Úvod
Cílem příspěvku je ukázat možnosti uplatnění dramatické hry v aktivizaci žáků ve výuce. V následujících řádcích vyjasníme, co je myšleno dramatickou hrou, na jakých principech je postavena a především v čem spočívá její povaha aktivizujícího činitele výuky. Dále se budeme zamýšlet, ke kterým obsahům učiva je dramatická hra vhodnou alternativou. Především však na ukázce zpracování konkrétní látky ukážeme možnosti dramatické hry ve vztahu k očekávaným výstupům a klíčovým kompetencích v základním vzdělávání. Popíšeme, jaké kroky učitel při přípravě takové dramatické hry dělá, co zvažuje. Na závěr uvedeme některé konkrétní podoby dramatické hry využité v dané učební látce.
Podstata aktivizace žáků dramatickou hrou
Přesto, že se ve výuce metoda dramatické hry občas objevuje, není její potenciál ještě zcela využit. Zejména není doceněna její možnost aktivizace žáků. Podle Machkové (2007, s. 34) je “dramatická hra příležitostí vstoupit do jiného než skutečného, běžného, známého života a poznat tak přímou zkušeností to, co nevíme, co je pro nás nové, co ve skutečnosti nezažíváme nebo to zažíváme jinak”.
Základním stavebním kamenem dramatické hry je situace, která má jak formu (tedy způsob, jak je zobrazována, prezentována, zpracována), tak obsah (tedy to, co je hráči zobrazováno). Forma i obsah jsou v dramatické hře navzájem neoddělitelné. Díky formě, která se opírá o principy divadla a dramatu[1], je umožněno žákům vstoupit přímo do fiktivní situace, obvykle obsahující nějaký problém (konflikt). Vlastním jednáním[2] ve fiktivních rolích situaci prozkoumávají a na základě vlastního úsudku ji přetvářejí. Svá řešení hodnotí, reflektují získanou zkušenost a dávají ji svůj osobní význam. Tak se přenáší z učitele na žáka nejen aktivita, ale taktéž se postupně na žáka přenáší odpovědnost za průběh a výsledky jeho vlastního učení. V dramatických hrách je podporována samostatnost rozhodování. Učitelem předložené situace nemají jednoznačně správná řešení, učitel není v pozici toho, kdo ví “jak to má být správně”. Odpovědnost za objevování nového leží tedy na žácích. Učitel jen provází, podněcuje, dodává impulzy, zadává vhodné situace. Tvořivost, kterou považuje Maňák (1998, s. 74) za směr každé edukace, se v dramatické hře podporuje především tím, že zadané situace nemají připravený algoritmus řešení.
Dramatická hra nabízí žákům příležitost přesněji a celistvě vnímat, poznávat a prožívat působící podněty, ostřit svůj postřeh a myšlení, úspěšně řešit problémy, věcně a úspěšně komunikovat a jednat, což odpovídá popisu aktivizačních metod podle Maňáka (1998, s. 75). V dramatické hře je probouzena jak kognitivní stránka žákovy osobnosti (žák získává v řešené situaci informace, pozoruje, hledá argumenty pro řešení), tak emotivní (vnímá a rozlišuje emoce a pracuje s nimi u sebe i jiných), stejně jako konativní (činí rozhodnutí, jedná). Pro ochotu žáků aktivně přijímat poznatky je významná zejména emotivní složka, tedy prožívání, které Machková (2007, s. 12) vymezuje jako: “osobní aspekt dané věci nebo události” . Vstup do cizí role umožňuje dětem, obrazně řečeno “obout si boty jiného člověka” nebo “obléknout si kabát jiného člověka” a nejen vidět situaci z jeho pohledu, ale také vnímat emoce v ní (i když je situace fiktivní, pocity jsou reálné). Tato osobní zkušenost může přinést potřebnou angažovanost pro daný obsah učení.
Dramatická hra je současně příležitostí k posílení kritického myšlení, které je podle Sitné (2009, s. 9) charakterizováno: “vlastním objevováním, posuzováním, porovnáváním a začleňováním nových informací do již existujícího znalostního systému, autonomním, individuálním rozhodováním o jejich využití nebo odmítnutí. To odpovídá principům dramatické hry, ke kterým patří zkoumání a experimentace (Machková, 2007, s. 25). Při zvládání situací se obvykle žáci nespokojí s jedním řešením, hledají a zkoušejí víceré možnosti, posuzují jejich klady a zápory, hledají příčiny situací a zvažují důsledky rozhodnutí (např. postav příběhu). Díky hře v roli mohou žáci nahlédnout na situaci očima “jiných osob” a zvážit různá hlediska při rozhodování.
Díky obsahu situace se žák setká s mnohými problémy současného světa, s mnohými náměty a tématy, která jsou obsažena v kurikulu jakožto učivo dané vzdělávací oblasti. Uplatnění dramatické hry se tak nabízí zejména tam, kde jsou obsahem lidé a lidské vztahy, např: Místo, kde žijeme (domov, škola, naše vlast, Evropa a svět), Lidé kolem nás (rodina, soužití lidí, chování lidí, právo a spravedlnost, vlastnictví, kultura, základní globální problémy), Lidé a čas (současnost a minulost v našem životě, báje, mýty, pověsti), Člověk a jeho zdraví (péče o zdraví, partnerství, manželství, rodičovství, návykové látky, závislosti, osobní bezpečí, krizové situace), apod.
Látka pro dramatickou hru
Pokud hovoříme o obsahu situace dramatické hry, hovoříme o látce a tématu. Látkou rozumíme námět nebo předlohu. Námět je “skutečnost tvořící věcný obsah uměleckého díla ….”, v našem případě dramatické hry (Richter, 2008, s. 112), jako např. příběh, dějinná událost, apod. V pedagogické praxi je námět vnímán jako ta zadání, která nejsou literárně zpracovaná (Machková, 2004, s. 12), zatímco předloha je jakýkoliv výchozí literární text bez ohledu na jeho vnější formu (dramatický text, povídka, román, lyrické dílo) (Richter, 2008, s. 89).
Jakou látku pro dramatickou hru zvolit? Kde hledat obsahy dramatických her?
Látku lze hledat téměř kdekoliv: v umělecké literatuře, v každodenním životě, v prostředí hráčů i učitele, v novinách a časopisech, v učebnicích i odborných publikacích včetně různých brožur, v televizi, ve filmu i dalších umění, obecně řečeno v celém životě a kultuře, které nás obklopují (Machková, 2007, s. 123–124). Druhy látky pro dramatickou hru jsou velmi různorodé. Odvíjí se od obsahu předmětu, ve kterém je dramatická hra uplatněna. Obecně to mohou být látky:
- původní (vytvořené učitelem, náměty ze “života”),
- převzaté z literatury,
- kombinované (námět z literatury, ale přepracovaný učitelem nebo jiným autorem),
- dané osnovami a učebním plánem (Machková, 2004, s. 23).
Inspirujícím zdrojem pro volbu látky mohou být klasifikace námětů nabízené oborem dramatická výchova. Podle Valenty (2008) lze náměty dělit do několika skupin: bezpečnost a nebezpečí, člověk, hospodářský a ekonomický život, komunikace, kultura, parta, politika, pomoc a spolupráce, práce, rodina a domov, symboly, širší societa (život ve společnosti lidí), škola, životní prostředí a příroda (s. 69–71). Odlišný pohled na klasifikaci námětů nabízí Machková (2013, s. 2), která je dělí do dvou skupin. První skupina obsahuje náměty, kde je východiskem jedinec (např. rodina, druzí lidé, hodnotové žebříčky apod.), druhá pak náměty, kde je východiskem společnost jako celek (např. multikulturalita, historie, životní prostředí apod.). Učitel však častěji využívá náměty, které jsou úzce vázány k učivu RVP ZV, které jsou v kurikulu zakotveny jako “tematické okruhy učiva”, a které se v mnohém shodují s výše uvedenými náměty dramatické výchovy.
Mýtus o Daidalovi aneb o látce dramatické hry
Vhodnou látkou pro dramatickou hru je ta, která poskytuje děj.[3] Příkladem látky pro zamýšlenou vyučovací hodinu se pro nás stal mýtus o řeckém sochaři, malíři, staviteli a vynálezci Daidalovi. Existuji dvě možné cesty vedoucí k uchopení látky a to v podobě námětu, který nemá umělecký charakter nebo v podobě předlohy (literární text). V prvním případě učitel stojí před úkolem námět zpracovat do konkrétních fiktivních situací, s nároky na uplatnění principů dramatičnosti a divadelnosti. Existuje mnoho zdrojů z oblasti výtvarného, literárního či hudebního umění, které zpracovávají tento námět. Učitel by měl prozkoumat co nejvíce zdrojů, které mu umožní vytvořit si komplexní obraz o zvoleném námětu. V případě, že zvolí pro dramatickou hru literární předlohu, má v rukou zpracovaný materiál, který mu předkládá fabuli[4], postavy, situace, prostředí a další okolnosti příběhu (Machková, 1998, s. 128–129). Ať už si učitel zvolí jakoukoliv cestu, je nezbytné tuto látku důkladně prozkoumat a odhalit tak její potenciál.
Mýtus o Daidalovi začíná v době jeho největší slávy, kterou si v Athénách získal nejen díky svému malířskému, sochařskému a stavitelskému umění, ale také díky smyslu pro vynálezy, které usnadňovaly lidem práci a zpříjemňovaly život všem athénským občanům. Jeho sláva však byla zastíněna nadáním jeho synovce Talóa, který byl u něj v učení. Daidalos jej proto ze žárlivosti shodil ze skály Akropole, avšak Athéna údajně chlapce zachránila tím, že jej proměnila v koroptev. Za svůj zločin byl Daidalos vypovězen z Athén. Usadil se na Krétě, kde ve službách krále Mínóa zhotovoval různá díla, námi nejznámější labyrint tzv. labyrinthos, spleť tunelů a chodeb s jedním vchodem, do nějž byl uvězněn Mínotaurus, člověk s býčí hlavou. Aby nebylo tajemství labyrintu prozrazeno, krétský král uzavřel všechny cesty z ostrova a zakázal Daidalovi opustit Krétu. Daidalos však využil jediné možné cesty úniku vzduchem a pro sebe a svého syna Íkara sestavil křídla s peří slepená včelím voskem. Při úniku však Íkaros nedbal rad svého otce a letěl příliš blízko slunci, které jeho vosk roztavilo. Íkaros se zřítil do moře. Jeho tělo pak Daidalos pohřbil na ostrově, který se od té doby jmenuje Íkaria.
Velmi cenným materiálem se při studiu látky o Daidalovi pro nás stala díla Roberta Gravese Řecké mýty, Vojtěcha Zamarovského Bohové a hrdinové antických bájí, Guuse Houtzagera Encyklopedie řecké mytologie. Každé z těchto děl přináší cenné informace, které se k mýtickému příběhu váží. Podle Roberta Gravese (2004, s. 433–435) Daidalos pochází z královského rodu. Jeho otcem byl kovář, kterého do tohoto umění zasvětila bohyně Athéna, která v Daidalově životě sehrála významnou roli. Pojednává také o události vraždy Talóa, kdy se měl Daidalos pokusit tajně pohřbít jeho tělo schované v pytli. Byl však spatřen kolemjdoucími a jeho zločin byl souzen radou Athén. Matka Thalóa se údajně oběsila a na její počet byla u Akropole postavena svatyně. Gravese také osvětluje události týkající se uvěznění Daidala na Krétě. Daidalos měl napomáhat Mínoóvě manželce ukojit vášeň s posvátným býkem, za což byl uvězněn v labyrintu i se svým synem Íkarem, který byl zplozen s jednou z Mínoóvých otrokyň. Cesta z ostrova zhotovenými křídly je autory popisována obdobně, avšak jeho pohřbení je Gravesem doplněno o situaci, kdy na dubu sedí koroptev, která radostně halasí “konečně pomstěná duše jeho sestry Polykasty”. Významné pro studium látky o Daidalovi se pro nás také stalo také dílo Bohové a hrdinové antických bájí od Vojtěcha Zamarovského (2000, s. 89), který o něm hovoří jako o nejznámějším řeckém hrdinovi, který se jako první člověk vznesl na křídlech zhotovených lidskou rukou a také šťastně přistál. Nejenže autor věnuje v této “encyklopedii” antických hrdinů prostor námi známým událostem z jeho života, ale také se, stejně jako Gravese, zmiňuje o událostech, které následovaly po smrti jeho syna. Daidalos byl na svém útěku z Kréty pronásledován králem Mínoóem, kterého nakonec dalším ze svých důmyslných vynálezů zabíjí, čímž si získá uznání Athén. Společnost mu odpouští jeho hrůzný čin a nechává ho dožít v blahobytu. Mnohé z těchto informací, které vychází z komplexního studia o látce, může učitel k dotvoření dramatické hry využít. V kontextu 1. stupně se přikláníme k ukončení příběhu pohřbením syna a uzavřením myšlenky trestu v podobě ztráty syna za vraždu, které se dopustil. Dílo také informuje čtenáře o různých zdrojích z oblasti umění, které se tomuto námětu věnují. Učitel studiem těchto zdrojů získává rejstřík materiálů, který může dotvářet samotnou práci se zvolenou předlohou, např. hudební či výtvarná díla[5]. Samotný mýtus o Daidalovi je velmi starý, zmínky najdeme už u Homéra. Podoba mýtu jak ji známe dnes, pochází z mytologické příručky z 1. století n. l. Dočíst se o něm můžeme i v Ovidiových Proměnách (Zamarovský, 2000, s. 91). Pro účely školní výuky jsme hledali české autory, kteří svou interpretaci mýtu přenesli do svých literárních děl. K nejznámějším patří Staré řecké báje a pověsti od Eduarda Petišky a Starověké báje a pověsti Rudolfa Mertlíka. Z hlediska věrohodnosti a podobnosti s původním mýtem jsme pro naše účely zvolili literární text Daidalos a Íkaros Rudolfa Mertlíka. V průběhu prozkoumávání zvolené látky učitel vyhodnocuje, zda je tento námět vhodný jak z pohledu zvolené dramatické hry, tak z pohledu naplnění očekávaného výstupu, výukového cíle či učiva. V neposlední řadě by měl zvážit, zda je vhodný vzhledem k individuálním potřebám žáků ve třídě. Dostáváme se tak ke kritériím, která jsou určující pro uplatnění metody dramatické hry ve vyučování.
Splňuje námět o Daidalovi a Íkarovi kvality dramatické hry?
Kritériem pro výběr vhodné látky k uplatnění zamýšlené metody dramatické hry se stává nejen výukový cíl a učivo dané kurikulem, které by mělo obsahovat předpoklady k dramatickému zpracování, ale také věk žáků, složení skupiny či dramatické kvality zvoleného materiálu (látky). Ve vztahu ke kurikulu můžeme odkázat například na formulaci jednoho z cílů vzdělávací oblasti Jazyka jazyková komunikace, který hovoří o “individuálním prožívání slovesného uměleckého díla, ke sdílení čtenářských zážitků, k rozvíjení pozitivního vztahu k literatuře i k dalším druhům umění založeným na uměleckém textu a k rozvíjení emocionálního a estetického vnímání” (RVP ZV, 2017, s. 17). V očekávaných výstupech 2. období najdeme formulaci: “dramatizuje jednoduchý příběh” (s. 21) nebo na 2. stupni “orientuje se v textu a nachází hlavní myšlenku” (s. 24). V cílech vzdělávací oblasti Člověk a společnost najdeme požadavek “rozvíjení zájmu o současnost a minulost vlastního národa i jiných kulturních společenství, utváření a upevňování vědomí přináležitosti k evropské kultuře (s. 52) a jedním z očekávaných výstupů je “demonstruje na konkrétních příkladech přínos antické kultury a uvede osobnosti antiky důležité pro evropskou civilizaci…” (s. 53). Jako poslední příklad můžeme uvést očekávané výstupy Etické výchovy, např. “analyzuje etické aspekty různých životních situací” (s. 118). Na věku žáků je závislá nejen volba látky, ale také tématu, které musí být žákům blízké a srozumitelné. Na věku žáků je také závislá forma zpracování, tedy náročnost dramatické hry související s volbou vhodných rolí, situací, konfliktů, způsobů jednání, tedy zvolených divadelních prostředků a postupů. Dalším ze zmíněných kritérií je složení skupiny tvořící školní třídu tj. počet chlapců a dívek, počet a typ dětí, které vyžadují jakoukoliv formu podpory ze strany učitele či asistenta, sociální podmínky širšího prostředí, v němž hráči žijí a mikrosociální problémy skupiny (vztahy uvnitř ní). V neposlední řadě jsou důležitým kritériem volby námětu dramatické kvality materiálu, který musí nabízet prostor pro jednání postav v dramatických situacích (Machková, 2007, s. 126–127). Konkrétněji řečeno, aby bylo možné látku využít pro dramatickou hru, musí splňovat kritérium dějovosti, která je v našem případě naplněna již samotným výběrem literární předlohy antické báje. Dalším kritériem vhodnosti látky pro dramatickou hru jsou jednající osoby, kterými jsou v příběhu vynálezce Daidalos, syn Íkaros, synovec a vynálezce Talós (pozn. v literárním textu R. Mertlíka pojmenován jako Perdik), krétský král Mínos. Princip dramatičnosti je naplněn přítomností dramatických situací, jejichž zárodkem je konflikt. Postava Daidala řeší v průběhu příběhu sérii vnitřních konfliktů: zabít–nezabít, zůstat–utéct z Athén, zůstat–utéct z Kréty, které uvádí příběh do pohybu. Zvolená látka je nejen bohatá na množství dramatických situací, ale také na běžné životní situace, v nichž se zrcadlí charaktery, postoje postav a vztahy mezi nimi. Podle Machové (1998, s. 128–129) by literární předloha, která má být použita k dramatickému zpracování, měla obsahovat životní zkušenosti lidí, měla by se v ní zrcadlit lidská morálka, měly by se v ní zobrazovat životní hodnoty, které se promítnou do hlavní myšlenky díla. Dále by měla umožňovat vhled do dějů a situací, měla by poskytovat prostor pro vcítění se do lidí (postav), jejich charakterů a postojů, usnadňovat člověku sebepoznání skrze druhého (postavu), měla by nabízet bohatou škálu konfliktů, mezilidských vztahů, jednání lidí v konkrétních situacích.
Možnosti práce učitele s látkou dramatické hry aneb cesty k hledání tématu
Kritéria dramatičnosti a divadelnosti jsou důležitá pro vyhodnocení vhodnosti látky. Analýza látky pak odkrývá konkrétní motivy vedoucí k tématu. V knize Vyučování dramatu Norah Morganové a Julie Saxtonové (2001) jsou popsány možnosti, jak se lze orientovat ve výchozí látce, v našem případě v látce o Daidalovi. Zamýšlená vyučovací hodina je připodobňována k cestě, která vede k porozumění zvolenému materiálu a tématům, která nabízí. Konkrétní plán hodiny pak připomíná mapu zobrazující místa, na kterých bychom se měli zastavit, místa, která jsou nosná, zajímavá, místa, která jsou příležitostí k učení. Na mapě může být zobrazena cesta hlavní, ale také cesty vedlejší. Všechny z nich však vedou k jedinému cíli, kterým se stává téma. Učitel má jasnou představu o tom, proč tuto cestu s žáky podniká a co je jejím smyslem. Zmíněné mapy se pro učitele stávají zásobníky myšlenek, témat, východisek, činností, rolí, otázek a možností zamýšlené lekce. Na základě zvolené látky si učitel volí takovou techniku, která je pro její analýzu nejvhodnější. Pro účely plánování naší lekce jsme zvolily techniku vytváření tematické sítě, vytváření kategorií, bratrstva a nezodpovězená otázka (s. 180–188).
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)
Obrázek 1 Příklad tematické sítě
Vytváření tematické sítě nebo-li vytváření myšlenkové mapy je technika, na jejímž počátku je brainstorming. Vytvořením myšlenkové mapy (sítě) si učitel třídí myšlenky o zvolené látce, hledá vztahy a vazby mezi jednotlivými motivy a informacemi.
Vytváření kategorií je technika založená na generování nápadů vztahujících se ke konkrétním kategoriím např. práce, rodina, strava/bydlení/oblečení, zákony, volný čas, válka/nepřátelství, víra, sny/fantazie, vzdělání/výchova. Vzhledem k látce o Daidalovi, jsme zvolili kategorie práce, rodina a zákon. Jakmile jsou dílčí kategorie naplněny informacemi prozkoumané látky, učitel ke každé kategorii formuluje otázku, která má podobu úvahy hlavní postavy příběhu. Otázka, která nabízí nejvíce možností, se stává podnětem pro zobrazovanou situaci/činnost
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)
Obrázek 2 Příklad kategorií-Daidalos
Zajímavou technikou určenou k prozkoumávání látky a hledání tématu jsou tzv. bratrstva, která umožňují nahlédnout pod povrch zkušeností postavy či skupiny. Díky této technice učitel získává nejen rejstřík situací, v nichž se postava ocitá, ale také možný pohled na téma - o čem chce s dětmi hrát.
Příklad:
- Daidalos je malíř, sochař, stavitel, vynálezce, uctívaná osoba, oblíbenec Athény, otec Íkara.
- Daidalos je ten, který žárlí, ten, který je lstivý, ten, který zabíjí, ten, který se pokouší zakrýt svůj zločin, ten, který je odhalen, ten, který je souzen, ten, který je vyhnán z Athén, ten, který je uvězněn na Krétě, ten, který utíká, ten, který je potrestán.
V případě naší látky vznikla dvě bratrstva. Jedno nabízelo pohled na Daidala jako významnou postavu Athén, druhé na člověka, který je pro svou slávu schopen spáchat zločin. Vzhledem k dramatickému potenciálu, jsem zvolili bratrstvo druhé.
Podle Morganové a Saxtonové (2001, s. 185–186) obsahuje každá látka otázky, na které učitel nezná odpověď. Formulovat tyto otázky znamená najít to, čím je užitečné se zabývat. K tomu slouží technika nezodpovězená otázka:
Příklad:
Proč žije Daidalos se svým synem sám? Kolik let je Daidalovi a jeho synovi Íkarovi? Jak moc miluje Daidalos svého syna? Proč Daidalos hledá útočiště u největšího nepřítele Athén Kréty? Proč bohyně Athéna nezasáhla a nezachránila Íkara před smrtí? Jak vypadá život Daidala po smrti syna?
Z pohledu kritérií kladených na formu a obsah dramatické hry můžeme vyslovit závěr, že báje O Daidalovi se jeví jako vhodný materiál pro dramatickou hru.
Téma dramatické hry
Učitel, který pracuje s metodou dramatické hry, potřebuje formulovat její téma proto, aby vybral vhodné situace, které se právě k tomuto tématu vztahují, ve kterých se dané téma zobrazuje a které budou se žáky ve výuce zobrazovány. Tradiční pojetí chápe téma jako ideu díla, k níž je zaměřené, která je v díle znázorněna. Téma není záležitost, která by se dala fyzikálně určit, ale je to záležitost společenského vědomí (tzv. ideologéma). Josef Hrabák ve své příručce Poetika definuje téma takto: “ Jestliže chceme pochopit významovou výstavbu díla jako struktury, je nutno najít svorník, který všechny jeho významové složky spojuje. To je ústřední myšlenka, které se říká téma“ (Hrabák, 1987, 43). S tématem souvisí motiv, který je “nejjednodušší tematický prvek uměleckého díla (např. čin některé postavy)” (Richter, 2003, s. 35). Podle Císaře (2009), je to věcná informace o nějaké skutečnosti. Je to zcela konkrétní faktický údaj. V díle se některé motivy buď v jisté - ohraničené - části vracejí a opakují, nebo dokonce procházejí celým dílem. Podle Tomaševského lze motivy dělit na volné a vázané, statické a dynamické. Motivy dynamickými rozumí takové, které mění situaci, vnášejí do světa děj, pohyb. Motivy statické prezentují stav, povahu, jevovou podobu (prostředí či postavy). (In Haman, 1999, s. 96) Typickými dynamickými motivy jsou tak činy, jednání postav (Císař, 2009, s. 46–47). Motivy vázané jsou ty, které nelze z díla vypustit, chceme-li, aby fabule neztratila jasnost a přehlednost. Vázané motivy jsou pro něj zároveň hnacím motorem fabule, faktorem, jenž mění situaci.
Motivy dynamické, tedy ty, které uvádí děj do pohybu (konání postav), jsou klíčem k nalezení tématu příběhu. Vzhledem k množství motivů, ať už statických (popisných) nebo dynamických, se v příběhu Daidala a Íkara ukazuje několik témat. Učitel vybírá to téma, které je vzhledem k cílům, učivu a zejména potřebám žáků nejvhodnější. K výrazným motivům příběhu patří motiv vynálezů, které jsou jak příčinou slávy, tak úpadku Daidala. Dalším motivem je motiv smrti synovce a syna Daidala. Motiv smrti se tedy v příběhu opakuje, je počátkem nesnází Daidala a zároveň jeho trestem za čin, který spáchal. Daidalos svým jednáním způsobí smrt synovce a zároveň zapříčiní smrt syna. Výrazný je také motiv útěku či uvěznění, kdy Daidalos utíká před uvězněním z Atén (dle předlohy Rudolfa Mertlíka), na Krétě jej však později čeká stejný osud. Nakonec utíká i z Kréty. Je tedy stále na útěku. Náhodný není v příběhu ani motiv bohyně Athény, která je nejen bohyní umění, ale také spravedlnosti. V příběhu se zdá být tento motiv nenápadný, ale v důsledku nás nutí se ptát, proč Athéna nezasáhla při pádu Íkara a nezachránila jej, stejně jako Talóa, kterého proměnila v koroptev? Dostihla Daidala spravedlnost? Výše zmíněné motivy nás tedy odkazují na téma: před spravedlivým trestem se utéct nedá, jinak řečeno boží mlýny melou pomalu.
Ve třídě…
Na základě zvoleného tématu vybírá učitel pro účely dramatické hry z příběhu situace, v nichž se téma buď přímo odráží, nebo situace, které jsou důležitým mezistupněm k porozumění tématu, pochopení charakterů postav, vztahů mezi nimi či získání důležitých informací vztahujících se k době a místu, v němž se příběh odehrává. Za účelem naplnění dramatické hry jakožto formy a jejího tématu coby obsahu, uvádíme několik situací.
Výslech svědka
Učitel oznamuje žákům, že dnes k ránu bylo pod athénskou akropolí nalezeno tělo chlapce. Vyzývá žáky, aby se rozdělili do týmů vyšetřovatelů a připravili si otázky k výslechu. Žáci mají od svědka, kterého představuje učitel, získat co nejvíce informací, např. jaké je dnes datum, kdy bylo tělo nalezeno, o koho se jedná, zda byl svědkem někdo spatřen, zda jej svědek zná, apod. Výslech učitel ukončuje ve chvíli, kdy se žáci dozvídají, že podezřelou osobou je Daidalos.
Co se Daidalovi honí hlavou?
V této činnosti jsou žáci vyzváni, aby se stali myšlenkami Daidala po uskutečnění hrůzného činu vraždy. Žáci se tak pokouší o vhled do situace očima Daidala. Ke ztvárnění tohoto okamžiku je využita technika alej/ulička, ve které žáci stojí ve dvou řadách naproti sobě (tvoří uličku), kterou učitel v roli Daidala pomalu prochází - žáci vyslovují nahlas jeho myšlenky - “co se mu honí hlavou”. Po této technice následuje reflexe, jejímž cílem by mělo být pojmenovat stav, ve kterém se Daidalos nachází.
Stavba labyrintu
Žáci ve skupinách na arch papíru vytváří stavbu labyrintu, do níž prostřednictvím písemného záznamu replik postav a poznámek popisujících okolnosti, zobrazují situaci uvěznění Daidala a Íkara. Po této aktivitě následuje reflexe, při níž jsou žáci vyzýváni k úvahám nad současnou situací postavy. Možností dramatické hry je realizovat reflexe v roli, což právě tato fáze práce nabízí. Žáci by mohli v roli Daidala, potažmo i Íkara, reflektovat svou současnou životní situaci na Krétě. Učitel by v reflexi zastával funkci toho, kdo se ptá.
Bohyně Athéna
Bohyně Athéna má v příběhu velký význam. Je pro postavy velkou autoritou, která má ale zároveň vzhledem k příběhu Daidala mnohé vnitřní konflikty. Je bohyní, která drží ochrannou ruku nad umělci a přirozeně by tedy měla Daidala chránit a být na jeho straně. Ale je také bohyní spravedlnosti a neměla by tedy být k Daidalovu činu slepá. Daidalos spáchal hrůzný skutek a utekl před trestem. Žáci, v této situaci představují bohyni Athénu, která má vyhodnotit míru Daidalova provinění a uložit mu trest, který je úměrný jeho provinění. Žáci pracující ve skupinách nejdříve diskutují nad trestem pro Daidala, poté vybraný trest ztvárňují pomocí živého obrazu (vytváří sousoší).
Zmíněné situace jsou postaveny na činnostním charakteru učení. Žáci se seznamují s reáliemi příběhu, postavami a vztahy mezi nimi. Prostřednictvím vlastního jednání ve fiktivních situací nahlíží na svět a dílčí události očima postavy, kterou zobrazují a tím se snaží porozumět jejímu chování. Objevují téma, tedy myšlenku, která je svorníkem všech zobrazovaných situací. Výslech svědka je situací, která žákům zprostředkovává úvodní informace o příběhu, uvádí je v děj, seznamuje s hlavní postavou příběhu a jejím činem. Aktivita je díky roli vyšetřovatelů přenesena již od začátku na žáky. Žáci jsou ti, kdo se zajímají, kdo se ptají, kdo diskutují a přemýšlejí nad získanými informacemi. Učitel se při činnostním učení žáků stává jejich průvodcem. Nabízí situace, které vedou k odkrývání tématu, aktivizuje myšlení žáků. K tomu zejména slouží technika aleje, díky níž žáci mohou nahlédnout do jeho myšlenek, vidět svět a zejména čin, který spáchal jeho očima. Cílem nebylo hodnotit co se stalo, ale pochopit, proč se to stalo, jaká byla motivace Daidala pro spáchání vraždy vlastního synovce. Daidalos v příběhu báje utíká před spravedlností. Nejdříve z Atén, v závěru pak i z Kréty. Motivací Daidala pro útěk z Kréty je obvinění a uvěznění v labyrintu. Motivace postavy v pochopení příběhu a jeho tématu jsou důležité, proto jsme také do lekce zařadili stavbu labyrintu, která nabízí jinou formu aktivizace žáků prostřednictvím tzv. doplňujících metod dramatické výchovy, kdy žáci vytváří konkrétní artefakty, které se stanou oporou pro ztvárnění zamýšlené situace, v našem případě uvěznění v labyrintu, a která je klíčová pro rozhodnutí Daidala k útěku. Pojetí spravedlnosti je v příběhu zobrazeno prostřednictvím bohyně Athény. Tuto situaci považujeme v příběhu o Daidalovi za klíčovou. Žáci v rolích Athény, která zná každý krok Daidala vyhodnocují, jaký trest si zaslouží. V tuto chvíli žáci uplatňují schopnost kritického myšlení, jejímž výsledkem je zobrazení trestu technikou živého obrazu. Aktivizace je tedy podstatou dramatické hry, ve které nelze nejednat.
Závěr
Záměrem našeho příspěvku bylo najít odpověď na otázku, zda dramatická hra nabízí příležitosti pro aktivizaci žáků ve výuce a tzv. aktivní přístup k učení. S ohledem ke studium odborných pramenů a zdrojů k problematice dramatické hry můžeme říci, že dramatická hra je vhodným nástrojem k aktivizaci žáků. Nabízí prostor k vlastnímu jednání, myšlení, otevřené diskusi, kritickému nahlížení na zobrazované fiktivní situace a jimi nesené téma, které je obrazem života samého.
PhDr. Hana Cisovská, Ph.D
V roce 1995 ukončila studium výchovné dramatiky na DAMU Praha, obor výchovná dramatika. Doktorát v oboru pedagogika získala na FF UK Praha v roce 2004. Od roku 1990 pracuje na PdF Ostravské univerzity. V současné době je odbornou asistentkou na katedře sociální pedagogiky. Věnuje se práci v oboru dramatická výchova se zaměřením na sociální pedagogiku,
speciální pedagogiku a učitelství pro 2 stupeň ZŠ a střední školu. Zabývá se také oblastí osobnostního a sociálního rozvoje budoucích pedagogů. Pravidelně je lektorkou přehlídek divadla hraného dětmi a mládeží na krajské a celostátní úrovni. Je členkou Sdružení pro tvořivou dramatiku, členkou redakční rady Tvořivé dramatiky.
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)
Mgr. MgA. Žaneta Šimlová, Ph.D
Absolventka Učitelství pro 1. stupeň základní školy- specializace
dramatická výchova na Ostravské univerzitě v Ostravě (2006) a oboru
Výchovná dramatika na DAMU v Praze (2016). Svou pedagogickou kariéru
zahájila jako učitelka mateřské školy v Olomouci, pracovní zkušenosti
rozvíjela na Střední pedagogické škole v Odrách, Základní umělecké škole
ve Šternberku. V současnosti působí na Katedře preprimární a primární
pedagogiky OU, kde vyučuje dramatickou výchovu, pedagogickou komunikaci,
obecnou didaktiku a srovnávací pedagogiku. Věnuje se také lektorské
činnosti v oblasti tvořivé dramatiky, storytellingu a divadla pro
děti a mládež, je spoluzakladatelkou divadelní improvizační skupiny
O.LI.V.Y.
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Eg17OR5hnyMpfoJV7O4OQu1u4l9rpjnE9mePr57wRiHpDT4HVQV7oQYhjh7IIqThwnk7//0OO2w/fmMeozO2GQVPebB+xCUxmpb/3pj38pMasIAS+Ak6B/g5MbuiWgBleopFXzDNl6houXX2J69jWQzrGZXGJ5eY3Q8RHPE8znS1Q6YLoufD9CnJWYTJe4mW+wXCdYxYVAs3lWwGhreLYl5yQmQH+DyRsRBg6mprQEw1PPchF1PEShiV6HfoIFvUnhmBqG/QgP792T9PHJ2XMkWYrAC+FaPuJ1jJOTlwJZDwZddLsR/MCTe53N5kjTTLgI3aiHtMgkGVUUKZq6EOi5MR2MDu8h6I9wNl3CGxzgJ//9/4jO6AiNZsN0fZiWKz4NMQROPnEBPpRAfOPqfGMO/jkhuG0quOD4+Da+wPfoGBp/+7d/+7dyxJ/sPzofAgBsHZJb0ih0Jp64RkFMPo1xff4SZbLA/PIEV6+eQStz9MNQHDytBjqdLlrLQqvrkqhZrDYiBJskQ1a2yAueT6l7hliUdrKCmDEsy0bIJ/SLSAlTWor2iOEpQ8oKdZWhrnN0Oz4O9oeCMtbMKgoUW2G8P8KQ6KHtiU9BlPHw8FAmJI43yNJEgKow7EhuQjcYKWQoCEF7juAi9HtMk9k8wsWKEMOcA7XRxfVMzEC3P4K+TTipCEdm/Y2J22kEKoXbikFNOH0EpTX4WgmGGvvd1P5z2oQC8mfwCXYkCg46JXhLBRPkrpBUb93Qi18hqGoMPRufffESr774HId9D4+Oj9BWDV6sN7ADBzlTufxsmoHUgDzLZCA5yRZtO3F4xv6GjrJgyrSF53swTUvwgayqZECI8ROMYnaQeX6DgC3NU1ljOl2gymIU6QgHowi9KBK20mK5QGfVwREnHRp8z4JtaojXa3S7Pro9F2kcS/Lq7CzDcDTGsN9HtxNhOptjPV8I6mh6FNZEGEqtZqChLxTHiKI+VlqL0y+/QDfo4f57f4EGFuBwEkl6UyuYClVUukQMrcDN30wsdZA4ifS31PG8r9cTflsQXpuVnYmgtv6TawKN3qxMPSk2hmABhEeLgtRP+vaEhefQshhOnuH0q8/w9NNfwyjX2I8C7A/6sAxNbHicZsiqQmiFzLwxYZOXdPdJGjUEE7BNF57vyyClyUZWd7/fR9SJsNlCx1whFAAKC3mDtmnC1JSIMosYEGeoK8ynN+B38AYsyxSGUVUUmN5MhXlErUyGke87IL5RlikYt7uujTxNsZov4LvUKPuiaYhbOAxPLUuALaHDMSJiajfP4bsuRv0h5rOZpMMPDu7CdgNAs5Tp0hQOwLmV+WX+nxwFevo1M6zKRDAHsZvU1wKgJp/v734oOK81iHqf9/0nFwKFBVO+lCiIGpZwpQGRWRI/imQDBw2SyRV+8ff/B1bzK/zgw4fYG/aQpzHOLy4B04LjBUgzJpMqxHGB5TJh5h+65iLLuLIhK5l/L7JMBICwNG0pUT2uePoEfAhQtI3DmzIX/8FxTAGKet0AgWfDdSyhmpG15PmupKs7QSDhIE3HbDrDxfk5yiJHv9fFoN8TXIGQte/5IDC12cRYr9fCXRgMBri44PEZgpCEk1Zob1TBeZ7L5IRRJJyE08trGK6H/eM7giIymuGc68ygUvr4IzOobIEKAKkVlLLdrfydEChP700B2LoWMh47weC1/OmFgKDHNhQUQdgSbQ3SfZjFSzaosxjZcopP/u4/YHr5Ckf7feyNurBtDUmaSExv0gaTjKVbOL+a4snjF0iSEmlSI0mYNdMQxzkWyzWSTQLbsFRCyLYQdSMxB8QWhH3kerJ6mPFrKtLPmLuoQPDNsQwEvoPRsIuD8UjIGaSm84fHDvs9dMIQWcqcRi2pbRJT481a8h/kLpJOtolXoo6Jz28kEZWIj0AtEScrVHUJ0uAc2xLT0raViljqGr3BAPQWTs7PEQ2G2L9zhJRQesNVzyhGLSiJdajqufIlA8M0tgq51Sp/vfopLzvtILOupn6rCd7UHH9yn+AbJ+XWRWgMz4oExWYFVCni2TU+/cf/jK8//zXuHo5xeDBAkqxQZARtTHTCCNAc1JsUk9MrvHx5iaax4boBos4IVa3h7OwKZVpCr1s0RYHWttCNQoShL/n/y9NTgYg7rit+RZ2XcFlTYBiSfjZQSA6hbTSkSQt73Ee/x8SUg7rMBRdgZPKsKXB4sIf9vT1xLc/OTjGbTrBervBksxbIOiJuEFGNA0VOzdViMrlEVec4Pj7G/sE+Lq/OsVxN0e8NwRwJ+RBEPJPlFHPLxvHRPVw/PsEnv/g/sXdnH4bbg+X5KuWsEbJmDQQ1CX2snf1X5oLOv9J0Sgg437uIYKchlCBw8ncioQSB+M131gS3pevNE+y+nGarlfibDg2R7qYq5GaNKke6nODJ57/DZ7/6BxyPOuiFBGACeFTHri3onu2HWMcpPv3sK3zx9VP4Tg/j8RHCoAfTcDC5muD8/AJNXcNzHVldtqnDc03s7Q3QJQBTlwgDX1xTXgP5Bv1+F0eHB9gbRmibRDSApQOzyTXIMaDaJk3r8OAAnufJd+RZjJvJFYqyxHDYF2Hg6mcoTOyBGoJhVl6mIHZwdHQkkTEjFJJTmFy6c+cI/X6E9XopbGhD12EbKjElxTBlBZtA1HCEL598LdnMB+++j6pmZhMg00nmjnOsM2TcOYoqGysoqK4ryvvWDO9mYzdft83E7jm/nP7SWwvB7sv45bvn/L17/s1J6bSQQ1eRxaqhrUpkmxXaPIWn1fj81/+IT//LL6FXqXji41FPmD+aAQzHI+HiTW7m+OrxM9xMFzg+voeH9z9E4HcFM/j88y8xnc3A1WeZOixSzW0Dlt7CZXKm42PY60Jvqc4LzKY3sLRWMnxtVcExdBzvD/Huu3cRug5cx8bB/p74AgVRStMQ5vJo2MdwSJ6BJ0LFvMFsPpPQ8/j4QJw95iT6w75yYuOVmLL1eiMCRB4fVyPDwqLMxdF0HBuz2VTMSBSQ8sZil0L8gzQv8Oj994QD8btPf4v77zzCYHigVjR1u6ZCSz5hGCwp+W1ITGHbaQLOB8PD3QLdzQ+dUvoWpOvxoZBHStX3jA54gt3JbguBOLFtq0q2qgJlvEbHs3H58gl+/cnPsZ5c4Wjcg67VePjwHYmnGfK5foAXJ69wM11KOBj6ET766IcYj47x+PEL/OrXv4JlmOh1e6Jh2qaQ7CMp453ARq/roRf5oFbQmlpIqa5lSpFJnmxQpDGWsxus5hPoeouHD97B/Xv3JZ086EXiGBKtpVmRyTI1jEZ9aIYGm6u/bTCZ3oiQjPf34PqO5Cg4uK5nyeAv5isQNGKIuiN0zmYz0RzULvyJ45hINgLfF1+FE8KIIctyvPPwofAmriczvPfRj+A4rqp+YjGNsIO3dp/Pt04vzcRtIIhzspt8zgv/pv4urwRM4zOJOqit3xYseq1CtmHJNhbdnXwnDOTek2dPX0YqgkjS1IFstcAn//ff4eLZY4w6Afb6HfT6kdhLsnlZ7XM1mWI+XwkFyncDvHP/AbqdPj755Ff4/IsvEQaBxOBpTGdwBTQFwsDBcNDBaBChG7qIAkcSQIzn8ySGaxogwdi1DDjUGjrta4np7EYwB2oCz7FkQsajAeoqx2w+xfHxoYzSzfxGaO07EMoLPCxWSyTJBo8ePQIZRjezG/iBj25EcoqH1Woj98C6Ba5+qnOuXDJ+O92uhKtMMDF87HW6sE0by9VasIWo18Ojhw/xxVdP4QRd3Ll7T6ICpsIJLql5oJATiyU9ThMhpSBx4qkVqC0Um1n5DCIU29SZ8tnExfzm+LcWgt1K3002X99+vntN3pDoLgJzrABiKViS4Pe/+iV++8tfwKgz3N0bwLF0vP/hB7BdD8vVCidnZwplc3yURY13H72LvcEYj796gs++eIq2VdVF52evYOkawtCDa5sC/XZ8B5YJye0PuhE4meQdkuRB7sDuN/EH4vydqAOGZlyh52dnQnmj88fUMQWTuH+WJRjtDcW/yctCyCRVU4njSjCKq/ni8gLD8RCHhwe4vrxElmRivoiJMOUtzlkLBCHrEHTxK2KaxcCXSdTqBp7pCJ+C6W/S0oiDEH2kX3RxM8eDhw/h+qFETIalSDM0s0yUGfI/HUXWY6ocyWsN8GYummZA4SWcH6XBKRAE176zEOyE4fZvnpg/vGkWZ5DXx5yhTc+zqXH29DF+88tfSBYt8gxR3QRd+oMBzs7PpZRM6gBtG4Zm4L1H78GzPZy+PMXTJ88FYqITSK+c8bqptxLfe5YO3zbFo6cgHO0NhDrWCwMRsr1BH55pwNY1OIYGS2vEV2C41ugNDvZGwihaLKbiudOsjEY9RFEoWow0dkK/fGzWK1HdNnMTWov779zHfLHAi5OXwni6c+cOXrw8wWqzwbvvvwfbcXF1fS1aYzAYySrmJLBOQXAI2xVuArOQ470xvT8s1hsBiehPDcYHOL+eIOp2MRgNUVPDSjKM2KV4hqIFqNMVa1P5alyY1Dw8is+JM4hg0D9rduReLmBVlEJN/kcJAb/89s9OIHhi2k3G2OLPZhnyxQz/9P/8X7h48TWaYo3jowE0o8Cde8coyhrz+QxZvAFXcLJewbZMQdGefv0cl6dXiONUwJr57AZ1mX0zmYNOiIiATuBi1O3ieH9vKwCeOImeZYpDaGqNCErgkFZGAWoQRR68wERVJfBsHUeHQxR5jDRZC2uIvga1ic0wLkulwIWqe7lYyP0VRS4I397BPpI0xdNnzzDeP8APfvwXmMymWKxWuPeOUuOTmynynLiGjrAzEHIqCTL8jv6ojxolruZXCEhusS0slytxHC3TgW7aOHn5Au99/CFMz0VK1JVo59aHIPQtjh7RT5qL7T9GH3zQ5osQNIwfiC0oQaFp4vwRLfyjhWA36f/Vb/EDGOvrwgau8xwvn3wlgNDV2Us4ZoswJCGzC9dxEK9ixBtCvfRuNfS7fRweHGF+s8DsZok0LXFxcYUszgSGrXI6gjXo7B3tj4Vw2qf6Hw9wdLgvJoIwbrfXkyQSaWUM1cj7Y/GIH7gC89quBVYeEw2kQ9jtEgq2YZmaOIWsZH789dcSMg56fZjQJRogKVXobI4rYSmRQV5zEsd48uRrdHtdHB4dipn48qsv8PDBAzCbeHp6htVqLVAvJ4hYCHmVHCaylvg3Zjodz4dlOIKQ5lWNaLSHy5sJyDUc7h+IieBMCrWMORVBE5U5YPSgohEipMrrF1UvvAJlusU8bQWBk08N8b2FYGcGROq2KARtX56naMsS2XqFLz79DaZX55heneHeEUMrHYcHY8nPV1mNOQmjZBCPx3hw/wEuzq/w/NkJLMvH9fUUpydnsHQLyWqNKs/Q8V3cPT4UZm+3E2I07OFgf4x92vRhH47vw+90YDgWdDqDngvDMeF3fPSGXYTdUJw5Ok6kidG3GA562BsNZVLW64ViIA/7UuhyfX4l1Um8L2o45hI4C0JCNS0UWYFe1JO8yKuTFxK63j0+Fu1Ff+Pe/XvY398Xx2+1XEm+g5NBP4Hlc4SPCSZRe2R5if2DA6mqjpMcrenI/VxOprjzzgMpbaOhZU6GK5uOIUPaVqeNfx26M0Skg7ibZP7mOXmsHE9ncis0NB1/lDn4tgbgSW4/mBxh1RCLRJ58+QXi2RS+rSGNl3j4zl1RtdcXl1jO1yirGneO78K2HDx+/BQvn78iYQtZWuHy4hrJJsO438dsMhHbz/wCw7ZO4GIwiHB4tI/R3gBhN4AZBsI7kOYUBgtHbbDIQLd0uIEn9p3VxmEQohOECDxPtBCjB0YI9++TzEqH7wzdToDxYIiOH+LsFYtbT6VaKQpDCVPj1UaumSlpruy9vSHqusT19ZUATj/+ix+JI/j733+G4WCER4/exWKxEJo6extIHp9pb/ocLIBxWFldI84ShVUw6VYDQSeS+oTxwZGwkiW2JLXOsASuFgiBpXTSrUVxD9REK+dPPVcCwtuZiG4AACAASURBVGOkFnKXlZQaTOP7pZI5+bufnY9AAWAZOG3lq+cvSOISSHg5ucJH797FcDgS9X55OUHgdtDvj3D66hzxJhaevwYDVmRgcj3F46+fYdgfbrXKGu8cvYu9cV9CvigKcHAwwv4Ra/58aLIiDCkbZx2CYbgSpmpVDqupYBCYyViQacIzTHiWKlqhSm7aGnFC1rKFDx69K5DuxcUZSFQZjw/ww4/ex3y2EDV/cXaGXq+Pvf0DZOtYQrHSKJAXMXzPEwDr9PSVOH8ffvgxNusEn332Gd5//yN8/IOP8U//9DssFpc4OtqTBcCwMYp8YRRxKZkGnTmWYFfCvGaupW10PH/8FQ7vP0BWpBLntzojhVqgZK1RpXRK3W9xhO3CpEng+9QMNI/kXvBPdAwJQXPevpcm4BfwBK81gYaa1UB5jpurK5w8e4zZ9Tmuzk5g68AHjx6CKpz2lgNsGw5evTzFfL5AUTZwbR+W6SFeZ3j81VOsVjHu3rmDnGTTpsS940PsjfpCBt0bDzA+2EPY7aiKHpur3gXIJfRcaK4DsKDDMsV75k3rtrXlEhjC3SPTlx1ImJplyRqhZjqABIuYEmeKlzkCRgaScvYCKSzZrGNMrm/g2C563QGylHUJC4G9CWSxPO3F8xdCaf/JT38mhNrHT59ivHeAw6P7+PLxY4kMRqMRclLQ8lwqn6lNmfAiOGVZLlg1Vdb8qaVE/vjuO2CYyL/xQTNK+8+uLHxwopUZeG0adouU86TqK7dRgwBIdOQlwpTP/1H/8QQUBF4MSR3Ua1RpHFSuGA4eNQPPdPf4CK7r4vLiUsAUYgHn55coc2bzPORJhcUilhVMEzC5vJHiFBaoMDy8f+dYOVKug8PDfUnYcAKZcobtQOOP5wKeB3gB4PMnZJAOzQ/Qej40J5CawMa0hSrO1K0bdISyzu4krCjmhHDiD0Z7ONo/gO/a0uOoqSvkWSpo4cHePoa9oTiwz588F4g89Dqo8gp5WsBzPDx69B6qssavf/0bRJ0uhsM9fPrpZ4I7/Lu//mvkVYUnz57BMEky1bFepYIOEkUUKDlLEHo29LpkVgrpeoEvP/sdXLbiEftfoW5Ju2ctJItsGIGwIoqLUnVKIYAkc7NFDDkvO43NY1lDycyqiiX+KBFQ0rYTBIYqvBD5yQtURS7lVEy7svJ3PBoJ0eP09EImn6vJMqmyTZy9usB6lcAyXGRxjpvruYRVnhsiTwq5cMbu9M6DwMdwNEB/OJCycNYx6tQAro/WdtE6NkAt4PI9D7obwvAiGG4HhhtCt0PobgdmGMHwAvkJe32EUV/yFv3uELZuYTlj+XsHo9EAQeiKJiAfgE4Xi2UCP0SfXUr8CGVeI14lqLIK8SbBbDIXOtqjR+8j3qR49uwFHj58F5t1it/87rfio/zsL38mDOivvnoMx/GRpSWuLidSVEv/iAtHI08yzwQCr7MMz776EjOpdqokxKSWIN2dTutusjmVrzWzei5agJpi26xiN2e7Y7+XEOxkhyeRwk9pHlUh2cTCm2dxKWPRvb2x0LWfPqXj9xJt3SIIOlgv13h1cioODyec/i7DpatL4vM8JoTjeTLxjmNhj9VBPVYHmbKCdduWPHytm2h1G41uomZnDmolwyQ9SNG4TQcwfcAMoBuBEoggRMPBNq2tJoikq4hjeRgP96G3OlBDBI/9DdibgHwA2m0KepqmSJJMaOxkKzFXkMQpklWKlIJ8M5NaicODYywXa5yfXeLf/c3fYLVe4z/+p59Lw4sPPvpIKGdPnjyXCinWTZy8fCVjx0ppIq7kYTg2C1wMxOsN/vE//wJ5msBx2R9JQ1Zk4n9QG8hkc7Vvwz9lGrbaettDiQKgtIUKD5kT+V5CQDtL9cIHOSOCZDWQ9CohWdKyer2uYO8vX77E5599BtuyMRru4+Z6Kmgh6eIET0inq4oWFxcTqQjuRn14tgtSMHrdEEdHBxiNhmDixg4CNhQUdI3UNXF2tmAIdaXYPtpL8vRY7MruYkTOmB0SgbDk84bvwqTZsB005Bm4LihYLCE/OrqDwA+kPJ4pbtp5Ekw9W3n2rGamgN/MJmDZe7qhJrNFwG8mNzDZzCqvcDOZSUnap5/+Xlb6T3/2UymiYS6ECb0Hj94XBtF8sRKUkUwo8ihFk+qtpJz1RjXaMpsST7/8HJOLc2QsbmEZf6VCwd2CZBgL9nPcmmox1yxgJXJKn8gwRAh2AkKBeGshIOnxNvGRJyW7RdgvrLBtdJgVoVlL7EyaJCiyHNfnF8hIDrmcwLdDeA7LtQpcXC6wSAqURQuT1Ya5icUix2SxQd42csFmUaLTthh3OmpFdiNYoYfGNtFaBnTXlrIyUshJRmVl0TcFnRzhshGM3rBsqQJqTQ2Nq6F2IL8bx0DlmahcGyXDSXY/iTrQowherw+XlUhoVPMKk93PAtw5uIvA9mUSxqMuoo6DIl/C1GoEtgXfsuGZLtbTJVyLOQ1LogmSS/7hHz6R8PJ//p/+vQjH5188RdAb4u7D95GUFaaLJTyaNQk7SYJNYOo5zHIDv0nhVzGGRo3zLz8Dkhgaeyu2JJoQ2tZFgxgtu5Gx+wq5J1ykBvt2IU5LpJnSFoINGIZoNPpAby0EO0m7/XvnFBKeZDVRso5RFewrYMBzHExvJtjfO5BIgHh4J+yxPxSeP30lBaCGzdDOQ9OyLUyJ+WqNmBeq6bAdG1HoYdzv4p379yS3b7MmkLApG0gROuWqZ5BPpk1TCx2MKrQkNasoBdwR+7jrDcRjCfoYZGro0CyGlKYIE2FZjY4mG06xmZRpwgtDHOwfIYp64nzF6yU8x8B42BXuAsmqvY6PwLEFRKI2cLb9CqY3M8FBeP/r1VpwCWqyX/7iHzHoj/GjH/8Uj588w1dfP5UEkWG5mEkaegnWZ7Bmkg/JwbCMzbXgkAafJ7g+f4XNYi6RGDWwmGO2zyGHY8ejFLWvNIX4adswkc4hHwxN6Ucwhf+9hEAukt/A1HZdi2SxvKOtCiznUwS+J2QKlpGx+yeznFT3600G2wlFglvdRFxUmK5WmC7mqDiZqIWaZdga3MgV0IfedJymyMsSLW0+kyT8sfibXERFvBB7V2+7dfHSpN6xVsxcybrRbHEg2CnEEgSPNY0s+OBr1jeQumMFPsLeAK4TgqaJoS01TRrPYRkVfOaRyhxdnwzpsUDC7H/AjOhqtRIcgelhRkCu40uKPAy7Qnz9X/+X/00cxx9+/EO8enmGy/NrjIaHONi/g6vrKa6u58Km9v0OLNuXayXQE4ahjDFb9lxfngsoxfwG2kq6se6iAjGJUo5HTa1o+LsFq3w3lTsgIdeyvqdPIMkLSiIbPum6YPQsxphOLrFazBC4Hi5OL9DWGmzTw9XVDOcXE4GEDdNDqzmoWhNxWWOd50jYWaRVbWhbrUTQdTE+HsHvhTB9F3bgwZIV60LnxTM8pAPI1i8mPWRNqUToMEnGZ5EJzYKAJGrFUHDFd2GKa+s3SEmaZUNzGUYqZ5F4g+UHcDySVl2JBkhYcawGTRnDNkh1ztCkGSIvwGg4Em1B9cqBlfhbM6SGsiwquOxm1moYDUZYTOd4+vg5utEQg94IJy/PZGzyrIXrRChLDfN5DM/rwDQ9YVQrYkqNUa8rWdSri1NhTlEINI19iIgVkNNFBjLzAmpxSlKJ62ObWd75AnRkOWfUlN+LaMocNh8caH6ZNG9EgzJLqBqk7UvDRkmmLXmAq/NraBqzYw6qRhMCaA72H8yRlYX0EDToDLkm/NBFd9BBf9RFf28IzTZECEgRZrqaN8pUCc9LDJ1aUJAwcuaozjVdIZBM2EhFMoVLlaKxSpmqQa5fYm71WdERnEBWuTDTxqROGCFsGklN504L3ShhMRHmObi+WmI9ncLRHWmRx7rDhL2V5gsRoMD1xQ4vFksBiphmpsPYCTq4vryGaQU4PDxGmha4OL9Gh6SYkI2zTKxWGaKkBBNO1AhxMpXaBoPJL8vEq5fP8YPZjXREockgXsSezig1sHkGASa25lHmoZbmGyyQJcllR0CRyduWCKnnb/G/mvJbB25XmJgZ/sdFx/KushabTPe3Ltg6bY3JZI6iYgs3XiAEB2gaHVnZYF2UiMtCVRCThOE66EcdjMZ9OKGNsq0EFWSmjSXtbB0nUy9FpVzR1JhsFKl+6KOwOIMPvqdUIRtUsBCVQkQWBkvAhXwuPVArRg/kfFmOYA21aaCxHcEZvG4fLtu+dQIEUSS0MXZEI2pJMmuRJZIOJ8oYBeQymEiYHa1rqWBmldLl+SWKtJQwbzwk49jA+emZEGjoI5RlK34SmcqssShrEzfTNRIyqnWuWkOiLg4yu6qspjd4+fhrZOu1QPNpulEtbNiEmwtj261d/IFCZRYZDnJBiJbgkpAFoPTirVn9Dk/ZRr6shGJNjhsHmsMer9ZYz+coswKomDTKBQZua11sI6WTzR85RwJ/6gbYtYW8exKjmAomKWSf3cF6IVpDqTdCoyRVUAjYYJqhJWv5OcnKyvM4qkbxSqQsnOeSxIphSq5eIEeaDmoCESBV6UO/BAzvbAsthcByUPF8NA1RpNBHL4Ad9BD0xjCJRJqWdDXdP9yD5eggrb7re/BYcSREFiCLY1kMDu+R/ZJKBUtzNTIRxTT68+cvYBoWPC/AJs6wXMbIigZZ3iJLGymtI2bC0Jr1DWWeggxpkmmefvUFTl88Q8um22Um5oCcBIaDaizUb658MqR5HgoA8wkcM/7w9XcyB/JR/kcNwLUoaheoC1VoSceEnb9uLiZgCjZZrtGwb0CtNITJ2J48IYlbLfHiSa5MilwYuz6dds2ARw87IudAdQjhSqcQMNSjGdDYWZxFGZRmah/5Txk9mgoxC2TMcDWLJuDKZ+8Bilsrtf9iGuQbKETqmiiGal2wE+nWl5DkPQmhtXQVka7nBdvpkzUFkNRetaVquWOYiJOM8ac4pDHNXEpAyWbGBkbbSO5hFccSAnPvBGIKhJSZqGJ6ex1vhFtAnibHyzIKyWewkxpiZl1z2H5Hyuji1QKrxY1wLSnw7AzHpUhNwEVGbSPcDoMcBsUC5/QpAXi94L+TEPBjnHyOMl0QShQpU3yQ0swVPplMcX1xLXCvNKYqGaZIY2LUbS5qnV3DGUZma7aZy0EOH/cSMG1LegcEtovQJcHCks6bki1jCTWTQyRbciWLE0AbLw2axRTtbosbV7DwVCIIagf5A9k1HCgCKXyHTgT3RFDImThVLU0C04pqMJm8UOwbTxBDWC4afQOvpk9hIV0tAKOA13HRZCWqokapt4h8ttFTIE65TsSxM4gqWq2obvZm5DWEYYCsWOP6eoLheIxury/nK7ISMVIRYk4s7T3rMqhhiMYiz6TDS9DrioZhdbQbbT9bsnKJoQvHiR1PduperX7yE1//44T+kV3OJfbeZq0IRtArb8oKk+trnJ6cCkzKG+EJxWBLe3r2DqQDY0rqlllDceC4DjnoXLlsTGnb6Ha66IbRlkapLpkzKaucgkdWDWvIpBkkPVzlFYtwkkzKiReVrxpViciSlk3aNhtZ0TdRsqwEQsJLMZAiHLwW1VyQ0q3CTPEnGhNGa8LTKIxMkrP0p0a9KVU3dba5rU1oVSudTBh6suvIYpWq5pyahlQQbTKvKimcCUP6AivJDrJohiTT5XIuqKlDkxqpTmlkMRm0Axz3Iseg28UyTnB6coLhg3vYCzvCJ+Y8COeAmIKU8dFHqEVrUStS+DnePEZXjRK/izngZIgClpOpdq66NH62WiDfLNGw8dQmlrYxjBS4youmgGGbMBi7cwOKuhSNwR1HYIaomzWMsoHNfQjI+Q/6GI+JxHlCEjWrFqajS+kY/Q76bq3J9nAq1i2EMUOHT0fFkIcOosmIQJfzCvG1amVjCkp9w6pm7nJCHSg1h9t6P/YwpOngxOqNcjYJvbalQkpZ+eNb0Eg09Qkvs+BFR2U40Bu2oFsTLxcVXCUpOo4Nt6KmrMRBXEtPxUY6s9I3YZMsdl9hvSPp80WyRs1aRdeDmWZS9yDmkPfPTqtJBt3S4PiudFwh9yHJK6xurrG6vMLhwR0UtHpWLVEz75VRg0w0/SRqQCIw7CPJIlQu3IZsqe/gEyiVqv6nKqZnWbAVi7SEryXlWpIlU5XSa5gHiKBZhqw6bhhECWQ42BqQ2D+jeuZFNIBd1+h7pHoF6HQYxrSSPWuLGprbStQhFSkSltL5ozTTiiuHkOxeXp261VYoWiRm0FYqjaOBTS9ILuFAyElJy9paSJp+MSEMOA1bmLyyblp65rVYD/Gm6xJaSYdTh0ffxPJhOBGK9Q3Ws4mkj4lEspbCrtR2OlIDoOuSw2BfopTUu0IVpOoNeRVKWGi/BfsQCWWzi0Imf9hGcAOfhW+CBzD9S1PFCqqi0RDPFtL61x2OEFcFdNOVxBOjFYUQci44Z1R/ancYZQuZdv4OQvCNM7F1DKmWqNrpiJRxJinUTz75BC9evJDJkW4k3G6GfHvi08xfE+2TlaYj6IRoC+LXTBXXID7Q73WEBh6yMkdMtppSUc/0aNmEquFqtaRDOZczb4zNnSQ8FFNRqQnUaW5o/5X9laUti7wSfgI3SRJnihAyJZHfr2ImMW+CQnKEaNJEUrYmhyqV2obZtyCQ6yAo1nZ98Lpn11dINyvJZTADGNHOY4Oi3khYywikEo9KR0MuhWlKJ5RlnEnRixdE7G8pFc1JvMY6TnCzWODI64tmY6fVzYqlbgOReFlU1LJ1LeFn6zDpVSksRbgejKLUouXtkdDLGg4+32EI38kxpC9AHIAhIVcOwRYWadC+Ti6v8Lvf/VZYtGTHEOdvdEhzh47jIE8ywatZp88Yh61fk5q0rAQWGiGQsoZwb9iHx8JUOnzCodeVk0VwQau2Mb+CjFmGZW67oiEvBFhhRQ5xCr3JxXeQuFXml6lhQtq8cE7oVoDEX2JYQrHedYOgGVD5CMqBwhx4IJMkyr6K0NAFp21lJlLXEI1MQQbjxQKL6Y2AO55vIytqAY3Y+k68dtNEYLOtHrurNaIZ62WJZD6DK+wlV1LVZVMjK0uskxh52ZF+TCxxmy3W6EYk1rAOMserly8xuHMHBw8fScqZdyePnd8jAR3nbOvwbvdboGMvY6yOfvv/JRyjCqUooREWTdMkogHmN1MUcSpoVZPRHyjFSaPYsWuISRUahIr46bpYX0zo5khdIIs+SEId9XoChjAhRLCFk8Dyc6ZHNZPZQkPNFb3xqobFfQkELiuFe88P0OZJ5EJ1wqBPxJ4pVGVCDDqV7ElMEIWrhb0NOG4i5NQcrcT93DiLSkKug2aHIRhRObl1xQTlaqZjLLaPPYcMV8rHoga4zq8kNGX/QyZs0jQWIqlFp1dnIYoFr3KQrRgybvGTKpcoSUJwy8I6zdBtA6RlBbMy0el0pC/D/OYGnu0j8j28mM9xeX6O8d374mvQrxHfVjRZI/K68wmIQPLyCR9zWBilvbUm4EXJvNOL59ewLwCdY1OX7hyb1VreY6k2UakszzBbLdAJA+HacTBJ+yb/n74CY2CSO3lRjmFi2ItwMBpKk0kWk7JGkAhXnpWwNTaNNlGXNfIqgV4pWhRXVrffhx+GAqTo3F2EAsOiCk6omlcBoWhSyClkG1nVN4gCocgnUppBp5GfINzKi61I62KTpFo9J0ePDhUHlqPI/GxZo4oTZFkqHdLp5VNTMtlUFLTgbKJN298iCEMMKAg3M2l2xZIzzhTZUsyc2laJglB7vBb4nVXXNHdFnQm/kD6EXdZwLNXSn1yNYdRHNPJxxEabno/J5BqHna4sCtZbio9BZ5n/BJxT5BROJE0GpeM7awJaaIZx9LgpWYwXuAcBU8b0crkCWSMn+xKK0Ghb/lsjxRrcGoa8u+6gJx2+qH94EawipkR7JnkJFSxuHiDdyVtpB6dZDpJVjPlqgYrlbVxZrP2fzXB5ciqgEnscRt2+CIH0G3IdSZGKIPBETCcwydI6osLpGZO0SV9CPHjOrEQDKnqgE6rTtqY52oKklxoa4fCywGaxxOXZGSaTK1H57IJuBYEUpY7Ge4hGI4n3o94ITZWDPQzZIoc9mInrTYVapyFm3yLHk3AyZXOLkr0WG9mTgYulWq5Fg5BwQoob2+UxzGXhjO+5Qm8nLd05uCM5Q5owJvD4We7dZNik21MDMq+jahS4aJUZUMqLPt1bawKOI30CScrJfwSBSkELqe7Y0oUNoVLpT9CgIg5gWrI3AO2lx+oay8ZiNceD0QjPTs9FkzD5xIlg2jn0WNmjcAGCQtQ58SbDajMVyWWoyfpFJ+ygrArZvYSO0nq5xPV0gZfJY2RxKv7GsE9c3xNAhoxkk74InUQSGhob2jZfL/EBqVc7Idg5oOwwRop6nKrJL3JML67w4tlTnDx9KtVJ1HhRN0T/4ADD/X0c3LkHhzAzNQqlr8Pn3HYnQraZi9D10hwV8YKMeIWy0eQZpHmFTZqizum4MnGkqcRalkkWk4UpXHyivTQD/UEf5ydn8PyOdGbld3Enl4wNwE3u+MrxJqimOAU0AjQ5nEMCYMIo2hJQv5MQiE6RpUV9yBCxEFVDTJsnp99EjJt19GzFQvVL9i0xApZtsxybncZoH9mbSLawrVUc7Ds+TG4YpdH3h7CQF+xtlJfohB2pP2A1r00nzLXhNi46ZOGwf8/+PuLlEkmc4/LsSgpFJi9OQMefJWj7R/u4994DhINIaGVsHCHmTTSRAmBEGNjhTEwBBSBHy2ZYRYbVzRTzyQ0uT17h4uRE+hzJzif9HoIolKJRXhtXIcM3xvoGu5dLj2JiDgaCTk+GL1ytkBR0iFdo2OEkT9HxO+IMk4hD08GwWxCLokaVE3Z3ZLc3fjcrrPn9yWYtvZeluFa27mFPJBe5CLTq50jHnXKjkqpkGJGNXIkgcP7oDzBC+G5CsNUGvBtKFBtGMPlyenUlaCGHUyIImtYts5UTTnsleHZT43B0iMnkRjaNoGNHLcCO4qRpE2oVj8bUsV6sERcF2ORx0B9Ic2l2KC3TlBIinyMPj9k6npc0ro7jwTk8wnF/KFHJxekrTKcTvMpiwdz37x4iGg2gkyBC4eE+yAxyJTxkzf82OqBpK0qw9pFdVm7Yo2g+E8Lrj3/0Q2EeZ2RTG4baFYWkT2iyOws38JBEV6JwFJbPo86lEJZCzz4MJImaMXl/unQ6c9zOtvdRiLJqpWkVnVlmG8tLtsVtBeXk9VJIyG/kPk7UsGmWoFoshN7PsWfURZPCZVoUhTCHbNLxmTtgM01pd8NNRkgCYpEOtwl+ywe/lCqTK4b+gCRjuLtXQ14hPUxm93LZcEri1KZElWXSFCIihy+NZUWTNnVzOscmSQXFY6VwYOsImIljIqZVBE0SOoZRT2DkNNtA04nymaIZKNFsFaPifHrVKr3MVnLcOY2JGvovR8eHGA07yMsM1P5Vuka+0RCxPiEroDUq4yiRjgATVOOCgnEE0XKimwyhp6PxLbRE75hlBHdfBXIignGLV4spdHuNkuCUaQqxlNR4DRXKMofWZCIErHZm5rWlk2cwTLbRZHQcC1kI7EriOSXWK276USLqdXFyfkJkWjQXCTdJlsAK6X8EmBuGpN+LIpNQnYiswfqIsoRte4IJEA+R6IlA2S3GMaedIBZD8bcXAoEhhYUtnEBKJYmMzFT1g0hWVFlkkuigZy6bRTQl9gZd+IaFfBPDd4eiAWj7mKjRuZ2s1mAQMWFkSIfxpC1l91GWZctki30ENsyXW7a0sWWT7M18hSUJrLO5CAZxeoYB3AE1tE30XAs935bGWFbDxtoUjhJakaJazcE6FNKrmtqSnAYHWHQnpZ3RRVPDrAvURSyNNWyrBaGuhE0vNyluliken1zi4maJVZKj1kqYlobAcSRJNOyHeHT/WHomDPqeoIJoFUmEmo9b6tlmjtbVJT3Mnd7bsoJr2HANR7X1dVVEQ8eTIFuaxfCDvixC9jlkex8KVNbWEhkQm9hn5xOLG3qt4Yeq5MyoiaEw17Ld+Ip9IwjbE2/9TswicQOUjeGioXda0nNmbk7y+Iq1Qmx2k6/E1tG5oXPCC1D9eny8ur4SU0FzwbqErutiOBpJdZJ0A8tySc86FBLxO+jI6dLYOi2WYGh/cTXDZ18/xYvTS4ngSCtnNlOaUbQtAkvDXi/AXuDi/Qd3MBp0AM1GkXGTjEZK4mvN+aZnEH2aio0mScSoCUgpIEyyiCStEqZtWknqXMxm+OL5Ba7WBeZZA7PTh9NzML2+gElMo3WkGcaXT8/x9NlLHO/38cOPH+LhvQNxemVNE1YQk8qVKLZTNv5iT8U0KaQBB4tbs00tuECrs1YyQRz7GI1Hch0WTZHtwHI9NKWG01ev8OTJExw+fE9MJVc5HwyNueBoiuhYUusRNSTsvXMO31oT0OtTMKN8twIjaFelXV0tsCWrc2utFhXIPn1s1CzgBCdma4dzNo8WZ4V5+FaKL7iHANUbS0lItOAANE0hjNt4naKCgbRqcXp+jWenF/jq2Smm6xyd4YGwglqTJFEDbDdHwOny1XPcbFje1uLxy3Nk+RAHe0y1csfzJYb7ngwGt97TinzLUTQUyMT+xwwN61Ko5nRUGd6tljEmyxhnN2ts6hp7Dx4yiww97OPscor9dz7EKOoKyfbj9x5IKf6vPvl7vLpQTbIoXHfvjOEahB5KSXKRXEKqPEkhRKscbtPG4lkDyJgSBheQjrxijobsY7bs4VhXaIUHQ8q9Izuvrcsal5eX4lRSY1jUzpYlEYloPG4YygzujnXMNno28yLfIXegpIYakyqFlUUkeKlkDPv6ckD5mvgLJZrwp2AxhNrbVoo1mQ7lStiFKPxOOjmyo4jw5AwMBsTaaZLJluEGWQVq2FKmxs5mj5+eIG9tPPzgB/jwJ3+Fz568xMnVTEgmmzKFFkR4uj76fQAAIABJREFU8NEP8LMP3oOZLfHpP/0nFHWL2WKBwLdBrgKdIjqkghILb18RUARQkrYwtdxP3RTIsjXWm6Xs08BIoFNreP94iB//D3+Nn//qc3x9eo3ZfIl11WLUG+HozgE+/uFPUL/7AFqd4uvf/0rCW94PK5asjg2vE4AEGvZNWK9jMMzlBlwqLV/DdU1BW+l7sEEWfQa28mUKPGO0xfbAzM4K6NPAdEyp9l6vlrL1jkaGMrOENCIEhXYs621XM447/QM6x/SFv4MmEHugYuBtKRbBkzLLpOu3dAqzKK2sGOqIN8piSSJsge2gG3VwcnYhaqQUIkklksjtZvo9MnpVqTSbSlB6quVSsn2EeJO12o1kfnMtWbAPP3wf7//ov4Hu9/HRxz6s4ALnVxOUuYP5Zo737x3j0QcP8c5+hDy+hFEmGAw7suIajTh+AjcvWJUmUYVwD8g/2HYLVTAwN82osC5jmB0Td3sjXM9i9OoaH/zkxzi6f4zT0wmyTQb37pEQSlgb8J5A3yEm5zc4GA1gvP+usIOikDa4guWF0rdR+i+yeIYk2JK7wdInMUVQGSGQe0neIYEdXfLnkL2dWKnNxhrcS4Ekk6KOYXc1OG4gu69cXV3h+NEHMoZSHEwTx8TatpeUIITbKmZ2eKfpe0shUIWYnEEOEEMcScgbFYwiFRVO5JD1+XlVbvcYlKMFkycEzG3rpKpXPHsbOtWTRoDDkubSbBpFfiEJEDxH0AlE63DDynKxwv5eH4PxX+HZ6RWyGuh6Bj7+6Ue4WafI0zU6bgvznQhFMsOdgz4ODrsoiw1+8PF7mJw/ly4lh4djzOY3yFJVkevSO+Zl7qBgqgbmLIQ/mQkRxO130PfGCMI+4uocHw4P0DGBcnqF//bRXXSbBieOBc2xMd7bwzv7HUxOvpItdPaHHdzd+wFcm2syk40vAmYbSQCpWBzDHIUm7Xk1JNKv2bdtLHLu/q6hycnU5oafJgzNEoiPYTXDxCTLYQa+CvOYrbVd4Tcyi3nn4fviLxDSIfagzAE1t9pZRaKhbTgvQiFL8y3+48BQahQUpn5zsmiz6OCxcbNPgmVbC+9NtIDUAjBbB0WLEgaQonoTKuaeQwGbQJLbt819G+xgZrmwdQoEeyLqOLxDHr8GL4xwdO8+5usEFRJcn3wB0w3xN3/1Ea6uJkjWM4z7D3DvYA92scHikt1FGnzwwbskEqC1TAwODpHFBapMwcQkfzJKkQd/sUKmLoWvJ6Gu6UtVc1FpePDgXVQ5W9bU2Jw+g2N18BfHQxwHNpY0RVaB1eVzIcfcP+yh0/FgmARuuBL5nZUQQ6SkvuDeQwZsWEjXKebThYSdFEhiBAwfY3IzclGusiA4BmQepwl3UhEvTSabuRd2hnFZXMvvJKua6WWN11pJNpcYGM01tSydQv5QAL5jdEC5UgUcvADmCdiQQphZtKv80hZy8azp10vu+kkOPw/eNlnUyKoqRZAo4dygkr2N2WGM3TkIMxPF4rZyjk+fQocXEVrVxSPmgh06DvbvHGK9iXF6diLNnrrdPkJsMOwY6DFSnF3h+jqHaxLDIGXNRaU1WJHx0+/DDVwJGWkbOdEm8wTMTm4TR9JISwPYb7homcRx4bDiuVRl6aTJ+ZaOPFkgmd/IuvA42boD07HRH42gy24tJDHTWW6kZR7DPN2o4bAczqygc9e+opH+Bd0wltVNrHC94W6vrKtUmpdSJRuHlaqSitvxMHKh5qSnb5slGrNU4xTHSMg3YP6FJo71OfwLC27JtCb7aDv5FIDvJgT8ABtl0Z0kj4/bV7B6ltBnmkoYSAocL5al4+IUMj0KsnwJk2YSLjJ/oJNm1rTSaq7jU3obaVDJ3ANJolSeQtow2HWEIY4FiyqaXVBI2NCAo8M99CO1wwmbYThNBbe2ABIx2euQYR7zRbom5eKtbaIz3IfVjVDNVtC0UtQqs46SNSxLNPTSC0XiJLqma6SPD2Abngh3nbPy2JBCUa5WP2D/I6pbHTp7IwWB4j5oJZj00rgYXFdB1FIzyVUQS0qay5M7o7IXQeizi1ofWKwEgY06FcoVCaqlgFdU55wsbqnDjCVNQlllgku4toUyz2QxBOy3QNFhhEPwk0450VDCW9sKrR0VYCcAnM+39AmUSuKX8cNcQZKypZpPE8yX7N2rmixzAolts6F1kbFZRSFIGwsf2aq2NGIki4UUoGq+IS1dmWPYwZmCArIGgbAz2UG6KdxBhoBcZR02oOBWeU2DqN8TChq3s2uLAPksERXIVULuAItVWkuX5hUuu5ZJQod4uRCztzel+i4SByCewcIWlSVj7oWrh9FLF5qhun815CKYuvQ3LPJMHF/X5C7pkJ1QdMuBwW4prFkgH9Hh3ouaZDClhjKn30F6mAbdY0Y0hxsTZPOgLVYiRFwodcNQuRKHmWNHGh3hYKKJZBFTQKhNiW2wOabf6cFj6Rw1LMvrGTpKreWWeczsP+eNC2xrEkSFCQdbWcO3+F/ybMIFoDtFB46rPeGehiwcDdhJoIIFG82a1TIV0nUsHcKIeFF6iTJSUqlaE1KcGhNlTdXoyD6HFFrC0Nx/kF/OgWV4zHlhwofmgiaGkCrb2WmsxGWCJS/FBnIj6sZVkq8ZPJYFJAYM34YZsHy7QZ2soNXUSuo7aQLoE8iKoVbg9ZQ6jNqSLiBayKqkQthQvA52QKnzFqVRC12d2IjwAj0HGr+U3ji1HYVVmmQYKs9BW0ZBY46kZNl8LQUxdO6sTSoEUvIS5yTqsk9RVcKyybVQVUMs2yNVopBG2JmQYSWh5HlwowCbNEGmLxEdkMWgajLLluVz1Kw6ChAeVu9zsncmgb/fUhNs+QPiGXIVcXfTStg37NhRsDvnsKfso64Ll5ANHkmw4EomOaTmVvVSEaRLbx5KKi0LASMiduxzQB+AUiorR3i/asWaBP7FmImVlPp7IeOzfpFgDlEx1i5wfx3JAZGFZMlEaK4JzWUlDrtCJXIcaw2JXQhHQDgQnN1tMSNX6HZnVXL+m4K1EgwlbYkAyDY29IaiLmXyFFo29dZYGENPXLqoKR6iQtRol1QjaqKrOwRP2NrkKdD2MzwmZ1GKcxT2Qu5BYdFnIfvdEI0qgrDd0Ivq3TSYjPKFsEI+AvdTYMJsMZ/B6Q7ELxF2Mc245A2UX7db8RyC7wQW0QxQavgQk8CMmKbLJtZUW9xNfHPTgMwiRgyM71lQwr6BrNXnAIR9tpP1UWq6ZP/qWvEOZWC4OIRFS/aLDUYJkuNjjCzm4nXBCTNislkilQh5YTL57BLCDmSqm5oUqVB4+DfuekGSKhNeEhQyoqEgMz+wDRPlfV7lNlFG75qJKDq/Uv4tqkOcXNPzRKA1nyTXbURB5jHzF7xWfgk1AvNR3KSTjqEk36iMyFSqRe1rEiarNvosyBGToDPDx3PTl6ITzVI7xQRiG2CVZOZpLOnxxJ5PNM/SZHu5EZpf63yCv7Qc7N17KP4WS/F4odS0XGK3H/zsW2oCpT52H6Yw0FmpSvLjZ3BdtTkknUTaJw4e6w64wQRvfxWv0OsNBbZk0+tyvlR+BYUhZnzM5csEEinVsl6UA0oBEDutBpWImsTWFETJhSvGkGxmRCElsLJVuxqXL/sYyH5BakWD/IC8hMFaxpIZvkKaW9FMqcncZhGlSkf4GDDJCRDJ5+Dx71z1lgiGMpCKaic2i1CeGJ1tVdOW78/1Jw41/0anmGQSRmvttoCWEK5pC35AYSjqOdjroKpaScjRXyKoxNcUcj7Y9GOzSUXgLKuBl/nS0qdTaVgnG5yfn6G3fygsLCn/Ex7km5pArpUFQfKN/7//qdhVrRO1Uqj2uEKo6u/evYtmM8cVwxCT3nMpewoQvyYk2u33hHhhuZZyKMGmVL4QNgibsl6PLecosXTOKK3ModNutkaJ1vJEjYruEudUef4ywTIoigfQ0AOn6uM4bXsTUAiFG1CU0HLuvczybdXVhANpksTBdSqCyElWky/7CNCxpMCQ1WPmQpDVHHYyoXnkhO9IrBxAJmdU/kHWmiTVlIBwwlmvREeVikua1LPSWCOZlhPLohpDsoIWt82RXU4I7ZpCOs2zbSNqRiHU3zveYNEil83ASFyhD+VAD3tS88AFSTo/oXfmEFTegID8mw9qrbcUgt0Ht3GlybpDTZwUdvSK44Vw7sk0IibNBUgVT0yATZ1Ge3tqswcCFlTJbGfjdtHkTA2zjw4BFXqxHFRF9WKcDL2C4TJBQtFXUswBpYNGVc7WNGx9z0iB2TgO3i7SkDw6zTzJoGTWyuCrkIk4PTUKs3C2Q9+Ew0Aw3yITZBsBUbPQHBDTB+AQhiGUQIBFUx3SZKVvr4t1DLwwXr9IgdIcNI3EVKR/koBikCIYuR5xVFRmljkZcXppntiS5/9r7U2bJTmPLL2Ta0Tkfte6VSgABMBlhk1SPf1hpD8pk+kH6YvMpBlZj7W62dyJpYDa7p57Ziy5SM/xuCBkY2yCTV1Y4VbdJTMiXn/9dT9+/LhFJzr2siCfPrsxghYV2VSbzdaqsfsKfCaWEe+LQOYh6ft5G13kOX73g8uNMOXb4PB7G0HEBMacfF7hCvECXDxDJDZ37/3wkHtjRB3BYrWvDCPPl3P1x2PrBBLJcxMINtJ7l89v42Z2Qx2gQwGleq9Euobb3m8KtZFuTaLjGLYyRaAnDQI8gsEqFt1AiIty3tWcpxAw3aMHbZuHwEPGmOrW9Qg6A0HEE/j85vf4UTARWtps2QR2FGb4HkcdGAa2i/sPGnt0SBMLQGeP48NNsBgqR0l9pGDUXD9NI3zm+XIEIMlDnwExBVNfMFZ7BIAP3rlBYI3MTF/dLu1lyObHkA1mMl42W3rxwYdSOrKxBswMSzqOJGcF+L5a7pb3JWb+Xh8ctXw4KGRrmq/fcr2bRzKdTcUwSOe0NaedbmPcMbxCsgi6cHlzhB2QusdlrZZLLWZLp5BAnJRKKbty85x/1TZXtd7qsC1NAW/QS4gqGfUWzlouhdtgMSLG99cclRH5Q7Vutm0k/N2CVgRkSeoyq8mbuH3+g4AJNctdzaFdwFGKC34KirlvFsLvas4Df6/1ADAEjIO195HkeCz6Jtjh/KF/gkVHSwnRz6K0Sir1foZhuSW92/VklsEQzcaosoYcjeurzk6GA4pyPfUysIG6zOw4YaOHx5nnMLFWPaamNGJ+EoZMoY7rx1vZAP4asChcHGsf5yA2gT4PUrVvPQzi6PGw7795Y5CDN+BZUQhCyn213lqClQYMrBOl8e1yYWNyrwIkU9e7oXXv1aTLlUftDRXxgQrnS5bQJR7hOfOw3WxhzN29a95xXon6nLelu4sYWbjKr8nYHR7swePmAgDDiNjZTqeYrlrBP9ip4xp8LKLP9FophR/mP64Uqhr3/PS18BWxe/kBsAhD7VwTf4fjV8cmrufqaJIqqu+8HroN6/Wdy+w8e7gQ2JhJqE0KS8S8LXW6mbqjgck2vayvZ8+udPnipdrDiQZnl8rSvo9tjiqXz7lWey+urVZF95P+Hv/DekADHda06Cegf5AumtSRPvj9HhEF0hqzhqhjM2QaeZrKKQx1dwZG5TRbJF0dihgtc/cwFcINnRaVw8IwMSmQhP5gS+1uNLVCv6LFxpw5N8EYFvjOTdWr6G0YRuTuoaIyxE265w/68Sh+UayivuGonqOOOwycPd6j4RH27kGAclY3tfCG4UIjPuA14ze54/iIVCyOA4pSXDueDw9HBhMBIQBadEwhYkn7XgkQ5h2dI0PgIxfvxPEJrM57m61FWQBllQZpMEU4Gm/BMDoajMYaXTxX1Yi+im7dxk8gTGsghkQ/ojuyAmiur/rbT7Uf8z4zWOmKWr38tqawRqrJnJEgpKkHVy6QdM1hxtCBBMkEPGCr9YKRLsRW1MtTkyYmIxTDSYeaupnlulvttEIBBKr6odB+PZeQjS2PJlqGfz1GIYZGUzIB+vmIS9pZyNYyVXXf1AHUj2UCd4Cwsdlot1rFTVsEE0VTQIZWQLvIuOAREHYgSPRRF4EaT4CzGuDLAZR38s7Q9WFfBiuIgK911KF10KG19+ddC3VyGEG0rUUswFLh4DpHshJ4Q1xlDL8GE1kvN9osNuq3+2rsYjxNxD5I1YdQKQWRnGMDY203LfCF2BUj/piVAN0MLsI631k4G3SVuMqIqL1cIxRcfAQGzS0M+lsD+O5fWPb6j9VAsPKwc+8xXFPjaCZLDg/vcNRoQkzQ1WZbOEvAO0ZjylDTxwfPAiA4cqGI24D+3O5qsam0KUkAAD6iERRpewM8aAsQ4fIUOK/NLOZsZJfVvo0F59v8LJ1C/Cy0MTIPJq0vFia6Iu7gBe4A7AAHUwdoWQcxiCVN6w9QAeTrVACZwEqpvIQ9lZc65gVFguhPZIe7pEqAAg+BchlEDSKM0FvwMVpL0AMU+YHDCWCbcz+uxQRmAKhGmZjYKLHEXAy1IovhiGJfAoKx8wDoMBAMjOBwcjqyJ3t/c+0BXXgVyLPQ9GMDEVTGEcBnUnm37P+1KWIceRHJYsMB50JTamm+XlrDmIcMCgX6BexKMMibeYp5q+MKHFkB4Mi71TsHYgy9fnic6uPLiVuxtk0Ga6Z2oa1mZTi1VXGQhVE6LlMVYBB2i/OyJA4UcXbpTgc6gOn22WxULFemvzPvAAy4mTVDrxB8v02Ez+vWDa+UX9UlgjS3sEtQpcoiVBxwo5q3x4FA0IiHAMF00IeXqO0yYgdTsKzyCnJom6W3tqyMn0RXfBSDKihwDNEk/NlV0Tf51CHkqa3R1n82mBiJpZ3/KcAD9BpeZMobB603yxiMAVhC1uLqIYFzBL+wiVw5fPr6X6dPwO1hAL5PxwMYGWd7fzh0Dz3fIecmdYSXl9Ez1+t9axQofRLgTEYn6tYjYBgguTkuxdSwvHqpNg0Su0q9tKnmERmLSM/YXXQFm3nEqvPASdsIzMgQSC13dEEVNp49gehqrX1eCD0hsoljdVBRbq2EnmGceDYiQcAtXq9W8KDfIN+sVC2WyippAB8BZtRqrePpqcEncBDHSbjYJyPiNfzv2HzUKMAZMABoduxDspPgTkbHNUbEwjAOjwzKYBCLXtF0C8dyZx6mz38rjcBJCNCInkRnWQYqqd5G/IRB05lUVrk7odrGQkLY2hVg2yZXE4v5vXGC2gQcAft2XOhpGo3qJjQ6dPRwe+fmCj/b49Hp43ZD00nPSiY379dO5ypIER3ZOxTl3tM/7h9nWqy36o8IJBFZwN3vDdhQHLIXoOJX99hHu3ika3ZzuAdKtMWGrhCziOkYhvPgih0QdHUwJlFutuozsv78oHaaOQOAjwey5lij2LrbeDtf6FAcNBiP1LK0zU7FauUpLnAEyQbY+xxpuAV7A54txRosE2+NXfA1im7lTuV2YyYzX+M94RcCPi0XGEFuA6Uvs1Vh4BSQYF7TOgaCyIbAjYfUn2c06ugGVcioMJIB4rpJW1mP8jaMbhprQ64GAArkkA+Mi9fy0eCv/Bv/ixToqXgUUUGEOXjdvfIS+nTXOgEwccwIqmMBEKzFbOFcFq4g5ys3zaxBomOOEQol/P79bK7pYqWLQeqHWYHUqaVDk0ohGwxOIr+TGtXDE9iqydtZPHY0nqBi55eK8jJHA+XUxOLPq81a09lc726uvbA/+/nPlfX6nkXkh9PYCPIJiqy3r77W7PZOl+MTN9viNfZoIliSruNOJIJI1yoI/tidtZdE25l00EbhljBa3UAfCTB3NhBD+XzNiubtaN/H05oQGqppGBlelWbe99ccnXtNToZeaMcIRB6HvQbZ2JlAJx0pG/QMNZNRwC3gyfF3QDPskmfGwj8ZAO/xV3kCDNq7zi4YHACV7MSDqCgTI6fKBQPTmkVL0CTAoYGQdoUAgWWz+OwEOIrsBoxnMV3p7nGuFycD9bRT3oTGvlPX/YoDzygyZs4ZtCOYY+EJLuMW8AyHcmNhLGYBoIzCLqS4xYANcvLFdquvX7/RL//ll5ahPR9M9OL5c7tpStq4ULJ+Jqb+9l//Rbfv3+uzTz4xnNufTIxj4AEIPhn5Z5U0Aln6xIjzY8uH4rqHhNY/R2DLrnc/A8OrAMV27uhG6h+yB0roHAvc497CHSwU3gC9SBYwfgbafn9wbv0GjpUUWT2mqXnuU6Zef+DsAYraSW/8Lapr8M1VsgC/MHoMgODyrzAChzXf+gwMAiCF7pYogw50GJRqMX6+i+Ze05gBfQUMvlguFpaWKTcbXxiYus8z8mYebKvtZszlOlere1QC18A6pw0drDTKOQmvkWEmkDcqF00aVB0hf3KuMweoKLRYrvhl9ahu4m3A5Uc9XbZaevY41SfrjU4GQzGnkMX08K6qcv2D8b3DXk8//7uf6eH5cyuL5VWurBEzGNhVfmjcu6IDC82k6MKw3w885bh3LAD1i7iArBajhTBCYQeVFDwp/RvgAvwBKIrzHp5NDPBk93MsoFAyn889UXZyAm09cS+GyT0ZmsgTA3Ldk716xlhIPqk1xBLbAKmI1kcABsDH9zoOvl11BxHfMQSDDeFeeCOKH1E8aYqOIkSXim1uISqOdzACPIHH4J6earOhEfMgSJPcPMIWyNWWBESHg3J6AT1NtKl8yy6jPB3kEhBC9IuoNdDLzy7kNXhYzE3Y7RoWkQbN5JjwjCSMbjTST//+Fzq7vNB6vhQGudxuNH+41/zx0bELLeeTi1P1x0O9GPVNnAH27map9sDJ8AVYz5r0iSeiJIwTgFziYKuWiXOnEMaCF8AlO8yJCuYT7wHOIgbAjiRlDqHW8AJkWHx4MAUeglgJ1dj1UpfPTs3wBjM4SRJ1O6mm60J39zN99uwzZdnA2s3MZzJpBSFQd35FHPBkAM4U/rTIf+3fEKZkPBtkDlLCnlZQv+ymCbiZ3wNVjC7eqM/ytZxz8Xi0vAvujmODB0mac//woP/wgwvtdlvBlOmSIvHgDqHewVQQL8aOFu3A2Y9lBGicpTSqkiEm2UC9/tBt4EDQDLNwaRWyay/TGZNa3Uu51YEI/LDTbDnVoljruGYSSlNNcPleptTClTFWD7ftyiKI6KFU80Cgxb11TWlHvJPFZvHJNmidpzZgEgnHQ0XHcG6vxQY/0NENE6sotVpvfI2tQzO0BukZyCDSgvtHWucVOsqcDYxhMOxrvloagU2KnU5OTrRkJvOAOQk8d0wyMiAyGYexTqU4XsITcCS3+cfTWRZmEC7tuyZBgOZXdGUtIFNeAiuCX9dCbLI/Vqe/sXhCI011mDesPoLi9wHkrIkez8rhMmIK887SF0UaWVQM0NzobjaH563qCBsZBTJSukDHaLhAYmZH46kVZ3jgGAPIGF4ijgv4CBwzrSRRAwLoobCXAdY9ECjVIpL98Uh75ic04Ef2zNPDEMlKeoO+xTCYrELHL9LyUL8clrfaKqHN044PDkNpnCCXsfa8B0M7MIQq9A0oiROvsJDgAwBP9DmuNsxFGBioelhvRKNrXu2U7doOZt2XwUi8VtcM5zZKLmni5AUPiXcYTfpqlm1tq1z9Q6VPf/CRPn/3oMV6qfHVSxfIgtEEihogHGtFqAHORJu8i0rfXew/ZwTxdZad7AAjiNo9D4yqF+pf2Wis/rbS9OFOTaRpMgSWOhqN+lpvZgZUdrRvd5veDVtPK/VB6Z1BJsF4+LvFUs8GsEvpo9tbFRVF890RA8hV7PdKcZ0gfXV5100qNsqGurR2JZ1gK5NemZ2EWDQ5dMcRNorjLlLVQzKyyVjnTWKY0FmmHpL0BuGiUTSteYMEwvAZQw00INeKTqD2waph3mlE4VDCYQYVkSWYKlYrsYF30GxKmz38SKh2CyamUDvptMwYIuMgrqc7yykoWcQx+hVw6bSf7Q47QSR1gwkBIhPkT8Zq38/1MH3QR+4zBMjquPbiUroXkk0engAHgEP4M4Ehb/3nP2wOjQgySGF2m1K9Xl95n+GW5KmJu4yzNJhCjw+PSvqJF5vxtLhmzm8mkdI8UXJEHI7Okxkd9/xnn7lNDYqQ8wseAjuI4gfzjmzKgRGQGZpP0Gq5/MpMZFxhRS9fWXjC2NN7cIRA0MRbwPl/Ipy2KcowVo/dClhFybWL5OxO3WYorccTaYn/cPt7+iyhfPEgwS7wuqSRHjqJ9wGACljZnMEaDm8zoQ1G9aCvTX5wy/jd/b0fNoCQET7STTxUmlr8OwSxmYqSWvqfIwKiLs960EeCp+tn+Hj/oGfnl2r0TkxwoQ4zQDoHjSQyNmByA0URg/D7wMd/xgj+vAHwnUALIsWDP3Bo0ajRENQogiMEFFD0YIIJjBhcYBN+LgvZgRPfNjGilaDBD8zMUje0Kw+iosjULoI/poR0s064X7NyCAThajrutRVTDUzSROkgU5ejheibWgZBZs5QrGhxR7ih6fp/eDPG1+FqfRQyvOuYG8CCQOIYxt6u5UGZXLdnNNTu3sTTPb0RPth9JKExSIUOgwb2JT/loXP2c35zj3yGe5D2kKXZO53blge9efveeAmWxBFLLo/nStKOdaEwXIyMHtC8zH3NvLdnGBCzJD2tFhvNp3P96Bc/UdnM7EkZ38fRAYEXzKJpsYvgaeAFeC8+vr8R1Dnwk3nwKLkpXqgDQYTycJZqOBmr8fKF7veFh0WRq1EtRPqVTiWgWTKEXQl3nh7DKEkjrwIBBcDocbFUs0fFMbMARsHurIs95vfV9XBuCk/EAM2U7p/DXiCU1PbzLS5/p0F/rBad2rgvS8QRZNEe13CKSzzAddAK5yI9noVCE63yBHzHdsxVQpG6cXRLOPk83Em4EQPAmXbbTTg0x7C7WEQ8W3A7/9T71zKZAxYUKmO5xwe+u37jlBa3TfDGDidu4TUZaE3QirIJMRmGTLrK90gvmdW4WG/clv/s4lJJN3PDzxpdo/5Oaday2DhcgpQAnsUjjq2KhdkkAAAgAElEQVTX0t7rrwWLngzg6TM7xueyKVcAN02lg4HOh5+pWs7U3C61oSQMw6WfqSgzy7mdnI70+jX3StDVNMTJtA8CPUrQD9O5rk4+NIRKWoaHYWfwcAkAcZsYHO7Skz5Is457ZxME64g6/upffq2H2wddXV5p3B8YD4DKFWkSKVXPRSyEpcbDkUU3OaKI1NEE8DEDehcZqA4cQ92Wg67H5cw7crla6Mc/+ZF+9OMf1z0VsIKR099b7t7HABEYz8nxNuwSvk+vQkvrbaHf/Ob3WkO0baKDRJGprs80AXKiKskoXLq5TG0zyri3XjTNJ0DHxEsMxaD17d3b95q8+CQiN3iZwM3EMW1ag2qUtQ7qwwj+Ck/wlFI8WZENAPix03SQhTfwsh6PWmzWoZBRtS3YyEPgSIDcMB71zc7j7/wuw5+2VUvrAuo5rWAdXd/O9KNPPtKu0VK+ZyewS2JyCXgEgR9TS7N+SMWBUEJlQ+7t/vpWv//tH7Waz/Tpyw9N5Xp4885egCMLyjfsXaaM0a5V5rn5h3RVPyF0vB5BL1lAsTsYivUMxaSj7b5U0s90cnFq94L4xVevvtLZ83P1D32TbHhGZi010C4O2VtK5MQIKKjnVPLaia5vH/Tm3XunyB4AlpguZO/KtRwO0clMEYIubzwEr20FklZLq9VKk7MLq6fO5ytdDC/19bsHTT741DQ/Nqujf444cmfo9w4GY+7E01p+/+Pgaft/5/NTKZPIHvAj3xUan54ofyzVGwy1Wc0sbJV2Oo6UWUx6E2fzqV3djqZKBJtqfJ00MM0y3T5O9fr9jX76w489KCrhLCU9pWgDq9jBV+ljwGybJhjBTku6npoN/eQ//Fgvrl7q4uxK65sHzW/vlS9XjuA5IxnHC+5HwHV/c+2RPa5KMp6mnyntgTQGDXxwMjKez9SDNbrDg0yTs1NdffSBqM5dX7/Xcr0wVE7aBkJKjILXqWo0lOv1CtZjbWFqkx384fOv3IlM72ZVbX0/kEOscMaUWNTNpjEcG1CJrmJIpwBWBKVmPVOom5zq0Go71litX2s+X+qDjztgaPYeBMYmxZpRFLEA+MD/T8eBPb0jbsa4EfbgppPJROubd1ox64dUjuDNQQmdN6VdLjdEAAVOkCZ0MjMpLbXrB8H74quv9fzyXGeD1GNzuozCMRwKWLL2MyWvb1VRGQPYaZydmOX07OJKPc7Hea5Dq2H0D8Bmu5gr31UaDSd69tGn7iv86OGFqs1WZBXUI3ZU+QiWmJ6adJVvl3qcz0VPA4yf0cW5BqcTM5I6WVeTszOlA2YecEmUeekWqqKbCnCJoxI0EzSxIW1JKZOx3t/c6YsvX4muolaXQRUdA0ztjIFXhalm9FLiRUkP0ySLYlKahmRNUoZOVKfjeKg4tNWhgJdlWm+2qhx7MfntaMY3aG2UDiKrYi+THv4bKeJ3tvu/8dc451zzcLBCalisAhzB1TjI2a3FBHBcMYgeYk1wDLk5LJTgL3UTae6ziycFOfLd+/d2s9lnn6jZrNQnuqcO4DIoqRfIXJyNxAqkVg2yjpOROsNeZBAwcV1kalr0gmgdqHhdFvryyz9oMh67k7c87LS4vRXDN8k+OXLwKrspaGLhoBR0jlZzUjt2GA+X1AfjIanfH3KzoiwgUfc3+vipRSMDsYvMiVrGr379Gz1Op6a0EeTBxeSZ4VWTBGobHi+IJDxndxFRt3CmgKHRnr5z2ohXyZcM3GrrB59+qkUBJY5JKTCSAtcxsMfx4GDeAUpNO/+zVcT4of9+/Z++bjDSbhyXxMKB3HHuwS1YEzgh2lgXhZh+7vG3BwSsUncHbQ5LZeTih7aS9tZawSBtZFf98Znutwt99fpaV5fPlI4yLdcAIok5jZRrEI6m5EsO7AcM7Uy40FSrfK3usW284lBSuKBYNVQySK06Op/NtVytNN/M9VgUplryOvkcqV0cf+wegtDx2Uin5+cWsKak3UwiFQRHcBDH3YNE7imLg16yCSjjdoyLQBQh4IMiVhQ7tXtjvX1/r99//lVsCrCUFo06RUyYzTc6PRkp6yFMETgD9wtdjdkGZAvdduoKLEGs9ZUHIz0sK3uCy+djzV69DcIvW4ZhoV08QjTokKFwDjjGM7WNmRFP2/n/s+JPi/3dLz597YlNUEe89e9TGgUEohpoqJIZAnTytroGVDKOAyajVUG3xkWyMztW2oB3eFBaK5KMRqdqtgd6e/Oo337+lcY//5msC7BrqpfRrg33A/HHSocmlbxW4BLkvS49t1R5TF3p4JNCFfw/IuRD2tXo2am6w46KzUYVPaQUmWqCSNrpWZk05UjIEnVHfVUAYhRfuqCU3pY+j4kpCB6BrcEOKCR1qJ7ud1otZqb2uW29IUvsQAIFIv/17z43DxNOAJ4n6VKUOmrPOCEyi9bYWQYK6HhRDBTAAc+JT8cYrASvhuH2LN8JgQqTWZpt5WWp7XajZ+cX4bHwnozw4T7dF8HziCCTAD3Qgu+u9ff+u7POP/30k40QGaPAwUwiiKSkeAyMZKR8r+fz1md5K/SOuDkWCA0/HgQjY/rk/Wns+i+/eqU/fvmVdkdpyVlHb3+DnoCDawKwccjZGXBFPgyjl1fi7/znIhdqHtTw2ePdlg7thlq49vFQ/clInX6qRoYqSldMu2tmifpnEw1PJ64ZYACUdpMe3cjRbWwSZ834AQgiviHA5eECUEGlAxqn1r/bcx38bqJ//uWv9Mtf/8Y1EbYTLp2NCO+SDKifJdZCxII4XuFmYnjcBzURACJ2McEmRyvvM1suLWJBryPQOK5/+jh1sApCSWbGNXnFntbJMUEooP9N2YFdiunUWGhYFtU8Fh+Vb7wCb4yLJP9Hk5AHzQfRbpJ0lO1ZNFwSfYIILNDuvrJL3KzuTT374qtvHBR9/PJK81WuQwaAAxnioGbaMsW7bBTqNIg9KIxQlgVxS+1qjfdzPY2WiRzbbeFI26VaHk63UrcVLeFWFSMDabUMtZJtZBnT1EM9hUkrJrCw4NwdhE56DeE/MukNYopbxXoqi4Omjyu106F6wxP937/8V/2X/+uf9DhfmOvAMcC5jwdlQem7oMPYE1Yw2MPBQBHBpOMFgDm6wfE+0Mhx7W6bg2C6cUZDqk41kYIc4t/JeGIeB0cWnAezubHU73z8TUbg1+H1bAOYGCsZzSFcDCql+wUR99oKpYdjqbx1EGqn7HSqaQyPyrqdGCi5b2hTIjs70+XlqSeR392+1910rvaX33h0/MkwdcaBhC2L0DU/n0oeJI7gJobFI1ULxg+qGVI3juhaBIkMi0KWdu0YBS4eBRzQx8GEo6jlyS3g/+blWXcgJq8RWFGT4rymMORVwBhN/a4lavcclbCw22Jo9qaS/umff6P/8o//oumceQT1xHcGcx5pDcMAA0fhmYx6fSup03TKh2NQAmuIq7y/7wt2UuXr7w97Wq9Kx2XdpnR+eWGFNrwv8UkQU5pWmXlae14Dj8Hnv90Ivn3VqCVQG2K4E1G84wMEl9yuFu4fcAaUr8NRQaRKMAdxsnnw6Bs4Bwvo4ruhPvnkB1osZ1pPmQpWOG380ccvhcYBkbql78ulXTA3xPlqRLCeNYD2AXUMMAvsk6jS5BdmGu67HoDNbuN3s9OxIV/4EcbuyRRg5bDjYTJbfCIwDY4CAmHcP4YAsrertmYoRa0g8Pl2O7Um8+8/f61/+tXvDII9tc8TT3Mc4AGsSoL+EccX2o69xMEppWe8rYNfboC4BR2jZsfVVDwCUDLp8aQbApcJNQVUTraMt6FHBuArUlWwc96XhecPH+YTPK3hv+dzvFD0GaDdw04iemWsTDfLVKHr3+mocvsUUnRsHKp70cI+HI3NMOolLXsCbjDPuemDZtMHffDymf7Tf/oH/Z//+/+h2Xyus8lQq23h5pI1g7XHA9f6N8XW+oASaRaLTSwCWR3DcwOf0zkWsmKVEIVIemEQ7AZ+xhG+qz0xyBNegLWMoGjxouxufE9DxxKRi0DwMAD+zjFS0lDiWYgHFQVl8J1uHlc2XhRLWyxUsTJMDtyLiAeNUBh+sw1lvKdBlvm853ynXEFZGkNmsYgPeM0Y2xP8TGoVgEuU84kTMOiyLDyD+XR0qt6EmgxNPii2QlhhexJDEtsERP03BIYYJi/Cw4mOFgobPCYWgMFPWW/gqJ34AM9puhVU52ZTvTRVg1kHWVcYwemor2O1deqXItda5BZshu51+ezKxEzSUbR9iTvuHh/15u07zZZMEqGde6UVA6mo44PQ1cceCCWpFMuIQWKoACe+dp/lUQp2JxEBhTccnL+djZUHzDnKB7m5YWaaQ/AgxAFVaeyhzAt/Dyh3Pl9oOp3p+vZWb9+9N3DD/KUtwzrwgE0qpEe35Bm7KHO39HFt1BDomGYxD+YdEicRQyE7FakdHmAyhsKHSiySP6U2y5WnyOLZuHdSWIzLw3IxAECr76wXm4V14zn8zceBX8iPKIwCuVV2RwInDnl4yrrQqk083UVXEcSIyVC7HEkWJoQ21TrubRAblMiI9Bst3d7deUEhfRZUFx8fdUE030312Q8/0zdff6E312/07HimwWHwbbmW4U8cRbhRznWeCzuPHn12PLsMrgBaQmQRjmNYaFy+swrG2NLgGRVADMQpMCxXdhvUd8wdomhRqNhCDStjUYpK21UpCLPlDvIHKmcN4a0ApZIO+o1BDKEuDqZfIsB1SJxVNZj9yLV36DOAuBigGKzsPM9tzBgjndwcs3c3txo8f6nVmvQS40Lcsq3xeGyPAREYLqbrIbX7Z7lYEz68gev1+3d94gX8EeCZXSbuhpdn7Bw5NDfIR+y8QProxfdZBIKXb93uBeTKICyaKfM55JS2WTNEvTzw/+l//M/6p//2j54FVNJd3Bjq408/0cP0RtcPN+quHnV19izKuASnaioDMYs3t9IJXUpsdY4uunI5Ntx9bDJI4BwQTIi6yfmdn/MbtaFQ3IJmxs6DsMEwrpLFLXLTvdxHCHOYIBV0r5tYuOswX6vYF5HqIeYFaYV+WWT46sETPB8CaaajAF8neC2yh2oXFcE6NgCFZaIMRsDxAAWdQWBA7tyrS9i1jL2PLrOyzHmyB2Qz8vGUJfC+8RV/+fv8r/axta+NvBgA2jGXoWOzip2KHPygyO+JBkjbsEqKHxRxsFrwctzWcr2yBSOERTVtNOz53wBKuG4mgALB/uDjj3R7d/1tXEHZ9vTkxBIt/H2+XOj+8dFqafQ5YEDsGm6SnWx1NGbIueUMNTP0i5CRKw08AVc6w3DrWBVgFEbMg8IQfBzEzscVr+ZzLXmf5dJumffA0EDlIK1EYBYkF1Jii09SR8FTUVcwLhIBH8ATlUcEMjCi6DWI3g4CYBaLoJaNR0xl7MU8g6M7v1IagJiHACRvLkPMdmJTQtV3cBtRmRea+CH+/BXqZU+/H6FRGAwLyUU14ElzFNHsQVfO7qAFzRSUTpNMu3LjnddRx2gX7RUMhMyP0J8ZIA1DBypYR30aQOkdPOzVQzq/jAEPr776QlcX51omiR7v7nVCfaBoapD0NDhPtN6uNb2farugB7HUoTyocdZQt7OTBog4wumr1EHfp81dRORNXyv3AGLoBXRGEB6DAJK+SH+QAkKH327ETKZ8uxbzBbagjsQIZCfOHRHkBCFq+BqOW2YexUzF7vGopCHPYGJRrD1MsEQDDbV/zi3Kxx462gmZuw6jiHMLf4nB7MXGfRxIBi5Wc41OTq3ksn6Yan59qyQZK0VYm/5DE1SC0YzBObuoBb1MciLK+PekiH6x2hO4A8ejZ3wSuG2aHjyg4KrMLUXDA+Rc7sAOorcQLLuNaPTeMi5mGaG0VVZKs5FnDDQ2hbEDdRItEGseDpSvVlqvFvrgxXMtpg8+C09/8pmrk4BQTFNrjIKnSJPG3d2dd89oMKo9VSiLcrY2MII2lb26VzCW2QtBUOv2AR4QwRSjfn00E/EX2m5W7vpdr5farrdUMQLzoIaIxByvGV1pAR4hnMlG4T0Y/oEaPIU2B6wBOZPmESCyM+FJNFsHj7dbIXRdN4zwAgSL/V7PxwXBNR4hL3INB7S6b7WcTdU/XWgyOA0upfsWQ08SbwhoBzHVhyUG7g38V5BKnp5TJNzxL16Ef/uo5R5xgwAtkDAxlMNei+mjGlWpjCIGxRxuyqNqSnWaFFm2dlUEKpzBuHWg0Xyf+4EihEGkjqtE32gy7CvrZZ7+xbnYacPNp57QUXtINtLxYm3WWz08PBhSpsWrKAuVo4ndaAu1E8rtAAu++LrG7ssjW4g/gCyRdgUPsqRbudgajauq3AEwKioGe3a47IjM7YLrTiMAHeI7eAIEeryn1WBtZBF3QMGno5jsIElgVy2MH8xmCHGHQJixC+4zTcxBIMX78Y9/rH/+9W+0YyjW6QmHnr1UZz1XMjjzkeI+3TixrcjiJasLR7w2r/O9s4PvegAWPqKDOjB0QMK5S3tVofndjUfD0hyK++wRgxEb1BrCWDQ7ASgT8Qf+DexKSuOALku0LivX/q3/V5U6GY+M8N3d3uiExW41NJ9BTkETEVy+oU4vNbZ/sj/x7icm4Owm1SKAQt6NGY240naKAljbsYmDOOrtJn0ECATSZoSu7qesTCAtjb5xne4UJgNHgGrPrgIh5EiEAEMbfaTPJtESMx0bFp4gsGNBeYbO8S3wQSAZI3ioodzdQ1K5iIfmJw1FLLqSCLRBCBeLmV5+9FL/8T/+RG8e792GjjJKWXDPC0PVbFUH6TZ0uI3hjYgvuAYHhTSf/GmH/4W/1RApi0+MBARL3k5qjaUzmxDy6KHKBVt+PXvQZjlT1mlpt91qy9m+y0NltpNov83da0iUihFwrnYAXoBRW131QQS3uZYFP8fzCMr1ZrnQIEExvRfncZGp7DTNYYR7WJU7w8umVc3axgiW85ULLexqAiqYQ5165wH/8mHSBaXs2n1jRfw8RNj4gAvQtOsHmAEM4vssPp7ID5aAk8WvPYkb1mwMXgp7Kbv7BpSzlhIoYtC+PGmFLIqew4kNhOfcTROt5os4TrtQ6lJpsfS9w1OkePTpZx/rYbtwz+Tj/bW6/ZFGZ5c05qnFLEla4uuAzh6odttcLx88/+9vBCy8V/9p94cBOJiBT1CsdShWShp7rQ9l1AvK3O3kuOLDgXM+NI/hEjIDudkPlRMXexIoWbR3oXgZvHtYSV0szIvDpNVM29XCZdKTEcMn6VxaixH0pFScdSakthrqtWIqK2kbh3q+zrUpNmoUTQ/epjKHJ2DxMRjcpBu5LSEbU8j8NQ+aDq+BAeFCuU7mDrfbcP/jqKDw5Ymxjcobg6nlZQVr+eA6AHGBF57OKHATJqLbo0Av92hRC1RamX1PTQD09aAtmdMhvAyUc/AIjinmINEkQ+v/2elY802p2eOdhpNzd2YX64XnS7pXspl46Wy0+AbHAgEU+Zipzfwvf8IAsJ7aBiK3xOUR/VZqwxfcbbWe3Wt291bLx1s1dqWrg9wiRwHtbCwUzaeGPmnp2iB6CexJSmPT9LgYXBd/GAPDZgUY6fZSo2z7MoSxUwZNEIg5BSxNqmD3RGDH7m67n498ejadWQiirHIPj2BXcJazcOxwdj59gWYQNVhg2u47SlKYPrjwGCvrCmEao+QwEhYEI1L1dGDaVzrSp4RLAHdsQB9DBjiaSkFEeW82h+MIF6C8L51mEzewU7u0+FlKj8JRkEOh71M6zwYD60B9+uMfaXhxol/99vehaMKz3jJEc6xqu7KH7vRGHqZBccoxQQ0b44Ex6r/oCZ7chlNAbMDtfCzYd6jUx0Kt3Uar+7f6+g+/1uL2vcvCjHkpC6Z37M00ZogmS1ZUTEGlr/6o9WZtlx0ADflsuGCQL+IBomZcNA+0cUzN2EFyhug8IcAb9r69MQMgT3RqNUxNZ9FI3QCn+r2BJWFWawZxl64FWFnUKqpwHIP7wMI5qKhp37CfWGhwDb4X3D9ihmgzw5sAz9KX6D8AZng0R/YMyEArgX4L8P3oocAzRGwQ+D2yPxgzxochc7/cD78T7WzUIuh6qqH5ZkOzxUK3t7e6ePGBPnz+oRt3Hq6vPbRriKC4kAqqVOZr7dGMroEwzO3JAP6iEWAA3xpBnQVAVuQZuaNmx/TQtar5VPnjve7ffKHF4431fQgQSVsAYPDoTh25IQ96jLl8TE7DIMAY6fHn0bOf6Php0T0D8cTpGQYHHyCyCyDlcBuOuHw2U8dnrJQVPHB3pKJm6HbsviuGZZKe9TLXNeD6E7mDWPK7vB61D4yFnYib5/3xAl4Yt97j0cAEWN/Y8exkeKQYMb/TagXci3MgU2pV4HYRc9BG1unE8Es2AAtBtM9r4O3wTv6oYwS6i53ZFPQ7RgsZO9nIokAYe3r9+rVa7UTjyalu0UZq73X79p26vZGuPkndMFyWaw8RbXdSe0eeCwbBPfxFI4gr4v/xw+xI0qROh+oX1bRcj2/f6ubV5548Vizn6uCOvCvYuYHUlXmpwbBn17xeM1S6aWIGkjSck/DxiP5IHal1MN0DkocRtG3DLts7k0IKnUh7Gjh4+FTwIkBj1/FQKVbxOuFZuHQKWtEC71o8WtVZpm4K6SNXSaGFmoBL2vGelHfZgdDRKC1nvYgFMAC7fgy17j/kgVLQ0QGF89jdXBvBoVHKKibFscgYd4PSoI8vXDNgVkclBSRINt2uoWCud0lBiK5qMo1a0Bu4HE+CseUwrZn0cjhoMZtrOJhoYO4CrfD0X7xTEyDt4qBG1tMRki4YSK147llTbrHf010dUeKfFjz+xtld27rRMNKsA7ubfvjtSkfKppul3n35R33zx9+py5jXdlOr1UItRrbAylRTs+ncg5qeX5w7IuDhtKGHHQ7q8OCOLeXOmKh1M9qbmjkzjHYO2gBXSooj9ZCNVppqw9RUWLw8WUginv3HnCDq5uTj0XTBMYBaGGc9fEHHNEfU2XmwDJFuuiWOxY33IzMJniBwNh4AcYzIYPidP+1+k2ItTE28TN8FFk+TzcFsanoiKVuDK7DYB0bgkYbuWfhU6xWDrg5KW7AZj+qmdFq1rfnUQsyy0dPx0FS3lajTTszArsonqHfnwWJ0LQ/GPc3ymQbFRO1uQwwH70OhKwutHh4s0EGmxWajOCW4hk187yEKaQSpT4v9tNMwAX/NuWzsTqwtJFeOSpuwcDZ6/YffanlzreXDjTazB52+uNJ2vVC+2irN6PQJoWow9/FwaCBozXwffGeXPBqxMYZDxvsZzWJ34xoPe+e93Dwl520LkgkRdbhVdkMcHGAPFKVYoKj48bt4rGOXEnXPvEZ1D64bIAtHaRgPM0xTdWECV4ULQru6zIsXoEqICTsONmpIwYuHGOVYvsHhxQ51bLQPz0bWYO8EnE6NJGGOUqLmvqG83Ctttz0bC/ePoaP4lqWZugnoJJyChiVpnkrxo+HIpBDT5RpNd34DKGGMKMVzLKdZ14Wou+mtkmambjuL+KmZ2NPltLxvN1ZuQb4XT87VM0sxMIQ6MGTPhz+gUFLfvVXGWaGGX2y/RdunEKnH4nGqxXSq6cO9EvoLko7ub2/MBejToo7bOu61hbKVdkyihPPGOLf+EIQvCihUu3HhECjzgiaLiNDxIOw+sIOyCKm18E+ct0G05IjkIVB4CReJBHzItgENR0MnswxDOYR4ADSy3dlb6IL+vWOC5/AtOhbgHIflg7t1YPZ0Rtd1NowA989ZynuDApKD45Eom9sAMEpxnWEkwOK4dItOdDtqt44Wr8ZoyT7YYNQDErqoKlrat1ouZ+p2mh4fPBoP9fCQaotHIQRyeXxnYQ3g+FaWaMhwEeR+IKfAs+y0NRiPTebh5zFoji/wDUdeHFtU9kiKG021UcrihwjcsAQHC1g5qBJzD9mdNGkCvW42erh5r3dffaHb169UrZZKacFuRmMpCh9cDKmPO43KXJfnZ8qSVEWxdms1N05UzeJhejwgHmwUchxxeQFxROS46P1yAySXlFXZSuTVQp/Pu9971rvD0W87mM1U7TAqPAM/BxEFw6SoxR1T8GFXkbAQZ1hiBk5/F5Yzi8z0FfT/+P14D/sHI59kMAEmAU5haABDTxE3BstON7MJ2HubeyPx2mgi5sutVsutGAvNrIhe/1SdNIJOrgX9Z7el7+iJCBIKaGwvG3gvkG6ThYCvoAxbNhpiLKD2TXs6r6U5A8RwMbuSYleru1OvPzFXoyqjN4LF9ygF3JutG0sjs2E863zhah07crta6+b6va7fvtHNuzdSvlXWkpjrS3bAhRcFOH7PLdr0Ez5axl4mN6zn88i5EwCS0kIQ8dAIpIKMwM4gSPLuBz4+No0RsHsP1dFRLReMK5+MUPKa+oHw3s6rCXJ48C5RE+WTGrZ9PzYWomHILDYOmjGiPa6DrkA9FhdD4D0AZHwUgCFAMqmHSBE8shsdDNJcw4+T1dSoIe/TsYAWO5o2sZpFraOypKvLizP1hplms5mBN8rcvFav19Hdwzf66ONzLZZTnV+ceIGLqtCoP/SRxrFCzcQBqbGWSll/YKNdr5bWY+x2qKmstVqt1R2WSgYTLRD2fnxQFxm//Ub5YKfh+ETttGdxbg6DNgGfXRw7HhYO836YxLnaajNbar1c6f379/r8j3/UajnTAUIkxZHWMRo0Gzvlm6OuLk/d+kRkjABVVWx1dXGp9Xql1Wap0XBgF8pTZIEI1mD50o7uiBvUh+AySaxYYtcbh64XF+wcgyCtwxA4uz36xqEzFUrStEh7wl0HgmcUz8oiUTrGCTosckqKYZC/4jJjtpDBJwSk8RcmGzVjyKY9it8kdrgZOzF7CD+B0kllq4iIn2vcez7sUVmK6nvumdB4SM50rp/nzhBxjiq+NjoZu/5CWszP81HuCvUHkE34F7EPWUjMQ4CBRC8E7SOHcjzbO7sAACAASURBVK9mryXiCPSTQBMRAek2mC3RVwJgNi/NqMo3W3VNqsEbG/YO7hpnA5y5ojpou9zo7t2tPv/tH3V/d6uH+we9f/9O6/XCcQFxeK/dMDfw4mSgbb61sMT93Y1z1/vbOz07P9d4PNKbV6/USxONRgPHBPsN0SkjX0OBm3vjTCU65wgAKCFYYisG84ZgENCpUKs5djTPiFiCTc5POHbyhPXAEFhO3DzHjiOfGoKmAQQRii5wLZlOFcbP1kdDCFAFI8L4jBMc4+zfHcgc4sgkm8BgweOjLsCxGW3sXDwBKWc8cQYufecMAA2BlsmzNJr2e8PAD3w5IYCBN3t+9dyyeFZyc+rcNASOxA7gVJmH8Y9HEzecUhx73E5jeBYk093e/IbRyaWOza4LZ5PhibKk5Upub3/QoHemrDfUcDQharG+4wF0lJq5hYH28mStx9sH/fqX/6rf/+o3+vx3fwi4ttPRfDVXvln7/EhaKHZU6rP7y52FKneNvVYsVLej84szXZ5f6OuvX1kf8PxHn4ZVk7asVuoNMschMGVazAVwxBoCFLhiAlU6bogvmJqWdELNk6+za6iSZcOemp5vEGmT6dfEDqSDYA+mp8VQS/oI4BXuy6MFMEEJIx4hBIXt1DImQDpK3KCcIhBBCUdjlLgjTsDb8Ifjsy6e1dVoeirwcN6vDLNmFoNJpQ11Gw0N+pk5AgTRLDrtX+EBpPVyrfFpYpiYI8WJGe4FijiQcrPlegkSfsRXyN3R07BZzLWarzQ5P9WyIOXcqdFeKOmNVcF2alzr9PlLD/aYzaYaHxOdnVwKbelWly6xzEvf/sf/7b/q+ua9Hu8edPP+veYPU1euyK8hZoK8zacL5S52NLz4zAU7v3ymRreph9nULs2l2awvaOSQRpnL93h/r48/eOHCD7uJ/jizcNRzadRDL7ZRo7dVcJ7TNrWvXGCBqlbS4gWah4ycEUAWDAIGHbkRxDnN4wyu00Mro7klC/4+2QFOAVceiTDQK+6QXL/im5wITUihoQGM0bSOQVnnCAL+iniA+kfdccRx4YDRCbXhXMIbjJCvE5Q2an1hAkpEvk9Pxip2uXGMbgJIFuQb8ng2zWA41s3NtQ2TxlrqKQbTWlFMQiAbL8Wt8OxW7Y3ubu40RI7PGVHXuMyoEemx02Gyon5PG7QSl7Cg7zUan9jzrVal0v5Q7f/1f/5fXJBAtYOYgHp3t9kS+sDsBmIGyqnFrvQFMPR6vyv0zTdv1GrsdDLumcc3W230/Pkz9Udjvf7893q4vtGA84qgEZSx3bQREI1zIxR3vJgUoJjpSz5tDcI0pF4ZrwOoBKHTI+xYACmDleOCDmgjOy+gVs7XOs+NyiBpKLsKQAl8wZCww1EbhTuGqFoeG+5TZOH4GaBedmpes4mILyC7BHYQC+tAkgyD0jE4gkKS1vhEzQTa5RSPSCM7hsYR40iTjnERUFGif+IQ7gD112brA+MOeEDuFxYT2g08P7QJoPDz3EomtpLWtTs6Pz3Xm/fv9fAwdYMNgy5I+/jMpJdBkrnI1C1Kvbh6ITVSLVZbFb2eJ6HQIk+M0m6VtGy0zb3jIZebncojLNpILXDBSLmgDMZNkut3aCBttjSgd2B31MXkub+/WR/0xRfXun59bzLpaTZS138Gmj3ear1ZaTjsW6cI6dHGHkZwW81e6sIOFUPwehYBBA7GsTV5CoZZQA8voVLqSE+jUzuuOMqsTunADEkda5URjKtpJTXo5sECJnClQYbVoOyMVyO3xtDbzD5khaxTRBYTHoig1I2z7pUkaSMlbKrRBk2MmjzSdzuVltgzm0ekmx0xzIJubLOUD5UxEkrkx0P0ZgL6bAvimJZub24iIHRT607ZmMEheBa6q6idNF1+dkUSpDRrazwZazVfK0n6bnVfbrdKQTDLg/K99P7dnQeSv/xwpg8+/FRZ0lPK0K66BkHy3SYF2hWMt+VMi6bMaLWkbwAwR4F3t5vKVxt1eVhWzkg1aKe29tPBqZbbQo/zmTarR3VaWUwUT4can17osMudqrCoeIddsXF+20K/GIatOuYP4jK3qJNzgT06cQwMIiSsbhfXCBqYq5vwYMgyiB1IEeHP0bQJ3MrC1J1EtMbX/Q/ukLZ2z9FziOJMD4CKGsGeOct19Y+MAVyeDAZDwBsYekaCl39zYU5HAmLD9bsxFS/XBgUNdhGvS99BhzmG6Ami74R2AYBTe6eqQSPqUZ0kUy/parlZOjs4mYw1XS2UJv1IVe0RyVZAO7tC1gdEkmDZY3V3ue7uH3Xx4rluZ0vl+4V5Bev5Skky0P31tX79336lq5cf66MffKrJ2aUG4xOdnF9odHKmNmgV56HxfKtu09TJmRamAAqG8pxTNMlSdEMaSNOuToZDS64j3nRz/+ipoTBjh2dDC1QNRyOPeVvNHgyHXpwN7crystJoMHSOjQsn4nbtPkmc4+LmOR7WzAJm14G+ubOJuDyInT6jfZazi0ixoLEHYzg6nQ5+6FgU4RUGHthZgCy4cZ/pRvj4GcAhjofoPwDe5n1J9eBMAOk6rUVAip1MvyUcCbIP0+iJHWIaO6zlg1VVyTRaNMdxHvlIwf8/zYAiIgfKHo76hsdpvYM59dGL51rBat5s7Pb5eZ4JY/K4n4K+CzIcGBpwMrNUN3f3GuSnyrK+bh/nOjTQlGzpw5enTkUBTF5/87WWq61mi/+qpDekJUurTY4RRI2ag5NUjUWHN99sAHTgNlruASBmuHrx3FSxpNXQIOkKJU7IGhRuYA+j8EU6R9B2cXGhqysi0bXW8Pxw58z7K3JXyjjDeT86Z3HfMIM4gkC72N1Vmde6BV019uj0BCiFwXAs2eXXC8kDYjfSVeSaRYdIMFJG7sESuEDMLtnGMC2KS74mZhx++6fOCjiKHC2iWwT7CNYT7eCcn8yiwxRpfydvD+ib7mI2Ct1GKK4S/eMQ+BqGwixj0AdirvGwr21ORMBr1HHOZismsoDTcM3oPqJycjbpfRs/bdaFW/xYfIglDnfabdcUBsNK79/fKhuOrIzy+EicMNb9/b2zjqvLC/3x82/0fv1a2XDs/orH6cxC4u0dY1Zzgo04c3jA0J5wtbhZFoSzc5RmnijCheLi5lVpQAiP0e62lSJJ1+2o3yPSHZkPRzr4ePtOq9m9zk/HbgYhEm4Nek6l/D8s49jwwCyMh4dC1L9aLE3LaqBuVhrq06CXuojEg+bI4AHTMeQFd0sXx8DBgWE0ejib94KyEPY6eAbyfcASl0liGDjnHoaEcTojIKU0d9LqOvZgDSBrvCThqJHCehgVC8wXOSI4pohryDAgq4LscKRCU+MZEfHjWSzlH/EPFHSaXjrNlrumFtNZpMD0bDJdtuAI7KmdHDR9mKmT9mhu0HrDMbtRs9tT1h/q5vGtDu1UCIOutzvNZ/ATD7q6urJHOTuZ6PrmXovpTs0ufZsouSTRhgHcyi7xg3KOHucsGD+MiX3Z0KqYacao22HfD5o0jF3caXKuRpPpxempBgOGX1HZQj0kiiW4RNw97eXjYc/fQ5eAXsBA9yBKZKZys4hpt6Wiw86Ckk72ULlIRXSN9yCfZ0XJxW2knt7Ojg3KO1/DNrxcpIJ4KVfGorAjN73AFaw9hotIuHuCJLSHwR44hux9HX9gGLTS04DqowOonfeAoIHaKBPLmwdVjcrSMPYkNIYy/o6jlQlvragPkJ7wWjCneA7EA3RD0ZmkQ1uzh3udZx+ozZR50dpfqT8caVvs9eb6d3p29dKCmIPBWIvl1uKfJ2fnSrK+5suNxicXanYOevv2vZiAwgcNrCcnE3unb9689VwoEG4Mv83Oh6tPlAvJw/V+dhpQa4VwY2rIt4MAIwri3a4pYUCTyMWT+5L+pUi89QOP3u1zd80cXNdv6QKAoljZbcGYhTrGGY5hPJ2nNJCwaJ1OMHr6vaij01W8L4CIY1HwgdC8KMaQk7MCaP9ikETNYciUmDGeKARxejqYwxVQJobDhxAxoI/TzPBGLCh/+D1OA4yXap5RQn6WTXFo+djhwRJLQZDhh49MgWuhftZR1WAWQzTkchQ1a0ELvMAGrcVjpU6XdG+nQS+xUVNlxXsQJEN1x4fxjGidq3ZHjXsjV/xIaRfLtXYV7Ou+R/vczWfqVTs9f/Ghvnj1WiVsJsYCu6npYFR11Vgoy4Y+Rh0AUx/xhA1Y1AlEzqiuBToVWP54NFT27MIiElTSiMhZgMfFzEgeBIglugCrls99tLwmBHstpoeBCDI4c+1m08WCc27nY4JgjMUH4TPmsOeBdLTb5L5ACi3MSGgcSRdDKew4Ctl5wBUCf4zuSfKNG8KFI/BE+7c5kDVFDLFqL7Qx9zAYgB9Tzwgm90+LXnMCCbRgFBtziLSO1+D+qVPwYInOfZAYUAylMyTrDyZGwGmA2dTWoUPDagywbNJhZXU3ilyV02A2HrA3ASdEVwJScw/oMhoMjImwimzMTV5qfEKmcdBwdGLpn0F/4qMhyXpuRvnjF6/00Q9+qI8/+aGQ90Hm9uTk1MNLqf8wgIufhSXNtLS8wpMFpahtPT4oV4gkpTHNnBSGwGwxn7sqBZWsgmzBZ1A5NH0gfhR7LZdzERdnpNJlqRcfXBq+3G6WxgN43en0VuNh6vc4VNDT2i5qUCnEGIgBynxj7B5MooM8GTPzGHRhsimU76CG87sWtWKnuiGD7+EZOmpmmRowgsAePFDbB7V3kF07UrFkdaSDBB91SRnLMgWWIBLEj+ieli0chNPGSDkJ2Fg0sg+i8gbHSicmnVVHFhI5fkpP0NWIV8gckLBtW07H90IACKjTaFs9lXoFz5ILIJaAik4qzcYkG3Gcgu4xWRqwfKeth+sHbbYYc5Pz3K3slPm/fPW1/v4f/rNOT8/17t21NxfUPahoi8Vcw5MT13ZovikW0eIGqtnGumkEhd5MyoO4Ak0kJZLqFj6UBuOhOsisF7krf8RUDLtgV4PX9ZNUqevSkWuXRXTN4trpNMZV/+xnP/MM5O0awCkPyPdQEznNuycmiYCK8xfIOo4n0LHozoE7iKtm5wcCCFgUMjgsCl5N1CPoJ6h3NItN9hCaBaC/ERg2Di3ZU/AlWwYBYgSLbEMW3zxG4h3Off4j6INfQGBJ422bQlJwIEgj/dqWDSVYYIECswAqb/psbKrDcbCiTtLUKBu5EYZAl4UnIOe4xCi6ncSbBUYSwSHRJSOG4EMQbxU5mQaspJ6PLQpK1X6rX/3qN3r58gd68cFLffnF5walwLrYjEZus2BbLbdoHBHPwdhyy+DO4pMYAcESP8wCMwjbqLvPvrZ2W2hfe0/sgOnqYorLnfQadvTs+RUG7sCpKgvd3T3o/HSos4sL5+lEq+gZNhnxSsBTFhoMTl2Vc2u2hz1A1arp2pzXEOAaiSexcsbxxxE87p/FAtjBRbfRDkis9E03LpE8TBo2Pj/TQBKXyBwX6NSCtrPAEFh7jIujxcROPAQyd0eArCjfGiQiA9kR/cfAbWY7YDbEUc1jO9rpYUuRRbKjraSGeASGVjiApIFGJycu9RJXkEpidKXne5OVZTYgD7iAJMIQbHQWmHmU9cUIvWfPPvC09G++fqPquNDk8lzD9U73DzN9+cVXTAl2feDTTz/T9fVbUTyi4Wc/m3uiizcTXE8MuZmoTbs1OwD3E/k3Lo9gCC69rCvQ2R/VPxJ8pSp2qI9W2jS2vuldvtWI1C1NtbOyR0PkqPe313p2PnHZErHGV6++1mhAwyVBXtS1CfqK7VrHfUC/w8HAcYchoUawbwFI9uw8VDwZqEENHY6+1bz2jogpj7Lw7e5QzAoiQKTt+2g0suYYNON3nK55t4IJBEOIRcCneFOjRk5DCf+ojw+OHXLzI8M2nDfj6o9qIhVmVnFpehjl8OKQm0fgBwy0daRZtqVdAfu4jIaSPrET7ONSjV1ub7AHET0SdDIiiIpiYiHQY9oTjbe7dqpqu9fica3dkfinqWJ/VEFn9BzeIMNEesrStmbzkMr56U9/qtH4VLPFRt0+HVml5rOZOl0m1vY1X+Q2+jbVJwIEXB87gQ/OWP5utU6CxrqIg9vk635gpi/BA+Df5PlDEyfvH2711auvPZD82dUHSrOetutH7fNcz84jwnXqt9vr5PRUZ2cTt3sTF7DNDVY5AAs+AK/PkWm3b748axWZBfh/eIcoPbvyRvqIB7HkS8dpHDvRw7x8dxEMsfPJEiKVjDvivVg8Pvi+aw+uTRArAA3DH4gZR5FymgzhCWwOYuEm0nOJ53QiwpBQ+iFDt/kJ1ML1u3bgDAAvQmHqCQIP6J6fJRMzV7Mqjbhmg2eajE/02y9eq9lBrYwZT5WSLXyIgLrZzBbRbrf16utvdHZ+adYR5J5nz05d8IKYwgmIEGibbOzJXfI0SEn4g7VThmTRuWDiBkwXWJSdiUwsZzBFFy6WB8Z5xecvv3zlHXR2fi4WhUCLM2zU72uN1e7R0+mbmkUKxvRSI309KJvRpePjwGd1LBhLiNuFso3J4aU4MxtQp7leN34wobWrBqPgwI8M6tRwsQtAnCX+hg0KRq8zBx8DMaWUoxD4nJ1PJM4DJVjDUHz2QUmDbubfiUZSp7hQugkjTWWPGAXwiCAXpJESLikfZBeo6Gw4qPZWbsELET/w2lDlGh0fL5xjPGeQWFLczbZSNmrqw48/1pvbhTZVCIQSMI5GpNbEEIiHF9ZLIkshOyvKtx40ggIaVDOe29n5qfr9Skm6idglHCF7OeBNFo2IlAvlewRgzjeP/J1WKUq2MeCReAGS4tWzKxcyYBExxiXJOhqOJ6ZCffXV1+pnDSXZWNvNwkjkGFgU7lyauTS6yXPfAMQL3GGB4ih0LXocK9LTjq2Z1JEPHq4/moy7T4wbOD5gBxMEgtbV8YJxAMcSAVvb9TuYieCNBSU9wz489s69g1FlwBgApFgkUBaM1R8uRDXMXwRRCikb5GkZ6BkbBkyAIwtPC1TMMGtnLZ7wlnuH79l0NvCGelnfBo1oC3I+fh0KVhVdSj09LKf66utX2h0G7qVk5xPYleXem4uGZYpJDAFjy1hUO2EYeGX5P+o4UPOoT3SSnvmccDqh97VxgU8f4QK99nE0mJwZIhHQyBleEWzcOk1qSWenZ77Zd+/ee5wL3T2UN09Oz/Tu+kb3N7f6xd/9UJtN7hkERPqEUyiemlnUxDNMXEpNk65Wy7m6aUMD+gapORCPDMYOUp220TJWex9umKAwoD0X79XEQFyqRYcw3CxW7GPLIFVo+WDY7GIOF/MF4lxxIMni4V24UjzlkycwEIVBgUOwfLSg89qoptZYBBiDMxWAnnxrI8dLRjMq4tWxuSoGfFaUxulWCil7j/7D+zY7Xsx2v6fr6a2xB4LRzbJQb3Dqo847v5v6mdvDckiao0FBKTOyykiB0XhkOhrsZkrwg+HQGxkll82WEnRGOT2aEHDrtFPHsYCmVjwsclWDJB6GzQCKo89w+IbnZ2cWo6ZfbrNc202mTCcdDPXu/bXm0zt9cPXMZEYYtp0zpoi0bb0hJsl7HzU5ObGKF4IWpFksAHl/sWk68GOYgxeaJSE3B9WjWTOlZA3EzdSPPmlDLBpxDmkXQyOIDzjfcwpSJo07LfLxxr/rOoR/jp9lt2P8dYxkHSIMBMeB0ZiNjUeI332yEmcgRhulbVEq3wGly2Vijk2Xrm2ccBza7jzCCFotsg/WFY8LFY33gYewiz5JPEkv9c5mZlJ1ZMAoKTA8SrqlkSxY+vv8nWeZpj33QVS7pZbLtZFJNl3aBoVNvSFJQ3lf+KH2r+EBwqr5O2chu4Gzl4AHQIM4YTgc2zVS0WOfvLhEZLLU7GHqn8HFM7QKUANhCEiRXOh0NtM5+oMdvgcMWurlB8+d1iH3QvAIb5BzuJul7nMgFSXXRoWklWaOLVhivMETwOI2D2oNZAvk11RCt7B5pVbSdtcuEjdo+g2Hoyg0cc7jSeqYAy/gBkjO6YhA7RiJV3ghnoNfECtgMR2VhHvwc+OV6hoWUDXm4WPFmQHzHaLbGKSQuKLp7CO8GdPT3NPJVjBGYX6a4xmGaxaMDyAuWK212my1hEq+Yyr9wQptwMmggGVeuhrYbFMQgsJHGb1tV88tISrKsUCmQr8k90ZXk7NBz0U0BQtIlBumvBrBFOf/081xs5w9bAgMBDxhOEQ8EhXvqRCCAMefTE5MNbu5xwNc6ex0pMfb1+o0dro4m3g3L2Zr4wTc0DCl2DQ0ogZyyAPnPagN8AGlmpZt0k8weLp5YiHkRlTOPa6BOgYLSSxDDwAegEWGJzmfTkXfw8l4IlJQXLMXFg8H2IUkrO+5PuNZDAJBbwI8CRkAwloBARMbUPEjSDUgRUYDUGSoOR5+u93z6FxqL4hhUO1sNbsWmuKaeFHwCJBEV0nhUbLg4AnEEQSPeMz9QVvG88F/JJagzJzSpzDQ7XRtwzFlvAu5B5TxoIeHmb0iU+HXrUKr9cJQuDUhrCBfKqljEc4hvE+bHU41j+DHxmjyhueA2lJ40NwwVjlfrqwlANZ/eXbiB3x/CyQ80vnFhapip9Vm4zMe9O7+/s517+Hp0K8P2oUq6eXFqZs28QzsYhYCNw9fEKFIRt7DaWAloaDTauWz/nhQuUHIEjZOIqGaz7wAjIaHjQ4BBuFVjHhlBDW9KDy2liJSvpyr2O2VjseOSRwV1Lvevp7UGG8FcdXi3LklY3NENes5zIzN4ZnYQ9RBA8GoNw0VSLQSKXMDY9t7wM6CiFJFgsKGs5W7fBlNuEjeuSOLkcA7ezXUYUECKRPzC7Sxs6PxBByHbAzL4HOMdAnZ4XFSdqbVD0wGrecYM4hH9xorDIrNQ8Rj2BjX+PSH6+LF+QF2PJYFfMvUL0Cl5WLhShd6QWma6e0338Q01G6im5t772DOGlqtCASXU0Sp+0bYxuNTLWc3dmt/9+y5ejSperzrzuJWvCedupRTqdqB79Oa3e0NzFjykCo4DAyDYPADrpXGFaOFQHQ0kvJQY/gTBzKRDXk6+PmRXgZ4gHmhapOreHh05uOiTRuF0FBfp/GGnHqzRVUtNAvAMC4vrwxLG9L2TjKYakPFGHxMkBEQF+CNTHsLHQUWPwi7wQR6OoogR3AfeFawGDwBIScDPSpVmk4XMTInIftsaTg61c1trul0rt0OhhXAGOkpwTvTV4DEW+4F9WQ4MB/SUmoODOxoNjUcDz0+EDKR7ZdMxEUIAJID+W+wgjAGGhZJU2h6TLs0VOIdmFXAYEm4/zSdxoLdz0j9Wjofjl0XoIWa89WNFBU5bKb76VzTh6l+8nf/g/qTM88Jvr+dqX1+4uAEHiILwEVj0zSIcN55zBgnbaNp1i6TzNtd0MOmuZFUXhrdTMd2bRg+xyMC53voD7uxgiOdV05TnWU9dznjdUib1gy9YhgV3JVuojQ715mbUKgapk7jeCZecV7aeT7gWt0XwKifxs6YAHZINzLP0hg6ASbnL5R9DLuBrFdsMHgPxDjFrnCRR8eO+xzyPHqXkOFrdvvaVomYn9npTpSvr1WtUbSQDYQAvklPJeAP7e8U0NKu1jlzJnfmN+bl1hoMjTbElESbsnQNwqN5mh21SyZ/PJ2JRMf1B1aDK+GPQRNjBIG140jMf+umWq6Wbqw4PTszKQTotCwpGkVDaOFBDQ1t8ko/+8U/1LDmXPt8o+m+0mT498rzSuVmbcUygpggmHK2pwweUhOFSIIF8w0p/MAsxeOa2Rn6xBwJ5FrYN0m/fz5QPrvO+gy29bvCRxGKhsqeBo5Fol7hY4dn4ICQIym4i6CHESoQSHatuAqpFTwF9VX/Cm9nSh7/ikwCaC4unaCQwiieNjICLhXmM1gCPsAYDZjT7qjFeuV6ByflarvWJm+qTS9IO/GQ7E019YZznccoJ28e42+I4eAnsJy0o0HY4eJHo6EHgD08Pvqo44jgG23emBSGx/envDhasbgVUheTTiE6Ml10X5n771o5kXkv85i42WLuHXV2MlLaTzR9eHA18pMf/EgXVxceXvXlV691d/tev/jFz3X97k5DupZww2pptc7jnBXnHORX3BwAe6ynCzjO7XGxMVSChTKQw4UapvUy+X7s68LfOTXEQDAen8YUqJxp8JkbD+N3RsB3SCmJNQz8kLrxQt/5cKQdsDIGxrcjiYi4BBt0eQJslgXn1/0nMi9eCc95oPS8jzlEhrZBuNyB1NB0vtQBFRUd9DBd6SC0BxLDvWmvp85mJRThHdM5s4EcEscQfQtmYHUSf8YAKEhx9E2vb33cUUTiAwCrbUIHQQk5My6wfghYiCNvikKtljb51kcCDY/U9pcQGGl6bLW0ZEg1LFoGM25zN2AS/Y4mI109f6FtvtbdbKqvv/pSVxcX2uZHPc62uvzwUu+vH5R2w7WdtpkKvjNpgg5co5YeCBFpGlPOOfcMu3oH8iDRDa4cEBIpc91WMLfLZnV8R7430iN/1IEZELAN/GknswiuVdRZh51K/Tt+ZXc5BN6AoXgxga0hIyKE7TMnPBK/a/padDKzwdAwcD3CmRit5PjUMHLby+5otTGOQmJLVHB2LZRVeCPUTvaazhdO/WwsZk5B2K2pgWA9lOA9nRUZmqMDYjzBaDLxYC4CSxfYzM6O1j8jhiw2BsCCcgy446fGC4IC1opZQu2WQKMI/pgBTEcsNXCyZ5dOUS2nS7nKzUUkiib/nc6Wmj3SP3iiydlz3T+sdXL2XG+vb8wyPjsZaNQbaDA8CckZoOck8xkONAoTxiki64GXreXfQfzCvdKY8icXy65id5L+sKgYMUuG62VXQzhiMVgCe8Ing/E5FGmwvQEWw8PyVuet8TxkbHioeE8bFd/Ho/N+LCtFJgfY/JNjJFwB7xmvBYWOeIDrodSClC8xDwNE5R3eaCVabSttWFAkdnLAo4U2WyqGTafPH8OMcAAABAxJREFUNnA8uVvgMcZYJ45vXL1Tzf1e9DCSZs6nVBA76hwSB4dPGYPLaL5EjNjeKLB30DE3hhjmDW8GGLMuCj1Sn8bHEDeYwdPQarv1gAuMhgcAKERgOFss9TBdmCSZZCPlqMsfWpotcr27fVRJIaWVeABVkg2cEfT7o7hJghbjFXVHEjxCSsbmOZBSgRCDCTBTEFIHCxCbnf/bqGsUDw/Bv/nD75GPm0bGqrLWBsQiDvo2W3IlEdwkvu4F9CL/6U2cRVlwg4cXZyx4CxgH8YEzFt6A1Yaibh5j1GcoYZDWkr3wrICNcxqBSmTuUlX7ph5nzH9OtCl2mi0oCO2druMNaUUjgzHBBeT3AJ4THilwH8A2NAy6mj1OrR1BxgdIxDGPRXNswJqoMXSMO85IbtrXTR3fIAiPmebJKvD8wzHG11gjMIodhdUzAnxgpDsW1+uTjuAnWkoNCnU1X20jIp8+aNTONFts9fzqmdrdvloJFhsADsc27F8WvdoD+SJJS6QeTOgDtf4K4CqwfMbKxvkcRR6KPwA1ZDnsCJg8vheMvXbLcXTELvW5jSHURuFdS8pWPwM7f4JLPINjCj8iGw+HqHenTwNqGDUOwGcCS66VZ3pouvhF4gCODz2NlJPjiyEa4BMARExUXy+3mq0KrQsgP1RWyJioLHK9LCTNtMgAw2IOcCyg7mBeYekomjP2L2dIBkW6dsf0ACcu4bB8f00syjsEy6g//Fiw3Kd/++whjTyqzAslnUTDwUiIHSAgTZCRtDue0umGyl0UfahWGWmkIIJ7h4m7O3iY1aaslFfSzT1eJYyEyBfCA7uINBB8nMAPt85Oedq5XBo7164aE6N+QNMHZE8fC5gsZwLw9xN1HAOPXkXuLNA6ALKAUVnsCDTj3wRcfO3JKzx99nnw9GCeno+9KPEF3MXI1akl7NlLNYPZZU0gWqDiWh4Xp4K5sJMxbtO9SMSPTd0/LrXYlO4fWKxyT1ZFdY2qKHuV3cyx7COB6wCOJsvg/u31gvDKe6yWa3tIEE6MGe/pGJBGHlTiuCkXP3CP3zEEH7/1QzBej637Apj723U+zYPiV/g6D7aExryhBs+YN0QpCqeG25x8fCdkbABGOJ9SqFLFynhAieaPRaPJPHhIe3+f1+FiqZM3UuIChkMxeYwcnQ3HkdVRM0kcEHH2YgwRmoN10FaGJ+LqqH9Q8QjI1otZGxMGRSDrHY7r56HaI9TVR77Pa1Dh4zz+1lvERnEAbbOLykKXs5nX45VMj2uqUQUsTzyBZwKXYCHZ0dDfWRjgctLIvNq4qeQgvKBUrujPTEzyTdupF75BC4Barj1k6B1igK0obFH+pw+SS6auQKtbQicy/R9mdvnGXamc/r+yP/8Pqrd/R2j8TL8AAAAASUVORK5CYII=)
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[1] Podle Valenty (2008, s. 51) tkví specifikum dramatické hry ve využití:
- jádra principu divadelnosti (ve využití lidské schopnosti tvořit/hrát svým jednáním fikci- fiktivní objekt, fiktivní situaci, fiktivní jednání atd. určené k tomu, aby se na ně někdo díval, byť třeba spolužák) a
- jádra principu dramatičnosti (v zaměření této hry na určité problémy, potíže, rozpory, tenze, konflikty a jejich řešení jednáním)
[2] Jednání znamená záměrný a aktivní vstup žáků do situace, která se jeví jako nevyhovující a vyžaduje změnu.
[3] Základem děje je situace, obsahující nějaký konflikt (střet zájmů, potřeb, chtění), která je postavami řešena a tím vznikne nová situace, opět vyžadující jednání postav příběhu (volně podle Richter, 2008). Jednáním v tomto kontextu rozumíme záměrné působení na okolí pro dosažení cíle, prostředky mohou být fyzické a slovní (jednání slovem). K jednání vede napětí ve vztazích, konflikt, problém, které nutí postavu změnit situaci. Názorné jednání (tedy viditelné a slyšitelné) je hybatelem děje Děj je ztvárněný příběh, tedy časově souvislý, na srozumitelných příčinných a časových vazbách založený běh událostí (Richter, 2008, s.24, 69)
[4] Fabule je řada událostí seřazených tak, jak po sobě časově a podle příčin a následků patří, zatímco syžet je způsob podávání, vyprávění děje. Události mohou být podány i jiném pořadí než jak časově a příčinně postupovaly, mohou být vyprávěny například retrospektivně (Richter, 2008, s. 45 )
[5] Mramorový reliéf Daidalos a Íkaros (Donatello), sousoší Daidalos a Íkaros (A. Canova), malba Daidalos a Íkaros (A. van. Dyck a P.I. Sokolov), nástropní malba Let Daidala a Íkara (Valdštejnský palác), symfoinická skladba Nový Ikarus (S. Goldbach), symfonická báseň Ikarus (K. Böhm), hudba k baletu Íkarův odlet (I. Markevič) aj. (Zamarovský, 2000, s. 90–91).