fV7Vb6B6unzF+lXW9Y3B/R/Z9Ju1qiMvFb4oFwHXSENo46d1BTh2bW5GUaW/wBx7uk4pkWLw2+C2Rbtwi3jG3qzj2LU/TugWLK/Zjj364d2s/HRhp0W+YulkhVdtVDeuL01cHrTItlv9LLOiw2vWlwE47RObiLx5CJfjVmtX61kak0ZebZHs8cH4ltlyZ5OvEmw2TJn1RD8x3ZWg2LXZvFC6t3Fm+3dl5uS/IaXDS8nxIXBIiTcQ9Xt8NtLhdmEeKxBZb1Lc17hAdgsL6vyn5ixt8fL+aqa29oEm1xW2VjJIgW1bfDlOuqXHU5CDtIB+im4ft6qjWK9ztSdpulr+sVmHFmxJ6ALcoiM22+kRcHy/X/jUG+0VpeHpgJQwCUu+uIcjLAAnSO3yigpn6RVpEBBTKD0/CkoPLxolyK5U+fwoFiCUrApSVJKRnNAZj9Wslpn/wC8LUn+ijfqlWtMuXmrI6Y/+8LUn+ii/qlQa7an0UoUeF+itCguqFChQChQoUAoUKFAKFChQChQoUGe7RV/5D3z/s939Vas7egLbYuf8wP6tVnaKudD3z/s939VatLeg+jY3+gH9Wgkrnki8/hRbBRd2cFRGqpgqbIl4ye2gdBBRV9tEg4yqU0BbnSROSJTqKqNKS88eFARNio8xTFBAFPYlNou1Oec0SpnyquKB02xXxRKAtii9IpSCXkiLmiTKFnK5oHFbFBzhKBCmUwieFMqiqmOdGpKKomF8KBaKKGiYpIoKEibU8ab3ERoqItJAzUk6V8aCSjYZyXjSTFELwwNMKLqpkhLOfFKNEJV95V+dA4W1F6F5UsU5YTx+dMAJcSnSXHJFoMjeUEu0a1CSZRYElF/O3USB2c6UYI34tpwAtmyCcZwdjbnmEefIfq1JvH/AN41q54+8JPP4c265s1q/UbwxCf1q3wZcq4R9/c2PVhGIuEQ/WLbQdds1ljwrYxBtrAsRmB2NgTilhPtJVWqgNP6ZnLeIAsW6UspzNxbaXcpHt974FySuR6w1b6Zs1nuzyxnpjFoCYraMonriPaWSXzeUulPCrFzVqW3tQuaxrsEC0zp0IHp7QtuZUo/q29peCL9Kg6FM0rpWDEiSpYrHbt7ySGpEiYa8NzONykRYT6NWTmm7G96RIrbDfC7gKTzUdySkEcCq/xa5ddNWXe527VMa5z21t/cZ23hC3sXau0dw/hWy9nPxpd+1/cLc/DG2Xdvu8MbcjrXAHyOIPEL6RdPtTpHbQdAb7PtMgMcFiPOJGeF9hXJLikDg+Rc7vZTDXZ5pqObLsaGrbrDrr7BcdxdrrnnXze2qDSetb1P7RXLXJmNy4Jcfhd3QCANhdO798aX8bpKoXbDru56evciNbroEUYMQHljm0i7yJzHUS+ZNvsHy0Gzg6RgNaOTS8w+8w0a4Tq71E1FfMud25Eqtk6A0o+D7BwcjIZbYdHvDmSbb8ieb2VzbUl8nkXaGyzqSUj77YuxWmmW/wADwBJSEtvl8w1PnakiR760/b7zGff9BPm3Jlsr+HbQREunzJ1F+jQb6bobTE65FPnW5XJDhtmS8dxMuB5XPN5/nSLppzR8a0PWSayjLN4mFxWnJjo94c8xberP5q5tI1beJaWh+5ailQWYl64briCy8H7mIh9YPIur9aoblxFyU8rFxitLE1VGxLVkQ4YE1u3kP4xFQdSl9n+lH0eKRbXnHJHD4pd8eTdw/J7/ALKlJo+xDPdnpCw86W5xEec2Eu3bvxu8+OW7+auc3PtD1EzZuB6aDios/gSEZAO+oxt2FuXp/ij5vdrqOkrz6X07b7jyMpEds1IUwO4h6v56Cut+gtNQJMd6DbijuDFKKKK84oqyXuKJF4c6e0/oWxWmcsuBBVmTwO7b+M4ScJPKPUvlGtLt+PjSkT50DcZlW1MiXKrS3ULYqKtKT4UkxXKlnlQYm3XCJbL5qmfOeFmMyrDrhl4CItU83rG3zpsGOKS46nJOO8w/CPc6Yt8XhofsLb8qiSLPH1BctX2aWRAxKCOBqPinq08KllpGfIfs0h/UsmS5apPHbR6MGxfVcPG1PqqXP50EaT2i2V7Trk2ENzYEo0h8XVhb0ZRkthKY7uXVyqHP1jcoF5vXeLn94RbLHmtO9w3cNXCUSLaPUQ8qtZOg7cMXUjEaS+x6eUuJnb6oCHq4Q/PqKmJ3Z25MbuTZajd3TrU1bSTu7eRabzz8PHnQWS60sgXtqzKUspTrnBBzuxcIzRtDPaXwRCHnj21VWrtFhyHpq3V5mJGiRCmtGjbgq4zxNudq1MTQkj08l8+6eejyMgz+Ab5NimNgr7oqvMvpVUsdkEMgdSZqebIV63HCJeECGeT3i4ReZTQsLnPPFBdRtawZ11gQYhS2eM6+y6w9CJDM2g3bRX2cur5+ymIPaHaIunmJ82TKno60+868FvIVbbbNBUiRfBB8v0qF403e22rReG7k/fp1scM2mnUaY4m4OGQ/V6d38eqqH2YLP05CiXS4Ox1FiUEiO3gwHjuK5058HB3bd1Bu7xqS1WfTwX+W66duLZl1hojwJeBY+Hh+eqy8a609bRnlKG4kltmNxZaNRlLY4f4P7ULI0/dNLs3HQS6Ukz3RZWKEdJIiKGm3GFxjHupyqic7OH3RuBHq+4GdxkxpEg1is8zZ27FTly8tBrtPXyLfG5Kx2ZTBxH1YeZksq24BciTKfYSVcoLdZ/S2nHLNPu0125uzTuUgXzQgERBUFB6UTknIU/NV9hKA8Iq+KJRpyTzJj4UXJV2qoquM4zzo0QMZ6R+FASpnwXFBEFfMm6hyHxXNHnd5U9lASqIpyTFMyDUgTq96nkTxylMyATamFx1UGD0/YbVftDNx73DCW0k6QvDVelCF4sLSr7pHs/dksv3uFAF5IxMevdPebQjzHx6kqlkP3qJ2cnOskuU07CuL8p9hgBIpLAyC4jfMfai1EC8XODqXSxXO8SCS6Ny3XmZTDSnGDZuYDcI5H4UGlY0t2fTrMs5qBBfhvto6b4OLsfBvyka7ue341Mf0vpS6YursGLL7zH7vvR0i3sL7vjzSuO9nmoZqWJ+3SbvKg8Czuu2mJtE2HObm4i3D+E3fvX0atpWq79IYF6PqIoIsaVCbwWoY85I+zy/zUHTk0fppi4o6xaW1lDwuEeSx0+X7dvu05JtGnb7fWbs9BjS5cBwm23OKpEy6PmHp8FrlcjXE+56hGzlqw7VxEhcMmhEE2uNbnR6hXc4peWnl1ZqAYDMVu8Ey16amx5Vw2izsAQ9RuLZjq+ljntoOkPaG0m6zNjuWJhY85zjSWtxbXXPpEmasrlYrVcrEljukJuVbRbBTjmpbUAf5647ddV6wIXXfutcYciadCZw2og7HJO/b7w5wo+z61bHs7v8AMfv+orZLvhXFqErLseQ60u7a43ucHkmzaK0FgjXZYtqn39H7X3Jx0GZUjvS7UNvyiRbukkqWOktHXW3RTSxW+VbgDZDVAVBVovj9JC+dclubKjbrzqDSjSzo0uS7Gv8ADASw5uP1cgUL3k/pD9laq56kv46uct4PlGQbsxGZt6D6s4ZBucf3bfYW7n7Nu2g3f3Laa70y+tjY40TZ3XO7o2+XP0se7uoRtJaViXhq8s2SM3cWjJwHwRRISLzr9i1ypjUOqE0Yuofu5kuuu3MYfC7iG0E7xt3eG/8AB9VPWrU15iX1l2Tq050JL69buF3Mf3NwiITLaPm3cs0HcmXFV7wDye7Ti+NedLT2jagEby6t/lYdsb0mI4rArw5Qn0iI7drfTt9X11Zta01VHiXViJqJy4ySt8CWsh2Mm6LxCxIIRQfAU6tvu0HZY+o9PyVcSPeIhK3J7oaKeMPfQ+2pjEuPL393kx3+CatO8I87XE8UX63hXn636nOJqCajF+Kar2qoyq86wK94ZJgcr5fZ9JMVo4d8usB5uXLvUlqC1qWbCkuhDaH1PCImjLaPm3beqg7Kv422sfpv/wC8PU3+iifqlSeyK9Tb/oSJPuT7r84XHWnjdZ4ZrtMtuU2p7qjTmm0/+0LUv+hifqlQbDaNChuGhQXNChQoBQoUKAUKFCgFChQoBQoUKCg7QeWib1j+APfq1Z2z/BcPP+ZD9WqztD/xIveP4A9+rVlav8Fw8/5kP1aCQhCvitDC55ImKPknsoc6A0RMeyi2ovgtH86GSXwSgNURPZRYSgKqqUncmeaUCiRFTFIUR+FGSrnklBS5eFAkRT2ItFw0znFKEj+FEpFmgViiNFxyoJ4c0o8Z8KBCIlAkRfalL5Y8KQqc6AkRE9qUkkSle2iJUxzSgx93THaPaM+CwZP6zdRpmo9NxkZfJonUckOsRm2IqOk8QfhFAU8RHaXOpN+BT7QbIArhTt8pP526x820ymtN6WQbTd3btYydjOOwNu9vpX3XORC509Xs3UHQbRItl3t7Vwt6tPxHUy04gpgk+KUL+7Z7XbHrncgbaiMIhOmDSntT2LhErNaEtN+sekLfpocsXEGFkSJrrYyGmyJwiVnxHJdVWN7HUsPTt2C4PpeuPFVuM1ChbS3kJD8fCgOXqjTEa2wJ6Achq5N8WMMeMTputoO7ftFFXAjzXlVtbBt9xhtTYZsPMOipNuCiYJC8K57Atd0hQtK3pLJPzAsbtrkxeEO9s1BNq7d2Nu5MVpeze3TdPaZt2m5kR0ziQQN2Yv4JXDI1JsfmPL89BomrdHQldRpoHV99NiHSZFsYLLhMNuO+01QVKuJOuRpvaG4NzanuwPTig0+ikSPHw8CzyXpa3dXlq67OmdTWJ6fNnWO5zAdZbRA2bX0cJzyr6za70lniDtoOhxWocgn2WWw47Xq3W9o/xf4tOejWvbFj+GA6R6arrQxIXWV4uCiqQ1ajxML77oZ3F/F3ClaLZ9QqCt7hGaQGAjgKZzt4Q0aW+KqGhxWhz7eGPOrBR+jRKP0qCuW3sLtRI7JAHhkU5U6ERsBQARBRFztROVShRN2Fzzo8LzXPKgRn5IlDCFjKUrx8fZRj5efOgSICngGKJzAguUWj9nJFSkvCSpyQloOcXyfOgx9fXG2KDM2PHacaJ0cjlGeVR4ep9VgenbTa0stykToRm84brqAybYgSiS/MVWtHYW2pOrtTMvhxGzVgHGyTIqKM881YwNJ6XgyIciJYITLkNFGMoBjhZ8cfbQY2F2kzvuhbjyYUZ+MRzhw0ucLGDdjd4bi+G3l86yr13vVy1OeoCegQJkvSDlxaSI+4HRxRIQcL6W0duUrrjektNNXFbi3YIAy1e46vcLqRz4jz5UhdBaPXqXTcBVd3N54C+UvMP4tBk9J6svU9hu3WWPFRmHHiLLcuMsjN3vAbtwF723p/GqDYL9KSPpa4vsQGuLBuLiffbvqFa6i6iLylt9vlroiaU0zxIxpp+374ocNhUbXAD8E51WQtB2uLfllEDZ21sHRjW4GhFpniCiH9ucfz0GWidpd3SHcGO4RX5jMWHJZbabL1nGLbtESLq2+74bq2vZ7qJNQWHv0lRafVx0OFsVoh2ljyL1Iv0qW1ofSTLfDa01bBHZsxwVzs3ZT21KC32OxMJOGBFiNQWHfWJ+8tl1HQN3DTcCVdSu0lx83EUS4Sn6rk2YeX7HCrh2gUaRux2/UsRpLC7cZndZnePwknjlwxd+iO3kKfVrvtvnWu9Q3ViPLKY3Ey5n4+0aqrbpfRF1szXc7DAcgIXEbbWOvCyPvbfpUGajdoNwf1a1ZEYt3cJU6TCadaUuRsBu3cT3uoepETp+lUa2a81s/abZMkRtPsjd5YwYi7ncNnvcE3XPq7W+lPpFW2XSGk2H0fZ0zb2T/CcRY6Am76X1abt1v0fOtz1rtke0zICO5cjsYJoF/J5SoOdwNRyrzqy2XIoDDE9LbdI7rmS4DpsEg5T27afa1xqFiBaws0OyR2l0sV4eCQLxIKtqmQTq9ufEq1YP8AZxLJRELUy/bXlg8KS0rPdz27iaHdj6X9Knhi9nLER6VJiWVhlvfBVx1pAHHvN9XsoMrO1/qebeo8LT4W0lkNwzBl1sncC8O5xwiQhQUDONuefxSpkTX1+S6Q4EoLPuXUblpeRtSRVaENyOJlamP9mOl7ndEu8VwBZc4TjaRmAQgFvbtED9g9NaotIaZk3Mrm9Yre5NIhMpBsoriknvZ+PzoLrdhfGmpBIojlV8ae2CKeNR5W3Yn20GK0rPjwNHrNkcXnOkNtt+cnHSkEIiNO/dnp872luJuSuJXcu9qxlhJO3PC358ao40U1slnmsi861Avkh91Gx3erJw03bfq5qhl6OusvWPd4sS4QYCag9MOuLKHup7R3cQR83EUvd8o+ag6DbdWWGfd7tbIvEKTaBEpYdzJNqFnCiqJzzhaj2vVdiuVgO/xVeW3jIcZdcVhRUUElElUV54RUqsswXdntE1BOd0/OajTG44tSFVslcVpF3DsymM56ap7FFvLHZ1eLPcLFLi3KXIkd1bEm13rINVHmKrtwi5Kg2UjSOnpc9ZxxTJXnhkOhxCRpxwfKpD5fYPKtDwWlHarQY+G1Oqq22tvRYjLJOEZg2IkSpzVUHxq1i73BLNAzsYBVX1eV8eVKbVVRFQWsImPDGaaEXCAvFF9nKlALyCm8SJEX2DQGqEgr0N4L4JSQbISEsJn44pOHBRN+5M06qGmOsttA4TTKNqqo3nOfCmkbDd1A2QL8EpyYBK0KIXStNI2o+J8seCUBiLQ8kbHkueYpS1bAkVVRlM+PJKYTKbVUlXKUlSJxSER8KBu4QocuA5DcaA25AED4IKZQV+tRaatEGxwlgWwTaipuLCmakRF4kSr4lToISJ486mju4KdOSoFmvTy5fZWT04q/sg6i3ZxwYv6pVqU3KmV21ldPKv7IWod3+Zi/qlQa7cPzoUNwfVoUF9QoUKAUKFCgFChQoBQoUKAUFoUKCg7Qv8SL3j+APfq1Z2r/AAXCz/mQ/Vqr7ROWiL3j+APfq1Z2hVW1w/8AQh+rQSs/CjzSFRz2ENKETxzVKAc/jQ3KvsoYP4jRKjq+8KUB+FDxotriJ5k/NRCjieJp+jQGufhSVx7aJUeVeTifo00ZObsZT81A+mPZmgqJSRR5B8yfo0aC6qeZE/i0B8qCphOVIQTzzcT9GjLf7HE/RoDXKeykllaQrb3tfX9Gk7HVX8Ov6NApUVKLmtBWnP8APL+jSCae9j6/o0GTvaD+yPZOf+QS/wCtqtYO4m6x96Ev2SLIir/kMv8ArarUpGdx+F/o0Dy49iUfPHw/LTatmK83ToE2RJ+GOgcXCCqbkX+NTT6YaPki0k2jVPOvj9CmpLR8EvWkn5KCNHttu75370bG754944Kb/wBKp65KozYu4/DHRkLv+eKgf2JtXKIlNLnwFaaMnMdTh4qODgqeAdPdQTEyiYxRoi+9ioqo8q9ThYobXEX8Ka0Dyom7ktJNF8FximjEiTk6Q/YlEjZ+CuKqfOgWWU8ERUo/FOaYpCNquFQjxQJvHgarQLVcp7UpJuKKeak7ETxcKkk0qguHKDAT+Nx9b93dlMvd3a4Zxt3FQ+Cu3GPrYrLuhq+LaLDIDUl/fZuTSuXSU6h/e7wsCIhtbHcI7ty/jVr0uLVnu+q7s+jitRe7GXDMRL8H7NxCn9dX8W/2yXDicSe3GkTmVJliQ6gGqr4eC8s0HKbk9qxX7nIK96nWZDtkJyK200fAckb04nq9vV07dyfWq19J60XXs41uVwjgzM+9W+C6YS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90ERLfoMBmFoGrPY15MJ9tLl1/8oJNP6u8+0B9P+qWI1SOWSFZISQGRKgassv+z6Y/7LYjIHR9T/0UVY/DZ7j+hb8X0az4eN4bR1uxe6Ma0jbnay5t/vKP7YoCIlK1kAY/hwpfbS2YdWl6vFv+vAS+2lNf541SmgrirarBpja6t3++AxZU3VyDyasZFfnShX/LhXo3XFkRNXSZJ86QP+nGvJGxRENgUW3xJ/nhaE15NJhbyXzgMi3StcoSL+FkgP8A1OP+nD60/XLZoS6wkF+Xocf9ZGobUDOxoqLba8B4kQ0GyLtAZdGdaov9ctLX/qxf9ZC0a1oif1epK/bTF/1kaC7I/wBggXZL+wQGCY0vX2tROakCpUj0o6GCzPc3kyH4ceNjjF201r1U/q3pz/s97/WRocwvZWeX2IdaILW4aXgMojfaCqqi1XTd7f3ve/1kOIzr0RVXKpp1U+Uk8n+XGgIxAyyG+/vg82ybFVbWy/WgKBPw72UZ3ThJ85d5P8qFOO6+ys25pglv5tv/AOeL5DZUNkt98GKt5psqbQGcR3tDJb/7Ff8AvELR3tDJLW0r/wB4jStE1fkCHsttwgOZ66TWS0qU9L+hO7ek5K/dOJl+6G/igRfdpR40eT+dTk//ABDcCA6LAgQIAQIECAECBAgC8oBeGB5QC8MBkKC8zK6l1fMPvA003MsK4ZrZERJcI4ourJim9s1E7TZh8005XjcpHEcmW+Akvf8AFzFL3HmEiK/xR2zTzbT+p9XNvNNutnNMZg4OQr+Lh5Q3qgtLUGmg5VqNJLJOTIttJ3FHAbM9k2ttdfOA5Kva7q+Trr5u1XTs5TJfVzdD4bcvi64y4N+LfibYw3Vu2vVMjUqu6/T2XmZSXnpmQaZazZmxZXFFF4Svy+IkUY7gem9OiygpQKWpdbd0b6/mivkw0uxqR+ky9Jlmaq7Kd5dRZPBDYIsS5sebm6wHB+0vWmodQdlE4uomaeLauU2bkphpQuWbg5JYXCxT4S9qNNrLtY1hR6hXgpq0F+WpNRkZVOKhLxEmE+IS9n3pHWl0jpkZJySDTtKGWMuLwllRUUc+K3/lEL8F9IzkwrD9Bo7rycy8SXHnx/zZDAc3mO2DUktSpxCp8jPT0nW5inPejmycJWmm8+IDBFkSr+Ulo2Casmqj2Ipqht1tZuakUdU2GyAUyLFVRC5kxSLiR0royqSYTstp6ivMOHxAMZJEyW9rxLoc3Qa1ITlPpvCdlpNwpJ9ngkAtqibhYkTyVIDLa8kpeX1T2flJTs7LtBU+GrTb5YOgLDhcw35t/OMq9XZliqBqCYnCYqH4VPyLqI6WLUkLTm1umKCInHSH6FpOqzLDDjdOqE5T/okN0XXW8f40T/wcpBVY6wtLkVn3GuEbys7qn54Dj8o6xIVWap8xqafkpCo0Fp2WmUmzcOcydFBfIrerNzIRxt0KNF2faqapE1qGn1KXqhnLVJQak5Zg5xuUaNsFEUdHxZblv8UbFjR+mpKWmmm6TTWmpn92KXLkI/W+GEBMaU0tKsssu06SCem1baQUU+M8XRLje5L9aAo9ZVQqlM6OqVNm6rIsu1tth2XJVYF4LKS5gS81lFIjzszUqVr3V03L1Obm0boAzUvLOO3abcyd8I+XhGNHOUXTepZliYfZkKi5JuKJWK/BdT5D4SGH5bSlDlai7U5altpPvDg5MKqqRD8P2fKA5TWJ2ty8uxIUaqzryVOiys9OfjnOfrWxcRsiLlccEiER+rFjp6vVNiRrMwhT/Ao+oWJeTbm3LnwnuGLjRFfnVOIX5Mb78BdOejpiQ9BS/AmseMlt1sWSY/Divht0+cPtaVpMuzJS0qxwpaUf7wLK7iTnxF7yvzfbASq/qejUOZSWqDk02dr3CUedG3vuIrEDVVQl6h2eVKfkuIrDtPfVM2yAvCSdC3jWtoo8qqqxn+0ZP9g1aJP7hf8A2ZQC9OIvoGmogKqd2b/mpFkiFZEQFSIum+WiU9Mtkl2/5sWd7lYVgIxKeKWFUsUDI1ta/iiSSii3QoTxAJfdaAafJVNFQFVUhkhLioW6RJA28lVT84BuN3uhIu8Axc7pYiuiwolK25LDpqKJkpWholbVLiV4BlVTJLKvWCG4kt9rrCnCEVS0JMlRUVbKkAhSKw7LDSqeJWut/lD+Qodt0t84WuNlXK94CGOaDfeHmVIh3hSutKC3BVtDfGbQE3VLwDimieawd1XfIoQJAq2g7he14BC2+UZPUSf7YWnv+Qmf5oxrrD9WMnqNP9sLT/8AyEz/ADW4DWN32tCyRb3ukNAmyb2haD98AYjdYWgJfdE+6ACW8rQpVO+yQCwLFeipDqOKS9YaHJeqQpBt1gHVVFTrAuloTgipttBgKJ1W8AExVd4NbeySQVkvAQBveACqqe6BzLB2BFg/sgEqgr5QnFL9IcRPOElusAmyeyKQYotvCkBLptBWLySAVz/ByRiv/wBWJi395Q/bFGzWMWzv2sTCr/eUP2xQGkVEVL3W6wRiREKCSqg7wBUhJbKhZGqJAVHUE1VUGwKsApBQi33tCeGmS9YUJKmRIt7pDRvmLRGlutoBQrykqX90JLNd99oSjziCKLbdYdR5bIiqm6QDTzYolslQi36QZCopkq/KF5kp5ZJ5W2h9Gyvkq3+6AiiKES4kuyQV8SSyreJCGoqKKaIpIuyJBNktiVNlVdlVICMoIpkQERcyrzQpseQMxVMb+GHBdPJRNR3C8GqkImoqnVICOTd0QRUunnC2mzRd99rRYghKnMIrZbQlWkuq9IBlgUFLIloeHK97wSDCuiWgMl2mqnouR/wrI/8AiW4EI7TV/pXIf4VkP/ENQIDo8CBAgBAgQIAQIECALygF4YHlALwwGOoRmFa1ibbZGfeW7CPUvxYI5KstqSb0VWJabla6+69MSHCd4T/GyF3Jz1ZXxNB3Ik5Y69ppxGtQ6vdJUEUmm1uvlaXCJMpqKUSmSc3U5qnU5yZFSwOdbVbX9kr2WA5jJzOoJaffpj/4Tfg9KV41dds7x1lCl/VYueIm+Nl0iOVR1Qw73qZplcfrC6VeZQpZn1yO8YlbHLHHPDFY7D6ao6ptWJJU4nd/3SP0vw/lfKI1WrchKU1+alH5eefaXHghMNjkfw5EqIiwHHEqeqFp9Wp6v1lAWZku6uOtTXB4XC9fk54xDIea36MSaEM3KV/T1SrKanu9SHG04My6fr+P7X1eHvv/ADo6brDUwafcp7XBZmHZqaZl3Gu8CJtcUsUK26ql4tKlV6VJS865M1CVDuQZvpxLq2PvX3QHD5zUerH9NUEZV6rpNIz65p1HWXnHeNy4uCOJHj5OBjCqFWp2S7WKos0FYl6G7WHl/FBd9Y9wm7E8mPM1ykN0846lN6opUvpqSqrSzM21Pr6pZexW87FvFoM6yU2/LvobDLLIKs1dMOb2fFkJJ/lQHIOzKszKdojMyUrMpL1KWneKrkqYHxhdQmxLkQWyxy6LGn1bMVOe7TadRafqOs06UckXXJhqXbTBTE0w5lSw3TLKOi8NoxbOXNHWiW6EK3SArBce+KY+/KA4cGq9X+gq5PVKYmVc7lMJNSHdeMbBcXFvEVHERx+a5eKK+n1kHaedOcbNlqT1VT3ZW7K3OW5SIuJgmQ5Zb29mPQKSaCipmu/XfrCmpMR3vAcOnNa15JSfYpdWJH2q3OhzgLPEYEfV+swtl8N058fFDFU1pqIjqj7GrJuQSUlqY5Kyrkm3ub/K6LnL8PNb2Y7ykqo5IA+KGkknkwIxRbL8oDjRa4qcvKP0f8KZqYNnUTkm1NYiDjktwuIOTmOI82QiuK5Y2jonZPXX9RaJpVUqDyuTZgrcxdvD1gljzD5LGialSabS4Iu98sUh4WlI0RGiRPiRLQD6Fv4opNflfRFaRf7hf/ZlF4DLfuii7RRvoitW/uJ7+aUBJoQEFFkRAk/c7fX8mJ4oaqqX3tEKjF/SqREbL+LB/NiWBLlZNlgAbTl/LpCeCfnZLpB8RxE+eWMBTNE5/ZK0A0jTl7bWhBtFeJlr9IOwdFgIpia2QlvAFtVW3RIkKooXltDXF3W8A060qEgpYoaIDVCFPfEkbLveEljv74CKTbmSqSJ+eDJo0t4Uv84eXmSCVLeUBFRosV3T88BWXFREwFfvh9CRV2G0L5VXraAiIy6pXxT88KGXcyyVE/PEhEtCrp0gG7pa1oydfFV7Q9P/AClJv/042GK+6MtXQ/2wqH8pOb/9OA0oCK22VYcFPlaDBFQUXFUhdxVOkAsLW8N4UqiibJaCb6WS/wB8OYIqcyfmgEXVVhS3hSoi+6CIV65QCVv5LARPeVoPHJOsEgoPnAGqKnzgrr5JB7l5wERUgCK/wwd7JzIsFveARJay3SAND+UJM0T2YCCqpuKwrBPNIBKFl12hSLfaAYonRIJEVVgCMUjGNJl2pTdvB6Ha/bOxsjFYx8omXajOfB6Ha/bOwGKme0asJqWaosk9QUnpepdzSjzIuBMuNZDd5txSxLkyK0bGoamp4HP0eRrEutVZB4m23ciHMQyIfcqj8OUZ2a7PKnUW+5VKpU6dk0qazozDkivfGB4nERttzLlTyv8AfCZXs0elq3MVBJmTdA56YnGnHZY1fbN5CQkyzxtzlvjeAZrHaktO7KZCuvzFKbr03SfSDcqiO4dLF4fCnldYms9oTR6pkNPTEtKMpNgBq6hl9ITeZM425j9r8mKI+yet+gHabK1+TE3qANEmniklW4CpKDgJlsXMV997xcSOhdRjqiVr61unqjAssNN90c9WyCCjyjv9I5iO6+zywGlHVNFn5GWZpdXk3JucB7uDZKqo6rac32W3iq0z2h0ue0TLVKcep0tWBkVnJiTQywAUUkEiK3KHLFDTuz/UlJmqa/LVujvMU+ZnTlGnZR3M+PkXMV/EmXlELSXZfqvTVLqFMk61SHZWo05ZWZB4HS9aokPFHfl5Stj8usB0yoV5qU0eNfedpzSrLodzfxl8i8KZ28P1okHqSkhPM0s5+VSpzAirMtxPEpJy3jKz+l67OdkhaO73Itzi01JJH7HwuUMb/F5RSNdnFRLVy1SYmJSYbmXpaYcRXnx4LrQiOwjsQ7cuXh+cBo9CavkqvLC3WJ6nydYKYmAWUbMuZGXSbyS/lyxfSuqtNzcrNzUvXKecvJghTLnGTFpF6Eq+Qr7451pHs/1jp+pTs1T6nTSWdbmRmheQjsrjhG2YKQrbHMkUehX6JDMl2datlabV2e8UDiz1C9Er6x3fFS5/DypzFsg8uMB0gdUaVJEcHUFKX1vBySYTxfDF6jaKiKKoqLui45Xjl8/oOrJKSrtJl6Ky65RHKTOg4hYXIRHigSJkRbe1HRNOya02hSFNV5x5ZSUbl1dJeYsRteAsVW8EWybIsBVRff8AmhXLaAR18rQSDbzhVk98Bd+iQGP7Tv3DTf8AC0j/AOIGBB9o29PpqJa/peT6/wDLDAgOiQIK8GkAIF4EC0AIECBAFALwwPfALwwGU0+i+ltXYhkRTooie/1DcYB7QmrT0zpujvUihzbNMbVJsFmMVeLPIBvh9Gi8xD7WKR0XSX9XNTr/AMYin8i3GiIcrbwHNz0QRaxqE/8Aiw099sZxGkDmSoYcEnRH4ccV+2MQPZbqcdDPUz0bJPT/AKPCQ4rlR5HEF7iZ44cvtbrmXNHfFbsVvZXyhANKjil5L5QHG9QaK1S/XTnpei0t9JmsSVVV5yaRXpYG0ESlx2+r+TzQ452e14kKXKWkdvSfGmlXnnO8ZcPIbezcevwpjHYmmUEkvC3RyRYDhGotEayntP06nDRKXLoFLdkvUutpwzIRHMtsbLjlypeI60t7UNRqoUaXcfdCm0yVm3ZZ7hl3lhw+JzODi4oYj16x3kmM0bDPwQTrAZKIqI39yWgMp2ZyFSpGmmZGosC2Yuvr5CqCThEOQjy5e/DaNYCZQOFsKX8JX6Q4CYwAFtEheMDFUhQwBWtAhSrCYAYwOkKvCVgELjdVTZIzvaRb8A635p3N3+bGlLa3LusZvtKsGg62X/ubn+KAsKS3+IS6otkwH/FEoGsVve+0NUkx9HS//JjEvl6qm0AwrK4FcoTwLNj6xYeFd4NSuvlANWxgtusLWykt02hPKi2TaAQaLfbpDJCqLEhSt5bQ0SiSWJYBozK4iiWH5QNrLClwbXrCSxtst4BCgmN4KydYVfJIMcUW0AkW9oIhW/LDqeBYA3TygGxBV6qsKFtPOFoS/KBsvtQBYxlK0h/0Q6P1/qdN/wCNuNfaMlW8/wCiHSPH/U6b/wAbX+eA1QXW2UOCPNdU2hKJZES8OI2qJdDvABBRSuhQ5YVW14QKWXw7wtEXzS0ALD0UoJVROkFj5rBpj7oAZZb2glJE9mFY22SDQE81gGyJFWDVCt8oCgKL1gFlbrtAEq2WDVbJeCXdbwapdLQBbL02gue+6wMCXrtAwTyJYBSKvvg7W84JBWCwJN7wAPpGLkSv2o1IvdSpf9o5GzOMbTw/20KsHupUt+0dgOU6kreo6LVdZpIVvU5JTZ2VSUeTFyUYQkEnO8eePMUdInu0SWk9VSunXpNTSYmGJYZkXR3N1vNCw64eV4Ex2Z0CZcqbk7OV2YbqxZVFj0gWEx7IoQ+63LDU72b6eOpu1QZ2psOnNNToAE1YEmG0sBWt7trQFana/JNzl/Qcy3Twampt2aR8Fwl5ZeG4pB1EsthGKprWdaZ1LqybcYq0jLN0WWnWJCbVt7gG+6oo6OJWxxxy5uXmhWhOyyqykzMM1yebOlzjbzdTlVfQxnOJ0sOCE3bL4li7e7KKK4zNvuVWtuvTLcu2auTyFtLldny9np8/O8AxprtEOYoK97AqtV1qh01lqQRptcxDiFiV1TFB3yhns11PNVKW00lSmawj05UKg36xlteIjLjmLbheySCPlFqHZxRQcdmJaqVtqZKcCebfGbTMJhBwI729odlTp8odofZ5SqOdJ7rV62QUubmJtoTmBW5PePLl3HdfzwF1qLVcpR681SHadPuvPyD860rYCqELWOQ+LrzJFI92oUltunKzRa5OFP0pKwKy7IqgywqmaFzeIbry+cWestLympZ+UnjqNRp8xLSz0sDkm4IqTbuOYrkK9cUijkezSQlW5Vtuv1s2pWkuUhjNxtbMFvfweLw/mgNzKz8pNU+XqMvMNrKTLYuNuKWKEJbp1jnOmdaP0tKw5qapvz/+yB6m09pGmg+jHL5J4cslX4Y0VR0XTKlpCm6Wmzfel6fwFl3TsqoTPgIh8KxGmezWkvSEu132a75L1FypNzZi2ZLMOXR1SEhUFQhXG1toBP8ARQoGcgMlJVipLUJfvTCSktxNhPhn4V9lesSqf2h0OdcpwtS9RH0g9NMMZsW9ZL3zFd9vCUP0fRo0+uydXSrTaJKy7spwkabTMCLIi5U5d/hiqb7Mmpasys/Iagn2GpOdmJyWluE0oNm/lxN8cvbK2+14CXT+0uiTjM+73Kqy6SStC4L8oQlk99GNvf8AL2fnESb1oM7UNNu0GZtIzNVdps9LuNjlkLbpF9mJD7MRWuyx5KHNUt3VVRMHnRdJeE3d1zi8QicS3rMvCV/Z2hyR7MElFlMK1MqktV3Kniks0gEbjaCSctrDuX54CenahpBGJp9ydeBmWlym1c4JELrAlibgKKLkiFtAY7TdJPzCSmdSE1ebbIjknBFnifRES25RL2YpW+yOVl6DOUFmrmxJuyhysu4sm1xgbcLIkJzq7vtzROnezuemRnxTU37tfknv3E3yd0xx8/axGAjVGsemJZr8YZfSU1VLy3LLE0YYujynl4iT4vOBDc9p93T6Ck5Ue++kNTsTv0HDwI3ByH5hskCA7NaDSBAgBAvAgWgBAgQIAQS9IOCLwwGa0oqrV9S2/vp/6LcaD/Rig0eSLV9S/wCFP/RbjR7QDSoW6qpQELmW+XSHFIVRbLCkVFTaAZFSVRVU++Dd5RvfzhxFS0EYiSXXeAZM1RVVPd0WEi6pKg2390PK2Bqq3vAwTLygGQMjNBta/nDgIqXNV6bQrEU67QFULbLAMukQu9bp1hJOkllXfKDIUzUr3VfKHWxBEt1gIqTDhAhKliWFJMHbqqLEizfVRS6QnYdyRLLAMq84gLusG087yLdFQofQRNC2RUVIQ22AY8qrjAMMzDjiomS3usZ3tJecLQtbBUt+JnvGsERRPAifOMx2ngg6ArRJ17oUBcyFgkpcCRPCO8SCdBFQbr1iGwirJy69OVIeRwUFEwRVy6wD477KsHayLtDCOoq3RIGaot7qkA6QoiJ1usJK4p0hp54lcFENEhCma5XO8A5xEJNkhG6LbGGOMgIKCtvtgldzyXPp7oBbuS9UREgWsN7xFUy2XPb5w40S5c26QDu1rQYj84bfKyoqJDKPGp3TpATMdrosBD9mI7Zkl098GjlnOaAft8ocQV+UR23L2iQpoltoALlZfsjKVjm7SaUi/wB6pr9ozGqy62jKVM1/onUtFTpSZn9q1AaweiezC0/PGVrOt6DSHJtJ1KgjMkoDNTDUoTjTRF4RUh6Kt0/PF0/WaVL1BunvT7IzjiXbl7+sP7EgLPIoJSOKzTGoadqGnOz1PSZRtmZclXRdZUCBwCxJFT7Ys+v1bQAQrjZfzwab819khJoiqtlsiJ0iNSZ6UqEmEzIvcZslUcuGQXUSxXxfOAmnknUr/OALiJso3+cUcnqeiTJVce98BaO4Lc8UwnDBsiS6br5fOLGmzkrUZQZqRmWJpk/A4w4hgSfJUgJBW++C5ocRBXy3g7WgG/8A7vBf/d4WS4ipFigol1WI9NqMlUpJidkJhuZlXxyadbW4kn2wDqZ3hSZQw/UpNlUF2blWnV6IbyCX8aHUeBXDbRwFMPEl+kAaKSdM1hSF74JSVfn9kBCROqCn5UAklTLpGOp627VKuRdUpcr9n0jsbE1LLpGNkF/2zq352psr/OdgMnOGlQ7H9TVCpOWnpsp9x13jExY2ycFoMhK+wiPLFM69JvMaUkasau0b8EnpkVce5HJgQAcsviRMo1Cam7N3+/ycwLVvSAtVBJqQPgNzJeHiZDiJdI0MpT9KVaWcpkvIU52TkHyA2O7Jgy/9VCTp+TAcpLTkjXafox/UzTk3qGvsSmbnHNCl2mG+I5jiXiLb9KJAzchKdpH4QEzJzyTepPQ7TLL8wkxLFwsRPh5cMrY823teKOyHT5dyal5omQJ+XurbmCZBtblt02iKunKT6RWqMU+T7317xwx4ty87/FAU2gpoFn9SUom1GWkaoQS6+4VbBVH7lVfzxq/URUSyUqklK0tHO6vTSuqw0qEpPH1Msvf7UWbm4Ip73G0A8CAqIKZ3RNvshLfDVRJM7Iu32xW0et0itNPpSZxZnubxS8xyEODg9U3ixssu6GyhhASUZ2yTdYc5emO8R1mCVclRSRfdBd634X9kwz+tjAP7onhgDe/uhnjGvh3+2AT5CnMMA+ownGIRzIGuKvs5huQ5+GFyVWpc4oDKVKTmVda4zaNPCSuD5knygJSoqr0hQjveFJbG8BSRBgMb2idaD/huU/aQIPtE8VBT/juU/nQIDosCBAgBAgQIAQIECACwkvDClhJdIDNaOVPSGpFJP99i/ZNxfNqHEOyLusUOjE/HNSKSX/puf7NuNFcUJLJANg0g4JjAcbVUNESHlJMkWDUh98BHBg0QkuiQ6I2b3WF5IidYGQ367QEFLcqJ1vCwF5DXbZYezZFfn9kGjoqt7rARcXUaIEC+/vgsHOHu35++JJOjmll6woCRVVLwEF4CFFLhqly98LRkiA73S/ziYSIQ2g0XZEskBAJlwAW1y5vfCiz4t1G23viYQrba3WEGNyuUBDs4oDZV6xMaEkb36wQoiDyokLS62vAEikuyxmO1NUDs9rV1/wBzLGoxt5xle1ZFLs/rCWT9z/8AnAXMuaJLSoKi2IffDiiCTNl8um8MBiLLN7eHaCVUQrqqXVYB5sQcU1EvPaDNCGylbGGFMMSsmKpCFdDYTK6fbAHcEJ0uIqQGOdSHJVFOkJRBISURGy7dYTLlgS3VEgDngVCEhvbpDTS9OvWJUytgSGDFLD133gHHAuYIlusOoohfptERxSUr26fOECRKSpbr84CYBopKiKkHaxp0iGdrWXZbe+A0SkXnZPnAT0Eb7wRiBEibbQ2wJ5L5p9sBWy4qpivX3wDg4KZqhwsUFfnEZG3BFbpaJTPIKXtvAEqW6JGRqql/RPpu3SkTH7VqNkV8LokY+oKq9qFPv5Uh/wDbNQHOtX0ytTdc1DMSEpqalVp58W5Xunr5CooOOBzDZco9LEvLC9QvauTXYzjVKrityNTlclaF1wDluFi7w97Y5F4bKXtR1ldU6fGpjS1rNO78R8NZdXx4iF8Nvf8AKHfT9D75MSfpmn94lQzmW+8DkyPvWA4noT07Ka4cmajQtQ9wenqi5KNMtOsq2ZOZNuvjfEkVPD8MM0SY10kpVFVjVTST1IXfu7xkEzx/ayXx8NfZxH4Y7G/q6kFOy0tTqjTp5x58WzFudbyAVG+Vr7/YMSqjqqgyFPnZuYq0mHcQVyaBXkRWhTqqwGV7LErKaZnvS6P5JN+rc4j1zaxTmbF71ifkl7Uc+m5/Wh6YpIsO18ZoTnOI1MNPg6frl4PrB6ucPHG6KnW8dslNQUCZlJOfSryaNTaXbvMDz/VTeLYEFJjjXNUxsiIsBwerP1NXdWIVKrH47U6ff1JYYC0Iu5FjzDkJISpzRGpL9dfpunKa7UNTUhlKzOtzXc2XWfxPAibyLH8nfxR6CcxMPNISIiIfSLAcB07XdWU9qSfeq2qqi7M0udGZB2XL1bjZeoJEJBFHCT9KNJ2Kai1FM16rU6sTFRmJdWJZ6WKYbcMc8S4yC44I+ePL5bW846ymCDzmqrCxxUdk2gOK1etVf+idOy4ai1AzJMi5Zng2bccIPZ5ceG2I3y8yKKWT1FXJ6X0xLnqqvyKHpuYdnUlGMPxlq2GXJyl4vy8Y9BmA5eLpCTZEUvl1gPNOpdVVWoydPq+M1MVRikST91p57nn64xHBcsByyTbGLisVqbo852iTEhWtQMTxNDMyF0zb+gEkIch9+wjHe+GKeZF90KcabPG7YbfLrAcEq2tNV0tusyNMrc/VyKSkHwmHWt2FcX8YJuzfQQsWOJY3hjUGstcSdHleDqE395tQcbLDjAmOAo6reLjg5Fy4jl+9jv3dkTp8V+ZId4TSoiG02qJ0TFNoCLSXnZimSsy7miutCagY2K6jbmSMzS9u1CvqvlTpL/G7GyW1uSMdTE/2ztQL5ejpL/G9Ac10rpn8K9Va6kKl6dlqVP1fj917pwQnGkQd+IQ3xyHokImputOyD7LdQ1bK21Vi06jLpqkgWxeXMHix+GOj1XVjElpapail6ZOz0pJq5fu2JuuNtWRxRuXRLRHrGtJSXGnlL02fnXp2nJVFaax9UwIDlll4i5rW84DmOpJbUVIqNcl6dqTWpDTwp7dOd9afFJT/ABki2xc5YnTdc1BLy09TEmNTvyi6jBtqas7+5CYy9Y4I8XDiZJtzRtZrtMpTbjk1JSE9M0mVZlpienUbQW5cX09Xyrcl25lx6ROHWzEzqIabT6NVJyTGc7lMTrDSYNuqOScviURSyEXhEvfAc70pqXVkv+CpVh6uq+iVGWnldlHVtjlwCLIfF4cV9qND2N1SvTTs/wCm3Jp0RZZwN03Ny58rgYirZ9LjuKbR0wkRJZVxdW3yyL97GUl+0ChzWn6tWSlZ+UCmTZSbzL7GLpO7IqCl97qQp98BzejViZle0moJMvViWoD1ae4TsmjvrHuG3iT44/Q8pJdPaiQ87q38AqrqWV1ZqV2blqg42xLK2n7nSY2LHh5F6vL97G8PXsgAJLJSZ9a0s73FKTgPeOLhxOt8ceHzXy+UOO9oVKflJRZaUnZyZfbeNZNsBV9rhFi7mmXsrtAc/q2t9QzLlclqdWJvui1gFkHXRNke793yIReEPVpnlvb6sK07VqiGraZWK5PamR2Y04nCYRM+M6LxXHFEx6Yr7MdSpdbptW4LckRo3My4zcu/ZMHmF8x+zIck+cXbTbblsl6dNoDk/Y1qqs1rUpy1Qqc9PycxTEm2+8tdHeIWY9BFFtj6vmxhjU+p5yZ7SKhp4dWlSgGblm2lRGwbRkhyc8Qrk4pFyx2UU+HFbe6KF7RWnHqlMVF2ScJ6aeF+YbV4lZdcG1iUOl+VN/lAcl0VVELXw8FQUagFRbcmylR4oGKrwugerLxdVW+MHSNZ1qVo0m9LCy/UvwSfm2w7m0FpkXrDjiPw5Fj9WO2VukSFakSkZ5s+ATgOrwXCbLMSyRchVF6w9TKbI0yRZkZGVbZl2ARtoBHYR90BxhvVupVkZbg60lRB+qSsu3M4tvWZdD1olyomQl4fdlzQ3Ue0LVTNHFJKtS83NS01UJd1zFoHX0YIcHBEk4a+LmEccvZjuPdZdEx4Ldr3tw4CSsn5stX6/RpAYvWUwUzI6WmD8T1VkXF+O9v4sCJHaInrdO2T/f2V/nFAgOjwIECAECBAgBAgQIALBL4YNYSXSAy+iULvOo7/AN+HP5gRpVFVUYzuiF9fqLr/AFYd/mBGjQltADDfrAQUvZYInRTyguJdL2gDcFVVPthJgtvNVhxCuq/KEE7ZIBHBuN16wOC5tzJa0K7wlh2XeELNYFYgX7YA1bucKFvFzK8Ejw2Vbe1Bk+KIvLeAcVfckJvceiwGTzC6DC0TZYBEK5V2gJsq+cJW1+loAWsvRbQaXvaCunksBdlgCvfZYyPayiJoGr9foU/nJGsJYyfavYtA1bm/sY/zkgLsbFKsr54whQVSSFtj6kCTyGCRbbp5wDGCK2Z3W6J0gCAqyikPNf3Q8qoCrz9flCEL5wCFTYVFLXLpAw9YgoKZWgIaqSKi9ICFc1cRVuK7wCp8sVGyjDLjyuoFlHb5QsiB0vEvW3SBgAEoqXy6QDCiSuii2sqwYIuW1ksUOvMoOJKSxHJVFNlXdYBxERCFDx+2EqqIKqKj1gXK2ypB7CtiIb2v0gJku7yJuN7Q82aX6pFcCiq2y3v7olMoqXRDTb5QD5utIm63gkebJRREiOTV12XygNy5piudt4CXnGRqBovahLYp/vM7+2bjW2jIz6L/AEUZbH+8zv7ZuAyupdB6jqNQrs5LpR09JVWQmml5uI0kvjykWPiXH+NCGezuvhPI4vcu7Sc7PzrC3LOaKZEvVubeEb/xUjq4ugJ8POFcQUK2cBx6n9ndUk9P6PZlqHQhmKJONuzj3F3cwEh5StkXiIt4jyfZlXVp0/JTQy63l59iWn+9l60Zg8hybx5fZy6+GO0I4z8fhhXFat4usBxeraF1nUZmnuqxRqa5LS7bX4tM5ByuIvrAJvBwdsuXEso7ESKZEirdUEUW0L/Fz8fNA4ku14eWAaJssUQRL/6QdnUJLoXT9USBebXzg1dY8yWAhNqTmBAKXQeaFEBqg2HYktEphtjcwuil5Q6jadPzQEJlt5HbJsKQ5NC6TxKl1XDliWKCniW0BdrWVFgIJIeW6rElsVwSHLdbWWBdbWWARgpLvBiCje0GSLfl3ghVd8oBJilvijHUo0HtFr6L/cEmn8Z6NiYrb3Ri6KCudpOpPlJSSJ/KwFDM0usS/ZnWNI06SCYnTF9llx13htOA+Rkh5WXdMrKn/wDiIpad1MTkjVmKbI+lVoPoV6V73yN7CgvCVuYfqxRprrUkxq6uaT/CWRGs+lu4U5XaeKNtALYuETi+ZKmSCPtYxtV19S6TUl0/OJPz9VlxDjqzTnOiiSo5y8oiuJQGHq/ZbPTMmNBlpdjua06nyjtQGbdbPFjd3iM+Fwvh+2JdO7MavJ6oEpVpuQBK87VfS3e/XcEgJCY4X5X732o2bevdLnLhMd9ebacpi1YXDYJBKWunNf4uYeWK6q9pMk3MUdmRp9VmnJ2od2cJJUsm04XEL8r2f40BfSlDqcnNJNfhVW5wWkUkYcVkQP8AKxbjEBpTUs/p+tyMxIMyzkzXPS8t+Mg5mSEJCJYquNseu/WNRL6/0yVZdpKzE42+E0MmauyjgiDxjcAUrYoheUSJrWlDI5mWbqaNuMtPK2642XAUmPpBEvax9q0BjZvS1fmqnPakfoV5uZrLcyjTVQ4L8q020TYG26O2RL4k+EoiMaBrVKo1LSWpyzFUIZ1x59qqkyrTkyV+GRF9I38ReLl5Y01C1o9OhJd/cp0nNTFRGVWXVt1UXMLiKFbxEm4+zGkrtUWQrdGpivSrfpB8gs82akWIqVgUdkX8r/PAZrTem5uj1HTcgylmNN0ru5O/2x90RTl+Lwkv6MdBccIU5TGMm7rrSbcvMzJ1YgZlmuM44LS4qGWOaLbmDL2hh+V1npmZkZicCrNcOWNsXhVpxD9Z4MRxyLL2cesBo2Xf7X+V++h+Uc4iet+LljJTOu9JyzDD0xVsEmeJwG0l3FcIm/pQxx2MfaTziw03q7T2oZgpGk1YJ11plH0ERshtr7SfEP2QFsr5gSJmMSWH0IFyLeGElkJF5EvCuGQbIiIsA8LyEVrrC1FLX84jN36+fyh5CG63y2gMn2hfujTf+HpX/KgQntBv3nTf+HpX/KgQHR4ECBACBAgQATpAgJ0gQAgl6Qfvgl8MBldDoqfhASedbmP8mNIgrt84z2hERRr+/wDv3Mf5MaVQ5kK/SAbxaX37QghC+SXh7D5pA4a2tdIBC4qJdd1gHjw1FE6wtA+cAQ87wDJoNxH3JBtiDgY26QswuareA2HDvv1SAZJsd1K9soIkaxumXWFq0pDipqnNB8AlTHibXgDF0QEREV3WBxhRbllZIMGk25lWDRtOYcusADVcVK94jobhJe9oki2qDaEqHLjAMpxELDZYJw3ADJNofRlOqKl4SbSKViLZIBtDXJE63jK9rKKmgqmiollQP2oRrlBEVF2vGV7VhVdCVEV8+Gn8oMBamSjLigr7H/lDQuLiiEi3vE9qXE2k/J/8oNyRREz32WAhDj5qS83nCEUrc67X2ieUoilsRY9d4SksCpuq7QEFeHw0tki5Qk74cqlfOJrkqijssEkqijuqot4CEyhWS3KsSjbVAyVUJYcSXFPEqw4TAkONltAQ5my2VPdDCATiCqLjZYnhLtot0/XCyl0920BXOtWAlE1T5Q33ciQVRbrFissl7bwYy6iV4CC1LgLqGSKipEniNqBkoL90SUYRV5t4Lu6Iip0RYCNxERL2gd5QUh/u90tCFkVJeu0AsFy58ljJTgqvakx/gdz9sMbIAxTG6Rk3hv2os/4Hc/bDAXpNOI9mHwwtpriJdfHtvHH6zoukB2lUClz78w6tSlqrMzLvHdzM8gwLxf2PLlh2a1XqtdCVg5uhSj9Lpbrkm5MBUHG3XlZdRvPIV5crItk/XAdb7qWKb/Whayh5J+lGCndYV6n6tnNMMUylrNkrD1Nu4VpiXJC4ilv7GO32j74r9M62qrbkhK+ix/plqKdkXbzzjuGAqWSZD4eXw+zAdMWV8C/AGIQFljURXO9o5nKdpuoKlKUVZHTckUzUUnr5zRcIFlyLL2d0LGJFL7Vqg7Sln6jpwJQXKGNYkgSZ/seeOBqqbHuMB0Nlg1U3cb2g25bNV5lSw23SMx2d6xd1S9WJaYkElZimzQtGTeXDdybE8hyEV9rzivle0WYdqkrKrRcQmK89RSc71uBCKqjipbmTlSA6Aw1wk9Z8fjh7fK9to5pp3tHqlQq9OlKhplJGUqE9NyTEwk1mqvM33so+EsS+yOh8dMLqLl4B5RgrrDYPgvxwZzYB5HAPXJOirBflKsN96b6IiwlXxVeiwD6WXzWEkIJ1VYIXEXwisBb+YrAJVdljE0IiTtC1Mqde6yX/AKkbhRS0YuiGAa/1OZ7CMpJqq+7ZyAzU72VDPU6sy8zqCcI6rUEqaP8Adm0dlpgccSbK3L0GLzTWlZ6makn6xO1w55yekglnEWUbbXkRURbj+UX54x9b1LSP6IclqmUqUw/RU03OVHFp13BxWXUES4ZbfEMTx7Sqy1RX6k7psVeadk7bkAOBMlimJEnMSF4vZgGZXslmZYRbb1pO8NmlnS2AWTa5GiMS9268vWFyPZUdOl5f0bWnJGYZqXfQWWZQWW04ZgQi3liikioV/fEisdpNZo/pdipaXZbnabSkqRNBO5CQq4oY5Y7dL3tEoNe1I9aSWnF08KJMAj7r/evoJew+tJLeZFZBvdbQEZ/s7nnEm711w+81eXqRK9LIuJMoKoniS/hH80NyXZcEl3tuVqDIMP8AeDbNZQOM2b2WXOq7jzeG3lDKa2/CNKlRSkH5FTpM3NME08R/Q3TdweXLwlyksFSO0NJWh0KTGVnqs8zRpCYqC3dz9cOPKIiuReJfKAep/Ze7Te59wrgyYS1YZqfCGVu2pNt44imXLlclL33+UaPW2nZqvVKizDVRblG5CaV5wCYz4uQqCii5cuxlFI/2n1tKq7KS+j0dYGs+hmne92U3lHITtjsCe0Xs/OHaZrL0vXdLq7LTEi5OLOtE0DwkPGYSzoncecdkxIfzQFHLdlRymnZyhy9UlA40i5IsTayd3xZIssTLLm+7GIjGkalrIJyvVCo+j3jclRaZ4OWByhEAu5X5m3OaOgVWfWZ15J0hH1ZZbkSn3PrnlgI/Z4l/NGOe1HqOisdoby1LvrtIJhKfxGR9XxWx9kfZFS/iwFsGh5+TqdJnJadpTByBTLhNN01UbM3wxJUuX3wWk9GVCiT1FmnKxLTLVKpa00mwlsVc5kLiddl2imqdW1fIVOp6dYqc9PMyzlOddqHCE35eWdQuPgIjzeH4eVCiBS9V6lmHSkBmqqzSZOszslM1VqQ/GlAAEmRcHHluRWvj7MB2RHCS2KqkJ9c7/bOHmUYTQ2rZ+pyWi5yeuo10HpZxtW8cHG0JRcFPLLhlHS22w4YJ7EAwwJCrG6LtvEvy6QQiIonLCvPrAZHX/wDVDS3+Hpf+a5Aga/8A6o6W/wAPMfzXIEB0OBAgQAgQIEAE6QIECAEEvhg1hJdIDL6BVQCvXXrW5n/JjTZLe0ZnQYpwK4hJ/v3Mf4xjS8qF0gDS9+sAi3g7Ja8JWyeSwB3VUggJUS0Ksm1oCCOyrAIQlJU2gKaqVoPFE6LCBFBXdYAK4git0W6LBtuIoCa9IBIBDZfOFIICIiiQBIaKm14IXFyVESFpbyhAtLclK94BPFPJbja8GjpJ5Xg8QyvZbpC8EVLe+AZN267DBC6qAqk3vCyYHK1yg8EVbe6AISyFCtaMv2qXXQ86nvJpP5QY1eKIKJGX7UwvombRP7Yz+0GA0TKijKIqb2hYqq390NtkmFl6wa3utr2gFEorsqr0ghwxgshJbbqtoJdkVFgCS1tlhK4qqXvAbQl32teFKrYrdd1gAaDfreCJbeUERi4aCJIiQZNLtzXgGhTJbmipvDlxvbKFcLa2UCyXtZFWASXygvybrC1RESywWO1+kAbd7LeBcbXVFgLkiwlUTot4AKSYwSncbJ1g/K6pBZCKXVIA1Ex6CkZF1R/on7j/ALzdf/jxrkJU8ljIvGqdp98U/qN0/wDjwDhSGlNQV1aqwxT5ubkD7usxvmw6ns/VgfgLpcqdM0pyhSxU+bd40zLpfF1z4ljlMjX5uV7V6sj0/NSFInK2fMwP7oe4DeIuCQ7N8pJkntRcy9X1pTV1ExO1efRNOtzLqPuS4n30XQzYQUtzq2KEqol+nlAdR9D0hHpZ5aezxZVgpdhy3O20tuUV8vCn5ozNM0v2fV6mvy9KYlpqVZqJvu4OOXbmvaLrcV5v40c6kO0DUS0mrCzV3HsPR7jc8oC93dtwsZhwVEUEsfh3xhui6iqEqzVfQWqhSZm9YBLuTTjApx5Ymm0I1HHyQeqQHVKfoLQkmQSNOpUs09Koai0w8aKzxfEtr7ZQt7s50c9Kd2eooEIyvcg9c5ysZZYeL4t453UtRamoUzrBiX1G1PVKm06UmRfSTYzc3XiZYjzDio/kwVa7SKgUjq70RqqWRZWfkW6e73cSHB8Rz+1ByLm+rAdS0/pGiUB59+kSqy8xMIKTLvEIyft7R5Kty+cQJvs10fM1hau7TFKcWa73xO8ODi9jbMUEkRF+6OfSWutR02ui1N6rk5+Rl9RhSrJLt5zDLjWWakKdRL3RJ0D2k1Cr61k6fN1iUep9Q76jdxbDmbdxbEU8QrihbLuvWA2tN0TpaSmZZqXlzZOUmnJyVEps1Js18ZWIt0K/8aNarSLimfSOZ60rz1O148yNVpcsiacffbcmGhzllFxN8k5iH2rfKMlLdpeom6CzPz+o5JVnKo00bqMt8aUlibIhyHwZljlbyEoDtqzEmk/6PWdaSZALgxxE4mPxWiYrQndEcTIvKOENTtTqFU0/O1+qUs6nNafqbqKiN8gZBYcm15vD7/ihrS1bnXazph5+uycjIVDTRH3bfBx5x1BIRIivl/igO5vlLd5SX7wne3Ofh8QeKYp7WPwQ881/O8XxR52oVWcOraPnJWt0uRnjlasDs+7676JxEBPWF9X4vii3ne1yvJJSFT/EmUSXk35qVt1N48SUiJUIRx5hxv8AWgO7s9Nv0ihzNMN45dRdc1ic7ThoZK0tJObmZaXcbbE2z4TeVuIJ5I71yEhx+GOmpe6JAGSp13jFUUEPXerBVL5NyiW8lThlG2NSRcdl2jI6cG+u9TL5KEpt7vVrANU3R1BpqvoxSWF48urDm5KnC/tfN0H6oxEPs+0ukoMj6NNWuI26rfHcsKt/R75eEfJI23qk5fahXCZTdfFAYvUuh9O6mfR+t01Z10WUl1JH3Aux1wLEuYcvihuW7ONH+lUnypRcW7ZKveHFFVbHFu45b4xtxFgEVEyvBAAZXTOAwct2W6Ll20AJGcujTrAr3971bLniZDm5W/q7/bCk0HpoTluDJPMhKywygI1NvJxGg3AHVz9YI/ON2TYfBDatB8EBjA0Bp4ppZhPSKGlQ9JJ+PH+6Mcc+vwwKZ2f0GRm5SZYWc40g47MS3444XrX/AB9V3yjaICINkRN/lCkYAU2HaAo5ujJMVSTqypwXpVCbU/MwLxCX34lFRJ6HoctN1iZRalNt1nknWJucJwT5bXxXwrjyxtEQFVYMeEQqloDFpoihpInKk5UXDem2pk5o5slmFNv6Ln+Efd5wb2hqCUixJy61CURg3jF9iaIX3Ce+mMz9oi99to2KgzdcRveAYsWG7fSAo5TS8ixN00mV4UpSpfgU6XXws5DYj+sVuX88X9trDvB/mgfowATcVvBCqXhVr2tBIKpeAyevP6oaW/w8z+zcgQNd/wBUNLf4eZ/ZvQIDoEHeBBQBwIamnTalzcbaJ0hS6APVYwv9ENF0lLai9A1HhOz/AHJxpFHJouPwci945e68Bv4EY2p65lJGrTLBSylT5OYblJud4ooLTxihIlvNEzC6+WXyhWl9aytbqLEqsq5KhPS5TVOM1/dLIlYit5dRW2+y3gNgvSCPpEWfqMhIIKzs4xL5LYeI4g3/ADwcnOS05JhOSb7b7Dg5A4BXEk+2Az2hl/F63/hmZ8P5UaPifkRltLzkpT6FXJ6ZVRaZqk2ZqgqS2Q/ckOJrPSy6TTVy1uUShEqCM4hcirljb9LaA0ymKEtoZV40FbRFk6jJTcwTEs9m4LQPKNlRUA74qv22X80SlwRwWycBCJCVEvvAOZ7eKCyycD8mKT8JaIM1JyC1Rt16bcdYlkt4za8Y+7IcSiwdmpZucbkzfbGZdAnAaVbEoCqIRfdkn54CXkfC5cINkhx9ZhFbWqjJ0WnrNVWblpOVELG+65iAJ71XyiDRdS6drk9wKPXKfOuE3xUBp65YfEie6AukQeAojZEy8olqnq0Ud4iq0oupZRxVYl3G1oAAu6bIkNi4aKv2wT77Uu3xX3QbC9rktoSybToI604JgW6Ki7QBGapsBD+aATjionMN/sh6w3vaBYUW9oBhx5URFHHL7IAu3TJbZQ6u26Ci/dCSFLXtvABpxSCM32m4fgfMZf25n9sMaVEQQ6Rlu1Lm0e6GGN5hj9qMBoRX1YdeibwaOFa2/wBqQ286ww0PGfAFxRbGqJDDFUpzznDCdllK9sUcS94CQR4pvf7YCmiqhWJfsiQqtr03+6GgNCBTAm8fLeAaJXF3RCRL9ICovE3EslTrCifLIeVVum8Gj4oSWRVvAM2MluSEK/KHAyTzKHUdutrWhzK49bLANPlYETe8R83ENEEjvEh4m9lPJVgK62vhXeAZudt1KFKREKDdVSFoZEiCo2yhzIWiwXy+UBGXiouyqtoWwplfO9/KHCmRxXaC7wiDfHeAcIS6ZQlRRR3WGyeysqpa8LRem14AjFRHrGNfFS7TX7f3qa/bFG2IRIOsZDG/aa/5/wBKmf2zn+aAspxXJYnsvXKm/q7Gf5OMTJM2JqWadJODxQQuE8iC4N/Ik8o5LN6Q1QVZr076O4oTjE+Atu8JTuf0fDeRcrfVPw++CXSOqHalQJgqc6z3RiQbmAdcYebVG/pN0XMF+SZIUB0t6qUUKfMzwOslLyrxS5m0BFZwSsQ2GJ9N7nOyTc5LNirbiXBVC1442Wj9RSNFfpdKoZSrQ6gObmV5V75Kq8Ri2KZbggl4Vte1vnCy0TUFmKUk5RqzOScrKVFSzfEN3N2GyES9lcsfh5YDtKMsXJeC3dUsS2Tp84JJeTxukuxivnilo4jK0PVcjQZtmWoNadfmdPsMThuTuJPTgrzlnfrj8Pi8MGNE1YtAqtMWn1NmUerLEzKfizeIM8KxCTIn4eIPMl/aygOzzFNklRCSVlrXvfhDAGSkUVFCWlELqlm0vl8X2/OKPs5p8/J6Fp8jWGeC6Da8VviEfUi96kvT63LGETRerZGkakap3HbmZAXx09MJMkRvo+uSqVy8TY+rHKA6TVxkpMmZmflgNXnGpf8AcyHzFyplt4Yy+taTpSZrNCpVSlHZd9+aP0ekmynAV7hlkLvLbLHLqkZMKbqFinS8w01qY2/Tci4EsssYEwIp+MLjxFIhJPFfky8MRnqJXy1vRqhOUTUL1SlK9NOzE/zLLJLm04LGPNjZMh6eHmgOmSuntMaa03wSp7DchKcU+K62JqmRXIun1ok0yU07V5RiepkpJOstZJLOAyOH1sOX+bHI2qbrRae5jLV9knaOrdavk/xJ4nh5mxIuYccssbckF3bWB0GQp6U2rgguVBWu68dGHOQeD6vLit818UVcBxgOxuaYoRy6Sw0Km8FF8HdQsn6obqLOkmKiDFVaove3G0BpJgG+Io+7fyjlkz+ElUaZenE1iy6OlOfh8ZpPSQ+HlT24h6ud1nNVCUmmZOurPMytPcVVlHcM8h7zwxHFB9rK98vZGA7jKUily08s4zTZJp5RsroMIhr++ibf5xyTTT+p5jtWN8vSb1OdmJm/eG3muA3jYMhL1brfw44lzR1pPsgCO9l3jJabK2ttUrutu7dP+SjWkSW8MY7TZW1pqpbKtu7fsoCrY7TtPTBETshW5aWYn/R7s1MSmDbMxljwzJC2W6pzeHfrFueracFTpkgctUQOozb0qwpsIPrGxJSyyXYVsVl+UYDRmjlqM5WJnUtOrDDDtaOpytPmXR7q7zDwyIR8RcvnEany2piaoqJQ6upSdfnplOJ/Y5ZwHBb5iL6wwHYapOMUuVcm5+aRlhrxkoFt+qIshqSlVApVyVnkmAneJ3RBBUz4fW35McLp1E7QZKg1FWJefMXSkVmrtELxgLpE80g52cXHxKmGUWbGmakGotP1qYolYrYMrPttI56g5biE2TI458oIXE65wHcUI18a3PxRXTeopSR1DTKDMd5GbqKOd1Lg3aLFMlHL4sY5bSGdTyWpqZLnSa/w5XUUy+7McQuD3NwVw8+ZL2/Jid28SmpahVKB+Dss+aS7c3xnWmiO2TWKBy7hluOadPvgOsm4eOKEt/shRcRGUW8cRqf4SzDLUxSqLqaRFKMwlDluf1E/xefvHNzcuPMXLhlEeqS9ema9OTDq61QPwkYbDg8fgdwJrF/H6qll/kwHaKrV5GkywzFTqMrJMkSChvniirDsnPMzcsEzLzAOsuJkBhuhJ70jkMiFaaYoj8xKalmZGTqlRlXGVZccPuxIXAIhLcvZ5vKI1Elq3MSWkJeuDrSX4FPngqSCjoeEl4QuEP8AFWA7WBkKqiKqqkPZkKIpJ1jhc5PauGhyk7OfhV3yZ0m62jcu25xfSYr6vIU6Hj7fhjsGlp1XtMUh2ZSa43c2uL3gCF3i482SfbAT+KqrYDWHBccHclRYWpMluiJBgLZ9AVYBLbnrMLXFIfIrptskIUEDZE6wERL4qu0BltZf1a0sn/Hbf7B6BB6yT+nelv8ADbf7B6BAb6BAgQEebV4ZVxZcBN23IJFiir9sc0/BPVn4DN6dVujccKj3vid8csqd441vouvl+v5R1OAqQHLdQaIq1XcqlMd7mNKq1Van5gkdu42II2hNoNt8uEO99rrst9l0TSepZCco0w6xT3y07IHJyK94Ie9K4QCRly8mLYWtvcljptk90HAca7Z++rquRZZlQflDpUyzNG4fD4wmQ+rbJWyTPl9nmjoukymCpTQuUluly4g2ktL53MW8B8aWSy3un3RoPugezvAYCmPIzojVDqi6/edn9pdojJeYh5RTeOKV2hVEdA1mmy9On/QyMMVSQa7o7n3xxBF1jh43HFW3S/fR3KhTjtL0lXanLyvell52ffVrNAyxMltdfs90UOle1F3Ucjp9+R0rMkdYYOaUEnQXurAnjxXNthWArNT6iqgz2oRp09VkaWRpxyqdzfQGzJxeNiQpkPLjlbccoqZGYqa1fTNariaos07Pyy91cN4HCyHh4liPKo5bqgeGOj9n+sJbVFLqM89LrTUkKk9IOg6+Kpk3a65bJ5/qjRlVacKIizjSIvOl3k8PxfZAcIrdb1E7RaCUi5MTlUkq1U1bWaZJnhs4vCyRFj8JDivnyxpaPqkn9Q0HgVerusTdDmeOsyx65p8ccb8nKf0m3Tlje6ll6FXaM7TalVGu6mSC4ovBfxbfZFu3MSgPlLjNIruN+Fml/wA0BzntknWS7Ba4Kzk5OnNUhG5czlizeNQ22EepRzLRc9VZfWlDqVMky1FMSmjDbad7mcqFOfEMhYLycIiG3xR6Jq1UYpqSpuiZnOTAsMtNpzES+/7Euq/YkQ5bVVLe1JUKApTITdPlO9vq7LqII3e10XzgOCyete0MuzarVla0aTjVI7zwuCvGl54T+ixwQRFenC38MXNar+uqbQNL1A9ezLjlfnpVHbU5lBYYVv1qolvJd46Wz2g6c7hMTZq5KMjLhMt8VlE702R4ITfxKpXT7x98Oy+uqMrOShOd8SZCSSnqx+NI8QZY4/k81/DaA4rM9oNUqOmJWn1eruz7n4Svybjjkk2nFlmwImzJVHFv7cN4XTdf6rKgdnErJVqVob9SnJqRqoejhEJfhqWC8Mh5S8P1eaPQlEn6fWqa1UqY4w/Ku3VC4dlRUWxIqLuiou1ogz1eo0vqyU04+Ex6SnQNxle7Fw1EUuS59IDlMvrXXEt2nSmn56qFUZZudYlHHZNlsFVcMj4jBcyZf2wSxGNH2t6sq9N1/pTT9L1SxSG6qEwszxJUXMBBvIVS/mpbRqZPU9DmpqtIDhkdCaQp4u7kKjykXLla/KkMt610/NUxKuUrOhL8ZuWb7xImDrrx9G2xIciWA5jRO1HVdQ05o8ajUpelBPy896TqqspiLrOXDb5uUSNMS/mx1fskrtU1N2dUeuVmUWVnpprN0MMUJb+NE8kLr98TKdWqDVpKVNtBfZmnzZbB1hUs62q5AoqmxIol+aNAAiIolkRE6IkAqMj2oEq6TK2152V/8Q3GujIdqBoukwy2vPSv/iBgJ9WoFNqz7MxPsI6TLeIXXp6wHP8AG2McPnWdPrpftOevTGp/0u76OcaVOP3jBvh8PHe2fujtVd1Zp+hVCnUyrzyy8xUneBLXaJQM/hytjeKyVreiJWr1JiXprUtOUtWwmHPRuOKueHEkHmyy9mAxa6s1O3qtKLN1Sg+oYBahdr6A1Z9W1llzPKWS28hiupGv663pmiyun6VS21WhLUibVMWz9ZjgKk4mKJuqlvbIdo6dSfwQ1DUqm+xRpN6bkZgmJk3ZIQJXcU81Tm2LrDWoR0fQKCk9VKLT2qdImhAISAGjKqvVEQdvugMPMdodf9J1aXRhiWbYYmTlScls2TVkMseMJeLxZIqJ9WIrXaFreXp0xOzbVDJmXosnVzs2abPnirfi9nrl5+5I6mNBoBuOPjSKapzaXfPu42eQvFf3wyWmNLPovGoFJ+jFraUH6Meg/ZAZFzXs+mv5ShtrJP02YqpyOTYkuJC0p5cXLxqqY4W+d/KLPW2odQUzVFDolHSjolSB8jeqBO2BWxyTYV5v/wDEXP4M6WCbWdOgUoHAIXle7uKEih4Sv8orq/pmj60qVDrjz8tUKbKC4YMmyLjbyGNkW69IDFzvbDUzkafUmKdIcHu8s9Ns85GPGd4fi6Nj5je+UauiV3VdU1xVqUFLpfoymT/BmJlHTzMCZzHEfi5hQotZ7Sem557jT2nqW+aMixc5ZN2w8A/kj5QmV/BXTFTxYWn02cn+e24k8OQjl+chSA0iXVEK3SFFnfwqWUASHBCXZFhSEA9TJPdANowait0giZXFIWLyIvMZQ6pDa8BHxJBRF3tDwkqiiptaAqgq7JBp0tAAlT5xk2//AGpT3+B2P2zka0lL3jGTb/8AalP/AOB2P2zkBqCXa9kglW6bJB2+qtoIURCsqLAGiKqWgWToqQpAFF84UoW6DAN2363hSoqeSQnp0skKW+O6pAEllXqkJJFvtCgVETokKXdPKAaJL2gHlsnlBrbz2gKgqvVYAkKCtvdCtBgIrfqsEiJ7oBKoSLe8HmVuu0OYgvntA4Y+S7QDYqt7wtVL7oJQVOnSDRS920ARogpGQ0sSJrPVyrsiPS11/wDgBGtcRSSMdpfm1lq8fe9Lp/IDASU1Rpt7gLL16QcSYBxxm7lsxb8ajtvaxZfZEJjWukHZaYea1HSkaFWkVzNQFOL0yy+KMnL6A1MxO0vGo0Z6Tprs6bLbrLvOMxlfL2eXL99FRqLRWqqVomdYedlqo7Nzsm44jMo4fHdF0SJ1z/gxERERTwiMBunNZKFZ00lF7hPSNYqByLziun6rFoi/yeixbN6o026U6jNdkCWRAnJn1w+qECsZLv4U98Y0dEam/CaXrrr9OcmFrp1WZFOKjaDweCINJ+TzFf2oraB2W6jk6zLTU/PU9RSlz1Od4XE6PEpC6I+Ed/7GkBt9UankmNN1adoUxTqjNy1PSpd3WY8bVr5beReyUPUjV+nZuSB12u0tiYCXbdmmO8opMK4iWFf0v1RhpLs61vwZhl+YoFl036Da3dTYfC6XL+qBK9nOopfSuodLpMU3udRlW1ZJxxw3AmUEc8ix5m8h5faSA6Y9qChtI4rtapzSMng/xJgU4RL4RL3Kvuhqn6gos68DEtWKfMOOqSMtsTbZk5j1smSRzOt9nmrKwFeSdZoZ+lZynTF0ePkGWxyAuTmvj12iWuiK6laWrSlNo8vbUYVVPWlnhwuHh4ekB0uQq9PnnnmJKeZmH2fpWhdEia/KQekWhqqhbE8vdHMey/SFd03Wpp2feZRk5RGm225jiip5ZchKmSN83hIijoq8TG2RfbAOTBLki4FfptB2IrJw1vDBm7dOGq7LBq44pXyLLKAcVHb8iF7rQpq6JbKxRGEn81FDJVy6QTalmuSEhIUBPS5LzL0hSJaIrLime11RYlEi+UBmtYIPpjTGX9+B/YPQIVqjP09pnP8Avtt/8u9AgNxAgQIAQIECAECBAgBCVhUJXpAYOlMzcz2f1+WprAvTUxNz7TYG5gnM4Y9Y5d2ddlustAz+l5+iU2TWcZlik6+i1Dkm275CTeScpJlHSqVNTsr2a1+cpr4MzUvNz7rZmCGlxcMuixy/T/a9qir0vQiy9aopVSvTvdp+WWTL8UutkxW+/h/jQCi7Mdc+hiFJZoUb1e9W1lEqA4TDDnhHLG2SfNMYlp2STL2ptJrNafCboUm1OLOtuVEXTTvHhHKw5CPWyfFyx0Ye07RqcUCnnlVqojS3PxNwcJpfY6fOEVXtM0lTp5Kd3mam51Z70eDUpLkfFmLZKAlshEiLdd4DMTPZJwO0cJyn06mJpWel2PSkuYrmjsuV2sfyuXL7IrJTs81TL6iR2zXF/Cs6s5WePzdywsMtj4vlj4Y6bR9eaYnqt6Jl6y1MzTjzjDKC2SA6619IAOWxMh80RYn1qpE1WqdQ2EHjTqG+5l7LTdsvvuQpAQNVSEwVf0/VhRVZkHXeI23zEouN45Y/VWKCqU2u1LtEqhjR32abPUZaWk8rgch5EueF8lHmt90THNbTlOqGrArVNZl5SgyYTTbrT6uK8JC4vTFMV5E9/WKmb7SajTkYkahTZH0rOpJFKLxS4Fpkseci8NlH74CindHalqVOkWKjQ1fGiUYJBqWbmhZ7w9xmyJ1sh8NhZEhy84fomia9KV1NYPhPzsz6Z7w5KOugb/B4BMiV+Ucst7e6LBe1llpvuDoUpqst1SZkXM5rCVDgCJE7l4iHEm9veX1Y6HpWozFV0zJVCelWpOZmG0Nxlt5HRFfkSbEkBk9D6U1RTdNtS46hGluuvvzLrHc23sCdcJxRyXrbJUvD1blaonaDpeYSmz1QZkWZlqamxEADJ4RESQb/AFVv90WLmq5xvtCltLHSbS8zKPTATqvIt+GqIqYWunXr8oRpfV7lS9PjVaelNSizXAdPi8RCThI5leye+1oDNzErWZipa8WX0zP2qUuwEr3nEAmOG3iQ5CVx+UFIyVelinUl6VPLQXplhGZV1wlmpccC4zzXMpCWWNk/KWLE+0d4+zuqawp9Aemm5F6YFJc3xaJQaJUUyy6bJe28aVqvIE5R0mWeC1VGUVlf+GUcsPzX/NAYbTtMqcrpilUaYlH2XvwgWfa4v07cqL5OZPl/bCHl/fR0TTFXZrtFZqsuw/LtPKSC26NiTElH/JizVLjiSJbzgNttttC20CAIpyonRIAi3Fd4yfad/W23y3/pjJfthjWXSy7Rku1BV/Bxq398pP8AbDAUXafTJfUtZotFnqbPzkm41MhMvsslgypDiC8T2SyGMkFJ1pTNKVwak3PvVRmpSTUpPyGWc4w1j6wsf+DyyT446lWq1UJGoy8pK0Z6bacRtXH81EAyNBL7bCpL90Z2jdo01VX5M5Glyc1ITU8UpxGJ7JyXsSpk6GPJ096wGOKlV+W1hWHqWFel6lOaiCYlE9Z3RyT4YC8Rez0QvFzZY4xXzUrqyZ7Pa6xU36tMzjlKIZqUOUdX8bR0foyLbw5fR8lo7f6dpqLMilTkRKW+lTjj6v8AK90RHtTU4ZCZnBfGcal8kNZcxOxJ5dfOA5dr2erkrUqs5Iv6ms6MhMUtJVp23VOP4fDy+IYKZmK/L6gqs5L1LUzzTWo5VuVlVz4PdiQeNtj4fF+TjG4TtBBJmgKlPcSSq8wcv3lxwQ4RCKrkQ73HlL2otq9qyj07uyor843Mnw2ylG+Kil7uVYDj9NrU1VK+6j2rKuxwUqCozxXQ76oEXC4Y4Y4iIlkiEt4kpWdavhSBCoTFPJyjyzjLrjLtn5u/rhcbEOYsfJbeLKNxqQKFoulu6mlaCkwUg2TnDbd+jBfFwxIsR8UT6HquYnK45SnqNN09W2eMjyzIOt+zkNx6EmXT5QHN5qoagf1S+X4bagl2/wAJO5K1wOTuZMZEY8nxZYr7MbnsxFnUGm5eerrnpGelph5hJiZZsZAjvJflG/sF+qLTTuq5Gr1StSTjRSq0p4AJ43wIHRNtDQxVL8tlSHqzqIKbOS0stNmZ4ZkM2ylhyT6QA/y7/YKwGgxxJE4iqkE62RL4ltCsFEreUOYW84COjN02JYdEdkG6wpURF6wEVPOAJFVeuUGhQki90Nkql8UA5f8AexkW1Uu1Cpb/AO9Up+3djV3/AH0ZKVW/ajVPlSpX9o9AUWm3KhMVDtCamtQVtwJOZWXlU71bu48BD5NtjusNUnW0xQaTJ02dpNXq7rdDGpzE65Mt5EHtkV8ef6saOo6S09NVuanSmpyUmKlis3LsThAE3imKqTfUlx5bwuq6UolUnn5o35lpyYp3o4gl30FOB7hGArX9do1Vq5NMStXnRp9JYnmpQEas+BkXO355cvRfhhUz2nyEu3xHac+jb7rLEk6jzatzTjjedkLLZBTqqxaUjRdKpdZKoys9PuurINyKszD+bfCDomNoj/gFp5rT9Po0k07LBTpgpmTeA/WsuFfdF+wiT7FgK5O1GWNynNU3TdcqDtRlnH2RYZFbcNxAdRd9scr384jVLtPkJuX1CNPbqAFINO8VxvhGbfD5SLhkvKvyXrGjkdKSUpXJOrrOVN5+VYNgEcmbiQmWZXS29y3ipm+zChzLVQE5+qIs6y7L5o6GYNunkY5Y5FdfiVYByU1pOu6tn6GlHnuBI0pmccmuTfNCXLC99sekZ+S7Tp1dPV+Yn5mTZmJJpl9i0qvq0cPEOJzr9hdLRpprQlPmaik4dQqIuFIDIvcN7DigAmIEWNt0zWK+T7K6dK5E1W6ojrku1LvGpBzg0WTaY447fZALoGv0ekaQ3UJOcfqFTGYVtyWYHhGTPMQjzeHHwl7UazS1cldR6fk61JIYy803mHEGxJ9sZgOzWjsydOYlKpPyL0i+8827LmAKvEHAhxtig47WREi90bp2W0rp1ihyU5OzMvL3RtZo0IhH3beUBeDl7oMc/fAG/S6bfODT5wCUC22RQOZNstvnCtugoY/bBEi9FTKAMDRFsS/mg1cC9kzhNkROloPlt0VYAH0jHaTBB1TrNRWxLMsoi/PuwxsDXaMVpNsntQ6zRVVMppkbp1/c4wGVoU5qNNWBJJqeYnZSjIq1ovVcOYnCH1cq1ypfHqX3RYyvanR5DS9Kmqgc/UDekln3nMWmjFkTx4hDe3v2T4YOk9mtPpvcm2K1WylpN85ltg3xUVeK/rC5eZeYut+sGx2Y0yWlpNuQqNUbdlpcpNXVdFScYIskaXl+L2vF84B2c7V6XL1aZk0oNdealpxmUcmGmBIEN4cmfa9q4/n5omH2nUAKfLTD0vPMTT8y9K9ycAUfF1m/ES2WO1vf5pEOb7PKec1OPel6qBTU/LVBwFdHlcYQRDHl8Oyfmhh3szpxTIzIVSpd7GovTzL5C26rZvDZwMSHFUL63SAjFrpxKrV6tIVSZdojumgq0qiyzZkzzkKkI7X8PRVi0pOuFmtXt0VZCefkxo7VQcn8RQDzT3ZbCnuv4oph0JMvaxnpZJmfSnTenvRrrqY58zpcvMP1iKLJ7s+lUmpZ303VgwpoU59GzQOM23lwlLEfEN08MBUN9odRnNMaldl5mXkZ6m01KjK8GVLcLkgkQuEvw4kmxRcTmtO7SdY7xOPtHIUiXnXbUvPC98nR5vWD8vqxBl+yeVZkp2XHUFUvO0r0U8XAZ5mcsr+Hx9eb5w3qzQ1bCTnQo8y7UCqdMSkzLkybbYsMiJ4nyhuvMUBbv63FnV8rRkWXWRM2Jd151p26m6GQiPlv+aOgLbZOiRzGY7NgfrPpVa5Ng4M2xNsjw2y4RNCIoKKqKuG3S8b9pHTb4ijyrnmt+sBYZAKdEhSEC2JSRLRBVkyXFCuijt8oLhOkZDZCQUgJxIhr44QgNBZclRUW3WESwGirkNoadYIiVVFU32gJo4WtssEqfWiG0LyHzDikTLbQGZ1Tf8IdLf4V/wD470CFapt+EOlv8K//AMd6BAbmBAgQAgQIEAIECBACEr0hUEXRYDA6epjtV7P6vSmptZUp2anmuNw0PBCecFVttfzjMtdkUwzQtJUxrVb6fgs+szIqkiHrCvtlzRuuzZU/BZ1V/vhOf+IcjSbcn5PLAccqPY9MTlbqM5JanmZOUm60zW1lilBLGZDHz8xXHpbzjKUjRPaDL9qa1cqXJPyy15ydVZqVHhsNlyq62Qljnj9XKPRbZgAlb2oS0ZG0VugrAcs092QsUuqUhCrLj1LotRmKjT5RGlEwdevsR+0KZF5RtJ+kzL+p6dV2V9ZI5y7nE9tpzHL77iKxoiKFNlAYKpaJnKhXNQvz9VZOQr0kMo+y2wQm2IoqIolnuV190VUzoGoz4zj79SkXp42pWVDiyl2TYYK+Lgl7R+Zfox091vMvyYUjaCn5UByaV7NApr8lVaedOGqyk5MTV3JRVly4w4KAtoqqIiNkHr4fnta6f7NKPIUKVkZubqU0cuOPFbm3GQuqXXEEKyJvHR7je/JCRdFStiO0BgXdN1cNb02tSdSlQkpGSck0YcEjdMSJFvfLbpEWT0nUX01AxXZ5kper1FJ4Rp/EaMMRFBAiXxJ6sfdHRwbFM181WFIApusBx+n6Hr0n2fVzTgVxh1yrvTKo/M8R3BHL3xH37/vo2bVFn5tzTjc9wlSkIjzjreWBui2oCIiW/neNWY53RVXxbQailuu6QCusHikDGDgEqiRle0wBWgS6W61OT/bDGpJUskZbtMO1ElE99Uk/2wwF66yqsoIrZVFURY5fSuzio+maNV5ymUiUrMi8pzlZkiLiTjfN6sm7WLLLmUo6sB8ict/ugxJRvZIDiCdlFdGj1CTUZKcnVk5mTlppybJAcR4ssibty/Wyz+rEmsaG1I45PjS6VSWG5gaeih3hE/c6+sxHHG/wqXujsmRdEBIK6dMUvAcJnOzHWMxRZeiIKNMjVZyeOZbmxyweaIRTmTrkW8Pag0RrGr0OUkE05RKU6FHdk1WVf5QeVR3TblBcb7c1/OO35J8KQRFeAwfaFQKzWuyqbo1PkWXKjOygy7jZTCCLapjdcrb9PlGZmNF18qHUtPUKht0ulvspMOMnPZrMPK43xGr+TZCKp98djBUgiVULaA4bOaO1Dx6uMtolqXkp2syU43LNPt+rBtrEsR6XyHovLG+7JKNVaFpAKZWmVCaZmHsOcSThE4RBa3yVI2PN74Tniu43gApKK2sqwd1tBXsN1VbwaKip53gAore63glQvfAuihuqwSK2qWut4A1X5Qldt0y+6FbJ8UJWAbyjKyqW7TKsvupkp+0djVYxkpZxf6JlX/wbKftHYDnsxX5zUfaFpeZmJqksINXqEs2yjfrpdGmnBHMsuZC625YiUifddndFVSnnRKW+dLqKk6ra8AMHU5RHL6vxfFHUKjN6Kk1nKrU26bK92d/GJ1+VHkPH4reK0Cae0IwNMprw0G0/isixwm/XZc3KkBhZTXNVSSq+pmJCksT/AODEtUGuN4+pJwy5vDy5D+VEuqa3qTVNqkhU5ukd/UZIpV2U4gfukrYDiVyIceX4o2xDoqpVx+lKFImasMt+MS6tCTiM/W+rFe3/AENqixOd2lqI+otJ3le6iS4AvKvh3RFH+LAc8mtRPv6MFhWp555mrTLbytzZG96scvDnfFcrEiKuIRfL2jVIJ+QCQ9Hu0tHJCWVAyv8AjCD7ReHHIVFLLG6b0lpp9BMaHTeCvrLtsCF+XxfmjP1Oodl6Veebq4UVJ5lQ7yjkmubY/wBjyLHlH4SgIcrrfUSVZSmWaN6PTUHoj1Sucfw8rvw/dD2l9fVCp6papUyxLqxNrMnKutKWwMlj4i+ky+ScsatvTWlDbQgo8gQk93hFRhLK5/bPy/nCE0zpKlvJUWqZTpJxsyPjqKBYitcrp0vb9UBi+1mXV7tC0grFPZmnnimm3WHHyaB8UZuOSp8MU+hdb1CRobVBkLT1T4tQV0qg6Rty6SxZcJC/sniFBKOl1rTema5MsVKo0mUn3QCzT7qZKKfVW/SGx01pGekGqYNLpjsjK5YMNANgy8Xh+KA5vKayIalV9UyEhzVGi02YblOMVkeedJscvh9ndPhi+XtDr7M01RpWjyDtRGrrSnzJ9xWkJWeMjg8uSWS/Lb740q6a0e3Mv94p0iM65K8Oa32SWHwiXwj8MVGpdN6XXSIzFFOkSLrZFMU+a448rxeJzil4i/PAZvU+vavUdP0+YlnHpCYRucmJtZV4v9zHgQiKIpYliS5FsMdY05NpPUGQmxVxUflW3buHkfMKLv8AnjITGk+zanBKy1TkqSy42JfSzHDUlMvWcpFzCRc1o1NLOj0lGaHIuScpwm/VSnETNG/yV5oC09nxQpE5OsNyzjMwyj7DzbraryqBXvEiAaVPijJ6OVE1Jq7/AAi1/wCHbjXKnvjH6PX/AGS6u/wi1/4duA0auN/pw2wrV+rng+D2YJAVVHdNkgiCwk4qIq9ICQiiS7rtbaGSW3RYMV5h3SyjCUQrpvAKExQUUl3TrCnERRR0FW194ZxuJIpJe8Oiq8AgFUskAtFHC+d/lCF4FyuRJt0hsWyRUtCzbNHTQVTK0ABBo0RW3C6eGFy5gLaiS3W/hhEvmKbIl/fAVq65LsUA4Mw2q2VbfdCuM0iZgXyiDwjFVIiXdd9oWLLmCIq23gJgzDd0S/WH7qqRAELpyb49dongRKKEtukAeK2uUJNbDyFeCIlvtB3VeooMBm9Ugv4QaW/wkX/h3oEK1SX+yHSyf8ZF/wCHegQG4gQIEAIECBACBBLAgDgl6QflBL0gMX2ezUtKaOdfm32GGUqE2quPGgCnrz81i4Yr1AdmmpVqu0x19/6FpuaAjc/JS+8ZNHZNvsgrLk6jYS6jUeqbX4jmP644tpx6TSg9jDkpPSlKOTl5tZubVlF4C8PbL/6wHqfhtr7EMkrbSETygLbeSqvhRE+ccEY7S9YzYaJ4lckKS7Wkm0nOJKp9Ezlw5hEXw8TH8mOi9jusj1h2YStZrLsrxi4zc5ilhXEiHmHyukBqZGqUibcRmWq1PdcJeUG5hCJfuvE/HADv4VHePG2nH6cmnNOPVF6nSVK/DKZ4s9KooTbCCZE2JOeyyvSOo6z7XqtRKpqWVdqlMDuNWp7ciByq3clZjxF4vZQvF8oDuvELvGPEHLPG19/shliblu992WZZ469GuKOf5WPijhLmrXg7bpidSmtcrr0ozMN+vbmOEyRKJYlcHeXHLHwxR6b1fMVjtA0LrOpTOnlnZmhVF/gt+pJhUFbCZZc3h/nQHpoOHwxs2W8EyO7io2u3zjm3Y1rqvatenZavSqykxLSsu9we7oIlxM/WA4JEhNrjt57LeJS1/uOlqzNgS+lqhVnafKNcVL8TiYAI3+EeaA6HLgqqK7reEvNuI7dULH7Y4rpfUlW0dTJuhLMYM6fqYrOpOLxpgaa6WQOJZfZJSEovJvXeqpF0JBaYzMzyU/0kQcOwGBPKItoSntiKcxc3MSQHTmkIxQkIvFBEJ5uHkVkjmdU1zq2WXUM4MjRnadSJlGARFcEyNwW1Ai8sUU+aDmu0Kvs157TjUjJv1RqZcYJ8Gi4TiCwjvKGV9726+V/lAdJETVStnEllCRAupJHLx7Q6qNdkJZ6lDKyswLAuGtyEXXG8iDiouIHlyiheLxQ1Jaxqlf09XxnGUp89TpEJ1iwOCQLclFeblNOXxD4oDq6/VjJ9phL6Fkf8LSf7YY0dLeOZpsrMOjg46yLhBe6iSpeM52mL/SaR9/paT/bDAaRtbCiJeHFtfdVjOVfTzFQqjU8/UZ1hG+F6pp3k5SvzfldI5JUWAoXZnqrVVInJ5qrUmtTAyDnfHVuiOiKNYEViHyxgO+Lbql4JUS90veOZua8rj9fnaMenmQBmRKZdcCoKhNDbkFeW4unYlQPFZL/ZEY7SXpaTpspI0Oam+HTJaamVV1x13F9eURLDcxTclLGA6uoB5XWCQUXoKxy6Z7VHgdrbLNEbcfpctMzCMnNcMnBZK2V1Gyiqb5CpW9ywQ9p9bl5vhVHSYy7bBSazRpOXwbmlxbIUx5lFfEm32wHUFskBUUhvGBke0bj67HTLlL4aOTT0u27xrkvDG+SpayIv5WUSdXawqdI1CxR6ZQEqRPSL04LnehAbNWyHz335YDak2Q+0iwgk+qqxzde1eTKYp6tUx1ZSeGTJp03RErTBYpy/VXYt9ot9N62nKtqOYpYaYnGZaUmnJSanVeEmm3BRFRPiW+X3QGxLdbJ0glHHpBZKqbQS3t4oBVyTdIJVunRIbXNV87QrqsAaKkBVLySCyTyhKkXlALO8ZGTuvaXWETr3CSt+d2NSecZaSX/bMrCr07jJf43YDNVJHGOxquUualpubqP42x3diWJ1033VdIdk+ISHeC1HNS/A0GPo2o5yk/LPO/0tdLgNC2ollty80dDaqNMdL1VSk1UlNA9YnMoeP80HK1OQmzRqWn5SZcxzQWXhPl9/LAYOZQV7XpxUlZ5ZeYoJSXGGTcwU+IRE3njbLGM92fSkyxXaTUph+eaodJ0+Uk6kzT+64KZJi05/bCRB5iTljpNe1F3Kty1Cp0ms/U3WCmTa4ogLTaFjkRb+ewxTv9oDLjlOZWluIcxVPRc22ro5Sr2KlzJ5jgl7wEjs6qPCo8hQZ5Xm6k3T1m0bcbIcGicLHm94jjtGNm6e9qHtT1bTJepTlOlZ6mykq443JKSPY8TiChqmI2v9+0dSWZovee/96keM76tHeKPPj7OUUyazaf1Q/RJWVdeYk14c3OcUMJf1eXMOX5O/vKA51PViq0PUrNMpz9YakaZUJOVVtWnVBZPERcMREcSHm8SrllBzwVWc0vqyrv6hqswtPmZoJGWcaFxHUXHg2FQ3st/zx2dZuXREUpprdNrupv8AWimr2qWKPXqPTnpc5hKnMd3BwHU9S5ZS5hTm6IsBzddSVEdYMyMhWKl3RGgVuVWT9RMOEz6tpsceUU6kX1hGJvYe/VHqmb833PN+RFyfaVpUOXmL+EuRBH7Lr4Y6LIajpNVnpiRk++rMMD6ziMuCKfvj2X7oU/WZVupzMiqPOuyctxn1bDLAPIfma/DAZamDJMS+tH9Ro0orOkjiTKcqy2A8C31Y57P+gZn/APDLS5d8JXvEmsuDXql4jZcYSLEceXljpydoGmXNIvaywnlkWyJl1xaeXGBWz5uXqI5fFFjX9VUuksNOO95mTdYOaRmXZzcRkETM1H4UyG/2wHN+0B2R/CKZrVPUJ2pycpKHTJWbpzb7c5kS3Fki3+9LYw06k8VQcknG201M9q9iZb2XNJKw+sv/AGvDIY3M12k6bl5xuTWnVuYVOCiPMyCk0hO44ii+S8ybRrKVPMVMnwZbNl+VcJh0HBsSJ/mLrAUWiHl9M6pZZ/qf6W/FPh+ib4mP/wAS/wC+yjWCqwzLycvJMAxLNCy0Gwg2lkSJIgnugGzWMfo9UGv6wc80qQf+HbjZGPzSMRpk+HVdZP2VRGo3snnjLNwGoYmUdbRxWhHyguLYUsg2UoxWn9eM1OuyFJf07PyDk5JlPqT7jYpLy6bIbvNyZeFE++NZUqjJykkb7bBTbg4WaYcAiXIre+AlOqAnw0ZtDaZi5ZNodQ2FeRvlQrZYZc+PvtFEOopZzXS6TOUdbJZJZwJlXQIFESFFT4kLJVgLVw0PO/KY+6HgdaBlUILInVVWDaYZRSVHgyL3kkM1SYbkqc9OowU2DLauK2yoqZW+G8AviBvYP1wpDJcbB+uIen5+n12g0+rMXZl5yXF9pt0k4goXxfmixbFEc9WoCg7bEkA0bgDypyDAAlFb3yGHXJcSJLKJffEWVdk5qbfCWMXDl3eC6KL4TxElT+MkBJV1pOZA6wlXLcqB1g3JdCS4qip70WGyUGMn33BBpsclW91UfsgHkdAR2AocYUjXYCiiGuUabkjn5OYdmmAcQC7uwaqhF8sYtaXMNTTs02wjt5VzhHk2qZFbqHxD84CThvbKDt5Xg8fqrb3wfLfwLj77wGZ1J/XPpb/n7n/h3oEDUn9c2lv+fuf+HegQG7gQSQcAFgoCwIAKsBFhKpChTaANekFfaAvSEr0gMZo16WltBuTM4Yty7czOOOEXRB47l7w5M6g0u3VKbQpsWGZ2phnKyzksty2y5uXFIpRl5ic7JiblWjdd7+46rYdSEJ0iVE+4Ye1pMPuay0m9J0aoTkmzMOm/MtNZA3m0Qpf3dYC2YrelKrU6jTGn5F2apLQ98yY2YTfbJU+qvSI9P1VpKYZnpfvgMDKs95fB5hWk4P8AbLKm4/OKCXJwe0XVDk5pesPU6bprLDf4v6p9W+LxBT8q6Y/FGCmabWdTU+rpLaSr1Kne5SyNLNSuAS8qw+Jd1ZyL1hEORXX2oDr2np3TFebfl6YyyXd3MHxek+GbRKiEmQqO3KuQw5qqd05SppmYrvott2ewlG1mAFTeLLlFPvjNaNb1oM9WHac8gU1ZoO5u16XIpgx4Y5eHErX+KHO0xKqumaYxUZYanOpVmJhFp0k4YI0DyKRL4oC7lJrTH4XM0pCpg1wmzVG8U4/CTxfdDMq/oGo1d+Rl2aO68yji27mCJYdnVEsbF87RU1GfA+1TTcz6Jn+C3JzTSvJKO4tm6jeIEWPwiX2RiZehVs3aYxTpervSNCbql5GelOAvrRIRbJ3+yXyy29mA6xQKro0GHvQbsoy21ijnDaw68ol08P1vDE+aoVInJ1JyYp0o+5xBduYXxVPaH3F845NpWTnKLK1jjT9VrVMKiBLNOz0oQPNOcwjKtZD6weaOt6bam5TTdPlagqnOtyjIvF7zEUygHvwfohTb825SpI35gMHnOCOTg+4l84cqNDo1Sdl3qjTJOcOVLJgnmkJW1+V+kPC6pJcUUYb4vqfonPH+lAIa0/QmSnTYpUq2s9+68W0s9+V74Zc0tp1ynhIHRpJZYHOKLaNIiIfxfbFiExiFoBPWG8BWLpbT6zqzJUaWV9epYbbDin6obl9J6flpc5WUpjMtLu48ZtpLC4g9BL6vyi1Waw2PP3Q424hJcbwDqiuKW8kjJdpGXoun83++8p+1GNSRki36JGQ7R1RaZT9/995T9pATKrqCjU99qVnqpIyzzwqqNvPICqn3xV0vRWjHJdqfpdMlH2Vd44OI6ToGf9s8VlL60Y/tYnSLtO0PIylUk5OdQZ1bus8VEyasCEPzKMrpXVb9N0nTJGmVaaorKNzszVJh1gVynxLJJfmHERIiVbJ+TAdRXS+iJmsT6MyzL8+rhOTaNTZ+JwcciES5Vx5Yk/gNpYW5YWqWoLLMiyyveHPoxK6NlzcwfJY5gOtHGKhqWuPPNUyrlQaUhjjfgm4Z5IQlsOOXiXw5DlCpTtB1HMsSMh+FUmxMLqRac88rDT34twshP2Uy+snLAdHq+idJSVPdOaZYl5A1cSYF2bdFsEdLJxU5uXLzgi0Ro+rAs80w7MMzQsFmE86omjX0SouXRI5xOa+rFVogSc3qGmtMJJ1Tiz/AbwmTlywbax6CRJzfzYZpPaDO6d0VTW2KnISsoGjGp6TzaRfxgFxIfn+T7MB0WT0VpCUrktOMo+k/KzDs42Czrlm3DtxcRv7V94i600OuptZ0yrPP8GltSb7DjcvMONO5O2y3T2drfvovKLKUSZm2NTDLtOT7reZTA7o4RtiBKifYIxe95/8AvCAxo9m2mnycJWH22ycas2xMONNZMbAQinmKDGkoOnafQ3p5yQOaJZ9/vD/GeI7OGtyX6sWHHt/ZYLj/ADvAPoKim6wpF26ffEU5gFGynZYNZjhomRoqLASP/i/dBJusMq+0pIvFGFG7vs4iJAOb+6FikQ1dRPag0mB+OAlGKqmyxlZIRXtCre/+45L/ANaL8XkXwlGcpiKvaDXLr/uOT/xOQGNl9KarlNRyjzNMpr0lJ1ybnuKs3YzbfbUNhx2te/nf5RI0Nous0Oe07M+hKeykis7312XmRz9aWQ+zzR01GiLfGEGwZbYwGZqtIn5bXrOr6fLpUuLTu4TEsrggWIlkLgkvJ8WSRkK9oSu1JspiVVGKhPVtalP93eFEkw4BNijeScxWIf1x1ZGF2TGFIwqZcqwHGavpLV8zRqQwmnJORekZfgKUs80cs4Vx3Vsk8JY5bcwrFnM6RrK1Sqz3oFm71aYnlBXw/HmGwFFbvfbmG9it1teOqIBY4oirBpL9OT2soDkQaAnXavQSrWnwmae2U+sw2j6YsMvldtnxboP1YZZ0fXpbVFDdHTLUw9JVl+Zmaos4Obks4BCxy5X2yEbezjyx2iYZUhHly5rwgmFRUsNt7wHJezbTeqKdquTqUzRikpbuL8tNXea8RO8QS97g+Ldefmjb05H6RqbUL/d3X1m0am5bh8/ExbQCb+3l/jRouBly4dINGL82HSA5QzK6iDscrdBXS896QnpiaRtriNdHzIr+P2b7wnVunKvVq6zqFmlVy7lCWmty8s+LJsTIlcCLFfDHWibXLwDCibW2wjAYoKTXFrOl2J+VGZlpaXOaqc4BoiOTYNi22pJ1XqS/vUix0k065q7UNYQSGSm1ZbZQ9suGJCSp95KP72NGou3tjtBqB2Te0BKR0VKyW+2FjbHpf5xEJCutwVPlDsupCK9fsgFmiYxiNNK4zUNZnLjxXfSCEIfW4DcbUkXGMhpBxuXqesnXlxAakRqvyRhuAxGm6DqciJNQURp5+szLnp6cceaMTl+GQtsNj4kFOX9cQpjQNXHRT0j3CUnKs0bMvK2IW7Ssu7k3zF7SjG4kdf6QnZVybl6spMNyxTWay7iZAJWJRTHfH2senzg17QNIzTCPydUSZQPIJdxb8orl08OK5ZeGAxH4HaqXWE9OzK1HjvTj05Kz7TzHDbacaxFpzbi7e7w+1FMxorUDIE2mizv+CzlNcLvbd5iZzyz8Xn7/ABR1Cka4pVY1fUdOMI9xJFppzi8MsOccuUrYdMd/rRNquptPyFVbpUxO8GfcIAFrhkXM59GhKKYopQHP2tJP06laTqNN06b0xKPqlVlFfHNzKX4REREVi3xjQdnclWKR2SnSp6lLKzrDb7aS4uCauZESjYr9OaLdNaaT4Mw76Xl0GWZJ55bFs2BYGY7cwoW10vDX9ETQ8wiMMajkEdVwA3FfEXh8vCXsn4YDl2nNLanp2mKxTqjpVyfnZ2iNNszTRNg40Yt48Dx9EURUV/SjQuaafoyaaqNL09UXyVXEqsrxrvGrkvw8yyPHxDzfpRs5bU8kXpiYmJqnMSdPmEl0cQzV0jxRMTHHxbKthy6wc5rXR8sy0+5qKTbbdb4jZOEqZiviUff8/d84DlS6f1uunaFIpRqiM3TpMW3mplReBx3jEX0gmitljj6zfliyd07WKY3rCWkNJzOVRqiTKzbT+OcsTjfII5XL+yKSbfD5x1Wg1ui1x2YZpNUlp05dBV0WXELFC6RHl6sr0zWmadLLMJIIIL60fWPY5cIcvcJDzQFB2XlWKTQq4zVWn5RtqonMSyzGIpwSS/KNyt58nsxyzT7kxU5J2eJmrPVRymvnIC0piU+RHzP8TK2eJe6OoOa/dDsulNasacedbfPF6XKYC7XreHuvte/ZIer9Yp2nNWydIomkKU9OTjSK693tiVxuWIpiW5fdAc4Va1TdO6hlZvv8gqzcjM0VFUmVXnbbd4Y5kvXxIvxRbPrrFXJ2XlqfX0pa6jdceBxp017sTWI8Mcsibz8kWNjWKrNlq2Wl5nQjL7LVU7jKT7rzXw5E6LajfEeb9GNfp+o9/WcTg8GblHSbmW/FgXUfuJCE4DjtTpdfF3B/8MJrhadfFtxviChzXE9TkIr9Jj//AGiwpH4XTuuKLOvs1SyJK95bdYea5eD6wkJPVqly5hIcso7QiIW994HMWyLAZvUP9c+mv+eOf+HegQNQov4Uaa/545/4dyBAbuBAgQAgrQcCALzgJBwE84AQSwcEXRfsgMp2eN5aMl8fOYmF/l3Iv0bVEVMURIpezhf9hcnj/bHl/ljjRKibbQDDgsqKpiVkW/WCFoOMq4XFAtvDqi4riiqpio+6Bh5qu32wCRbFRVV8yhBNohiiXS14eRu3RYJwCVUVPKAjYqeAKS7XhRi2txIi2GHuFbmyTeAbJLaxjAN4MESH5J8odUBNEtABlURRukODyja6bQEYmSQjsq7pB8A0RvfpEn70gbql7wEMpXfk2hLjJoqJa/zievz6whbwEVxi7ab/AHQ4ACDXuWHVt5w2VukAVkjKdoyD3OmJ76vK/wA6NXZYyfaM4vCow4davL/zoC9VsXMDsOSdFUd0ht2Rl3U50Et72xTrDpZigINt4beeJtUG3WAZfprDmSE20V+t2x3htaVKoip3djp/ahiUTxJy4peEzDjihYVFFVLQEY6bKd1Rg5SXUcsrcIYL0VImAJ3SXsCKiIrQ7Q6w68DWR4kqRIYdIywxTfbygI7UqLbRAIAAomyJCVBUMW0RVvE15QAgFUuqw2h82KgN7wDBSxuKq3BBRYJyWxFd8l+USCNURERLpDgObLsibecBBCXISBU3FPJYkm2RINsEFPKHFdFERCbuvvgE6KCnIm0BGWVUSTFLIq7w7wCVbjj98BVzFLIVyXaFkqAaIqXvAISWVUW2JW2SELJqJjyoltyiSkwgXTh/ZDgviRIShfJLLAQmJX1yqiKiIkUNMaAu0Cv3Tfgyn81yNbxVUrWSMvSAJztA1Ct7Ijcmn8Q4C/yIbpcVTytCmkLFUO91h1ZOyZJYk+UAWFwVLqip84BCoojdIVxAQUUuqwpWSUU5rQlZUiXmJIBRuCg3RUVFhsXAVFUUhSsXG1+kGMstlVFRIAkO43VbWhAumLt1VFC0OJLKq2U7QfdLruaKnugAJNmPq9rdIS25iq5lvDjTIspst0KEHKiSql1vAJIxyv5QYKDpIgLaEJLXNeZdoWMsoKiosAtEctZRSAjV+q2hzZETZYNLKqraAbRtU87wrDySAF7wZkmSWgGnRJIxmkhIpnWBol1WqOIiea+pb2jaOkUZLRCEs7qW/nVj/ZNwHOdEaFrcxpSSWtzvc5qWkJyTlpZyW+hSYLmIubn5ekaCo9niztPoCpOyxTNKp5SBCcsqsPNqKJ4EK6Lt8Sx0dZa/XDk+rBhL4hjl+qAwlA0ZNUHVLlQlKsK06YYl2n5bgqhFwW8AtvYR87RE1BoIqxrxK+U82wKuy5XZaJt8W2+reaFY0L5jt846J3ckX6RF+6FC0i9TgOTzvZjUVoi0tK1LEkpTJqnU71JcgTK3InN+YkRfKGa72d1ufYqUkNSpTS1CnykqjiSx5h3ckL4vatHW+7WVEEhte8EMqSKiiY+K8ByyY7Pq3Pz07OTVTluK7WWKq001xbKbbXDJpwhW+OPmkLb7P6i1MSayL1HZRqUqDXCVl3Y5jxFkS32/jZFHUmmDb6u3/JSFKyhHe36oDnugNH1agailZl96lpKS9CYpq92yA1VolLLfl9qLdqlz1LqFcKQFl30g8s3Lm7kIo6QoJCWP5OUadJZRuiCm8KVkshHK1oDlv4F6u/oWtaP41G75xxTj8R7DhC5xPd18omat0lXtQN1Fl4qUDdRkmpZ9b3OVISUiNo7IRXvsm1vnHRklzQU3x+UAJZbcywGZZos+etafVFns6bJSDkuDTiqp8YlH1n6I4/fEvSdHmJaZrNWnl4L1UnePw/HgAigD9/LeLlZcsSEXLXW/SJTKKCWXEvnANh0sqw4KDjvAUQQtoC7dEgKGuIn4Uad/5d7/AMO5Ag65/XRp7/lnv2JwIDaQIECAECBAgBATzgQE84AQR+Al+UHCXfAX2LAc27zVJDsTdnaNPpJTzLbrrbxNC4l1cLyXbzjk1T7ZNblpGTSWm2ZfUdNq3o3UCrKDhZX+G3iJeElQr/vY7LSKAGoOyqVoxT83ItzDRCbsuoqVuIq+2i+6K3UPY3QqyxPNrVp9l2oVBioTrjfDzfeZFEBS5fK364CRO9qGnaZUpiQnnpx5ummzL1Goo0PCZec8Inj4V+zpeFJ2n0hdYs6V9D1tZ98nuFaXHEga8Tnivgq7Ctt/lDFY7IdP1OenzfqFQCUqr0u/UpIDEWpt1jwkXLdMrJlZd7Q7Suy+XkNbzmqfwjqrr07MA9MA5w1yABxBnLG6Np8MA5Qu1PStZepDcn6RtWDfCTU5e1yYvxUXfa1om6R7QKJql8mqKk1MIjXGbd4dmzFCxtl5L9Ut4ztD7FafSKpIzUvqitIxTpqbmJKXRW8Wu8eNPDvFl2d9l1M0fXJmsy004c5MS3dnVFoWgdHLLIxHlI/nAZ5ntWOia/1fTdVvvLSKY7KjLTDMkWEuL39tVPJFUUyjYzHaRpJjUCUM6jeY72EiTwjdkJgxyBtTvsqpFLX+yOm1epVx52tTQydedYOoS3DFUNGVuIiXUfnC5bsjo0pqqbrEjNgDE5MhNvMOSjbpNvD7TThJcP1wEmU7WdFzFbCkd8nGJk570f66TcABmP7WpWsi/fELt+1fqfRVDlKxpyXkpxAI1mpaYbIlJsRzIhVFToIlEF3saUy31W/j+EPp+3ch/dHuvl4Y2GsdKvV+fpTpVYGZWTJ1XpcpZDR8XG1bUbqvLyksBgZPtWrFY7VKDp+iNU9dN1OVJ7vRARPEQNo4aCqFjbnEb+SosbOS7S9K1Nt9mnzrjkwko7NsgUs4iOttLiTg8vMKEnlGWo3Yq5Ra3pmdo2p+5safk3ZRhjuIlmLl8yVb9Vv7ojaY7EqnRqvLVodZ95nm6fNSJvHJWJxHlVcl5+qKsBe0Xtc03LaZoE5qWtyyTdXl3Hpc5OVeNqZ4a83D5b/dFxQe0/RVedJqk12WfMZVZxVJCAeCniK5Inh9r3Rk6f2Pz0pIaUlE1QJfg4xNMsr3T6TjIQ3Xm2shRGo3YQMrJyMhO6gSakJeiO0Y20lcDNoyzvlktiQlv5wGzlu0vSE1Tp2oS9TXgSLKTD+bDgkjJeB7HHJW1+JL/ZC6b2k6GqLE49JaglnAkpUZt5VVboyXQ7r1SMiHZFPEM86/qEHp17T/AOD7DiS1m2ZVfESjlu4X5khkOx6rIptnXKW7LHQmaKrJ09cSbbK+Rc26r/8AawHTqDX6VXlfSkTXeFlyEHhJsmybIhyRFQkRem8U/aEO1Ev/AH4l/wDKiN2VaFXQdMnJEKic0zMzHGaaU3TGXHFBwFXDJVTb5RK7QS2of+GGf5pQF+QKagqXskGbYKqKqbpBPEY4YuIKQ3xD4iCjiEqwCxaQjVVQbQngiq2uMNKbt0QxVE3TaE5WJFRdoB0pURJLW3+cPCwKHl7vnEUcluommxW3WFy7jquqK2XaAfVoTczVUREXa8DhDndFRVT5QzMGQoZDZMISsy8QKqGKbX6QEhJdUaRbbqvvgIwKrz3hlJleVVJFSCV966WJLKvugH8BXqK4wkmclFBDk81hCuuYkmXRYU06YgZF9iQDgNYOCoquKQZsiZ5XhDzpISJfa3SAN1dQUv0vABWBzuqqWKbQEZugpum+8PCiqS7WhS3TpANC0ILdCVVvGbo22vdR280k0/k1/wA8aW6oiqqWusZShKq6+1KiL7Uon8lAaTiml0Q4MXCVvG32reHSYaReW+XneCFtM8OGuK+aQASYsKJZbwJibJEEsB+cLRgVJUUSskJWXYK90X71gFI8iN5qN0ht50nQTBtRsvvh5GxVpWyGwQSMs22VU++ARMESAO1vnCEVReRdyunvh54RdDG3KPnDYst3vutvnAEr+/hgkmfPBbQ6cu2KIQqqqsGLTfDUSFbQCVmEVNm1vBLMkIpkCwEbFV9qyQCZFUS2SrANHNKqLdVhxlzJq63gEwFuZUSFtAiBZCS0AQoqltCxTrlaEoti2WANlLrABzqkY/RCoialfVeE16ae6riIcqRsXLXjD6QVlJXVXHvwfTEzxOJjhjgkBoZOqSM2phKz8i+YDkQNTAktvuhQ1KVIkYExV5ejaOjmo/FjHBeyvTjta01pyp086VIy9Mn5uZWZll/GnbE4nCd6Jw+bpf2YVTq/JS81o/UMu1RZSfZ0xUzVGlEABRVMR8XSA9Ao4iKvWEcY1FbNpHB57WtUqlLkpKoMPNPTlUCXvfgOy4cDicxNniWXs74xJ0rXq+9rmmsT9ckqXLpQ28ZBfXoRlM8Plcz5iuI+/wCH5wHbRfVXiDEUstoHe2lMmUIVcTqN945npDX09VK1piVnpim2qUjNuzLbfjbNpxRG2/hL3RSdpuoV052tStQpjMu089R0bmpl1u7cu0Uw2PFexW+KQHa2iIwVcenuWCadJEW6fnWOYVvtFqNNqs8y0xIOychUJGnPKgGjkwUyietHm5EHJOXe9l3S0V1N11rSemJRpJfT/wCNT07JtHdxFb7shLxCHLe+PSA7Cj1gUlaXaEHMouJIK7xxqpawn9QyFFnDfKRamdOzNV/FZs214zJIJCWNsgW9/KJ0xr/UTLTDknJ0wmW9MhXHVcccuvxN/wD9oDrCPkqrva3lCwmTI1EG/Lqsczq/aHPSzFenGqbI8OTk6fNtI46ombcx1RfmN46Y22KCi3veAWZXC9kguNgiJZN4Cthe11ghYbyXJVX3QBk4qKnKllh1CW1sUtDQMohKpKuPlDtktt0gKGr/ANdlE/6R+wL/ADwIFW/rson/AEj9nb/zgQGzgQIEAIECBACAnWBATzgB5Q29s2X5Kw5CH9mjX6qwHMKnW56h9ga1SmJ+NDL4iXm1m5ip/vb3jE9tpzukK/S9VUKcnlDTwMOz8m3OOL3yXVzhlkN+Yt+sdQ0XKyFU7KpSSqku29ITMmQPg50IFVb3hh6gaEalBrVS9HPNLLBKFPzczdHmh8IqV8S8P6oDkmkqzWKBr7tH1LWHe/PSFLlp5iUmqgQMy5PipE1zco9RGLnUnaU/WOzvWqv09xCoYS6u90m3JY3AdUS9WRDcSH9cbqpaN7LfWz1RptItWcQeceeX8cv4UvlzQ892c6BSXmGH6DJi1PkAPpxCTvCD4RLfmgMvrPtbqmm56dkW9Ly801IUNqrG6c7ZSbVUQhXl8UAu2OZlKfWzqmnEanacUgLEuxN8Xj98+hW+KY/PraNa92daEqZTTztDlJpX5fuD/wCNOFk0P9jXfyxh9ns50W0k4iUJlUnWm2pnMiLiC39He6r4fL3QGMr3axP0eUr3H02j1TolSk5KYlWZxVA+848MgW31uZCt0ir1V2nVl/TdYfSmztInaFWm5CoNyk+PRzFBISIFy69LJHRn+zPRsxS3qa9Sspd6bGceTjHk66HhUiyutvtiPN9leiJpudaepTqhPzIzU2ne3fXOj0JebygOb9ret6jPUqu06jMT7CadqEpJvVZJzguK8ZDkOI+IcSxL8qNi32oMTHaZ+Ap0lQdbdRlHnXsDcFQvxGxtiY+XKWUXFd7LNFVp6bcqVJV7vnCWZRJhwUdJvwGWJJc098S2dCUBipN1JmXd7yy4TzCuTBmLTpDirgoRdcYBnszrM9UqLOpUXFmJim1Obkye/tvCcVEX81v30UVXqldf7H6rqiRrD1Om3W3ppj1YnwUFVRGxQumwxudN0WSoVLap8o3ZsMiUvaNw1uRKvmqrFZUNGUuoUGc0/NOTY0qZdU+BLvE1iK7qF0XdMt4CDqGbrEtqHRbcvUVbl56c4U41whXi2l3HL38SbjFPUa3WZDXsk2tccek5qovNKNh7rwhAsZdC694yG0aad0VTZt2luuT9WzpRocofeyyEsVG5L7WxKm/vhIaF0+lT72TL5tJMuTYSiueoF5y+bmPxLkv54DM6M1BNUqvONaurlTbOalielW59WOBghJfEg3yFVQeaOg0mt0iquE3TqjKzZClyRpxFtFVp3RNFok0k1LJMPONsd2YSYczGXZvfBtLcqRpAabDwNiP2JjAKLZIyPaH/APlxP+Omv5jkazp1jI9oi/jGnE/46a/ZuQGe7Rq7U6bV7IVeZpSyd+90uWCY7u9kV1db644oOP76BJdpdFp1KpLVXnSqUwshLzE1PSqCoYu8ouKOxbl7KJtF9U9JtzlfdrUjVatJTbzAsO93fFAIRvblUbX5l3itLs4pLMzLv0xZqQJqWblXMCEuMAFkmWQrZdy3HHrAHK9o1HmK76M9HVZoEqfos5lxkUaGYUchG+Xmm8UjuvONrilzMtMT7OnHZadceR5tvgugwP0rfteJCize7N5MZlHVrdWUSqvphQu3+6MbX8Hh+URg7JKUJyqnPVdyQl2JhhqTV4EaBmY8bfhygJbXafppZBybNmo2bfl2SZBkTc9f9EVkLovvh5dcpMTNMSksLLJNVEqbMtzssWbL474FZdtoaY7N5cqOzT/TE8IsTMs+2SNNX9R4ELk3+aw2nZ8o1TvjWoKgP9OPS2GDa+sxxt4eltoCVrqtz9F1ppttsnnpOo94B6Tl5cTM8W8kJIUvaPpMZJiaXvbkrNMi9x+78rIqXD5/h5trRI1PpZ+t1am1hiozMlN0vipLm2ImPrBxLIF67fmvGVqPY/IvSDcm1V6g0wMuLSi40JpmLiuZjfoqqvN7/lAaea13QPwhXTosVJJtAdUFSSLA0aDIiRfhHw/lcsUTesak5P0V9amxNyM5RZidXhyBXu2Q4kg+L2vDDsvoeoLXZiurqqdR18RBxVlWuiIQi2PuC5ZY+ZQ3T+zmbkmqU01qJ1Rp1LdpoqcsORA5bIvkuyQBHrlZWtUt2oz7U1R5+htTaHJyRZm8riChCPisWXSNNN6toclPDIzTk00S8FFvLli0T30YmvkSxjql2VFOS9OD8IUB2mU0ZCSf7r6xlRJCR1Fy8SW/XEis9nFRrFSScntVq66jss6F5TwEyV0tzbIXmkBuKdqGkVCpHT5V9xx4OKikjS4eqLA+bpssXTQIm8YvT+gypmrSr6z7bhnxs+Gxwyd4hX58VwLH2eVCSNugW84BBqF/dAUttt4UXD8t4Ty/ZAEuSgqqMZTT9l11qi6Ws7K2/gUjWHbh8qrGSoSquttUW8npZP5AYDR8QrrZVhSOO7WVYYRN13X80ODlt1gHjdISRNlvCQLE0RME+6G80JXFIlS3TaCJclGxKqp8oB03DIVutvsgK8qJtaG+IqDzKicvREhKuKu6WJPsgJTzlgBLWy6xHF1UQRRNt4CurYN/JfKEiR5NipjZUVb2gHeM44IDcbW3SEoTgjcVG3uh2UHiNZKo5J8odJsU6YwDTLtzVCv06QSvEjhJdbImyQ7a11TrbraEogpuXVYBpZhxXFS+yQ7LEagpLZbwvAPhRbwMUTpskAXN7kgWX4bQCWyJtB3XyW6QDbibxkNCstTcvqFh8BNtytTQkJJdFTljXuFvGC0+5Ns6b1W7JtuuuDU55UBm3ENfcN/P3QF6lOpFIlXkGnyUnJLs56sQDH2iKIPoDSEpM+upNGDhtG4n4u2OAe0XTwxxtpnUtV0RqOlTEhX3WpmkysxLcTvAqb4u3eHJfPG3LyiXsjGgUWpXXXpD0XqhZObonCZT1q7iZZEXw7b4rAdFl6Npqfo3DkafTnZBz2G22yYMh/i5QT7el5RWZ2dCmSvcfVA4aNj3U8csULy28o47LVDVcxRtNhJjXUNmTa70y406wTjvGLLEhHHPHxI4ONoFblH5Cma1lpSU1MtVWpOTMtgjrjFrt8PHqJe1+jAdZospoiam56aokrJd/kpr1qttDsZDlkJY+Y+aRPnNNafn31mKjRpCddMMDJ9lCVR90cmJ+uDrTUE3RgrEvUHalI9xZRC7rMNcJsXyIcccUTLr4Im6Jr9fd7RZNZtax3KbmJ9iabmG3CRohL1IkNuG39XH2fFAa6tvdn+natJStTGSkp0mj7h+KXNQH2RxH2eaIVDZ7MahU5SWpjNEdm3uL3dAl1yyT6Xe3Kvxe1Fd22uE9qzSMlT6jM0+aA5ojm2pficDNlQG6qCimSqiQ3W2pega00mRgvfkkp12aVhgj4j/AAhHP8pSGA2zujtLOystJlp2md3lckl2u7ji2heK32wRaO0ujpNLQJHhox3bHhruz/a+vSOQSWtdS+iK8B1iscVdPhMyrnBPPvlyyEeSwlbHJtIvD1JqGXZqdOZrNRfZJKY6U+rPr5dp8rPk3y+SYr9XKA3EpQtAajL8XpVKqCyv4gvqFTgY/wBjIfqxoH6rS5DOVdnZVruDeT9jH1LXskvuTljislVp2UbnwpWopoVe1gDTk26x9JLE0ORly/V6xZ6hrNRpy6qpq6j787IUNiYZedlGtzuuSFy2IfDt9aA7GkzLq8iI4N3E29ZD0vsWOe0cGndTZdpbM2ghxW6xLyTvEZGwMk0ORY43xyL6W6eLGPQINoiWQd4AgILeJYJSFV5RSFIA+0qQWALAUlT/AK8qJ+RMf4hgQKl/XjRET4Jj+aMCA2cCBAgBAgQIAQE6wIJIA4amF9S5+SsOr0hiZX1Ln5KwGH0QdPa7LpM6vwO4JJ+vR8Mgx36xz2kV7S1L7GNJz0044T8g4Tco1iohxlUtnUx+jESyjqPZ0hOaCoqcNbFKCq7fNY0KAZuqOKIK+SiloDgFKShyVMVXnHJ2mrpqcl5OZeZMAemydLicAS8OWQ4+eIxI1HUdTSE5oH8IKVUeHJzUkiJ3pvCYd4JcRwt8skJRTfZP30d7OXE7AQhZOnL0hE4yykomaiqouxKl7QGa07MkuvNStD+5LSqpbpxcC4n324cazit+e8RmJSWZW7Eu23kRGWKdSLqsOcBB8O8A9x2rIqElusJVwFBHLoiLDIy92kFVVEtj0glljZZFtCVwb9LQDpOgq2RekGjjabquywkmPWkqDsvWEtsqSEijsnSAfE28bou0EToIQqq7L0hsGrMKCD57wHBRSBVHYYB3it+6Eo+3uqkqQyAGOyDeDwIluoJAOg62XQt4Vck6KipDTQJdbiiQ822KJ1W8ARKnujI9oLf4/pn2/wCnA/szjWkpX6Rldfl+P6Z8v6bj+zOAzHaN2gT2lKk+zItSTzMmwy9MIqlmvEcxxJejX1fFlEWp9pVckdTVqXcYp60+lVWUkTbI7POi+g8w7dRy+/5RptY07ScxPLM6gp1LOY7sRK5Mtit2R3VS+SfOK2i6LoY6jmNVr3KonUlbmJY1lRRJfFsRHAvNMYDH6h7R6zP0OuNi0Mg7KMJNtWVxg3AF7hlw3NxcGxDuMP6urk1Up+mM8NgJek6okqd3l18kmlOwk4XuxVCtG7d0PpJyVflloMjwZjZ5tQ2Ics7fLn3gp7RmlZ6c75PUOVmHx4aARpsnC8Jflj8XnAZuW7U55NTHTPR0o/LutTrkrwnC37v73C5Sy+XSLjsv1k7qYJ9yZl2JV2UcbHhIrjRDmOW4uJknT8koJdEaAGeQH6TTEmnjPBFPdeJlxBEfnzZRaUWiafpqlLUpZZqYTDjpxuI58I36lj8MBzxnVczVta6c1GsgMjIzMtVHG074WbgNDy8QfCJZb/VhGqNaP6v0FqiUmWEkX5KTl51p2Ued5EcXl5tuZMfyVjZpoLQszVFmxosqr6K7xbPFigvjzjjlgKF8MVuoezWhTGkqpJaYkGO+usJJcYXy8Ar4HMi5kSAXOdofo/VDVB9HI8z35iR43GsaqYZZ42xS3wqSL8olaR7QmNQaqnaH3HuhSwOFi67Z4lBzBeS1red0VYV/Q70qTwTR020yj4TKnx3PphERRzxePbrEymaXoFInWnZL1DhNkwwSuEYgpFkQgirtljAVNf19MUus1aUTT6PS1KWWOZmEmbWae2yxx8SfD5++IknreoL2grSvXzDb5zQSjXqtzYS/MQjyivs7r9aJQ6Gkp7WdTrld4U2zNd34cqjjiD6jw8QfCe/NE9vs60mD4PyMpNtuNvOPNYTjgiyTv0mCX5coDKVbXVerNJ0pWafQ56nsu1eXRpfSA/jKkTguNEI+zy+cWb2uKjWUk5KnS79JnRdnWHURW37usBkQc3srkKiUXR6E00NElKOsvMnJyU4s1LCU46RtObYqhIuSdYJzs90y5ISkorM2z3V5x4HpeZIHSJ36XI+q5e1vtAVDPairUpTTGgKSVKj+kpdw5rBXnEshMLy+NLjt84n0/tQkpjVbNBckVElmUkn3Gzz4UxwuIoWtuieHL4trROldB6blZSjSbcirrFEf49P47hOE0VlTqS77rCl0nTZHULtZYCbaWZmRfmJduYUZc3cceIQe+A1xuggKiqm8ZXTmK631OqLe0zL/APhxi+cE0y9X77fnjN6XQl1tqe+340zf/wCWCA1Kja9s4LI0tbOEKyqX3/jQhRJLf54B66+zct94WhLmq7iloabQxvYbXSAeaCCKN7rAOigqSqqdEhCiiKtlglTYlUlTJel4Q4hCqigZIidbwDrdriJXRUSC4QKWXMpImyJDaLyEWK3+awdjMyTwoidUWAViQbARLbqloUmWSIuSLaGgQxAkyJV98OopKaKt7WgHANzPHyhEypiq7XVU2iSKogpAJUMU2TaAhZLldMkvExFuCXSCXHzGAlrbdFgFFdUtsowkERCgJiu28Hil7wDbu5Rjuz/mka5/hyc/aRsl3WMZoDkkK5/hyd/awGj4Z8RFRTsg7pB4umhcxWtt74b7xMK8PVOXYvIoPN1MlzW6puXwwCmmiTZUWAQGh7ItrdIXxyxEEXp1WE5qpquSoqdIBlW0uvq1v9kOA2StoZNre2yWhSEapfLdV3WCEjFFu8uKL1gI0y2pOBdVEbb3SFC2qu3K6hbbaFKpuWueSWuN4GbjmIIdi9yQCxbLiXVNreaQom0RRLr70RIJt15ZhQVza1rLBPOGLpIR4qg8toBLwKtkwVU/Jio1DpyjV4pUKtIOGEvlyI8o3/Kt1T6sXKG7ZVRVW0Gkw4ooqOXy8W3WARLsCK5IGPLbpCmnDcnbYmqCFr3gC8SKqKWUIaVANTut1gLBem6QAv74jyrpH1iQVx8O8BQzy/7N6R/yMz/NGBCZ1V/Dakf8hNL+zgQG3gQIEAIECBACBAgQAhl/9zOL9Qoe84ZmtpR5fqF/igM92bOW7P6IVv8AcYf4ovxcVVTa28UXZoiJ2fUNLX/Em/8AFGhxRUgCEuZUVIamEF1LEmyLD3DRCvveECCqhXt1gEoRCict4Uri4p6uHBFMesJMFum0A2bhXug+UFxxyRFHdIcVsbJARgMlW14BBPWXpDiHdtVhCtCXygzbVBRBWAJxxcCWypvCQeVFUlHpCgC6EK23gjYRbom8AONsmI7LCFeNeVB6ecLFgMEve4wRMWO6X3gAj1iRSHrDolfe0R3GiyGyLtEhNlsiQCbRk9eYLVtM/wCFP/RcjX22jH68x9L6Y/wp/wCi5AZrWgVFh3Wswb7zL3oUPRzjac/KJcgjvlz/AM6MyGpNUv16ny6VApZgJOnuSrTjB2m8k/GeUQ5i8vLGOl13U8rKVpmiy1LfrFX4PeVRnH8XZLlyIi8N8fD5xN0rqOSrtIbqrUs7KiZmBNzCYGBiZCQqnvuiwHIqPU9b1+ersjJVmZGbGWdelXGks2BA7yobZBdklHlx5xLxRuOz2pvVMUcqc9O95qbZTspT5hvAmJYbCvl7Rb80amZrlNCZn2GbzE1Jsi67LsIhOrlewinmu3T5xDpeppSb1DO0ZafOy0xLSzcyiugIobbl0RU5veJfmgMb2juUCT7TdEPzTjDU+3Ou3MkXiY8JRHIvdeIdKmJSX7VNalpyWlHqmtPlrS7aKCPvCTmQ5fFzDlHWOKO62ElXpdIQRCFlxTfraA4XoSpaglndbS8jJTT06tUa71MrMseqyaQXXB38ubH2Y03YFW6YGh5OnA84wTtQmm5ZX3ENZg+K4Refix33jphLLtS5qrLQN9T6Jy/OK+YrFNlgkyZlH5lJtg5iWSWZQ8hEcr36Jkm477/KA5/2t6srNK1GlHkK5LU45mno/KKSMqBPk5j6wnPLH4YudZvKuhaszLVZmo1enMN3dbx4gzXKTVkTwGS2/PDrFJ0x2gSEtqdlKokpVZLhONFYM2kUuUhLw+14Y1hSUkTLDKybKgwYuNIQ+Ex8JfdALYZeRjJ0EVwhRV+228PsBhzJ190JIrP3yW6pARwU3Vd4B5EW9yRN4XimS+URyfQsBEFJffDgPJjiqbwDpgI7XyhCoJJuEIV1ctkg0eFRW4reAcRExVIyem1vq/VFuiTrX/hm41QOAoLa+8ZfS6kmq9T2RLd+b/8ADtwF8TgYoqdL/rgbcqX+2EqLwO2PFARbptBqCliWXVfdAGhIoKqIOKLukK8SpvDatki3RbosGHERziY+JMbWgHTMLiiKi4wgiaS5qQLtABvwqhCikqra0R+A6R8pjdRXa0BJRGjbTlbui3vAIRTHwpBBLkoqhkibIm0OcB1LKiCSIuyLAMtgJEKLitxvDji4coqKWS0Kl2XANCMUSw2hMww4bxFsiZJAONOJjZSRLJAV9M7Il4a4KkhIiWXK0JJt4FS1rINukBK4gKuKkgreBm2lrGixDVt3i9B3WEoh7A40ic/WAnIYXsioqwpLWXKIoS7guIQkNrxJ3TyFYBJoipstoxnZ/vR6sqfSemp/r/y5RsnEVU32jG9n/wDW/VSTZz01PWX/AOOUBQSuqdWTGj9V1DgUfvdBnX2G283BawbbQvysofrFe1guj6dWab6IkWCpSTs07NNEd3yEcQbEVFfah4NDz8vTa9Sk1NdK+4+46fo4fUkY2LHf3Q9NaOfm9KUyhzVZdPuE1LuqbbQirjTJCotkP70d4DL17tMq2n1qKVBKSw9RJaSOfllQuNM8X6Tgc3hT7+aOsNOCbCvdBIRLf3WvGE1ZoNzUlbfdnqoi0qYaYU5Luw3DhldUA+ooftJ5xp5CUnJYKgL833pt5y8s3jjwW7fR/P7YCBTNf6ZmKrKU6SfnHn5pXUl+HJOcIxAsSLK2NhXa8K7Ua9Pab0RM1yR4XFliBFzaLHAnBEv50YLsn0xq2m1I+NLqw73Z/iPTcrzyRuHkItFmouDfxWQI6BrHTs5qfRb1Cmqmjc08LWc021spAQlfG/mqX6wDTeu9MejQmEnnCRJgZVGO7OJNK8Q5oPBtl4ea9ukCe7QdISVOZn5mrcNh+XWabLu7heqQsVIsRW3Ntb4oztV7OZ6oTblQerbKTk1Ng/OIkp6l4AaJsQxyyTxXVct/lEQezOtM0Kj0WWr9LWTphPOAMxIEubpbtmVlW+CqRW8Krb4dw2Ka40mtY9GpVW+9K+LJgoufSl4RIrWHL2Yg0rXtLfWem6k7KyLUpOrI242Rk91wxsi3w5unyioqegNST61slrVOyqM/JT10ZcT9zY+Lfz4Y/pQtdAVr0m9Xlq9JKoBWXKow2ko4rK8Vngk25zfD5wGmHWelSKXEK1LGsyLZMqJEolxPo0y8KZeWUaBpu6c6Ry2s9mlfqkwbr1bpqNtHJuNB3NWgaWXLLEWwW2JEvtcyR1YfAiF1RN4BCAPljdIBAi9MbLCsVHfaywodkxXG8A2IigooiiLChXmJFhWO6KtrQlVBXDxtAUU//X3SP+Yzf+NqBBVBf9nVI/5jN/zmIEBt4F4EFAHAvBQIA4EFeBeAC9YYnltJP/8AJl/ih5V3iPUP3DMfkL/igKLs4unZ7QlvZe5N/wCKL5xSA+t7xSdnooWhKGF7Wk2/8UXxCi23vYoBCEe2S+cGOJEoqpdYcREvvaDuib7QDdyWyJZICKaJuqLC7JfrAW1oBCqd/LpBEZonVIVbZVUk6QBwTqt4Brimq3gwdLJFWy7w6XDRLKkNkiKCKC2gEqS5X2S6wOMQp1RNvdAHwpkt4VdtE6QAZdI0LIesO+68No6N7IiQRPCi9UgHN1XptBdFhtHkW+6QXFTqRJAP7WjIa2BCr2lbniiVMr/P1DkaZXoyutHv6faZ9Xl+POfsHIClrFGq1H7QqvqSnyM3UperybDJDKuiBsuNIaDa/RFEuvkSfOMkmkNYvUiROvszNZfVqdA5BHmvVPOF+LnlsK4p7XiElyjpFU1tpulTE3Lz9SBp6S4azIoJLgLpWFem+X6obf1lQW0qPdavJk/JtOuEjmQgNuty+r7VvDAc0e0TXpNzUcu9po6rO1GisNpVGnxDGZFghc9q+SnjDeoNNapntRytSTStRm5JiTp6Tck6rf45wyXiCJZ8pJll88Y2Gu+0NdP6Tbn5eZpLlVWXbmVlVcJW3ANfZIf4qr4o07Wp6SUydPWfk0qICi934vNfDLG/2b/kwHMnKNqgu0JqsSmnKzLsN1gVMsh/cXCx8RF4cv7GibYxb9jdD1BSq3VFq0m/3Z2VROLNN8J/icQlxXEyBzYvpBxi/wBO9otMqEnPP1JyWp3dHxZIVmUcvfoW3kXsr5/KLRzW2lWZaXmpnUNLaYmRImHFmRs6g+LH32gOa1nTeoKhq+v8anVF+Qm2Z1tEmlw8TWLWLgli4KljiKpkMOaLlarIu6PEdNV+SZlJJ5me8Soq8FBHiDf41LGN1qLWdPpT0iKD3pudxJk2320uJdC3JOX5xYpqCmelvRY1SUSdX/c/E9Z0v0+yA4q5R9WfgLRKRLUXU8vNSdKfVqzXWb4nKOIkGJefFXl+rHdtPuvTNHpr8w2+26UuKOA+GLiEib3SImp609SKFNVJqXYmHZdgn+ELuOQp87LGU072hVWvHR0p1Dk3e9ywzU+qT/7hbJMhy5eZVHygOi8IPOBwgik/CujPrtWaW74fVd5bz5uX3w/+EVIZlXZp6pSIsgeHER8VHL4fyoC1BsS9uCNsB9uM7J6toc3VnaK3UWFnQlwmCBt4VRBLK2/739cWEtU5OfAzlJqXmBb2NWnUOy+7aAshZG+RISQYsYrkKr98QlmSVUK5KkKSbBXkyztAThDEcYzWl1BdS6lui39IJ+qXai9CZFRRfOM1pZ5Pwh1KvvqX/oNQGjN/iCreJ7FssDNwdsSW+yfKI4ZIZErJIl/f0h4BFRxJVRb36wChJRFUJDsnn84DZuIiCpHfqiwjhgq9St9sGKCg7Ktl6QDkvwzdyVVRBgyIAcI0Alw2vDTGQkV1S0EufDOziYkSbQEoXUUrolkhbb4uLiKdPOIaqicyre3lCWDQVyHa6QE5x8QLHddoSbyKN0RYikYcXmuvLAFQVEQTLp0gJBTAASiv2wYTLeN7qt4icqqRb+6ACBbcoCUjzJny3VUS/SF5ArGa9E36RBsqEZiq44waGqy2CGXSAllMNjtitl90G06JXQUX74gY5bcQktDjTiAq5FdICYSb/DGG0rUUpuiqzUFY4vCqVRc4dxTwvHy77RrzmLb3vGE0xKSlX0NVKdUGlmJabqE8LwF1ITecgKOY7T1mqBVBWmPsLJlJcV2VmsOSZPlxcIPEnhLbf3xeTOrqlO6qnNMuUR9oAadcdnGpzHhNY2acUcbipEhY75WTLrDDXZtpIxmkm2Kk6k7wuOZzrmR8P6O+/sw5N6C09LzU7UnHJ1HplVcfeKfdRBs1w7lzbJj190BmdKa39F0fT09WZirTDCaXcqLkzxR9Zw1RCyb6kfNylFwx2qsTMqjLOnyKovuS7Uq33izLpP5KKcXHFMRElL4becOUzQOkwYlDaJ6YlAp5yMuCTpOtd2LxJ8wiWug9Nt0xGpueqIMsPNvNzL06ucqjf0aNmWwY/fAZbSmvKnpvSdUfmabVauTdcnJXhO1Ac2sSERaEi+kUiKwxttf1GcDsyrFRZenKRUAp5zCow5zMuImWOQ/DFUx2a6XJiWKQfqittzjk8BpPEqq6Y2V2/wAX1ouZnTdLnNKu6ZfKbGnnJ9zsMwSHhf3wFDJ9phDoab1ItBmZ6QkVFrvLE22qzJXESUE/KWHm9fI3WHXK1S65SRlKS7NHJrwnENBdxQuXmvAPs5oYys9JpM1RlidwV9tmbsimGOJ9Ni5d187+UO1vSNNq9TKfm5+qtmcj3A+DMYXbQsr7p48+bKAgl2nTM8dDSi0nvbFRqJSpGzNNOoYi1nyqJdbqn6JRIb7R6dTG6ytR9ILMtVr0dLycxwvpCbEsW3E24drlksBezmhK2KjM1Bh8Z3vqTMu6LTueHD6COHh28MMH2a0h4XXwn6krrk4NQbcJwcmXRHhoQ7e7lxKAj1PtJCYnaOtHnlbk5sM5phRFXlXPFBbXJMiQvEgZbbxby/aDTadKzzk07PTEw5WnZFmVcFoCEwAVIUJCxxwTLIi84h1HQlNqDgFOTs+8Nx4rZkKi5YssrY8h33yG32Quf7PKW+cxMt1GpNTbk8VTbdHhmrbpDgWIkOOBDy4l06wDkx2v0EBl3Jej1ybZekCqKusS4kLcuBYmRc2yp7v0Y0ek9Z0zUb82zLSk9LFLi24iTQC2rjTg5NuIil0VIyc72fNTDxujqCqt8SluU009Xu2ZZEvh65RZ6S0slFrk1VO/zk47MSzUufExw9UOIlsnzgN1xgX2ht9sJbW7hYqkVLqmIgo26xLaeESUVsi2gK+aVv8ADumXX/cM3/OZgRBmpgPw7pm/+4Zv+czAgNz3oU6leCWbbTqqxkyqaKv0ipCTqO30t4DXJOtr0vBLNgvtJGOSpJ/bYL0mif2WA1xzrae1aE99FP7JeMiVWsv0qLBLVxVPEMBrkn277wzOzouMOAJbkKon5oyvpX3EMEVV97gpAXOlyepWnqbT5jDjS0o20eHS6J/9Ytu/N9Lc3vjG+kz/ALbCfTDlrW5ffAbLvweRQXfw8yjGFV1RbIqQa1VUS6qkBsQqIXXmg/SC9c0jFHVVXzRIQlWJPbgNmVRullKAlQKy2PzjGpWL9SSEOVlOmcBtO/KntIsBZ9EjFJV1Tz/XBFWrdVWA2i1H6yJCCqPvVFjDnWb9Lw2tYc8oDblURhC1G3hJIxK1g/O8J9Lr53gNwlRJepJCknkXqqRhFq5eUH6YP3rAbn0inRFih1I/NzFa0+Q7tsTbin7hFWTSKL00vvhHpwP/ALKAsNQ6bbq2rqXX++m0kmHDfl0S4zIoWYIvuxPfzjHs9nD0ms9wZ+SdQu+d0mHONxQ7zlkJDfEccvEI80aFK4qwfpi/nAZWq9nuo3qFOSVPrdH/AB+myUlNo807cTll5Cb9wkic0Tn9F1d2aRpahTO6+lnKupYER8VWeHw/yLr+jyxc+l/nBpV4DJ03QVakZQZaXqMtwBm5d1Wu8uHfhiWXDeL1rXiHEUvjjEugaNrdHLT4vu0WcCkPTxpfiKR94yx6p7OUaBavDZViAxs7oHVs3p5KX3ikNoFKCn8RpXR8LhO5Ftk4Ph28I80aGQ05WA1qGo04DYk6TswwEwXCOzOPgVOU8v7IJeH2Yn+mE8nFGB6XLycygLqprVZvRUzLcKn+ln5Umzb4hcDMht4rZWjn+lNJ6g0hN6fnqDJU5ogpyyddlu+lhO4rymPJ9J15i9lcY0yVeFJV4DOy+hVa7P1lGaVSWq83PDMcQFT16JNcbh548vwQwel9TmzPAUrLyffKy9UkSRqAgbYOMC3hzBiX1rpzRqVq4fHCCq4X8cBQMaY1LTp0llqdQpjvGn2pF172W3mxc5cR5rLkI5J8JRM7IqHX6FXp2YqEk01JvU+UZD8ZEsDZv7KCO2/L+TFp6ZgemvnAbgZsScutoCzgo5vaMP6ZRN+JCTraF0cgNz35beJIz2lp61Sr7q7Xqpfs24pfTaY+NYQlZaTpt/lQG/Wooi+JIL0kN75JGBWupf6SDStIv9kgN76V3tmkGlSG/wBIkYH00t9jSDSsFfxpAb9KmHxLAKqB0RY56tZcT+yQPTP1oDoCVLzvBrUr9bfnjny1m/8AZICVdfNxYDoKVMU9354SVVTyVEjArV0t44bWsJ5HaA6AlWTzJYNas0niJY5+NXX+2QFq6r1K8BvhqieRfrgelPeSfnjAjV7e0kKSsJ5kkBu1qLa9S/XCSqA+RfrjDLWQTzSErWb9CSA3HpASTc0jBU+tTdL7OK1Pyc23LOy7lQebNzw5A84SX/NC1qgl0NYisvSjcusorTay2ZFgocpkR5F/GgM4PanqeSp7gv1Wnzk29S5GebcblhEZUn3uEeQ5cwCnNEmZ7RKtNzDmnVqMlwFm5qXdqzrI8CZ4LKOCON8clyx/exbKdM6dylfcZ8AfD8P5MJUpApUJZyTlSYbPMGeCPDT7rQGDpnaVOad7MtON06oya91oKzjrXCHf1mOHMo4j4unNGzndZagrNWrNMl5+hJSZekszhtuN8UzbNFzb8Xy8UKUaIqNotJp6oGSAiy4ct+uEPy60xl9XWaZINOK3gpgwIko/D+RAZLTvaXXtO6SprQLSqswummptrhNECy2LjbeLhX5k5svY8KxYag1tqKbqkrSkrlPlRp+omGHZ9JbNh9ClicRCHLbEroSX90XrB0hhHkYkJGXR5LOoywI8T8r3wzw6QUl3NaPTjlkXIWeAiAhe+0BAPtHnKZMVf0ezITD81XmZLvcq2VjylhPikJFutth3SBVO1HUbLMoL1Pl2cAJJ71fGx9bw8ixK7YqO99+blie8xRXmH2jpEgKTSIswPdxTiL9ZfOGzp9DNZdRpEleXHFr1acifKA1GuNZzNBk5JqRWV7xNzBNJxQIyQQBSUhBLXtt7Sff5ZOn9o2qKzLaXcordHR2uyL7pNzDjlmXWVX4fZKJlVCmVXBKnIy07wyzb4wZYF70iMlJ06w/KusUmSadlzI2D4SDwiXrb4YDpjNSVW0zP1lt7e+HEqY+0a3jDJVUFfpEvAOrD14kBuhqAdSKEnUhX2towq1lLeOCSrp1UlgNz6S/4RISVTW/0kYlKsnxpB+lx+NIC4mJ++upDf/e+a/nswIzyzTPpNqfv+MttE2H5BKKl/NSBAaknXfMlWE8RyNCdOavsowa05vHe0BmlddvBFmXtKkaH0exfc0SF9wYt1BYDLq258UEgufFGmKQl/eMAZBnyUYDMqDt9ihKi99salZBv4w/NBdwZ8yCAyjgPZwC4vvjVnS2lXxjDa0tpS8YwGSJHlW6ZQak9be8axaSHlBeiA87QGSU3V3usIU3fn0jXrSQTrhCSo7apdFGAxpOOr5rBKR/ONaVJa88YQVLl08x/NAZNTcTyX88IV5/pGoWmy3xDCCp8r7xgMwrj3mKwRPGPsrGm7hKp7QwgpGVTrisBmVmnvJITx3y6jGjKSlFX2YLuMp8QwGc4p/Cv54Piup0jQLJSieaQnucr7xgKHiurBZmkXqycp8SQnukr8QwFGr7nuhCumvlF/wB1lfiGErKyvvGAzguEnksKV1xfZi+7rKL7Y/mg+6SnxDAZ7jOJ7MIJ1xfJY0Sycr8SQXdJZPbCAz3Ge80KCV5360XvdJX4hgdzk/NRgM+rrv1oLiv+4o0XcpPyUYLuUr70gM6rr6r0KCU5i3hKNKkpLX6jDvcpa3UYDKIUxboUBCmPcUarucrbqMJ7pLX6jAZVVmPnBor/AMKxqe6y3uCB3WW94QGXu98KwS8X5xqFlZX3hBd0lfcEBl7vKsBFeRfONMUrKX2QYCSktf2YDNqTqeSwnOYVehRpu7SyL1GB3eW8lGAzaFNL5raFZveaLGiGWlk8wgFLyvkowGdu4vkqQaI6vW8X6S8r7wSArEqntjAUNjTyKDsXkipF6jEr8Qwk2ZVOhDAUmTnS8Hd63WLhGZbzUIVwZf6sBRKr6++EevRd7xo0Zl0TdUg0ZlPNRgM2qu/OB6/yv+aNCTcoi9RgIEp70/NAZwuMq+3CTR5fM40mMpbqMIwlF8xgM7i9bqcBBmPeUaDCTRfEMC0kntJ+aAolR+2wlCeG+q+Eo0IpJ+awaBKX6/qgM6jb9/CULVt5E2Qo0CjKe/8AVAxlE84DPK3Me9YJAfT3xosZT3r+aCxlk/8A8QGexf8AK8IIJhV840lpbz/xQMZPzVfzQGZVqYVb7wfCmeu8aXCUROm32Qn8Vvt0+yAznDf67weD9tlWNFaVVeVf1QlUlkXZf1QGdxfgYPRo1WW+FPzQX4t8KfmgM5w37+cCND+L/AX5oEB6A9F07+5Gv0YHoyn/ANyNfoxNgvzwET0ZIf3I1+jB+jZH+5Gf0YlQdoCL6Pkf7lZ/Rgdwkv7lZ/RiVAgI3cZTylmf0YPuUr/c7P6MPrA++AZ7nLf2hv8ANBd0lv7Q3+aJECAYSUl/7Q3+jA7rL/2hv80PwV4Bru0v/aGv0UhPdJb+52/0YfvBecA0snK2/c7f6MEspK/3O1+ikPKkFAMrJyn9yMfwaQXcZNf9yMfwYw8t/fBXL3wDXcJL+42P4MYJafJL/uOX/gxhwyNPNIJDP3wDaU+n/wBwy/8ABJAWnU7+4Zf+CSHMz9yQSka+6Ab9HU/+4Jb+CSD9G07+4Jf+CSFJxffAUnE9qAb9F03+98v/AASQXoqlr1p8t/BJClI/jKCUnPjWAStIpPnTpX+CSC9D0f8AvbK/wSQtDc+KFo4570gGvQ1I/vbK/wAGMJWiUhVv6Nlf4MYkoRL5wCU/igI3oSkf3slf4MYCUOj/AN65X+CGHSU/7ZAEnF/ssA16DpH97ZX+DSB6Co397ZX+DSH8y98DiL74Bj0FR/72yv8ABpA9A0j+9sr/AAaQ/wARffB8QvfAR0olHRP6mSn8GkAqNR9h9GSu/wDwaQ/xC3hpwz7w0m9lSAT6Do/97JX+DSAtGpF/6mSv8GkSEcW3WDR28BH9B0jzp0r/AAaQfoWk+VOlv4NIdIySCQz96QDaUakp0p0t/BpA9D0v+90t/BpC+IV7bQonDTzSAa9D0v8AuCX/AINIHoal/wBwS/8ABpDqOL74VxVt1gI/oil/3vl/4NIP0PS/73S/8GkPi4d/KAbrieSQDHoilf3ulv4NIHoek/3ulv4NIf4t/KCzL3QDPoelf3ulv4NIHoil/wB7pf8Agxh/NYCuEkAx6Hpf975f+DSB6Hpf975f+DSHeMUDjFANeh6X/e+X/g0geh6X/e+X/g4d4xQOMUA16Hpn9wy/6EGlHpif7gl/0Id46+6CJ9U98A16HpnnIS/6EF6Hpd/3FL/oQ9x7waPW62gI/oSk+VPl/wBCB6EpX9wS36ESeNCeLbzgGUolI/vfL/oQaUekp/vfL/oJDqvqsBXbp1gGkpFKVb9xYv8AkQpKTTP7hY/QgkecTm3t9kKSYLxXgC9E02/7hY/Qgeiqcq27kx+hC+9KqXgcfa94BHoqmp0kmP0INKZT1/3Ex+hAF5xF3/xQ4j6wDfoynp/uNj9CB6Mp/wDcbH6EOcdPOB3gffAIWl0+37jZ/RgvRdP/ALiZ/RhfefqwFev52gEpTJDykmP0YC0yQ/uRn9GD7wg+d/vg+LlAI9G09P8AcjP6MH6MkP7kZ/RhaPfbA49vJYBHo2Q/uRj9CBBBOMOmYtOA4ra2PFfCvugQE2BAgQAgQICwAgQlFg0gDhKqiJdVRE+cHGZ7UlUdBVY0VUVGPL8pIDTKqXssEi9YZxyBOvhSAQkKja8A7kiLaFeV0iMaKtkJFveCUXBQlG9lgJSqPvhO3vhg2iskNqBqqKiDt84CWpJa14Cb9FiOLZJuqDv84caRRTeActaB1gXvA6QBKMFaFXvAgE4wkktDi4wgkTygEoSp7MKyG24wSCvvgbJ5wA+GIT1UkfTXodXPxw5fjoOPsZY/zom+Qxj6hb+i1JL/AMSnh/DDAa7l+rA5fqwLlbLFIpa3qGRo9RpchONzCO1SY7tLmDeTaOWVbEXl0gLrl8oHN5QzPPBJypzDglgyBEYgKkSp8kgpJ8JqVbmQQxB0UIRMVEkRfekA9lAv8oh1KdZp7SOvBMGKug2iMsk4VyLFNhRVxh8Xs0RWjRxPl5QDq4rBLkPSEkbaJ9IH6SQ2rooaArgIS+zfeAdQbeKDyt4Yj94buqI82pJ1TJL2iDTdQUmoSCz0vPMEwJkBHkmImi2tf7YC0UoLKKGpail5KtyFKdYmeJPL6g0FMFt48l8rRYJUKdxn2PSEpx2Byda4w5Nfl77QE+E3+fg+rEJmrU54XVZqEm+jKZOKy8hYJ71hNOqMhUwNyRnWJsWyxPgGJ2X7oCcbl+VET7YQK3XBSt87QBRLdFgiRfJYBSEt4qNOVlaylS9QDPcqg7J8pXywtv8Ari1IrKkYzQTzQOareNzhtN1mZNflyisBr1ccR7h/VyhATBEnlvGJ0preXrNFqdUqopSfRkyTcyL5/RN+JtwvkTZCUCr9ounpalpM0qbp1WUZjguA3N2w5b38JX5eaA2qTTyLsKFtC0mnV2UUHaOdhr6Upuq+4Vycp8rTX6VLz8tMNoR+MiFUIh5cfDzRoZnV2lmXH0cqrarLTLUo4SAXI854B6b398BpWXzV9BWHlcLi2iiq9epFFnqdLVCcJp6ovcGWBWlLNzFCxuKeKyRUOdomkUblXQqjzizhuhLiEk+pOk2VnBRMOqWXb5QGtRx80dLk5ShCPzDjCOcnKcVbNbpJaaLUg1IDpXBWa49rIjfvjE17tDBp6jzVFmZsgdqoylRkjkyWYVHW1IMR8SZYjjAdLOYNsUL3jDrbxESD7xvGDc7SdLBLST6elXVnVeRlkJBxXM2fpGiG2zifD+uJn4f0BZ0pSXKcR4hdbli7vcXXQDIwT3kPw/IoDbW+HrAxc8459S+0mjhQBm5oqlPOM0j0o68zI4I6zlipCOWy/Vjdyr7czKNzTWStuAJiqpa6FAPX90BVvBeFOkFa+9oAKnygKgKnhKCunRVg0UfjgI9RNxqmvm2VnBaMkX3cu0VWkJ16Z0VSJt51ZiYek2TedX2iIRusWlRJsabMqS3DgkN/tGOfy2qk0v2b6ZJKeswrso0NuILTYYhluv73lgN53teiOe0vsQRPPKmx+fujEs9pTc23KOyun5qYanaG5WZUuKI5cOyE0nuLfr+qIFU7TH2ik25Cg8R2al5RwGZmY4JkUx4EFMVuI+ZfqgOgq8/dc3PZhKuzF+Q/Zjm2ntT1CkVCpUNKe9P1Cb1G8ww27Nkotiks26VnFuWArdE+2IDvaGtQr2nJ6W79IyUyrSEy4pcFwydJvHiCKoKpj0yTPlgOxs523X7lhzeOayPaPPTOo3KZ6KlEQhnVl7TJEuUvviRYW5vq5YxGp3aXWnqEVTm6JJy6zFAKtSTaT+WYiqITZrj139mA6oqj74HLGR0nq70pXp2lPSknLpLyErOi7xMjJH0JUFdtlTH9cQ+1usV2my1BGhvyDJP1dmWdWZvzCd+Xb2Vtv90But7XvdIH3Rx1dYzg9pUnnMuO0+YqIyCtSc6pSn0N+J8N7/2P99Gs19qat0rUlDotCWlqlSGYLOZVzkJtvLLbrAbb53gl59so43Mdq1WcordVlpOUYSVog1WbZO5LNKriiTbS+zjiu9l8Q9IfLtB1IlaI86R6Nl6+zSnGlEuK4LwCSOXy2xy+/wCUB1ozZlmicfdFsB6ma2FPvgwfF0UICQxXoqLdFjh9G1CzUNbzLE0bT8lV2Kje7xmynAJB9WJHzX+xPDyxP7AtUTNVp0nSZiaZk2ZSnS6S0kracV9u30wmhcyXuNv0oDse/wD9rAUlvCBVemSQF23ukBltFHjWNU3Kw+lzv/BhAhOiP6u6q/wkn7FuBAdEgQIEAIECBAFaDgQIARne0hL6GrKEtk7qW8aKM/2h76HreQ5J3Q9v3sBcNOIgBdeojCuImSXXaGZNFckpc9rk0K/qhxWiul7QCshRet1SAjoEvygkZRVUr9YCNog2TdYA1MUTpCAcb4lt7wFbVSRcl+cG20iOZKW/ltAG48KLZYQb7Yp1/VCXGycmPOyQZhewr/igFi8ORogkloIZi2xitoS4yVyxJbLCQYut1IlS0A4cyKJkqXGHGyEwuHRYjJLAoqhEvXpDhjw2rCVkSAe3vvBbbwEtZPfBknNeATdekBU3S0Et12RUSAqW6lvAJLaMXWN+02mpdeakTKfyrf8AnjYrhyBGOrVx7TaQqJutKmv2rMBhZnTWt5an15iSmZ8puly7rdGmXJo/xlH1yX2uYmxyQfrQ23K1YmaM8NOrEzJtV9uYBtZV38Xa4RCfiJSxyL+djHQ9GawYrckSVAZOn1FJp+VSTWaEzVWnMVIVS1x84tJfUlBfZmHmq1TlZlixfc7wOLa/NbwHLn9OO00K21WzmWKVTUfWkTbtQP8AGFmQyw8XMTeJIP5UVdWp+pXNON92otYqp1HS8lwu6ur+621yyIiLlLEvvjfV3Vun5msyNHnFo9QokyL5zE2T4uNsvMWyEg6e1GhTU+mmxlBSu04UncO7pmKZAXKNvdAUXaizUKpomX9F0qpuVJJuWfGXbXEwxMVLLf3ZRkPwcn5jWVfqH4J1kGXm5lqU9fsauIRE6XN4lLFBT2RjqDuoKI1Nuyp1aVB9pDIwM7KiB41+6HaFXqPWRcOk1JmcRssXeGvh+cBw0NB11KOja6TqSTX4O93/AHZ46kK8rpc/W3nFrXNNazmdUN1dnTp8VmekZgHOO3krLaDxByIshXxcicsdUmdV6ZZrXoZ+ryqVBrJeAp7JiORX+7eM9XdaSySsjUdNTUhPMu1ZmRnEXK/rCx5fh+L5wGOpuiqtT6q3VJTTTgTf4UPTjrquCpHIuCQ43vsKZdIKh6I1FIDTmPwTk+5UiqPuuyrZN/0xB3icM/h9VkOy/WjZSfadpNwKs/NVApGXps93M3n2HEEi6fDtzbRKm9d0V9JB+l1SSs/UW5FeKLqc5eIfDylzDbLbeA5612e6yYfoZIw0+/KBLq466+2bOzpOcIhLmHhiWIk31xh2m6N1WzqoKg/RJLhNjUGplrvbfrBfXIDHbIvrcQvajpP4caV79NSi1RAWW4mbpgSNLwvpLF4Sx88Yz7vaZJVCqyEnp1ZV05l9ZcjnBeZJs1DMeVA82+bdUgMrStAanp1Ik5KWotFYeLS79Kmrv+qcmCXITIRTmTxfpRZ6YourtGv1CqLSZObdn+5NhLpOZFkPIXhbt03/AHsW+g+0Sm1mmSg1yYViqpLPuOfipAy7wDLicIvawHxCkXDfaFpY5F6bWYmQRng3aOXIHV4v0eKLbrAapb9FSBYU2iFQqvK1qmM1GTB8GncrC80oEliUd0X5osTyGASiWG8cxKlVmtUrV1Lorsiwc1XXGX3JnJPVK23kI281tb746cWOG8YWi1NKO5q6c7rMTSDWLcJgMiXJtnf+NAUU3oGuSuoKs7Rpins0+p0nuDzL3FfNTwIRdy+WVvsg65oaszVDoVLlKhTmFp8mstNtow4nFya4aKJDzcuPT2os5fWsvWJzTZy6ViWYqDs0AIsq3hMcICXcsuUeW4qnih7T3aLIVU5doKHU5ZqZafclnnwH1ys/SIKZZKXuT2vlAZyV7OtSM05JI6zTl/pCFEdRZQvoRUvWjv4sS/Jh+s9n1VfWal6ZX2JWTfKRc4ZyXGcRZXFBuWSeLEd/lEAe0ytrQ68/j3+epsvKzDLXBaZ4bby45EWa83xDGnrXaPOUmZ7lM6Mn35lqmnUH+HMsqDbQLYt8vFATda6dm9RBTHJOo9ymZCoNzrbqtZgWAqKgQ3Ta5RnNP6ArNJqtLEtSjMDTpmdmf6n4Gfecsh8XxEUWEx2p0da61Isyr7ssiyoG/wCQFMDk3cfEqCKpkvleJuhteSWqK7O0xuSbYclAU3B7yKuN81rGO1l+V1gFUzQ8uPZ09oqfnXX5Q5dxhHATAkQyy+fQoqR7One5yjrVXCSnpedbm2n5WRbbBVbEhS4r4srpkvnFXrjVT89XqclIl51iTkNUS1NmJxubwVwy8bZN+0384uJbtGGZ1AdFaoOUy4k4ksKTHUpfycXHEMvtW3zgHaVoFadUqPPy2oniekZmbm5m7AfjLsz9ISe5Pd1tEGa0XNUWcmanQ2lqSOzhzTVPVtlokV7ZxUetljzKWMZ2qanr2oD0LqNiiJIMzVREWmkqGzrRsuZC4I+4hH441NG7RZufnpaUWgoy481PF+6L2mJUrEnh8K/F5e5YBim9mhHp+n0+dq85IvN0habOpLIi8VslyUBVU5eb2o31LlnafS5SQcnJqZRpBbR8/EQj9kNaSrLde05T6zgjHfJUXyZQslHJN0i44rfB9iAiywuG4PVEGJ9rbKsN8UBx2tkkBolcBTT32gFoiXgEPugLa+8KQb9FgIk+Oco8nvEo51Q9MU/UGidLPTSTwFKySpLvSr5AqZhiY7dbpf8ANHSphLNqi+aLHI11TVKBoPSEhTETj1EnQ4y42b4aEWOJEg5F9sBaL2eaSKlSVEzmOHTGzl22kqJcTgu+JsubLhry7RSVPsvfKtBMUurOSDLLMuxLor72bDbf77Fz99GemdWV6Q1DWtUpMUORnQ0xKzkzK2F/vJiZiTQkK+19W/sxeT2sNYi3qepy8zSXmKIgu904Pr3LsCWJYry8Ii5vfzQF1I6MlhqldeqzF++1XvFPeWbJsw9UI5CQlykXN+9i8ltCafZdbcGmYcIWwAQdJAs2WTeQ3sWK77pvGDHVOqTZp61GYpU6y3WpDhO8Jp7MH/ySs2Ql4fPGHqZryqLX6FTJ7UMhxHa1PyM7L8FAKwX4RfV6D+VAbFjs90fxheWkLxANwhXvDnLxfpUHm2EojrpfQ2n5fv0xLy0gzJShSgG66SiDBeJvdfDFdrWr6hHXVB07SNVStJYqcu+rvElm3XAIbYql/i5kjIVfVdWfpM5LVKoNO98kKqk/IKwP9L+FkLGPnzfPxZcsBuprs90pMUmZGRkpeUamwaEphpEUuEJZY3Iv0fh+caGrUmn1+lHJVGUZnpMEQ0ZJbjkPh3jjVK1Y+/oGtjWag6kwjUk0zT3GWXmW2XOGImJY81/aVfo/uhiT1dUqfpl6nUeelpMmapMy6o0aSyuM8LJshe4XCy5vMUyxgOvBorSjkwjyaap6Om405nh0MfCQ/W5Ym1GgUaqTzM7O06WempYiVh1zxNgviRIj6KrrVVpUnLrx1qTUkw/Og41g6GY338r/AJMXXE5bY9ICkHS+lmpaTl103SwGRPKV9Qi8PmvtEldMaZsqrQqYjjjnHVe7DcnfiX631oscrnlZU+Swr+P7UBWSel6Ay7xW6LTUPIiNe7puReKJkvQaLJvNvy1GprTrezRNy4ooD7hiTLGYpxDDlWEumZlgAciwEvJEW6WRVguOI3bVxEv7oj8NXCyS6pCgYxczJq/2wGe0XtqLVSf8YtL/ACDcCD0iltV6qG3+7GV/kBgQHQ4ECBACBAgQAgQIEAUUWvk/2EVn/mT37MovYpddJfRtaT/3F79mUA7SX/6VyJKq80q2v8WJJuLmK3W0RqC0LmnqYSrv3Nr+YkTHGExHfzgEo+gIqFuiQEm0VORIWLA8yLvCEYBCTyRIAkmVx8HWDCZXLcLffCiZBB6pBcNlBtbf7YBs5ghcuiLvCnHrgpIkJBsclUrWXpC+GCJul0T5wDCThJdMVX5wGphwQ3XqsOC0PEVBtisLVptUsgpANrMrltaGzmiJUsI2WHBZTiKqiNukPAw0KpuMBGSYMlMlK1oWbh8ISQt1hwmm1IrDtCTAFQUXZEgGzcK+67wY34iLCsG8lK8GIpkhX2gFrbzjH6m/9olBx6rJTQp/JrGudW/SMhqT/wBoOmV94TQ/xRWAwGnNEa1oWr5qshI0x3v5TYuA7PZd3E3M2ybXHZdyRUtvfyitp/Z1rBun1SSeZpfDqNGKlkhzSqLbgkRZAiNpZObYfLyWOlv6/oS1GYkAZnzfaF/BEY+mVn6QQ35lSM/TO1Dj03Sjyaaq168Spw+6+wLd+Xm/++aAqtU9mlQrUnRWKU3T6asg0426ss4Q8R4hERLw+sFMBuq+K3lCdWaB1tqBhe8TFAYemJWVac4PEQENh3ic2I8yF7PwxoKX2hy8qE65WUaEhqLshLy8u2QOk4I5llmvuhRdoExMVSsM02iT2MjKMzTTzktt6wCLmHK/h/XAVDfZtqZ2r1KpM1CQkXJsZvbiuPS68QMRyZLbL4iTYvhi+7OtKV3TlZqU9Pz0k4M9Ly4K21xHCbJlFHxL1EkX97Gfke0Obla8/O1Pv09SnqNLVa0rK+rlhLJCLm3+Hbf2o1C9otIHUsrRCaeQ5mZGVbftyk4TeY2HxKip542gKef7OqjNpXaWdQk/RlVcmH0mFly72wTwYmIl4cfK/wAPLbziMz2a1UJIDF+kS88MzJvmYcYuN3Zbjlcsub4fZjqAu7Kiv4wgXWst/WQHPKx2e1+oU6uSEtqGTGWqs+k6oHLkWBZNFZefm3b5enX5QVS7P9Rzs/PzK1qnNjOVaSqWKSjnIUuicvi9q3Xy+cdIdIkbzhlHxQMlgOZn2QSpjPybs7KLTZpZogJJa80yUwpZJxCKyjdfhi4c0RqKYWlHO6lk3Dp023NXap2AuKDatini+FY25PNihoed4bJ0RwUlO0BhpHs0cZlZOWe1FMmki3NrJOtsoDjTkxlk5l5435V8rREa7JyBqcT8JGzWbZZZeA6e2bbosfGK3yyuuW6XvHRDdDP24AOBn7cBX6JoEvpfTrVHlnFcAHDcvawpkWWIj5D8ous4bHHygFl5QBmSYeJSjn8lSPTx63ob09NybUxPAJuS/KWKss5Y/lRvTVeH4kGOYainqtS6V2gztJVlmbljQ2+Jl07sGX3wFp+AAyz8i76eq6u0yZ7w0vqsLE1w8cbeFB2skRGezujthIS61iqFLyPecBV8RuD9+Jkoj9aIs9q6qyMy1TycorzhUOYqF+K5hxWUHJsv0oy2qJiXqElqioviiLUtGMTziIfRy6lyfWgNkz2X6eblZlpydqz7c1IDT3spjxNCvq/Cibp74mJ2bUcER5+oVhEcprlPP8dyzB0rnlt1vGao+val+DpTKFIKvpJimMtOtkD8ujiDzv8AN4cdxit1frSYqbDPeWcXqQ/NtTKyikd+Djzk2JovBL2uuJDAbqn9n1DlVFyTdqrZA2w28Dc4Q96FrZvi/FjE7Tej6bQaiM9JtzTrzTJMCr7ufBbUsrJt794x49plRPWkpKMOyJU6YqXo/id3th6riZZXyyy9jG0M0DtGrv8AS2ZrFSpKsTjlQlkRpog4fdMrO5ZL4seYYDU1rQGmKpVO/TTE2LhTLc4rcvMk0HeA6O2Hzgpbs10pLPMvy0tOA4ybhtks44vC4njEN9kX3bxh6R2q1bu1RR+ephTvoyUnZN10W2fpHeGSdenhxv8AFzRttG6wqE/oeqVF9l16pypzAIxwhaLIRyFOVSEvZ5hgLYtCacKi0+klJr3SmuK7JhxT9QfsqJXyS32w2ei9Jv8AcpYqWXDk0PhKjpoq5/SZEi82XtZeKOdva/1EOnqY8OoaZPNVN6T7zMyzIh6OybInELLlHmEUG/SJBav1S/MScg9qumSTrlEnJp3hMNnxTYdxEhIvIh8X5PLAdP07TZGiSYUumsCzKNJZttPZT3JFmygcHdFwzKOOUnUb8zqNK7OajmZVuoabln5aXbECAXkQ+LbboJblEml6g1Q3pPTOqZzVZPydTmpdKg1wR4cqCgWe9sx5sYDrjagTbYCV4kryhsMYjshrs1XtNPPzs+s8+zOzDSOmzwzVtHS4d0xT2bRtk2HcoAyK3leDQkX5QhSXygKvxbQCJglVor+6OX06vaap3ZzQpLUwNONTrhMy4OSRPgR8UrD0LeOnvqhAqJ5xy9jTbuo+x8qTLuYTYE8Ukaey+3MEQL+kMBaTNY0eWo/Qr7LCzsmjKNtJTS5DL6PFzHEY00nJyTTpuN09ltx0lR1UbRCL7ffHLFmtSBpCkaimpaqylZqNcln6hJSqFySycpNuCPs2HKIcsxq6ZqdYKoTNeF5UqHEaaad52bF3Ym3MsRtyY25vFlAbbWdDoNEbHUc4k2zT6QSTRy0k36q6FdHCBOqj8caVqXp7wNTTUvKmbycRXOGlyW18o443T60GmJ2n931NPhUtIorvF4r59/vjjzeEoero6vGvSk9T6JX0Rgqcbfqi+hFB4+PNiPiJCSykUB0Oq6nojFVkgmKdULzM56MaeWRTFt32eYvL60XyS8uqvLwGiVeq8NN44tUabqebptRpstTKxkuqlmpRx1ongblsPEOReFCy2iXJ0WrSNG0vMhpPUDJSneJWqSzT2feVdaxQ+Y9xUua/llAdl4DDbKJgyF+iWRLwTjDPATMGlT6yJHCndO6v7hpxlKLUkm5SSabdamlF4OKL3N6wTu2WP9k58hjXduANOyelHXpUpohrrAEwLmOYkJZN7kPuTxXgOkioi3xieAULa90S8MK/KiatOTQIqpeykkcOq+idZu0KXkUox8F30kcq0k4JrJo4V2WyyLEbD7SXIfCMWUtpbUcxqalVR6imigMuEykyrLzaiIYuFllkBeLl3EoDo5asog0Ja6rk09KI7b8XYR32sfCnlyxaydRp80w28k2DHEbF3CYVGyEF8yQukcdldFaqk9IUmjBpSSFinzhcRWibzmFUXbO4lykPMPi/RhdP7P8AUMxpTTjb0lIs1eRQ6dUTcJHRfkDLff6vLjAdsYBh5oXWplHGy8JAIqi/fClUrNB7iiHTgZk5FqWlmQZl2REG2x2QUh/I/H7igJEuKoOKpjDi3RLdYjMOE65ggqNokKQou94DM6XW2stUj7zll/k4EN6eW2vNRinmMsv8UoEB0WBAgQAgQIEAIECBABYqtWpfS9VH3yTyfyZRaxW6kTKg1EfJZRxP4hQEXTLjiaZpH15Jkv5MYnG+eHjCONdo+qa7pyg9nJUmrvScpUzZlZlG5MZg8UbFchEvahl/U2sGT0rUmq7x6TXa4003xZUG3O7G3zC4IjykhDAdtB88PEMM8RfBGGku03T85VWZWVZm3JaanXKdJTmI8KYmg6tDvfyXe1tojUrtcp1SlZ2bltL6l7tJLMA+4sqKoLjJWMNiXeA6GpEW/uhsjMto58vbDp9rT1Yqjsq4yVJmW5eaHMCbzc8J5jtintF5fONPpTVtLrWjF1TNNt0+RETI3DmANtAFVRSzFVS20BoGSPu63Cw+URMnLrc7F5Rx5zXTQdss1My+pJiY0mOmlrGLTgmzy8uQ7fqi9k+1uWOWcI9PzTMw5Q0rUm2Uw2veGL9Mr4ivh9/WA6KpXLH3QsiVRy32jh3aF2jlX+y/W3cBmKVVqD3dzvEjNKoqjqiQ2cG3s5RYVjtJm57Q2rpWcpU3TZ6i0yXnD7vULOGw4KFxBPDlL5b/AGwHYUdP68KRwvrRyTUfa1U9O5y8vpdZ9pnT4VtHTnsVJmyIQ2xXm93v+UTpHtXnXqHqOdmtNjKTNFZlZjhHOji63MDcMityr0uNlgOoopKu6w6KKnVYxHZtrtNXTVcl3pBJM6XOd2zEiIXUUUJFRCFCHr0VI3Kk2idYBKqmXmowSIqFeyrC8xTbJLQFdbRLIW8AhUTIkXaMjqr+vzS+Pms0l/8A4SRrldbVLIqKsY3Vhf7ONJql/ppgdv8Akv8A6QFBI9mb0nqlmtu19+aJqZfd5pVviONveNoz6knw+6HJTsxKWpdKlmtST6P0l9SknsB9WyrZN8PG2PhLrbql46I845f5wnirb13SA55O9mLU13rjVqYmAmZ05txiZl2nmiUm+HgQkO6YoK3ve6XvEqR7NpeVQ3ZWs1KUQ5JuTJtpRxPhiQtuFceo5lt4enujdA9lvhCimL7Y2gOdJ2UySSTUmmoKtwVprdLmhu36+WBVVB8PKu/VPdC5jsxpx1kqizVqiyiTrU62yHDQWjAMdiUcrY8tsrXjoKvCns9ISrpdEDw7wDXdktdb7rtASVsqIrl7otodV7Ik2TlhspgyMcRS43gFkCoxi2S3RN4RwEMUW9iVd4WDhECkqIl4bWZUgExG6XssARMcRxRM13hh6XsYNCpLYrw8LxuEKCIoqwJl11p3DEVX3wCHGiVU+SwpppRO69LwSvmqoiom8DvBjy4osBJyS/WEIaZ7rtEfiuGWAtpusPg2WCXRLpAKLLBbRiaSkieoNZjVkaWUXhcRHPDwuCmWXyjaL0WOa1J3uTuvp1h1ZV5uTaNs/HcuEuPL7UBffgTpSfp0o2lCp7spLfucMFIQy8X5WUBdC6YRcVoVM4eHCQO7J4PJv7IxAahnpnUNHT8I6lLscGVmJtpljkPIMeEPLzEpbkvsCMGMzrZg67LsTNWnZyjNzLsq67/uxHeZkfDzE3zcvvEYDaTWndKyHrn6fSZTvqhK27sg8b4Q+cNVemaJCdpNFqFNkhmH8+4NpK9ceYhEscU8OUYVNR6gYCWmDq8/PyiVWnhZtl07CX04uEQcw+f1Igv1KuTWuNPFVhrC1FmvTveGuC73WXZJpwWCEsccfDv9YsoDq9QounJGXmKpPSNNAVx7xNOSo7/CSwdOoemZyVlpumU+m93LJWXAlhst+qpt5xytuY1XM01yUD08Tb0i16V73KumgTnF5hEf7Xjllw/KIlUXVw6elZdiWq7DrEtOLK914psOEJjwceVC/J4nLj74DtMtpqlsy/BWmSCq3l1lR6QiWm6FI1JqhMzkpKTa/RyTYiJL9yRyOt/hHUXaxUZNjVyPJQJRySba4v7v3zHHp7uXw+KH6s/q9e0CWqbNL1JZqoyt1Vkr90IMXcfZEci8NlLKA7MNKkll8RlW+E6vrWuEGB/lD5xjqlrvScjWPRZUipzEwky5JNqxTFMXTaHJ1sFvzYpvFL2WtalZ1bPelWJ1Zd1g7OTIONEBcTIRXnJt1cfaHHlGLjXFPf8Aww0c7SaRNvMyM5MTcy5LtjycRtR9/W5QGhCuU13SS6klpN5yTSV7yAq0iHw7XvbyizoszL1Wlys9LtokvMsg62hJa6El+kcpY01qhiaIBp0yiqlQ7+4qjwJhl0C7s00OX5P5GJRETTmrn3KRxqfVxbapcnLsozwkKTmGD9ZkpFyiu243ySA6rVdRy1L1HSaI5IzJFUSJpuYRRRptRFSsvNl4RKLwVbNVQDErdbLe0cOd0xqpdZ0udWhzL0zJ1idmJqqq+KobTzTgs4jl7OQ+XLjF72ZabrVFrMvMvyRSgtUtJSfRZhF9ITPEy4w7+7LmLm5oDqJG0nV0Estl5k6whJyWV7gJMsK4uwjml1jkGs9KaiTUVX9EadGoy8/VadUm3O9CINkxbi8q+ZWhkdGV1qtOVSS0qLM3+FYVLid6aySVxsY/LLm2+cB2maWze3ujF9nc3KyGiGXp59plhuZmkI3TQRT8Zc6qsbF5VxRVSOUnR6rWOzyUbpMrLTLkvXn3nG3XBAlAZly+Cly3+2A3UzWqazLo+9UZFpolzTiTI7j9X5QUvVqW5xGGKnJPG2qG5w5gSwEvaXfYY5pQ+zqvyy6aYqNLpM03SZ+fcVSmb8Rp0CQBTbZBVU/NDNJ7ONSyVGlZWXplAlT9BTdOmEUslN1w7gRLbmS35rwG9rOtdOUekBVDqss8wb7cuvCdFcXDK1rX++LWi1yXqdVn5SVdl3W5VAVDam+LfK/UfZ6ff90c2a7PtSo1VG1GnfjczT5lrizJGiHLEOTRFh4VQeqeGLVml61oNZ1LqX0ZR51ydlpVptpni87zZkPhx8OJfxYDeVOp0+kyizdTnmZRhFIc3CsikvlEOqaz0pKSzMxN6kpjLTrfGZUn09Y38Sf5orNe0eq1qVpIyByoKxOg8+LyENxxJFxcHdtebxJFHpzQNZkHNMsVMKNMS9GWcVz6ReIj5/W9ocvOAvtV6keo9RoAcFlKXVHyZcd5swThqfEH80Kc1HoapkyjlTp80oy5TbeQqXqx8Tg8sRO1jRz+sJWkybT7LLEpNK87czbJRVsgxQx8Pj84rWdH6yKQojs5WKM5VKdKP09xxJRzB9h0BFCx/tg4/kwF9Pa80hIIyE3XZMFfZGYaTJVybLwl084bktY0NNPMVCqVORFZhXuEsijjgqjZFlso32Qeb4YqdMaDq9IrGn52emKVMN0ekFTy/FjTiLkKZ+LZOUff0ire7KZxWqea1mTmH5N2cJANlwm3AmyyICESVboX57wGnqnaNoymTRyc7qBkJgEbUk4bhCIu/RGpY4oJfFFzpWr0rUUk7N0ua4yNOqy6BNq2bZJ5KJbp98Yqc7Np56Un5VqsyzTc5Jycot5K6AMuWQ75eca3R2n5qiVWuz01OMzPpWcSZxbaIOFYBG18lv4b+XWAv+EKdEgil0NURBHaHiPe1rwN8bwDDTKgd12hwsrWRL3gyVcbQR7JssBk9OKSdoWotustKL+t2BDtEIR7Qq385GUX9bkCA6JAgQIAQIECAECBAgBEKtJlSptPfLmn8WJsRail6fMJ72iT9UBzac0VT9W6Y0hMz1RnZI6OEvOShS2OzwgOKrcfLf8APF5qzRUpqVKSL0/NSvouZGbYRhBHM06EW28V2nHymF0XTVJUZWmLNqiFZTNtGhQfmnMS2g9Mypl2g61kXqnUHWcZZWuJNF6jJsssC9mAZkuy3T8nUAmhWfBpidKflpZH/UszJpzOCNtvs6QJHsvoMro+r6XWcqkxT6qROTKuzXPmRZKSKieZWimodXnqb2SS7UpNTpT7szNtd8cUppWkFx31pe/lHb52jPzL8vqrRGjmu+cd6Wo7k8TU1NvyveVaRvIsm8PrbquPNAbKT7KaRLLOOszFYvOoyTzvfUVCNocUPHG3TbG2Pyi6peiqRSdLrpdiUT0dMo7xW3Fz42fi/nQxpvXkvNaep78jpDUqMOyrbgI1JiQAiii2Rckvb3xXvBLr20G76TelnJrTy+rWZ8J8VOYRVbCVoCZQezfS9Ldm3glim35mUSReJ9zK8un9it5JEEOyvRayE3JuU51+Vfk+4ojk4S8KXE8+GK32ES3t5xzybm2ZeQry6WrjMzNy9FOVRxsgVypOCaK8+WO3Kikg+0X3ReTB0Om1SuI5Pd10vIOU2ZFltQ4b80oEhsFfbmFW1JP3y9IDVOdlGh3mJ5hyTmXWqky01Pis8a96APCRc3MqbbxJXsy0eaVBH6c+8lSlQlJvObcXjsD0BebwxmNIkzLaFkVp9TlJ6Za1CC2lnVNqXR58cpdsvabRty0dkb4ZrYIDAVDsr0NPW75RydtI9xL8ZcS8unRvxdIUXZZoYmJ9oqGJpUGW2ZnN9xcxa+i9r2fKN+gCnMnnC0RUSyecBktMaL07p+YmZiiU0JR6axSYPiGauW9pbl4vnF+605wf30TrY7QWNt4CuMLHaxXgsSQsVvb3xZIl/cqwBEUXyWAgsAnEVSBU6/4ozOqWrap0oYmgr3x5N/8AkC/zRtCx38t4xmtxtqjSpJ0Sfc/YHAal9oTTdcPshkZdoerhFBnMqKcg/nhvv1vHin2QC0YSzhoS3JIDjWQCm+0G3N3QSxSxLAOZVPJIA1l8lTr0tCXJbhjy3vCBnjMroqIiFaHBcdV5UI0ssA2baCuSp1hltuzg3Rbqiw+6ZZXRUUUhhXj4qFkiKkBJAE4SCorBK02PImyRH4573Pf3QpkjIhNxeRUgHVZRDAhS1usG8yDh3vDLr5I8mLnq4Z45qQoBrZS90BLKWBERB6w2cqSkCIqdYOXecJ0gv0hoH3FcVtSXLKAcaaRCVUbW994kNiijdUWIjLjvEXmWyeKH5VxTJUJfsgFGm0YORmHabq7V80Es7OmzKyzqtgg5WxPw5fkx0A02jBo7MHqvVgBLuvEdLlBabb+x8fOAZ052gSdZdoYHIzdPZrjauSDrqJ6+w3x5V5StvFrq/UEvp+gzFWCSGdBh0AcBt8ckEiQcv4w7fOMlobQj8l2YSyz9CJdSylNdlmWZqfNQE8SH1ZCVm0O/VIoGtE6xlqFqJoKISpUqbIg01xmhs8yqZZCP1fPmJceaA7M8TDLws8cEeJELHiJ4fix90IV6R6rOSu3Ve8h4Y5q3ozUMxrycq81LzEwy9UWJyWdSbbtLiICJS7m2Xxcqci5RCXswf/ocPU1dLSLdZdqArxXHw/c/euNjknlbkxgOrSs3TX1aGXqUi8rqlw0bmhPMfax+KHZV+SmXXmZOalXTY+lAHhUm/wApPKOVHoGtMVkpumUSmSJfhENRaeSbEOHLcHhk0O23MpFaLrs70XX6HWqY9PrKiFNkXpJ11py5VEnHshcNPLH+cpwHRElixVFK2/lCylGVXMkVSt74kCpXUcbfbBKiquS9IBgWBFckD9cOIIp8oWiZbY2gXxW1oBJWtZOkEKeWKLeFlvvv9loSSKiXxWAIEst7bQZiPltAUSVBHygy2WAQgJfdbpCmwDeyQd7+UFYUW3SAbmNhtGI0rU6fp7Sc5M1FURPTU4x6vmM3SfPERH3xt3+ZE+2Oat6YltR6anZV99WHJbUE1NS54C4KOC8SpkC+JOaASXaJLfhlJJKzD87Rn6VMTCtMyl3mnmXRFzLzTHmySLku0XSa1EJEJicdcJtt1XG5UlaRs+jmXwfOKT+h/wAKZl5iQrj0k+EpNSpK1INYKjxIRcns+Ecf/OJ9F7P5emvvqFSm3pNykt0xZRWh+iG++fivzLANznabRSpT71NffZVkWX1/FeIndnDxF3HLwr4fllDoa2p1Obqx1KbmF4NUCSale6Czzk0JCIkRWLl5rrGYq/Z5U6ZRRoNET0hIzgAwrrvCZOWZFRMcsUyeLli+qnZvIT0zPTc1Vp3iTNQCoNqqhZp4AwFOnMKDtZYATHatp8Sl0k6fV6j3iWemQ7qwJ4iyVnkXm2IU/PF3pLWMhqedOVl5ablVRhuaZWZbx40u5lg4Pz2TYoq00DLcWVfGqzvFl5GZlFJEDn4/iLptjYcUS2NvOHNK6JYo9V9IpWKk+63T2ZBAf4dlbb8PROsBJq+vKXStWN0Gdpz4cSZalgevfM3ByFRHqo/O3iinTtFSnafnaulNq9QVqdmWTvwm1a4buPC9xLchEfMofn+z2kztamastTqrb7061O4NvCgC83sJeHLptjlj9WGi7N6YQEBVOv4tz51JtO9DyTJe14f3w/BAVVe1PU5Kf1VMvzFWZlwkadMoy3w+NJcW/Exy5fZHKLt3tQpTGqnaH3OZeBiZCTdfZS6C6oZeDxY+V/ihib7OaBMSk8Ds5WySbl2JZ9O/rcwb6L+X15vnEp/RdKbm5qdYmZ4HZglJwO8lwnXkHEXHEHdV8P5VoDMVftdqk1RqnOac0si8ClekOM7PDYBIiEbj8XL4Yv6l2lFSanSqXU6Y1LzM4DZEpTHJzHiogWNiMepDdLe+KbQnZTPUqVckKrPI5SX5BZWYl0nHHReIlvxN0HD9774vZXs10+hAqpUXrqOXEnDwdxK48Xfn3KA3oqibqSb/ADgjfG6Igpv84iI2Su44oqCSp1hByr12zHFU32vAWCEKpdVRIJFEvPL7FiKDbxGgqIWUYeabxupCg7e+AzFJ/wDaZVvnS5f9o5AgUr/2m1D50pj9o5AgOkwIECAECBAgBAgQIAvOGJ1LyziJ8KxI84afS7ZJ8lgOf0F6hLp7RsvU6gzJ1N4B9H28bhCPMAr+T4kiyPT+kJKqLwpKQZqVQQuJdxeJMj7X2xhq+BFpvs2bSbWnvHU9nUavww4TqZJflHxD4vihug6znpiboilVifJEqkq6qy48/BL1Dvh5SVPzwHQJehaZpMlMU+SpcpIyT2PeGUHFt0juOP64knpDTRSDUl6CkElmUs0yjCYD90cdOfr9c0+T9brFS4EnUpCZcmZRzkwyLiewhCScqkluXljQOVrU0xqBtZV+sJ+PyzUpLIhYOU8g9Y65y/SeJcvfjAdLqE7IUiUbdnZkZVknQZBVRbKRKiIm0MTWmqZNVT0mVLpxzNrcdZZOJb7Y5Yw5qRnRDNcLUWppme9JhL8FWSVOCM0Xibwy+i8USwqesFqryp6Y7wszP97b4R8BuWEC7sTA9Mvo/n4oDo9N0tR6WqlI0imSry/2RiWFssfdskVeoJ3Rem2WqdVZVkW3sphJZuncYR5rK4QoJeZdY59p1dVq016WStLRO/8A467KK/xHB4W2Al60R4niT3ww1S9Uq+VSqMrXlrP4IONi62jv7ouWA8u3Exxy+cB2CQolJWXlX2pVkOEKmyrbeF0JLoVvi+cFpCryeoaWVSpyPoyLrksovtq2aE2SiV0X5pHL0/DB/UNAfWWrDyMs05HmXmnQ/wCWIXBLH8pHEiDoaWr1M1ZNzFQ0zX35Z6ZqPcEa4rPd8nicEnByxLiZcpezAdqo9bpNVcebpdQYmzZ2cQC2H7YtI5D2PhqqXrp+k6bV5OTepjafjglgMwJlnldeYrKnNy5R19LWgAt/dCV+yFXt5wSrzQARVvCCK3lCktvdYL74Ar/VjIa7/q5plfdUrfnZcjXfvoyGu1/plp4vdVwT87bkBoVaJAcRWfKGmpdziKpNJbHpEgiLhqaksMOkoziEjy4qHSAWUseA8qBv5QtGVUVRRQoS4ZAWSOmSL74aB+xihGqZL5rAEQIjiXCyX8okKgYkSJvaEOmHCVL3W/lCZdUNtfpOsABaIkyQEVVHrDfdzPFSGxeyS+UKedVtRVEW2NtobdN3jN2VcVTp74B05W5ouKKtuqecNGzYhFEteFi7vZL384bemW23W0duKeQpuSwDZSkwr6PN4qCJa0WItEtk5RyiHKG4ZoTtgsq3RF8oXMvI4+aIl0EUxssBLEBFfLrZYCtp1RUKIbaKT+6KqdVS8AbbrZU3gJdwTpZIUJtoNhVIichipCqovuWDRtVRRVNvfASesZCiqCdpVd+chKL/AB3o1Mk2TaHl4l8MZumNgPaXV/nS5Rf5R6A0yoqqiQYio3hxB3veAoit+VVgEiiQCwst0WFBZNrQZIllgG3xE2xta0KJdkt1gYotoXikA0Oe8KDl8UOoNx2VEhJgibKu8AgzLqiCn3Q1mSr0h7BCTzWCwtslrQCUIl8vuhSqqDjaBte9kvBmiKl7QCEUr4rZPsgGhIlkS8KQkRdrKsGSqpbqkAwJ4riqbwpOZFtAQBFzJVRVWDROddtoAnkLhLv5xzF2vTemtG6irMrSkqasahfQ2Vf4VxJwR64/OOmvInDXeOe0ujSVfpeoaVU2nXZN2uzCuADhBfHEk3Tp0gIY9o013z0S5QEbrC1lqlIykzdrJxjjCfEx6YoSdOqWjM6y1vPaj0zWZGmUk0ck6VNTU7edJkmSbcJtOGo+JbiRX+Sp53jeJo3TDz0449ILxJl9p4/xlzPiB4SEr7KP1YKa0FpR6ntSb1DbRsJcgALlu0RZEJEK8yEu/N7UBnHO0CoUR6lyqyAT7CjTmnXVIuJ+MoI5cvKNvn1im7TdRalqujdbU12i09iRo7j7Xe0my4mbaNuNkP6XNG4f0Ho91UV2hyzqo20CblhiHgy36j7JeKJ8tpHTbAzzCUeX4NUPOeBxSIZgvmiwGSl+0CtS9TldLTFOpy1V52UbamGuJwPXNkWbq9cvVl+VtEWhazrdZ1jTV7zTpCRWnTSPNPKXDJ5uZ4JEJZea+H8qN5T9KaZk5NyTCiSqy7piZoqbqQeD57eztDMxpigEstlQZH8Q5JMeD9EP1YDnUlr+uy1HpFLodCZKoOy85Nm02pPC4jDyjwkI/Dlfxr4bfOLiR1zV5rWknTphgZeRmzQBJG+MKFwc8eKK4o5f2SHwjGvZ0VpVZVuQTTtMGXbdJ1oUYS4EXXfziQ1p+is1JKk1SZMZxOj/AA+f4Ot/dAT8QXmRUX5Q40KC6hKgkqr0gjASNAzRMVS+0LVFR5FEdr9YBx1siNSta8JFlRDYbIvXmhxHSV1UXwwMyRbktw8uWAeYaaEeUb+/mhSIK7CkNASquSLZPdaFCSkS22WANRxXpBGN0vDgWUbl1grpbcVgMfKDj2nP/OjB+p4v88CHWxt2nL86L/ie/wDrAgOhQIECAECBAgBAgQIAecId8K/ZC1hB+UBz7SNebo+lNKSr8m++lSfKVBwEuLbik4qZfbZfzRvM2BRC4gJvst06xySr0yt1ns30xJ0Jh3itVUzdmAxXgAKvCpWVUv4/KIS6V1FMafpwPaWFru1Lfk+4d6HEZorYzaFf5flDAdo4ssK2R1pFL2bpvCVeYElDjN36qmSXSOLzuitRpMVucaoZzVQd9GnJTnegAkcZx4xeLbLH99DU5obUk3K6gkikg9JTDs0UvWe9cxtOkJd3UU+Q8P4RgO1LUJEWkcKblkBdhNXhsv33hLtRkGuCrs7KN8f6LN4U4n5O+8cKrVGmKf6BcnKDLk9M6kB4JKcnQW/qVEsMQwESxH/Ki0luz2uS0xJuzFEpVTlHGXGVkZiaxbp2UxxxwLHmQUxHb4YDpTepFN+Xa7iKcaeKVRVmm9xS/OO+/Tw9Ys5Cq02dm3paUn5Z51grOADqKQ/akcWclHpWtUukv0RUqH4UnVmeE0b6NyxI5kWWNh/Jix7OdIaspWqZGsz8vTmmAknZV3guqi8zmYk0FuUPqlzQHaICp53iEbzmJ2NMUWCR5xEVVJMYCdj71gdIiq64p7GOOMAXTstyHGAlLZdoLziJxiF3dYTxCRb36rATLIuXygt1RLRGZcMnzHytEkUVBFLwBLeMf2ifSUBfdWmP5pRslx98Y3tE+ioq+6tS3+VAabgngo5IqLEcmSSeRFVFVR6Q+rqpYRFb4wwRks02YhzWgBNSyKI2Ur/JYIZN5BbNsmlsvQkh/jboKpvBq9YboC7FAMozMWLIW+vsrDjbatsc3msEswt1RF2X5QSuZckAXAVVvldPnAJeCKoZIg+ynUoamJrhqLIJmS9V+GDYQVeyUblbxLANNtzD5ub8Fq2yr1WHm5MAQXB6iniLdbxIV1UdsKJa3QusMvPEqqrYqRL0gDCXuqqq7oloAy6CiEq80Bo1EbmhX80hSOXBbCSIo5IqwBpLqqqqlaCQEFTS6brYYSr2LZFfeEDMIWK3RbrASW2xQFU7FdfKFKopta14jK8CIiJy3g90RFUsrwDxENoyDIE92i1KXR0mVcpDK5itiSzrnSNWaHbpGQcFF7RZgSf4IvUMUV32g9cXtfvoDA9nFcrdZdk1erlfF6XIpiZemng7rOAMwTPBAcevh5uXeNHJ9osxKUuRWWodXq787UZmVZa4rWbbzZl6oi6Y8pYrEykdl9CkW5NhmrVt2SlJrvTLBTqqxxMsrr7+feJUp2f0SVWXJp6op3aecqDH4yXK654i+/f88BDk+052YmGr6fdZln586Yy6b4ovexbyICTyS6KOXyvbyiBTe1WZqFObdmqK9R/SFLfqFPLvbZm4rC2cEshxEuYVS/LF+ujqKM6dYZlbTXeDmm21MlZF8hx4uN/Hbzil0f2V06W0u1JajYZnZlZdyTNeM7ggOHkQtiX0d/l8MBZ9kGpZquMVOVn6q7UpmUcbVXiARHE2xJLWEfn5RTTXaupzVepKSHAckWJgmi7zwnDwLEV9YGOJXvkJFGw07oyjadedm6bLupNTKCkwZzDjqGg+HK69fKK13s60q6jrb1N4rLquZtG+4o+sLJzHm5blzcsBzab1bM1HRU+dRm596foFekF7zcvacZIgERFCxUStiqR1bQled1XpoKtOjJ4TBEIDLGZ4Be1jvjiae0O9vesRg7OdHgEwCUZskmDbceU3XFJ1xr6IzXLchiyoGl6VQAnApLLUoM+ecwly5yLxF16wHNdEVtKVStLNTJ95ZF6rhxe9u5hwycLDHwuco47+GEV7tJ1XPaPKfkaZL05p+WYmmJzA8UadeESbX3rZR5h5fFHQGNAaak+6PNUKUbSWcN9i6lyOl4i6+cPSmh9JS7E4y3QJLhz20yGC4GPwonknygMpWO0qo06ozgi1S3pWkpKd+UMs31ecwLg7+z9aJ3ZVXK1PzFdbrdap01w6lNAxLsAQmCNuKnmRbbp7o0j+kdPrMSro0WQ/FUxYLg/R48w/bzQJajS8tMVKalJGWlZucS78wwGLhF77+UBzWYr80NUmKZMHS5Fh/VncZlyWN5szzY4vEvxNi8l9heu0JpGutSPULTUpRalQUenJyfkVdm+K8GTPExd8eRZY9PrRtaRo6QlqdNyVTl/TveZnvk47UW2y4zuKDlb6uIxaDpTTwo1jRJH1R8RvGWH1Ze8fdAc/PtGrEtreTp8zUaTMSbtScp73CHBG3G5fMlyIr3y5bWx/fRcdkGs69qKuT0nW+gyrcw1g21wVQlJLtm2RZIu3i5ktvGzGiUo5o5haXII84qcV5Zcc3FTpcolSlMkac4fc5NiW4llLhNCF/tt1gJM19Ev2xk9C8s9qY/dXXv2bcaqb+hKMLQ6tK0l7WE3PO8OWYqi52DIlu2zbFPNYDYITHPz/AMSDzZ5PWfxIztA1FLVGsu0aXkalKT0s21MGzMy+CqBZIJfW6Q/qqtytCmKaU41NEk/OtSl2g8Bryjl8oC5duLOQ53GFNtZpfM9vnDJIo9XFXLyvFJM6qaY1TO0D0VU3JiXp3fmUABUJgcscQTLdb/FAX6GoFiZEQot4SikZ54jki3390NjMMk2hqSDkN7ESXy90JQ7lwiebRxUuo33gHhNABPWH9WFOmhmPrD+tEYnpUCxmHWEL3OOiKjCeJLJM8DvLHF8fD4o8XH34wEn9OD8vbjNVrVgU/VdLoHDZeaqPERXmpoMmCAeJZxvqnLFsNWpXAdm0q1Odbb5nDScHEMvf7oCWjt/YVNvOHjQxbA4p5yt0STVtZus0yWF3mBXZwRuHx+LpFkTyuNAgqhCu6KnnAPtTCt5XBPFjDoEh3W0RVJDC6Cu/PEiXFc7W6jAOpe14PJFSylaC3va8JNUt0gM1dP6JrHzo7n6nm4ENqq/0TZL50d/9TzUCA6JAgQIAQIECAECBAgBBF1SDhJeJIDLdmX9ZssCJ0mJhF/hjjTOBdrFVjN9m+Q6XAV8pyaT+WONIV8EWAUKJigW8rQ2rIXvbeFXW6Kiw0ZPK8gp0+yAXwWkW+IqvVLje0LURMcV6fZCWkVRK69F2g1I8rYp+eALAE9kb290FwhX2Uht5XOMqAkJydUbFkidIB9AFN8RgjabUFQh6rDJqSqiiion2w4qnYxUCum6QBCACSJ90LNsUQrDsqWWGTEiS9ivCDB0kNEztjtv5wErFFui26QlAbQcQsi5dLxGxc3BWy2FN7wSMLxct733gJthv1RLfOAphZedEiFwzV0lHdIQbbigZKHQdkvATvVKl+Il4x/aYo92pi+6sya/xrRomZd1X7qm0ZvtMx9HSK+6qSa/yyJAapG5clRMivaCWVaLxEvWG0JRLqKbeawZvGiCqIi3WAXwQUrr0TaC7qwRbKV4QpmDqoaiidbwQzQ2z4gYXtdFS0AHZVvqhGloS6HDaVz4UvCzmUzRBcFULot7pEZ+YddQ2Wibv5oq7wDkgyjrPFX6Q+c//ACiR3cYgzNVkpaV48w+0wic6q5yJ+uHmpnjNo6y6BtGOQGi7EkBIxHLLzhHCHC364ayXiZX2gK+jKXVUba5rmvKIQDwMikAwFIiSdSkajJtzdMnZWZaMsc5d4XBvfpdNoTUKvJ0+WWbn5iXlZYCxN15zFB+cBL4YrA7uMRqpWaTTZdmYnahLy7T5CDRuHijhF0RPesTOI3dBzHJUuiX5oBKsijgqKdYdsO90vaGcgQSIytjA4raiiid8oBww/exkJxGPw+eZf9a07RS5PYx4v/8AaNWbu3xRlFRH+0VtgkujtEcuns/ThAcw7NtdzVJ0NNyikxah0lyYlJBWrvTiopetEkL6MV/fRa1PXup5JtyRl6jSXZhufp8v3vhepMJvxDjl4h/zR0tnTGnpN+Xfl6JTmnZfIWlCXFFAV9kYJaHS1VZRaJT+GrnEAOAOP5X2wHOdP66ry6gkZWo1qhzTTtanKMSSrSit2xIhfvfrcenTeK7T3aXqDuDb09WqZP8AHkZ9+ZbalN5I5bo6QiprivtD+jHWg05SmhJQpkm25ZVbNJZvlL4vD4ohaN0nKabpxyTIG8pXu5MNN5GBFkQkSJzDzFAcyku03UJSFXZSfk1nm3JBZRc2A4nGDmxLdofDy36e1Cx7Qq/3VmYmK0cjxqLPuq67KNr+Osu4iA43QuXyTxeKOwOUWnNywywSEmLIhggCwKIifKFrSJVUaRZZgEb8CK2OI/ZAV+iqy3V9G0qrm6syT8o2TpillMseb+NFt3lFMh4R8vygNyrYNo2IrYdrJtCllAyyQiVfdABh0XFUUQrJ0gIZKpCILZOu/WDZbVpVUkS6w0jLqGriDdPKy9YBav7fRkKp84PjqCWwPm67wSywmNnGzG/Wyw4ku2opynydN+sAyLqiuSop5eUOsPKbnCVmye+8GkuiXJbXX5wGpdRuWV4Byy32VUgyRVTw3glv8toO9xui2WAZmAyYKOXVuV71RddMjRFrSuVZpspPi8NXAVpjNRLyJBuSfZHU5hcWVjm1Rqs3Qafr6syUm1POyU2M0sub3DyEZcFWxWWAyjFD1JK0DUbVEHUs5SnqejUrK1F38bbe4vMjLniIccl/mwzT6LqdmQnKa5pyok0lfkp6WUG8RRkceJiJEuO4ltHSpfVtBWX4z1ZkGkZEO9et2l1JOUC28UOs6z0m/wARWtTU0gbAnTXircWxLEj6eHKA5kxRNUnrc5+XotRkUWenfWcYfA61iwWWVyHIRW1toqk0vVkWdD8Cqkyrmlzprr3GH1k7fLi+Lz63jr83qLTbE+3KzFelecRJiyXyuOSfpJFZQe0bSc5QGqw5WGGJeYcVpnMSTMlUsE8PiK0Bh9SaTq1W9L1BnSjiTjlElGpF1x9vknGiS5eLlLw7/Vi0pWmdRj2mtahcpxMyLkwTj6PE2aYk0I5C4PrRLL+xLmMbRdW6ZGjy9XWsh3OYUkFVElLl8XLbLl9r3RUzuthTV7NOlVl1p7qCSzaOk5sQ5C3iI+JR5h38MBke1mnpUO1SXlpPT1Oqk5OaamGsDeFtGnOKOJ7+Y/nhhNH6yTUUi/6OamUkp6nzKzSTY5zSMtC25kRc1y5uXYY6DKa10nMOS0w3Uc0dknZ1tzu6onCb8ZXJOqRa0OvUysNOu0x5wwbLE0el3GiTlyvZR+GA5nL6H1CxqSSV/TNKnWpSfqDszPrNjnOBMgWKFtly54l+Tywwz2d6nKjtyvo6lyU4tRl56a7s8P4yjeQ8IdsRbbHHG/mMbqj9oOlKg+LUlU1s5xsTfYcaBSZ+lC6j409pIudOamouoDxpb7pmjIzCI4yTeTR+FwbpuK++A5412dTrFTpv9JJF9hmnTstw5qbEzRyYJVHmx9n5fFyxutDU6dpej6TTKmIJOysqDDuDvEFcEsi3+caIWd7mZFz3h8Ab90BFlWwJccVtEpGG0WyjB2EUsK7wYH5Eu8AEFUJNkGAgqKot1WFZ9N0gEapAZckQe0mSunWjTP7dmBCpvbtIpip50eZ/by8CA3sCBAgBAgQIAQIECACwkusKWCXrAZjs9TCgEir4ahNp/LHGk2JEssZjRfLRZ0E9mqTSfyxxeK2ZPKCEqbJASlFFXqu0Glr3vDCCaKV0T3eKEAyZqSLbpbrASUsi+SwsrWiO2BjlYEuX1oWgOYpdE/PAGuKFdV3gZtrtkn54aUHlxRQHZffDZNE2gqTQqqHeAkmTadcUg1dFdhJMvdESYbJXTUlSxKmMO8A0dVwUFFVLJAOiYkiWMesHcb2t0iOMtZ1Fvyp1h5cRJb3W6WSAIphvErudF90F3hpEUlL9UJAURtzlRd/dDJoatkhAlsrJtAPE82ACSWTJIcRUNNiRIgkJcAMgVVysm0SUYaWykh3+2AduKJGM7TytQ5YvdVJJf5YY2K26Rje1QbacbL3VCSX/ALwMBybtcTUTmsq9MSFBY1TT2aeAPNNVYpWdpSYkRcNPr+K/1YmD2mV6lrR6HJykkMvVqLLOabemkdVyae5RVt7H2k6x0yp6H0xVnnKjU6Qw/Mu2zeRMXDH4CLzD5RZvUalvuSLrsgyZyCWlFx/c/LjyfDttARjm5Gt6WmDOZk55vgG284y5kGYpzJf5LHlmrt1Sn6D1XopidffkGqeGpJWcSbLwEnKGX5f82PVUvQqKxTVojFJlmqc/xVdYFkRbXLcrp9aMetR7LmJaoUxZWl9zpzgMzct6PXBsyPly5fiL+NAYxztArunW6HpXS+npJ7u2mWqqZvKIDMqqDcBUiTFdyIj3hT+qp2n6t7R6lIMUqXn5SiSVSaN1SNDHhKSgY5Y7eG6R1GpUrRknTZMalSaQzKS5l3UnmGxbZXrYb9IYlB0TVa9OU9KdKOVLuovzKOSQ+vBfCuRJzDy/xYDk1W15VdSaa1Zp7UnoF5l3RXpdlZTZW1cHwcxFkuW8M9mnaFVqJR5OiVCo0Q2GdDNVaUdsQ93URxwc3u4vnHWq072fUyUe7zSZFFadZlHeFTR5Ccx4eXL4eYflF7K0ChMJeWoNMbNRxUhlG0293hgOESXbNqNaVqQfTFG41P07LVmUVxhv1il9IGIrzJ+sfai3ntXa0ZoWlJmpaiojUjqaeaVZ9JMcJICYyIDyWxXXluUdi9C0wG1AaXTwRUxt3Nvp7vD0ivpdbodX0w5NMttrTJd11t8ZmVQQbJsuaw298B5+0rqytaf7KwY0m9T3ph3UtQWbbbJtk3GEIiu3xNh99l9nwx1SoVo6r/8Ah3mq3PGquztBc4hTDXDVVMPh8KRu6ZNUyryYzFPFialPIm2RxX9UR9N6ip+ppSeWXlX5YZKdckXWZlvAkcC10x+9IDjE3qF2odmldlqrWFWel+4mMgSNmkuzxWCbNskHnuP5ottVVv0drSpvv1FFnWqnTvR7vdEy7m4g8TEsfAmRbx1DVNEkq7QHaWaNti6o5GApkOJISf4otQTkTomKIl4Dh9Urep621qqQaqNSdDuM2sqUg55NnyiTZDk3y7e3lHWOzqaYm9IyTkvNTk6ygoivziYuuLb8kdouTNLrw3N+VFxRIktqK+cADVu3hjJPHj2myP1qO9+2bjXmqW6Rjp8LdpVKsl1WjzO32PNwGlefPOwBlaAzMkp5GKCqRzyX7SU4XpSdoM3KU5ureiJg+8tkoO34QliniTKJv4TTXpuiyfoxClarNPy4PhMCeHDRSQrpe6KiX8W3zgNuE64qLjhbLGFBMkq8uF8sYop2vUhiSnJmWnWp3un7qFhwSt9u+0RQ1ppcXaK1Mzjcu5WOIssBmOSiHmqX84DULMnBLMnaIUrVdPzD8uw1V6e45M5CwITAlxCDxinvtB1yr0GkEA1moy8irngyK9/igJXezxArimQ3vCgmXFMh5UsGWV4o5zVGlZecSRmNRSDc4mKowh3Jc/Bf5LFdR9Uij+pR1L3OSGl1AJVs21I+IhCij81XfwjAbVqYVWc7AHJDRK600K3HmjPTGvtGScuyjuo5UFdl+O2iISkbWViJLf8A2MU9R1wxJ6rmpWqTDLdHKnMTcrMNNuGq8RzARLHLL9774Dc8WYNW7ueJIb4rgItz8KxkJXVg/hitBVWWmEQyCY5r3xz4ZDblW3P4vDExvXOlXJKan1qq9ylJZJqYPu7l0aJbI4iY7h84DStuOqapjlfmiQ2riitxteMY9rii/g9UqnTZjjuSfDXhzDTjSnxfotsVKxeWIrFponUH4QUlZ1wGGVadcZfbbMiVowWyiqkIlf5QGjS/ktoLbjLl1jFTPaHRXqLOztKSZfcYASaF1kxB9ScwTFU680UUzrueVqgVp6fZlJL0q7IVKWRvw2bMvEvMhDaA6fNfR79I5zWKXO1dntBoUgrDc3PK2whuqqCiEwKZRtKPU2qxRWZ4WJiTbeW4BMhg4o++0ZymGga41Q4RoIictuq2TdkYDFSmgdVNaLqelnn6S/KzzrTvEceLiCokJOIS4cw8thTyvF1q/SFZn3hn6E5RpB5ymzFLdR1C8D2JcUcfFze+GaLqqYplW1OWpan3iXk6qFNp7KNNAbnEbEh5tviLmX2Rif8A0SqW6MiMjSKvPOzoPIwDDIrc2Sxcb8XUf1wFFS+z7UQVWlz01Uacy9JjLI67LI8GaMhigk2XKeXxLzDEiV0RqSVo9Lpjtcp5NU6rDPMikqXOKOuGoqt9l9Zbz6fOLprX8gU9LSztLqLPFrJUc1cRtOE+g5bplsNoYku0UZhuukunamCUhgXDvjYzJdm05uUsd+bokBRl2b1KZmVn1qUg+61UJyZ4LrTvAwmcchLFb7YxJlOzwpHUMrVkqLDIscBtsJWX4K8NoMeEiISIor9ZMk84ZreslrjdIm6c/MSr8nqWWps2y3NCYOZcxcw8pDiQxZOdptPfm5lZekzE8LLc040rbg2c7tyuD/wfhLG/jxgKyU7Na5Lzcsy1qeXRmUl5uQlw7h0B8ssi5+Yk6X8/lGo0PpJNIS0xLMzLa8QmyCWZEhZaURxXESIrX84z7Ha8bIOOno+fbaalJafmDOYAlCXeLES+ZZez+uJkx2oSUxqWbpjEir0vLvOy3GbO5k62GRJhbYfK9+u0BXy/Z3OtSMmD1aYdSSnZua/cls+9XRwfFt4y3+caPSGi/QsyFSm6o5OuMU9unSqIOHDZArpluuR/W2+yI/ZrrJnWS1AUkmJfuaNqojMXK5pfEhIRUST3RBWaqNb7NtQVJmqPyM8izPdeEo5y/AIhEBEk+rzflQG+LigqIhqSdYBk4goqoe5eUc21QVbSh6AmmKrPMq9PyTU200o/jIE1kWUU1dr1cY1/MPAzPpRJSrSzR1Bp31MmOIi4w4x7VyLr9b5QHY1/+Lb2/Z5omst+q9vw+1HJ9N0QV19NSD1dr1Vdk6eqz6u1B3gG9MkXCEW/ZxES/ixtezyqzE/pZk5tMn2Xn5fi/wBsFt0gRf1QGmxbtuKpANNuSGgfAhJXFxtAbdE0LhHe0Bn5pF/og0ov+LppP5SXWBDk0n+zikl/7nNJ/GZWBAbmBAgQAgQIEAFgkg4EAISfWFQkusBmtCWSSqo+6rzX7RY0OYRitPVGRo9Mr87UH2mZRutzFj8+YhxH6yqpdIuNPanotenJiTpsw6UzKiKzLD0u4y61lfG4mKe5YDRWSGwLLL5QLKqbLGUrmtaDSK+1QH3J70pMMk8xLtSTrhPAPiUbDvaA1KOBh6zlWFI4OOy3SKXSdcpWo6UlUpM+3OSxEoKSbKBJ1Ek8lT3Rco0Fr3gDQhX2oGQfFDDvq2yJEKwiqrZN4q9OVJqv0WTq8kxNMy7wqoBNMq06litzCu6dIC6N0EWy9YQ44YpfyijrNWbpU7TZd2Sn5hahM92bOXYUxbLG+Rr5B9aIuidZU/VkrPOy8s/IrJTrkk61MqKFxAte1lX3pAaVuY8F8OaFq6zy86c3SIo85KIOARN8tkW6xVlUpeXqT8kjLz7spLLMTKtB4BXoOPUiLEsUgL4HQJFXOAJgS2zjCva9oTeiXNYDL1L0e2TgmndyzuhYqRD7PMPtQWrdcpQJhUTTVYq6NSyTb7smjZAwK+HLIh328oDeQIyBa7pwVdZJyTmxabmWpN6YVBxZfcEVFokvfLnD9L5Rq8x9q+UADW8ZHtPVz8FnyulkmZVf5YP80axFvGU7T1D8D51b9HZVf5ZIDnvahqOuUfVdRlJbUlQkhWitzVMlGWhPiTnFURa8K8q8u0Nt6w1Cxr6WaN+o8Fal3acleCXq2ia3IREcceJ4Xb80dC7tSGdduzbUtNuVb0bd1WnFVAZEuUVH4iLK376IbuvaU7o6e1MxJVTusk+4y+13ReOmHiXD/wCsBC7JHZ+dkJirVDUtTq3rXZfu0y2IA2AvFwy8Are2O8ZHVjw9w7UGJaSnnZicOUWUvKOevxRsSxLHm5hjfVPWMhJytMJmTmZx+oSRT7bIYgQy4ihGZZL1TIdvnDE5r2R4gNUil1Oq3blnHilQT8XGY+jyFeYi8yRPCkBzqYqFcqWnXKbMBUfSCVIu9d7SaOScCxE3wCEcmw8P3jzRG1K/WQrtOfflq2KegZJJ/wBa532YMXSImmHBtkeJZEPitHbZKoJMzE3IWRl+Qcwdbt7Jcwl9hJC6lRZKpPyLs4HE7lMhNMom1nB6L+uA5PXX6hMy2qmElNTTsutQpztPaelHb4CTZOWy92JRLD8MV1rPTD8zWGF7xMuNNNSruDkmQerESIsB/NnnHY1cuvt/lQq9/P8AKgOadjDFdaOq+l2JjFeBw3Zht5oiOxZDg4RWX4iEsSjM0PTFVl626A0yrsEtenZmad4pcNyQcQuURy8Sljj7V47epXgWRYDga0PWjtH04jctV25qTkwbdZmWjJHHRfv9IJoTZY47844xKolN1BKdpszWZrTNQnqU9WJnhjwsDl1MG8ZjxesHISGy+HxR3FVDyVYK/ugOD0+i6glkqc1WKLMyMi7SZ1ue4rw/TZcRp3LLJzl9r97EOiaTq1Z0c9N06QckRmdOy3qlm1Pvs4CiQuiWXw7Zr8UegHmpaZaNh5sDAuUhMchKGxZblmwZl22wAOUREMRGAw/ZlJVdjUWpZmoUF6mS1TmGphjiTAH4QRC2EtiyuUbtsrqSwX14SBWvAOEqrGPn7p2k0RU3/pdN/wA5iNeZIgIsZGo/+0eiqn97pzf98zAZnRujlplVqM/qWhME6/VXp6UPvfGQOIXLt4RJPiiBI6V1O0FGSXpckncazOTpis7yK0/xPV2x8ScT77eUW2nNVPzHoSXqdURJ2bqs7JL+IF69GcuUSHlbLEbwutdp1Ak9P1GakO+Tj8rLFMsN8PHjN5cPNPibv7UBjGOzLV/ox2R7yzLoXdzBnvXFFSad4nDFzDIW/kt4vJHReoqadGmpEKc0/IvTjjrU3MuP/ugR5sseYkUcsbIPNGtf15Q5NtvvrU+0qNNvzKIxfurRliJOb8ty2tDuiNU/hDN1ln0POybUlUHJcX3mxETUcLb5dYDMU7ReppXUUtMMeh+5SVamKld3i8fB4SyHw4jbKJPado6uannRKm1GnsMJITEk4j3Fzu5jzCQ+IflsMaGua8ptNrLNJmZeYRXppmVV7hciG59GI+0X5SdIy3ZtrSYerFS05NjUa7PSlVmm+InCRZdhshFsnPD/AIt4DOOaW1ZO6rqOncZBlZjTcrTpqc4LnB2JcuEXtFjjsvxfVi7q/Z9XJ6fnSKpS+KVRmoytuLZVba4OLhDvzD5j4Sizl+1qmvE3wNNal/G23nJVUaa9ZwC9f7XLb+N7MTZztToEu5J4ZONvy8vMOmn9iF/6Pl8RfOyLb5wFPT9BTci9KrITNMRtiQm5Qm1ljtlMEqkqEpZbfbvFe52X1xTp823qGRYn6ZT5eUkn22TTEmjyzJM+a/S21vfGppvaQzPV3uTmn6hKSyVNylJOGTajxxHJRxElKy++IJdsFOOmVWfk9PPzTdMACfAHxzHJ3h2JPZXzstoCO5oCqzmqi1CVVYZn1EXFelWiA78Lh4+LEh9rdLxAp/ZJVklai2Op2OLUKP6MmD7ofNvfi24ni3Lbpv0i+l+0iYGqpIzekZ6SFuoNSE09xQMAJ7dshUfEO45Ltjfziqn+1ZpaXVnaBS+PwpGZflXldJEuyWJ8Tbl81H4rQE+a7ParUXZkvwkSXSYlpNhxGpW1+7lf4vCVyunz6xptDaPe0nJz8stVWcbm5wpoPUC3wck5hS3lGHr+va5JSlLl0V5ieOnpPTcrK+v4jKkI8pYL6xebl2iz/D9yn1ipANKmXP6byVPxcm+QEmG0VohHHl6cyQDMn2OsyslUAa1E61NTgNCT7Upw0dwd4nrgE0Fy/hXYdoc/oSyayfo9+tzDsr6UKpcA5NnhG6Q4klvg5vDCK12nvyNGmJ52iNuLK1SbknOG6bgBwPaVQHIVL8nFPNY6LQ55KnSpOfsCJMSzb3IV05hRdvzwFbpegzen9PN0iarMxVQYDhsOzAihgCeFFVOtozE5Q5PUmotYUKpKSSkwEkRKK75CKEn+KN8/5q3+iUZOjet7RdS35FSUkV/iuQFYPZ5STkJyWmpqbfmJmdGf75cUdbmAHBohS2GIhtbHf5RJb0akrU6ZPjVai67T1dDnRv12fiyEU+qPhxjWNIJc6HzecPqjY86Hy+cBiJ3s9pE1WVqiv1ZpzvvpAGm5uzQzGOOeNvdDZ9l1BOkzNNcnqu4w+pGqHM3s4Ro4rnTc8xHdb9MfnG3EATNePfGHRNtEDzygOfL2Y6fQzNZusibk43PmqTvimA6H4YmfgBQhamZduYqrUpMcRVlgnCRtsnPpSBPIiuv542K8P6T2yhCkzwxLieLwpbrAYSY7MdOO091t1am825KNSLn9MXPoG+Zsf3sTw0Fp0Jhx4BnPxhLPtpMOcI3VHEnCT329uNUBKQ+qTIShTZIK/CowFJp7TdO08+fcxdJx7EFcffJ1xRTwjdfIclgfgvIzsvU5J9i0lPOcRyXacIOZfF058S9pIviJtTA15SGHVJzEjXmQoDHzOhtLTUpJSUzTn3JeQPiSod9eThF5KPP7P6ofmNH0J6o98Skr3pXAPicUrcUfCRDexLy9SjRIIIajgaQEIURRyJFgK4qLJg7PTMsPdp2exSYmG9iLEbJD9LpCU2ny8hKM4MMAgAl/KJT3uT2OYzOHGDMW0uvN7MA2rJERIiJbK8SJZlGkc2TfeFDYkQhRbKkHdPcsBRTqf7MKMX/u0yn7OBDk4ifhHRC/4OZT+b/mgQGzgQIEAIECBACBAgQBLCS6wpYSXWA47ruQ9KaD1JIOSFXmuJqTb0cn40xzAXGD8nxRmaFpjWtWpGppEdU1efRuTAqXWXWSlZtZgCIu7kXicH/SjrOmpvuTeqplZaYmUCsOrwmAyNeQOiRFldfys9pyiVOmUyYmH61n3SUMxbLlyvkS7J4f1wFF2U1OugslMVih16XfrrRTDgOOEcvT+CKDw1yXlVxcj/fRA1q7UW+3rTNea07Wpum0+mTUvMzEvJkYo454RTpeLt/tSp7tHlp+l0h6bvIOVGbbcdFpZeXbJRMubxKiiWye6Lf8Lm01DQ6Y1Tpw5aty6vSs5yoytm88bXvfH5QHIKVpfXNMbWsztOqEvSaxqp6pVSlSn06SZDi0JYl8W5CkOJpvXc3TtIS9VY1A8TVZne8cKaXNqmEJcJp4hLmLw/WtHdKJUZWozc9JECNTck6gOt5X5VTIDRfNCTdItQaxvzKt/fAeauzbTmuKdOUJKrRtTvotPn5ar8Wbz8RLwB8fw2hNH0lqhdOdnctVNOVp56nPTfphEm7HwSUsBIs+bco9K8ERDqsDgCQQHnam6f10xQNAy72nays5Ra449NLxhX8SuWI5Z83iHl+rEfTmh9eymuirc9pRup0ha/NTCU+ZJhDAHscXxLLqOPRY9JCCi4O/swtAuXWA4r2SaL1TQ9fvVOosH3DgP80yrauI445fFHWyyeH5ujkMdBZYmaXq+uzCyz0w1URYfl1BNswbwJtV8vCK/vljVIKJCSKywHIzoGrHexytaW/BokqE45Mo2ne28URxxTRVW+3W0ajUFNrFYlqA0zIssNpPsu1Zs3BIxabRTxyTxesEY26r7oQtvLrAcqrOi65MVWp05kGkplSrcvVjms/Ws8ImyVu3mpK3dFunX5RsZCgzUrOjMuamr0wiFfhvOtqK/KyBGjIt/FBEu3igG7D7yjJdqQZaKqnyEP54xr1MreUY/tU/rBrX/NhP+MMA1LS03TNcVOp92WYZqckxwbL7bCFkH1b5cv76MzJUnUw6F1VSXqA81OVSZnHJb8ZZ8MyS45FfbH2o6e1YmGzXzSD9X9T99Ack1LoepajpGn2q5p8pxuRpxS/dRnBZNiZTEUfE06pYVsnzivd7M6624682DT9TnG5JfTHe1Q5J1jEXCEfauI/vo7Spj8UFkHxQGeokhN/hhXK283wpeaRqXZH4uHlkX5yVP3saX95DKvh8YQlXx+MIB5b3REXaAiLla6WiG7MoK2Fc79bQ8jjaWRbiipe6wEi6XteErYV6ww0+BmoiWRJBm60iFdVRU6wDxc3RYQl7WvDfemkLHKB3lpUsiwDqIqj1TaEmp/KGVmQRdr2g1mmsr2WAWtyTw2hKJZfEsBl9o/BdPthxeu9oBtRS3VYydXFfw60/ZdylZtE/k/8ANGwUFt1SMpWuTW+mT/4KcT9Sf5oChk+zWcljkVd1IRDJVOYqAIMr1V9SQg8WyesWDpPZPSpWizlEGfMpF2UKVaUJYG3gQlvzObkdvdtBNazmJfTUnW1llmH6tPuNojrxYS6IRII4iKr4W+iCpZFDJdotUnmdOJQtPy7x1uRmJoe8TitI0rN8k6b9ICwe7OEmimUmq7UXe/Ni1VLAC97EHUNE/wCDv4dvKL2haTSl6gqFSGoTBy82ZPJKKqI2DpY5He+RXx9r3wWlK81qjSUnU2e9STdRlkMbLZwFL3LHOqlNVaY//D3NVBa/VGZ1lubPvTTxZri8o2IvhgNdqDs2l6vXn6w5WahLE5MtPgzZs0aca8KiRDlb6vSGqd2U0yRrq1yVr1VYqJzb02460rY8QnbZASY7hyptGb7VXOJUzqSOPTDNDpATs1KtVZ+SN0ckyLFvxbDy3iFUq/UHH6jqOXWYl5+W1JT5Ony6qW8q40zk1j8+I4pf/SA29O7M6bJMU8GK3VrSTUyw0uTewv8Aj9iHaZ2cUKmuS5yc7VWCZl25U1B9fXtN/RCfLtj0uOP3RK0ZNvDqLU1Gy4klITYLL/V4jaGQfvSVfzxpv/sYDIr2cUdTz9KVtD9KFVb97/3Qo2v06fKEr2Y6eckJmTmJqqvBMNiypHM8wtIWWCLbpfeNomXxwtMvjgMnMdn9BfmnphyYqym/OMzpfjhbus7Nr91okMaE060E02jc0bEwLquShvkssnE+kxb6JlGlXl2hNrbwGTb7OdKDLy4hJzQnLtkDMwE88LiiVriRZZKPKOxe6I1L0C0+1Ug1LMtVN6oOsuKTDZS6AjIKDWCiWQqKJeNvlf4oNB/KgMez2Z6SlxQZejqynGN9VCbeQlcNLGt8/a9r3xrJSVl5KUalJRkGWWhQAAEsgp7kh3L9KCUvzwCXg9USxkKcJf0S69yD/U6S/wDWjWPK5wCjLUxB/ol126L/AFNkv5z0Bcij7YIKiLiKXVOqQtUcRG1IriK9fdEhrgmpWFRxK3WFI43nig7QDHVFyOyW2RfnDYskPRRJR6Q4rjGRKjakXhssLJ0RbRRbREXZYBpRcULEkEou8itmKY8u8PpYRVLESDCmcS5Satbn3gGZfiC2oGtktvZYDTRGBohEtt0gNKgOOIooqKVkusGswLYEqoKWW3WAaVgwQxPZVS/WHkR1WVBCW6DtvCSMXDRcMstk3g1c8kS1toA1W+6kIr84aK5jbbr1SFI4JIiKjdsb7wdvVCiINlS9xgEgKihITl0Veiw6Itk4qAuJW6jEZwjGwqiYrDrI4upZICayqCAIl7QosbRHfNwXiEVTFBvDauOq4CXSyjeAq6ltqKifN1/9iS/+UCFVP+uLT/zemP8Aw7kCA2sCBAgBAgQIAQIECAJUhKwuErAY/Tb0xKnqtyWl+O8FVXBvNAyVW2/NekZBug6+kezCmacptJp3fmjJuadKfxXgkZEXDJEuKre0WNfrM/p+g9oFapkis9OSU8jzbO69GGblinix62+UZ/RXbBTnxrVYe1DKVuiU+TGYdGWp5tT0uWeJI4zfwp8SQEis6e7QZnT1Io8tQtMpKMtn3uS784DWIl6ljlTIgxxIvesX0zTtWPV3TE53WmGNJaJJg0mMEJw2xEkEbdEjQ6Y1TT9Qzhy8jLTw4S7EwrjjOIYuhmKX9+O8Zbt51rO6O00ExRwlXKiJJMkL+K2lmyHjEKL1OxIifMoDR0OmvjqyuVx7kWc4LDLa+LhtjsS/apF+aNI3xk8e8YWu9q+laPK0p5x12a9KyKTsmrGNnwXHwKSpct/D126RCp/aDMJqDUkpM94nGqWjJJKMSFnkR4vVllniQ49ekB0HI7EGfNeHMj5gz5rRzST7aNNTVIlauUhUpYJmoHT5IH0bFZhwfEYrlbhp8V/uhip9tuk5eSpc3JhMzK1Jlw2m822i5CxUUyXFTy8rpAdMzc4o9YUrgJ7z5ub6sc5//EPXatRuySp6goFWmKZPSQA82bSDc0UkHFbivxfKMtR9dVWj6ZqWuZuZr1WpNLYRqcp85wgeV5eEvFb5R5eYtoDt3ELiJl1xhBuOYlfpHPHu1c2abLTs3pGrSITUxw2HJsm22zFW8wPLJdl8PTYtoiH2zS0zLaXOkaVqU+mo2ZhyTxfbDEmUu4J5Ltb3wHT0cd4nx80S45LK9tMjVKdp5aDQ5qfqdak5mcGR4giTbcvs6hr5rdLCm2XyiLNa/flu0F9yYkNRIn4K+k0pSvNKiYl4eGm4u326wHYv3toH3x5x1t2sOai0dL6jkHjpvovUkhLuHIzTpKoObuA43ii+XRUjYB2xPDoRdWO0Vo5R2o9zY7u4TitNpfJ15BHMbW8OOXygOvc//wDzGQ7VW89CV6/9x/4iiT2caoDV+j5HULbTTIzSEuLbyOCOJEPiREhntQLPQVdt5SZwFoK/iIEi3u2loNeK5lYUVVS0HIqyUgwa3xVtNoXdu1gRUW8AyokryWFFVN4UQOJkaom6QZKCGioi+5YcyBRvAQ3QJcLolrQlkTVVUBRVteJQ8NBVVBdoAI0pKoXGyWWAbEScQkvZbQay57XPygNqCKq8NzeHVcFLJiUA2wwrbikRJvBkyamS5hZYMnBVEukEUwFvor7QBcLAT3RVVLdISEumKW8k5todGYS6+rWEo/llZLe+ANWCVNlTGCBgO8Xx2+yDB1VRF6IiQSTiEi8qpaANmWFk1577w+gpe8MjMGTnDUEyvExtvZUJbLANmN0jKV8bat0v+XNJ/JXjZiKLGU1GKJq3Sv8AziZT+QKAiz+iqJMzLYkDmLL3eJUW3Fb7uZfSYkK3sWRZJFNN9lVMWrUdthtpqj0zj3k7ubk/4sSvt9n1o6O6oNqiCl4SswQJdGrwFQ1SpFimN0qXlgYkW2uELTSY4h0RBVOkUcv2d6XOhnSCozPo50+IUubjhCpe/wAUbEXi4hAoJe3SFcUxyRERUv190Bmz0NpZxZcXKRKmEolmBcFVXHK+K/EOXxRZzNCo79UZqz1MlCn2Rs3MIFiGJ5OGQIXyhhXjJoU9ywCadTpOntONyraojrpOukS3Jwi6qqxL/if5UREnCVfDZPfCEMydvnaAnIgIOxIi/OEA4Yc+OSX6pEcnTXbbpAbN1GwESSAliaHvtv5QpEJC3W0QicdVRyUb38oS+c00aIyqKhLvlATnCbBLkaJ9ZVgAQmK4GJoqdUWICPkYJngvyQYmyxorIqKin1VC0A4FkWyweN97XhJoqb3SFIdlsqwDU5dWbXxjHcfu/aTWXxbNxBpEqqA2lyX1jvSNo+raj1yjI5E32nzzjLea+h5a4p5+sdgEaP1L+ElIeq7VOmZNknC4HHxyLHlLoXvRYs6RUWp6RZmnAckTca4iszKiLgp80vGA0xLaxkNMSGmj0jzFNO9+J2baMO7G44RCI5bkokKRXs9nNeLRunG+4ycjVZRlylVBHiE+LJOKuWJD7Q8uMB1hJqnrMNJ3ljiuN5h60cjH4kSEFU6TxCbCfYJURTNtt0SJRTzjnMzoGpNaleOmyEozJ+k5Sdl54Hbd3lmQEe6IHXmsW/RM13WIWl9D1ekpRv8AY7JMlLT9RcmlWcb9YzMoXCa6c3iHb6sB0Om1pucKno7KCyc1LlMGPfmzJnHyJEXm+0eWJzdWopSjk4xVpA5dv6VwZoSEV+fujj9Nos4b9D09KysmlWpFHqMlNLzmx6wU4WTthyFcv50OyfZzq/hT4TEtIWnWpD6KoFnLnLkXhIQxHxcv5PNAdjlHpGelWahIvNzTJJdsmzRRNPthRNt+YEP2RU9m1In6DpVik1R1DmWnDNETFbARKSZEIihHut1RPdGlRPcqJAQ+ECA0V1yg0BbHte8S0RbXVEg0Da6qm8BBwFOXhl+aEmApsgfxYn2RN7J+lBiPnAQ3R9QGRJfK/SHGrE6RKnTptEpU5bWhKqKXSASgCS72WATYqlsE+UBCVF8N4BKfVNrQGerC413TvznHk/7u5AhvUC2rml/nUXU/7s7/AJoEBvoEFBwAgQIEAIECBACErCoQUBz+ZopV9da0lufmKc4/UZfGZl/pG7NMFdP0YXS+z2WYrU1WapMM1WbmJAqeqpKiyKsktzyQfES++Ga3UZmkjrSfk/3QEzKtt/InG228vuyv90L1gNTpmtdFBI1udak5iYdlpiVUkJt5BaIkIvNVunW8A3ons0b0nL0aXpepKqLFOmHnXGVIcJoTTEANLbi2KCg/ZEuraEk6rqWoVepzpzveZTurUs/LMuNS31wyFbFFa7NTtM13rEH67MFJt0RqdZR4uSUIieyIRROnKMVXZa7WZupvUfUDVVpU5N0dt5C75xkmCyXKYbL+xlzDywEUewuinQZTTk9XKvP0ySZJmWamBaNGhI8riWHKSeyo2i9neyanTE1XH/wgrct6alWpOZRl4RsyHKIouO3Jy/f90OdmNaGQ7PKWNVmKnUppwnvxjgOTDpYvF4iFIT2hzg1Sh02oSMzV5FW63Js2VXGOJk8iEJCvVIBiV7HqAzTJOQOsVU3ae+29T31NvOU4aYgIDjha3iuK5fKJdb7KdM1tkJSoTlSfaRom3WyeAuKpFkprcVxNV3uOMU+v2wl9Uo2mokZnynJadRzLD0fJtl6wS5ubicwiNvairqUw9T9bHMUuspMz8m/NLNO5Yd44gETEmIZcxJ8XljAb3WOjKXqvTT2nKoT3o93EXW2XscgHwjDNZ0LR6jo4NJ1J6pOU05dGTtMetMR6CRxz/swdaenJFitSBJMVvT5T3FZmzcyUTTInRLwuZFyqnw4+UdQ0DUnKjoujz06eTz0qKl9brzffAV1V7O6BWadR2J9Kkq0ZCGTeWdIXRRRxsS+1tFbI9j2kpMaYkqlVlfRSvJIY1FxOBxvpMftjorjqCft/DCBdzc9v4YDBSHZLpSRp9LkZeTm2gpauFJvtzbgzDXE8Yo5e+C/D+uJ832b6Smp4516mmj5yPo/IJhwPUfBsUbBwhVcfdCDJFS6eUBipzsp0XOS6S83TjfApluccM5t7iOPNIotkpZb4+ULleyrQ8qUyUtSnWVmZnvTmM48go9iqZpz7LzF+eNhxdth3gcX3By+cBFoVHkKHTW6ZS5cJaSa+jaFNh9qKHtMO2ja8HxU1/wDmxsRS9uaM32hM30dWf+Yv/wAwoB2mCR0+XIysnDFUt9kSGx81VYVQ1a9FSeQXuwi/xYko5g2JIKLdICMYIFsVVfOEoynmSpErjIQ7CkKQ+uyKqwEVRFRspra8EICIlZVsu8Sc03TBLwyriqllt4rQBK1kIopGm8MnK2O6GSoi++JQOGtlVRVIJ91bFgI9YCILXNuiqkKVkEHlRb/bD6OXDwje8FkiJeyXvAN8MUK6b7bQhoMhtjb3rD7jpAuRIiJbbaFcW4pZYBomxRMfckEbQqN+Hy23h7MlcUfl7oLjEpIJEiJ0XaAbbQe8ZKi3yiw+aJEFD3VfPG8OyxOKSqS+zeAkqiWjJ6lXHU2jy/8Af3k/7u5GpVFtGU1cuNd0eXn6UdT/ALu5ARah2jUWUmawx6Kr7pUdRSdVuSvw8hy9+/LvtF/Sp1ipG8MsMwiIy29xHGlFshNLpiXnHHqxTq632k17U6ad1G6ycy07JSzTYkxN8OWJssxy2HIuq2+yFV6jaufpmqmWKZUJdypS0issjTv0UwK+tRvn5YDtvDQjyIhsqWRMkhwBl+Kom4Od+mSf4o4hqbSU+2T/AKIo03MMPU9Upvr1/pfOk6hK+WRcviHdPDjFTTqHUqjr6tN05hwqhJ6ilXHaqrw2YaFpsnxxyvvzJb28vlAdxktQ0ao1ebo7BTazEpfifi7gj+kqYrDpTUuFWWQSWmABJfjFMrjwvFayrl4o5Vomha5p+v5Kp1ChlKSmE43NWmW1ReI5k2VssnE5fPpl4Yse0Gi1iY1jVajKadbnJeb0/wBxRXHhAH3xd4goQ9cfKA6Qr1P4N1m5Phh/wo4rFVMailmNYyenEkUUZ+SdnJea4omHq7ZDb7xjis7QyobejZWoUEHphK/mouvJ+OG4wXEUvIRyxEU8PKkaCm6N1hIHS2O7MqrUrU2+Gs3yS3eSybY+IhTptAdKrmqNO0qjzNWmKnLEywqiZAQnYl9nxeKINT1bR6bOSMrjMzizwpwXpMBcaXe+5ZRzf+hpqZ+mVWROmyTKTdMlmG0V4f3SwuXhFLYl7JeKFao0brKrLMItNpcj3iVY4XBdw4fCf4mJbc3s42t7UB2Fqq0k5/0ek/J9+/ufjJxPzQmer2nae/wKlWKdJO8vq3phELfptHOZDSeph7QBryiko0c2486HeOKGKt49CTNHfrCWMVnaPRqhW+0pyRkJSnuuTum3JJyYnGyxYzcvcSt4rezAdXOvafbrAUo6pIpOn4JdHkVxf3sR29a6YdGYCn1mnzj7ImSstPpkqh4kjmj3Z5qtK6E62/Iq1Kz0lNS5HmPERhsQxdRE5nPFzRH0hpuuTtSceUJaWkqfqOdnG1dZdB+YzQhHLl+j5r3gOiynaDpladKzdSqMnTSmBVwAdm23FNvLHNFHdRyi1kdU0CfqhUySqcu/NDewCXjt4sffj7Xu+cc80n2f1ynTukwqKUabGhszbKqKEuQPFltkPlFhp7s/rtN1TKVh2qUx3ur80VkbP1wP/V6NKO3h8UB0Z1U4OXnGOd7yXaZPJKkAveg2yDPwri4fWNc7s3dekZR1lV7TXFE8XHKGoiq9PpLf+cBT6F7QKRPaeCdq0zw6iEqUzODLy7ig2IkQ36F8MTWNd0as1aksUetyTozc1w147LvrE4XEHhljjl5xltKdmNa0vLTbMhXZbu1QlHJacbWWcVDdXLF8eblJEPH97F43oioM0rSUo1V2QLTpgYl3VMXlFomx2y22X5wD1d7TqDJaYqFSkknZspbhqItSTmLwm5ghAVtwv7SxJZ1jIBVqp3h9WZGn05uecZdp7oPtiRFzfWH5JzRmZLslBimVFgqurRzkpwXDlWuGKu8Xio8TakoquXw4xYzWga5NVCenn9VzKuz1I9GuK1LomNiI8h5tuYi5euKwFofaPpeXpjk9Md8aBmdGRfaGVJTadcVVbzS3Urjv8/lDkrramTE1SWJaafkUdqvcnmnaeW5CJFwi/tZed4zLfZXMNyU3LhqFW+9zstOuYybaCDjPRQT2eifmizHs4nEq51L8JXeIVa9L27q3s4jXDQenREgLEu0WnTJVkZWWn2JilyyzH43IFw8SPFvw82/u+DeGaN2lSno9XKn+MVTv/o7ulOZLPi8LiY8xfDve8QZnsxJ+WqskurqvepKbszgjaGpq6JZEXVbIOIj4cYNjsqp8tNPzspW6kxOuTjc828DbKcN4Q4ZKg4Wso7WttAOVbtDZSRrs8zMVdhlmjsTjbPooM5cXFL1uJFzeHmRfDjFzM9o1Ck63JUp8ZhUmnmZcHuTmN0MhURyyIfeSIqJ74zWrdCVx1mpuU2Yfn3qvIpTZv0hNCHDC64u8qcxZEXLE1zsup78+lQOtVVFV+XmgBCbVGnmAQQUSxyx26dN0gL/Seu6XqSsTtOk2HUKUzUyJxtU2K2KiJZIf1VjV38xjGaZ0DJUWuFV25uYmpjgk0hzCopIhLl1QbrzfFGrmGlcxt4R5kgHiMUXxiv3waGJBnkO20RFZcvcQREv5wtG3ERAQB3XeAfAxNVQVgzE1ul16RHZbJtTVBTr74lDZRvsi/bAZnU3LUtL/AOGP/wCLMQIPVu1Q0v8A4Y//AI8xAgN1BpAgQAgQIEAIECBACCVIOCVYDHScpL1DUmsKZNsi7LPDLA4BJsSKzvEif0nS6kdNmKok3NzdNT8Xe7041iXx4gSJl87Qqh/1+al/JlP2ZRpoDM/gtQ0rEzV+45Tky3wn3HH3D4gfCSKSoqbrtbzg5DSFEkWXW5aVUOMxwDLjOEXD/tYkpKQh8kjSOAhioqmywxKfR4fBywFXp3TNI07J9zocg3Jy6lnwxIyTL37lBV/TVGrjDDFdpzVQBlcmuNviXvi/SCgMpP6C0hOzzc/Macpj02CDi+6whmmPh3X3QuX0VpaXrHpdjT1LaqGSud6GWTi5r1K/vjTQIDMrpSjM8dqXkJeWWe/dZy7atkafanSLVqSl2JRpoGxaabHEARNkSLFUhLvh8F4CO40olyktsukOCwIuK4hLf3Q8I/ng16fOAYRtBcVcdlTrDIgaNrYbb9Im+z74QSKifKAhkwfCx+d7QDYcXdF8SWvE1URESC222gGxGyIibRQ64bItJ1lOv4g9/MKNEfhii1WOWmquiF1kXU3/ACSgGtME4Wn6fdtT/Fm/5sWPAcVOiIkVuk3DHTdMPjXQpRtbfvUi1V27a2WywDPAUb/+UGrZKtkRYI5i2NiS3ygimDuqKv2QCkYJFuqfmhfCFBSyLDQvOWupbQFcLK6kqwDvCES2GEutoRJtaGgdcJbq4qJCGniyXIyX7oCUoja9rqkJ4IkqLayw3mVlsS2hTJmIkpEqokATjQoQ2HL3wOGN7oON1gcUkl73svlCCdRUBVLy3gJAMohERJeE8EcDVBsSxHR1wbLlZFXaHm3UJyyrusBJEbpjZMYNERNrJCBUkW2O0LQk8CimUAR9IyGsk/pzpMvdWC/Ww5GuNYy+skT0hpkvdWB/W27APv6p02U6Un+EVLGYEyBWu8jkmI5Ht8k3iDOavoctRJyrSE9J1FWTH1fHwUiX2d/aL2fiimm9GT8xO60m+60dl+sfuN5Gie4Zi3w/WCQ/zfiinkez/WqSFVbZn6K07U2pZtTVHDeY4Q4li4XtEPhLygNnJ6802dCptTnqnKSjdQQjbFDzFMSsvMnw+0vhiMGqZKX1jM0cZWnsCqZLOi6PrCEcseUfEg5EWXlGfmOziqd1Fhmo0mUJylu0gmm5VzgtyxFkPD81IfrdYDfZpPy1c9IyVVFlUHDiqBqTg8DhesDPAi887IsBrD19pFyQnKitclglJFoXn3DEhxAvA5a3gX4ukONa60o9ITE43VW3G5cmwMQbJTUnPAgja65eztvGDleynURU2ryQ6ipYjU6QFNdVZMywxW/EFCcW3tcvTf5RZ1Ls71HO1Gpzg6lp7AzTMk1wkky/sCeEivfFci6W9mA3FBqdN1BTxqNONHmEMgXMcTbMSxMSFd0JF8osUBAcIuuXWM12Z6TmNI0mZpzk+3PA7NOTAYMcPDNbqnVb7xqV6/vYBsxRUErkloMsVW6KS/bBqKrteFHdEFLQDZCS2XG8Fwt8iBLw6l72VFtBqI9clSAashLe6wC9y9IcVN0gGKW6wEY0BOg7woEW2yQokt5QSZW93lANTbRKzGYmyRrtNbIkunoM1t9jwRrHkPhbxkapj/RNkBVbIdDfRf4YIDNs9pzU/QKu/T5dQdlFZQSV5slDiO4esbL6PD2sooavrhxij0DUs/WJlW5OtzMjPpxPUzOLThYYjsXMI4lGgd0BpCYbOXWafmFMmFB1ZlCfb4JZN4lb4t+ZFibL9nWnRcbZVKgQtzjs8AuTh24pDiTm/wASQD7mt54W6U1MaZRlypU5+oIrVQE7o0AljkI+Yl1iqqHanPtSknMyOj0mm3qD6bcXvuPDavbHw7l8MTmezjTYU6RpgBNIxII4stlOOIbYkmLjYrfYF+GFtdm2kRBtjuc4rLcgVOEO/vbS5Lu34ukBAHtOnGZOoLPaeRmclElHEZbmeL6qY8JliOSW80FCjZaIr7GpdNMVVUaFXFcSzbmY3E1H6vujNVDQWipDiVKcaKXbBGUN9ycMeGjP0diy2tFnI/gzQqWgy0/JSko36/M5jLlcL6RVXrkvte1AasTZEuItsukFxmiPAfFFU++zKIj7r7TaKYg2p8uZF4RH60S0DnEr9FvATyME8QQ2T8unUIiTE4wwjhuvsIDaXJUcRcU+fuhiQmpaeVxZWZZfIFsptFkkBZJNNqqWukEsyyhoq5XWGRlSsKJe6dYQLLxPJsuN4CS9MMomNysqwpl4SOwkSbQ07Jqo7rvCgl7GiqSpZIBThtISXNVWC7y2AknDVYDrAk7fO3lCVlwK6cZU8oDP6uW81ppf+Og/YPQILWH0unv8NM/zHIEB0GBAgQAgQIEAIECBACGzhy8EqQGaoi219qEP/d5Rf1ORpYy9MXHX2oD98nKL+tyNFxHPqQD0M/Rvflj+uAbiKqIhJskRpl0lRCQx2IYCffaEKm8IuSXTJNoQThIKFl5wD6e+CLeGkIlXrCVcJUXmTZYB/eA4o47naIwke5KUR5oh4Cmp+aQFkqL1vAVFQesQ1J0y4iIuOXSJeV97QAuiJaCJb7QSqKecHtAEKF74Bwq6pDV1VUvABVRLXukVGp7uUGpiA9ZRxP4pRbe1v74rK/mtJqNlundnP5pQFRoxCd0RSF8+4tL/ABUi1aZJUvddk84qeztxV0NRiJUS9Pa/mjF6jtnFb4a2VOsAStDy4IKL5wtW7p0S8EV06JAElRBJbwBozdqyWS0DDbG14UhiiXWFZZDkKQDSNKNrJdITwuZVtZIcVTuqecNGZoWK2VYA0bJdkXaFqO2N4aFT6pBC6YluiLAGYkiIKj9sEQgQjZLWhMwZEKkJecNuXQcsoB5EG+6XSCSyPA4gWssRlMtlQtoIJg1JUVekBZcSEZb39qIzSqfNeHNvvgHVKyLGU1kSi7p0r+GssfzHI07q7RlNbrZqgr7qwx/lwEHT85Xn+0PVFMdr8wUoyyw5KhwWvVcXLzx3xx2+2KumdoM5pvSVIWrS9a1HNzZkJPMsNDclewEBTlyLzsMaipaPSZ1I/XpKsz1Lm5qWGWmhlcMHQHLFbEi4kmXVLdIra9oWmzEnImzM1hr0LKmEqzKujupDciHIfpCTa/1oCRNdpdLYmJ8nKdPpTqej4zE/w/UgbI5ODf5dPt2ikn9eHXEo7tLdmqfMSlck2JppHBIHWX08JKN0Lb8yxJ01o2hz9HfmFar0vI1f1k3S5xcPWEOJKQ+LL78b80Whdn1PckpaUerldeWWmmplsym0Uk4fgHp0SArJLtEmpWk1+sVmhFJsydWORFxHRUV5hEcreEfaIouwr56l7N5mryRvU/jyr+LjLoqrZAi2VHEuns/riMegNPFUJyZKcqLTs1M96VBnyHhu25jFPLLzi2kdNUyQ005p6VcmGJV5HOIYOWdJXFu4WXvK6+HpeA5Zoaua1doNHrMp+EExKjQnZmtvT7w4Onw8mzYIvCWWX1cY1q68qUp+DUrLUJ6e9MMy3Dddmx43MOTjpDj/AGMfEXvKNRStK0inaU/Bth2ZGmAysugLMrmDfw5dRilc0Jo1hJKbJ6ZQZaXblGSWpnbhtFkjfXdL/wA2Aake0bi6hfpT9MQURqbcaVp7M17tuWSWQUyttYi+don9nGs11f38Sk25ZyXwuKGSkGQ+BUIRVLW+d7xHDs90awnfgbRRVXudJxzhgDn0gCuWIivwxeaaodDo782tJzR24Mu5zSvcoCmIJdVxTddoDE9plKXT2jnql6YqbzzU9Kr9KXIPeubEU8Wx2/epD5a+1G5pelVuSo1LnxqdRGSZAJoxVtCVREnLjyqijzD5e9Y3WoaLTNQyCSFXku9SqOi7hmQ8yLcfD84pw7PNGgbpjQmkJ2a74frXN3vj8XWA51qHUGtZUNTI+aSE8w3JOcHvhPsNi87iXD2FRXljR1ftDn5GeqaJKUyclKQUi3OK26V3SmTx9T+T9aNe7pXTjs7UZx6jyzsxU20anTMb8YE6Iv2QC0dpZEl1/B6nL3HFGE4fTHmFPnZeaA5axrSYo9brsw8fB9W65Ksz6uqymLoj6lzcSFcsitzXxGJjeup+psA1UZCUV6m6plZJziqTJqjgIQuCOWypl4VvHQj0dpZVmELT8gveMleVW/FkuRfnWEJozSSrkmmKOoqoki91Hcg8BflJAZbT+uarV9blR55oWpQ1f7vZvlewJE2MVIV28QliQxZVO39FOl5dPRM1f+FYi+YoNGkp4pySpUnLPufSOtMohl98UNaTLtNobSpsVMnU/W1AcIpB02SnFemSp1MpLeunv6aNKqzUuQlk20RdBbLG0a+maydoYVgpSpSTRFX1lzm1yfMGeBxBxbcPrzYx1aX09QhZeZClSgtumKm2ss2olj4VtjEDUGg6VVu7kbXdSlnyeRyXYb3IhREyQxIS6+1Ac1r/AGg6mpOmZV6dqUkdTKku1FxtGWugqIiOV8ST6qXP9GLxjX1VmNfU+UbclnKa88yyvdyad+kZyxIfpB5i8Y5DjG2oelKNRaa1Iysqh8NHUu8gqeRFci6cuS/DFo3TZQJ1p5JZkHWgxAwbRFRIDnfa/qN5p86E9PN0uQdpE5M94cZE+8PDyizvsmxX95Rhn6yEz2cVOnK9Jqn4EyTjStsCbzZiSCQ5eIrY5Y/Wj0C5KNuc5sCX5Q33gJJMpzcME+WKQHFJ7WM/LzrLX4QBVaSzXKZwpp6XbwPip69rw/2PrknMOUSWNb1CV1E05MaqcnmPwqcpSSnAbw4GPKuQjfLL2o7GxJM2twW7It+HimN4BtIQCaC2mK38CdYDz/S9Vuy9aqE8yBqM7IT5uuLT1yCZF31Yk2I8vL5ZLl4ol0DUtRp+l5SnS4TdLliqahxZE17so8IixF4QyH1ns4ZZcsd6cZGyWQt/lBG0PKKIdvdbaA4hT9S6mrErRCndR1+ReOiTRTnCZ4f4y0S8PLk8Rbbe1EWva51a9KU2bkPTTcykhTnnGFl3sVc4n4xiIpvtlll4fZjvpy2R44qlvD8oc4Ze8vzwBSs2s3KC8Cchoij7JQnvpX5hvy36xJFoEa4awkZVlEst4BDTpOuqu3xQ/ayeXvgMsAORJB3RUtaAyOuPDp9Vv/VuX6fvoEDtA+goH+HpL+dAgOiwIECAECBAgBAgQIAL0goNekFAZanf+0WuBfrTpRf470aYMVG1vKM5LjbtCqqIvipct+px2L5MkG1y8MAvAB3QYJ9oDYJFFEgKOO91VFhMxdWCS6oqwCmxLhopY9IXiO3SGhsSIiXgisHxdYB4hBFhtcVK0IFUVFW5dYGK7qil1gHFwRLXhL7bZguRkiL74Lhqo5LAm0FWbWy+SQChQUTYkVINFT4oZRtVJEFEBLQAYJSS6Iu9+sA6uCKm6QoURV6wwLN20TFVssOsioiSX6wCzRE3usN79UvDhbQBugqvWAQWy3WKytc0hOoir9C50/JixcyiDPIhSs0nvZP/ABQGf7NQz0BQ+ZU/EWk3/JjSG2gqllig7MFv2f0JLb90BN/sjTKm6qqJAM8NUK/VIbJhszV1LiUS+opZYJA96wDKMiQbksGI2FUSHVFRS90WC6dV6+UA0oH1UvzQkm1Jb3h5V5VS0JRVUYBvBUXZIKw9FRIXzXS/SAYjlAMONAQ2Rcfshg2drISxKROsEtrQERZZOuV4CN26IkSFT5Qja+8AhkRbDG8KxVV6Qpd0vZIHzgELyxk9eZpKUkw9msSn7RI1pbpGT18WNJp3+FpP9sMBkKtrrUuntQ6zm6iVPfkqSDCSkouQP5m3ceb9Il/JhyrdoepGp92lDT6M9Py1TkpJx67nAcCZDISH4ST2vqxvZ7TdEm6kVUepsq7UTZ4Dkw40JETfw9PDEJNF6a7kEl+D9PxB7jC3hsh/F16wGHquvdb0WZrjc+1phPQMlKzs1wVd9bxDISaHItunWFTGuKjIz2q3KexT++tTskDSN7k+jwX8LhCJGI+FMkyjfzGktLzUw/MvUOnvPTCokwZsipOoPhygLpHTS8W9ApfrMc/xVObHwwFHolmT1fSpPVtWbL0i25g5YCawJhw8RJtfyosKvMLMdo1Nl5jaXbprr8vvZOLxEEi+0UL9axoqfISkhJtyckw3Ly7Y4g22NhFPshE7TZeadlnHBTOWK7Ze0nyvAc17PGqAVQ7QaKTkmsktSTNtZxcMOAGViyyxyim08GmQ7B6bV6uzK1SW08y+SSqKrzWaqQpkMdc/B2kCTytUaUZVzrw2hTL7Nt4kStMlJcOG1KSrbSlkbQMCIn+UkBw/tSCf0x2Z0ugylNcZocs2w+67KcMWph5XRPAhIuUfEv6MdNpc+r/aBT3peXVlmeo7j8y3y/GPCIrcmXMcalyUacEwdATbNfCo3SFSknKSrjrrLDbbjuORClr49ICai2T5QpLqnWEoqqnyg0sibrtAH9qXg77WhPEFE62+2Ahb3RUWAV1veE4p0RICldN4CH0RIBucHk5P5sZCsko9penyVOsjOJ+tqNdOFycv86MlqM0TtC00VustOp+pqAvu84uOClkyLaFm+6i4qabQTzRm9flROvSFG0vEXIkvjARxcPvNy6dUhwpk3BxWyIq2SHVBVEnFFOlrQTUti3ZQ5r3RYBspkmxQUhwnrh9aAkqhH6zoq3SFLLJ7SXgG3HnUcaRERUX5Qht1xHE3RBUrFEju4ol/O228NJK4rdVveAXxtlUV2RbdIZR9RQyzVEQod4KCigtkvv1gcMEbRs0HHqqwCxLxKRLeAhqThWLa20IQDEiXZUX5wYMYrdST88All4+8WM+iWiSLqKPVLxE4SE8RLZFRYcFpc0sqKijASOIS9YNCui3ghEvOF4jaAx3aL+4KMXurkl+0tAhXaL/UamF8Nakv2w/54EB0aBAgQAgQIEAIECBACCg4KAzEqSp2kzpkq4FSmbIqe50/88aRDTdVVLRnUL/bIfBOq0cF/lii7UFLIUQV2vAPI4NrQWQmiotkiMAOr4Q6QAF0niRR2tASUxEtlTpC1QCS6qkQgRxHlVWi6Q4ClumCpAOqTaItiGD4rY35hhhWVQCWy7rDLsuaiu/n7oCSUy2gFiuS+W0MtTiKDiuAgonSDOXcQN7L9iQlZchZVFtvvAP8dvql/wA0Gj7eVkiG7lmgpdNrdINWjQkKywEtXxFS36J0hgpsUIVxXeGSbcVw+QoNlhXEXJVHGAeWbbt0VIUEwBEgIqpeGHZdCFOa1lhaS9nEVCvZICQZIW0QJ1FRl7bZWyTaJtkx2v1iO/s05e3hWAzfZc6iaBoyW6SyJ/jjTBMAQlcC6+UZXsvJS0LS7YpZj/zjQirlrbpf3QDxOj1FFS0HxiXoiRFwc5lItoFjQETe3vgJIuqh2UYI3OcSVN06RE3IvEqQ4Kmmy7p74CSjpKe9oUrm1oir1RRveDLO/WAdK3VbwpUFUuqLDN7NqqrDQOkSbIqpASSJE2uiQNlHdUVYhuLc0SArhDtASiSG1FFX3xEJ079Vh9g7j1gBnva0AVLpdIUtrqsMmq32gFu7gtvKMh2imiaclDXa1Uk/2wxqiywVVjIdo9i0oyl72qEou/8AywwGpmH+GYbgPL1hkptSAeUB38cY6ta3cp2tT06Gl5+dfZkO/q42+yArL54qQZH7/KLnTWoqRXKHIVmnzIpKVFpHJZHuQyVfZt74C4KZcVF4bn9jSDVxxSXiO+SREmJ6nguCz0ujiZXHNE6dYiVvUdKpFPanph4phh3YClRRy/54C94+xHmEFx15TzCK56v0huWRZufk5VxUFUbfcFsrF4dodmKpR5bPvFXkGlax4ubwpw8vBffzgJ3GLiZKdlXcUt1KAr7iCpK/ayXLbpESo1OUp8oU7OOtsNAlyeM0QUSKFvX+kxrrFK9NSJOvy5PivGS1hW3/AN/YvugNTxzRsrvX5oXmJyZXW/LGJp+sJ2bq9CliYpiSVYk5h/ihMcXAmy8iTlVLYxf0nUlFqz7kvS6lKzTrWxiB9Prf/wBv1QFsJuAC4uqookLRxxUbNSVUhBODw7IiWJYNTRvlUkxRIBKm8pFmNoBG4mKoqp9kKzI9xW6fOHGUv5QD0upEG/64PMkVUtCHMhRbcsIAjXHm6wC3lVAjMVzbXenFXzGaT+TH/NGpm1RG4y2o9tZ6WX3nMp/IQF66hpM2zXFUhl0jyPFSVUSJnAElyU1hDbKoare94BnikLbdxLfaBKmfF3JwhTeJfdxXqqwsG0DZFukBEcdu4S4lfyT5QDcIhK6GKeSpEgGQuViW8OYJgor5wERw3RJtVIlERt9sIM3UK+S79N4mcLJEG6WGC7umV8kVPsgIZcYkyXJVRIAqZS5K6hJlsm8SuA4r6EJogpCyZRRwIkXJb9ICEuZCpIyqDbbeCHJBFSaW6F74sSBtQQENLJCOAihlklkKAioJO54gqKsOSTTraLmi3XpEoQQLpbrCm1FN73WAG6QRLZOkKuKQE6dIDI9ol/wbldkW1Xkl/wC8NwIPtFt+DQcqjapSS/8AeW4EB0OBAgQAgQIEAIECBACBAglgM4ZKPaSKKm3oYl/M8kX6uJiiqnWM3MqqdpkuF/FRXf1PB/njQONqTYCi9IBSvIi42VIHGFCsllWCNtCO9lWEcH1t1siQDyOip2guJZtSRFW0IBpEcvCyAlAkFE5oBBTHKiqKpBd4uuw3gEw4qIKqiIkNlKnkqot7wCjfJH0BE5V98Oi8iIufXytDZskZDnZbQsWkTz3gG3TEPWI3coJx1EQFIbIsKVtw7oWNr7QpWlMbKqWSAYB/IzVQVUTpeEHMO3RMUFIlkwFlIEssEMultxRVgIRPOt5ZZEq9Iel3zNOYbL5KsSSZAk6W8oJGGkBBVL/OAaNxE2RYju43cuqrt/5Q840IdEWI5eM9/KAzPZo6iaFpyCNsUcH+UKNCb24l7kjOdmK56OlRUdxeeRU+x040XCW6LaABzFrJa6QQvZZKpCiJ0SFK3y8q3t70hCtCC5EKKRQAcdS42UN4CPKiLBomS7ol08sYWYDZLDvAMq4SqhXVFv5wpXiHFVtdPOFKFlsu6waAvmgrARnHz2RSVU36QTL62wyXG0STAUXokNuDgV7JaASRijg79OsMcQjVy69PCkOOoC7qnSGRANyBF3+cAauLgOXn1hLpuACkq3t4UhzEOGIqm/vh0WWyS/WAbRX1FMhT7oevul7pCgUbWQYJRVVvlaASvhtGQ7TMV0ldVvablV2/5YI1zgFa97xj+08MtEvKm1n5Zf5YIDGa+0lOak7RXpt2mP8AcUobtNZmu94GD+WQliJXIfZirqOkdXVOmAs9RaX3o6O3TWmmXhT0e6i/Sj+V4tublGOmVvVWnKY9OsT0yrZU+UCZmfVkuIEWIr084iJrLTDFZSjI+/3tSsgd2cMVXHO17Y9IDnFR7PajPVGanS09Kv8Aea7KzjbvHbzcZaaEXf0sS29vKFvaG1Scg1Ky1Hk2JJuqT7jTazg+rZeT1eOyoI8xZJa/wxr57tCo1V07OnpeqkFTSVefkXXJElbdJr6QUUsbqPtDEqS13RZakUZ6uXZmZiVlpia4UqWDCvcokXwipQHPa3pWqysjIN1qi0t5fwdCgI7xuP8AjRLZs+nKn1vZiy1PobU07LVBJaWpXFq1LkpZ1yZe+jeliUsunNe3ijdTmqdMFVn5epSz/Fp0+zJIvdS9XMuD6pfvy6xVaO1q+mo5+iVTjz8+zVJqXaSVlQ9WwItl6zHw+LxQFnrqiVCu6Yl5NmyvpNMvL+MONEGKeIDTofwxn9P6G1VR6nS6hLztOffak3pWa4ydAcf4glyjzFjt7HiyjSSGvqRNpId2k6gqVDvKNZs47sZcQF32Xlipa7W6G9LtvydK1AQOy7k00qyWzjLezpjzezAVtB0LrCn/AIPC8VHT0S3PNI6hOHcX/Dy28ol6C0RXaBqKWrFUnaa6hUxKc421xD5gLISS/Kgc3h9mNF+HlKc1DL0aTZmJl15GlQgUfA4OYnjle2PmiQ12q1WvUTTzVQoU1LS5d8l2HeIxxCUXHgDl93igNW022iN+r6eP60PtWS5eapaOcdotU1dTZ4yp5EIo4w3SpZOGfpB0iTii5tkIiPmlo6GJqDBOmltrqieW0BOZFeHusOCIonSOZL2pt8MjSgTrsq1IFUFdRxuyMZYjkKcwkReXsxq+z3VktrCju1GVbbAG3ya9W8Lokg+aEmywGi2tuQrBII+6Bil9oVaybKkA08N21SypGX1cCDq3S5ZdZp5P5A41ruXD3tGU1kiLqrSaknWecT+QOA0wGGKWtfzgI8uSogIqdEhpTabNRUF2XrAV0CGwCqbwDoOEqqhIiJCrcxJfa3lDYvM7erWDeeZRVVGj+6AJlUbugoirf2oUThKq5Cl/lEcnmyVLASfbCxdAS3FYA1JVNHFTG0BXVUVS0BXWd04a+LzWG8wV4RRLJeAeYPnxVesLI8SJBQUsMAUHK+Kee8KsC3K14BHE5vGsFn9sLQG+toMsR8rwDavn5iipDrSoQ3W0IwHG9oUCiiWQUgHLWTZYI/thCmKJa8ESCq3vAZrtF20g65tyzcr1/wCcNwIR2j/1iT35bR/ywwIDocCBAgBAgQIAQIECAJYEHBQGVnCt2mSC+a0eYT8zrcaHiqghZL3jPVAf9s2lb9aVMp/KNxohaJEQb9FT/FAEj/OiKipvAKY3S6IvNDhNDki9d4acazVLWTngC7w4h42FbpCUmVVFzRUt7oX3ex5ZLDiMJivN+qAZOZVQFQRFVffBsuGaLmqDb3Qvu4pCuDZFxK0BGbmHEupLlvDgzKqSiqoi/ZBJJp5mS83lC1lhVdjVFgGWpgjO1+i+6FcdxCvflv7oWzKo2qqqqq3hw20X7LwEQJh0lRL298GkyQuoqlfyXaJXAC+20NuMXVVRU2gD44Kq+6HAMTTliOLaK3uq3h9tOGKIPn74A9uireI7jXryVLLEorr7oYVEV9d4DHdmSB+CaqhKijOTQp9zxxeoJqKlxF6RTdmQIWmXhVbINSnE/lzjSAIolkRFRICu4jgEtydRF96QttHropXW3RYkucMlxJeXy3hdkQUQVb/PARFJwlW5mhfZCiKyChEf2xI5SW5La3ugHwsccUW/neAYRCVLXXK0EqKI/OHrgQ8RF+UJJU63/PAMuIXCv1hpBIgysapfpElVsqojg290JcNEGyHZPlARVSy5Kirl5QjG6cgqll6Q+bgXSypA4goVlUUtvANYFko2XmT80SJVBEcV6pDfHBVvdLQfFbI8QVN/OAeJUy2hBFt1gxxXrAxFOg3gEGW0ZLtOS+hZ35E0v8oMa0x2jK9oyIuh6lfyQF/jDAVutNET2oZibmpCtJTlqNIWmzIrL8S4qWWY7pYobZ0PXGdRNVx3UDDrzQNNIPcrWaFLuCK5bE4uyl+9t5xSdqlbqWm9bUyYljq84w/TJtxaZKO+I20HFfqiIkWUSaRqn8H9HUupM1ef1WVYRVCcm5oRAbDkqCns/CI+L4oCv0HoKszenw9OTL1PSUWoJT5R2UH1ZTJF60iEvWcpco/WiwqfZTM1ClsyD1fJW2aezJj+K/RI2eQuNc3KXTK/vh+m69m6rqOmKzTVGkTNEWpK646OexCK8v1bfflEaU7XmJmTfmQozyo6DRU0cis/xHEbQXCxxbLmQrXLaAsdQdnD9Vn5iaHUL7CTcxJzUyPAE+I9L+FblflX3QqV7MWWNVO6lZ1K+zUXZ05l1xpgR4gEIjwS97fIO3xJGeomqq7ppuvG/THqgv4ShJd09IZ93V5pvHhkXiHIrxJrusq1L6nkBmWH5ARWVGfp8s82djeLFOZQ8Ph8Shl7MBeSPZskrVpWeldSVIGpKZmZiWY4QYtk/fP2d+sLkuzFqXp8vJfhBVMG6c9I8zDI3bdK5ez4oy2m9WrpluoUhiXfmX5zUs5LyrTyunw8WuJ7N1x+r9aLJ/tWngmKUL1EOnjNCCvFNNuKgErmBJkI8mP1sbwFzJ9mNKbnpGamKrPThU7g8Pi4IocEREcStkPh5hTxRe6w09L6npSU2bqE9LMq4DriS2KKpCQkNsh8iG8ZPtnlSbYpmsgB7OizgPzbAuWB6WPkcuPnjkJfvYp5KuzVLnJysUGUl1frrM3Vg70qoPdmMRFMfJVuq/voDW6g7P5Ssz4T01qHULbqSySyozNAAk2viSwjspecaKXpYy8pPsS89Nms4qkHGcyRlcccQ25Q87RiaRrTV1frDjNLkaI1ILISlQA5jPig28K8uPvHGM7Kdo2vXpJmbKS0y0M3R5mqtXV1VFGF5m7Zb5e/2YC20R2a1WmShyVVrEyEk6zw5hmXm1cWYczQhcQ1FDbRLFy5F4o3dB0lTKUYvSrs2jyPuTBmjtuK4Y4kpomy7bdIw5doVSXVEixwBYpjyyxcRG+IHrAyxJwS9WWXy6RC7G9SFM6ucCYmEL0jTVnEQplxUvnjZsScXl8/CiwHZw6QoPFHJe0HXlZ0tUdTSyT9KaGSkZKdke8NbmjjhA434ubw+L2Yj1TX+opas1iY9O0J6n0mqSLHCRocnGn8crnl5ZfxYDsD6WRIyetttQaUXz9Jkn52HI1znOze/ntGV10SDXtJL/xt/wCi5AXZN5Dgql13WCJsRIUUyS3SH3JgkOxINsbwl6YNQVEEVXG6QCCHoN4STGS7OGkPG8iqnKMFxSUrCiQCVZyEcTvb3wlGrn1VbQsXTAEVQT74CPGmRioptANowhPIpISIqXh0JdLgQovigC+6qbqHKEEEyaXS6dFWAcFVFT67bQi5KipkqQfGNBsSpvjCFeJtCPPqpeUAtFJeXJVSHmhQh5UK/wA4hoa8S4HDnHcRVQjRICZjdLLCUBFvDMq4ZKt1ySH+ZV2SAJUBERLQFEetoWpWSypCVVfdAZbtL27Oqp8hBf5QYEH2pbdnVa+TF/4wwIDoECBAgBAgQIAQIEDzgAiQSwawSJAZKrEqdpdEX306c/nNxo1cPh533jP1gP8AbK0/85KdT9jGkNtvG2W0A3meaLeArqkqpa0OYBkqKsDhgm6rssAgXCXHFNoPiHiaqtrJC0EUSyKkESAqXW1vOAYReI0hIS5QaGu+65Wh1BYFPJL9N4CA2KXVOsA0SKDybnuvVfKHm1RHCW91v7oCq1ff/HBIYJkSWSAeVUhF9rrCRdDzJOkErzHmY/ngFKSqqQry6w2LrSqiIcAnmxVbqqpALXFITutrQ2bzNr3VLwCebFEsV4B6/NZIjqqI45f3QbcwJlZvdfnBpbMskgMX2Zo4mmZk1Rbek5zb/wCMUaBt1xAtbYkWKTs1wSi1ECVbBWJxE3/4VY0pqxbZd0+UBFBpFVFIRVLeUAskURQNk6RJIm8di2T3JCFNnK4qv3wDQiRdbwlzNRtbpEgiDqq2hrECuqqu/wA4BsyFWkBVxVSvDbyqRruqjCzwRcbLdISSpwCIesA0qGq3RbJARvlW5LdYSLoY84kkBHRUkQb2SAHDyVEyhKMmioCFtCkeEVvivWHVmkRVXhwDJS5GKc63RYUDCo4iKS7QtHkRL2SEpMJ1sl4CVZNoSYiq3uURkmXOb1VrLbrDrL+Z442tAOO9IyvaMluz+qfKXVf1pGndfDnTMIzvaUn+19WFTe0ka/rgKXWMrp+nVuiainSqqTxNlLS3dniwycQfV4/PEf0YYk+y3SMs00Um9XGzCYOYbX0iSo2Tn0iiluVC9pYp9eMzFQ1YBU4qFOTbNGTjUqsqTaI0Sl61pzoK8ti5fhiop2qatKUzTtPo1QkqHJu0B+aVKp65wFlrjZHLohCXv+CA3cv2daZl1pjLUvMKlNaVuXVybcNVbI8lbL4huKbLC5LQukPRcxTwYemZQl2bcm3DBhc8sW0y5LF7vdGKonaLqepzbR93Yk2gWSVxiZUQNwZkRUiQr5LjltiKxCl9d1eWk5KnUwaWy/N1CpA7NN8AAzZc5R9YuIqvUvyVgOhM9nmk28/xKbXjTQzb34+9zvD4T8XVIfq2gNI1Wfem52QV96YRpXlR9wcya+jMsS3MffGRp+pdZVnVYS/pylSDDFIl6nNNtsi9exFxGhK/TlyvFb2K1xl7W6S4OySjU6Ys7xBtkbvE3EUTwpjzYFzDAdCXs/0oMq62lLXhm93g/wAYcz439sEsskX8mHGdD6WB9qZOkgpMgICquEooIlkKEN+bm5t40a83tQXh9uAVO0+WnpF+Sm2W35d8CbcAxuiiXVIiVLStBqElKSUzSpRxiUTFgCb2bG1sRROiWiaLpjjjtl1ixTG28Bn00tRmJ1yoDTZZJiYb4DxYcxBjjj9kRmtBaVbabA9OUxFbZJhte7ps2XiH8lY1Fv0oO10+cBnpLR9BlJxqcl6TTmXmQUGzalhFRReWJVM05RacXEk6PTZd0SIhJmWEVBF8WMW2NvDBoVvFARahS6VPOg9NUqQmHATESflxcsPu3hHoShW2o1O3LIvxVvf+LE7k+O8Dl914BL+zSoIonujJa+bL0rpZdremGr/oORrnlTD7oyGv8kndMlf/AH6Z/mn/AJ4DRKwau3tZIHdyx35oczuagRdIZB4zA7nZBXZUgFCw5luKWhSS6k5eyIl/KEcYreNYI3dkVCVPsgHVYURsgqVlhCyxEllREWHEecFEsSqkJNxCdJFNUW0ATUsiAaXHLy2hQy6qtlRLW6w0LyihDzL7lWAROqKoioqWgHmmxQcTBNl63hwWG1G4qI3XrEcRXgt3sWS2iWIYhiPQeu8A26yt1S994Wgii2QYUJbLAW+N4BOCIvS0KuidFXpAK62WASLilusAFW8JNVVPAiwEQoSaGSLaAy/acX+1vX/lJmsCB2mh/tbag/wc8v8AFgQHQYECBACBAglWACXg94JCSBdIA4JbwCWyQkSusBma5/7QtOF/7tOD+ptYu3FbL6Tl5vKKeuW/DnTZL7psf5Mf80XxKwHiS3N5wDbjSoSkJXSCFFNERF3SHeK0q2v1g8gbFVgGiZcF3LO6LAJtzA0xRb9IfV1uyXKC4g2vdYCObJk03dEFRhyYTKXQROxJ8oPjIrZKqFssGLoqiKkA0aARNqK8wpbwwXAdUMSJLddkh5xxG1TbZfOGlmwuiDzKq2teASsoaqq5+JLdIaORPFEAx26XSJfGSyXEtvdDZPii7i4kASSx5XUkSCGXJBK5pvEkEUhRb3haii7wEI5XNpBU0RUhCS5i6Cot0SJqBclgiHyvARmW1Bb4wRkuZre0SFFb3FYZVVQzUhygMf2eLam1QfdWpu/8JGkVFRNvf7ozvZyQJL1tVHpWpvb9/GlN8chIRW5L0gA4BIi4KhIvkiRHRCuvJvEhpx1VQl2Te0KJxBbElG6lARCVUVEMV3hxxtEFFRYQc0StCpSxXS9oaSfIgRBaBCsmxQDjoJzGq2hokThWRd4Wpi4wd0VPNIjC6jYIRle/RIBQtLgi2VV84UjIoPuvBC+ZEnDbWxJ1htX1QEVb7raAX3URLciVLwrhCplutoInTsKqg80GDhZilk5oA+CBCqXhtJQc03S0SkRPJIJEVF3SAjIyREXLZFW/WHhaxLJIdQSVdk2hdl6JbaAQSIqFdIzPaQpJoCr4p/uF3/FGocS6FaM/2g2/ACs3S/4i7/NgDOl06qScutQpdPmyVoeZ6XEltb3xDndGU2f1HIViaUXUkpcmAljYbNrFfKyj8h/NF5If1Kl/+Sb8H5MPq5/a/BjylARnKfTnJliYckJRXmNmneCKON/krbaErSKTfheiadw73w7uON/i8MP2UrKhbecBpUJUQT34m0AmVlJUbupKsI7a2aND0+2A1IssOqjcswyidOGCJDqAtytn4lg0B6wWz6LAEIpkRZbKsONGgkSAN4aMSCwqNkvBoPI4YFZUgJjRCRb9YSezqrCZRsk3KHywTqm8AyO14UjhJ1h0QRVhfDFU6QEdHlTou8AnzLy++HeE2poqql/dB8IfJNoCLkY7paHWHLqsLJgUcul7e6F8ILIqLaAJ9UxTaMr2h2vp4sdxrUv/AJSRp3wVG7Jf5Rme0YTRuhEl+Wsyt/0lgNEbFzvfaALDaJiK2RffCVVSmTaIsRHzhk2XHFFWjUwRYB4mG0IxVxCRF6wkmG1FLHtDfANTIcN/yoWss8KGiAmw/FAP4Niic0Nk23mp5pf3QhWjUwzBV5el4Csmd/VoKW+KANsGkLfr7rweQNu7la6dIJGSE0JMbQc0BE6Aogl74B0HAEhVCTboloUroL9q+UNqw7dCAUVLbQgZdwrEhIiou6QDqvMol1VUgd4b3RDvEY5Z8b5Ei7wspRULPJEgJBvAKJmVoR3hsSHnVYaeUSJG03g3JVCGyGiWSAfR8N1vtCRcBxFxWG3JZd8SRUgSreKFyreAz/aWgF2Z6iRP72TH7IoEOa/ET7PNRp/xZMfsygQG7gQIEAF6QmFQUA3jiowa3W8K6wcAES4pCRTFVhVrQFWAy2pf689K+st+MTXL8XqCjQgOLPDHb5xQas5dUaSX/wB9eT/u7kaTNMOkA0jfrVK6QZNqorzJDiOJj4S/NBcT6pfmgG1DJUXHFU6r74HBRSIrra2yQvi39goJSst7KkAw0yRCQkaot9lh5WURERFvbrCs0tZAVYLiKn9iKAQ4KH1RbJDaMqRittk6Q/xiTbhbfbBcVUWyha/zgCVu17rv5QQtCSWIlvBkTn9rVV+2AJOqv0e/2wDgog9INfksNZPeYD+eFCrnmA/ngDVfesIuJbXgz4nkA/nhv1w74B+eAWmyWiOZLkaQ4fHJUVEbT74jmr4EaqLa/fAZLRAmvp1sfKszH+TGh7u5xc8Sij0aZtT2oQP2qq5+tB/zRqOOacuA/ngGAZUlXYrW80hJNmCISN+cPi66arbh2hSEZLiqDdEgISsLyoQley9Ia4QIbaKK2Ur7xYPK8IqSKnu6RFmEmOI1ui7KvhgBwlQUEUW14amWG0MUFCveJSmYoli3+yEOvObJfdPO0BFcl1FfVqVvOG0ZX2kW14nAZoKkTi7/AChlHUJVVXC69LQDStYiicOCVvIslBUhw1LiLzraF7q3fiQAlrje6Q7lv4bw2l1REzWG3LouzpJASs16YKkC636WiK0N1sry/nhxWr7I8cBIPdIzuuN9FVZP/cHf2ZRdLLbfSvxS6y30hV0/4ve/ZlAT6SGVIkyQz3lGv5sSSBPhSK7TgoVApxKbm8q3/NixBQX2SgDxsN0tfKBwkDp8V4UgN9bHdV6XhWDa8yoe+3WARkiJg2RYQBIxWwESfbBg0CFZFVEhZtiq2W9oA3S5EUt1+2E5irdrfrg0Yb6qKqn2wsGGb34a/ngEA5iS4nbbyglJCa5jW94S+0AboCjCpYWzb3TKAUJWFFRyAp5LbNYWLAWsjfnDiMtou4p98Awh2NN7xLV1tBRch/PDattX3QE+6DQG/gD80ApXwVPGH54STzSpvh+lClZaVL8MYTw2/hGAS6+2Q2Ql/NGa7RHQSnUpy+7dWlFX+ESNI9YQ8Ixle0kR9FSbidG6lKKf8MMBpjdlndrItoUDzVsUXEfdaI4AIKQii2WFWUcERbovygJAugXhX9UBHxFV3/VEUn1zAOi472SDuqFvdUtASUmgVEVP5sEj7aoqqu9/MYaYcWwKiqiJ8oS6RoZEiZJ9kA8j4ptb9UDiAgquK3/JhpOiKqL+aA5mqXFVRPsgFrMiiomC/owfeRRF5C/NEIkd46Llt9kS2RvfIv1QBjMe8DT97BjMKq2xK35MOoNk3S8C108MA3xEvsJL90JV5EXdo/0YeVLJskFdUgGuMuP0ZwaOmq+A0SHVvCFy81gKHW45aIrzfktMmE/kygQ/q4ctHVhtEuqyEwn8mUCA2MCBAgBAgQIArQaJAgQAgoOBAZXWe2pdJL/xk4n/AHdyNT7PSKPUdNfnqlRZllU/EZzjkir1TAh/youPWf2v+NALQUvaDRIbUjvfhp+eCQnb/Rp+eAcskFZIK7vwj+eErxvgH88AvaB90N+t+AfzwqzvwjAAk32hkhJXxVU2hacYeqiqr8oMiO6KuP5oBxFS6om8BEt1SG7Gu4KKfdBKL1rq6lvsgFEhdYJMlhKi7/bU/NARXkS3EH80A75Q0SneCwfXfiD+aCMXf7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</binary>
</FictionBook>